diff --git a/.gitignore b/.gitignore index 4fe0528..2c5432f 100644 --- a/.gitignore +++ b/.gitignore @@ -1,3 +1,8 @@ + +convergence_testing_2024-03-13/ +results/spike_analysis/*.png +results/spike_analysis/7t*.csv +results/spike_analysis/*pdb* **/Attic **/.ipynb_checkpoints **/hssp-3.1.5 diff --git a/README.md b/README.md index f03201e..003841a 100644 --- a/README.md +++ b/README.md @@ -14,6 +14,11 @@ To run the notebook: ``` git clone https://github.com/matsengrp/SARS-CoV-2_spike_multidms.git ``` +2. (recommended) create a new environment +``` +mamba create --name multidms-spike python=3.11 +mamba activate multidms-spike +``` 2. install the requirements ``` pip install -r analysis_requirements.txt @@ -24,6 +29,6 @@ jupyter notebook ``` ## Key files -1. [results/mutations_df.csv](results/mutations_df.csv) contains the respective parameters and phenotype effects for all mutations analyzed in this study. -2. [results/training_functional_scores.csv](results/training_functional_scores.csv) contains the curated model training set of barcoded variants and their respective functional scores, for each of the two replicate. +1. [results/spike_analysis/mutations_df.csv](results/spike_analysis/mutations_df.csv) contains the respective parameters and phenotype effects for all mutations analyzed in this study. +2. [results/spike_analysis/training_functional_scores.csv](results/spike_analysis/training_functional_scores.csv) contains the curated model training set of barcoded variants and their respective functional scores, for each of the two replicate. diff --git a/analysis_requirements.txt b/analysis_requirements.txt index e918268..efc9eff 100644 --- a/analysis_requirements.txt +++ b/analysis_requirements.txt @@ -1,4 +1,4 @@ -multidms==0.2.0 +multidms==0.4.0 biopython notebook ipywidgets diff --git a/results/manuscript_figures/convergence_all_lasso_lines.png b/results/manuscript_figures/convergence_all_lasso_lines.png deleted file mode 100644 index e3ee0d5..0000000 Binary files a/results/manuscript_figures/convergence_all_lasso_lines.png and /dev/null differ diff --git a/results/manuscript_figures/global_epistasis_and_prediction_correlations.png b/results/manuscript_figures/global_epistasis_and_prediction_correlations.png deleted file mode 100644 index 583932e..0000000 Binary files a/results/manuscript_figures/global_epistasis_and_prediction_correlations.png and /dev/null differ diff --git a/results/manuscript_figures/interactive_chart_w_beta.html b/results/manuscript_figures/interactive_chart_w_beta.html deleted file mode 100644 index 6cddd89..0000000 --- a/results/manuscript_figures/interactive_chart_w_beta.html +++ /dev/null @@ -1,35 +0,0 @@ - - - - - - - - - -
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-,res_n,n_nbrs,nbr_max_abs_S_Delta,nbr_max_abs_S_BA2,sites,max_abs_S_BA2,max_abs_S_Delta,mean_abs_S_BA2,mean_abs_S_Delta,mean_S_BA2,mean_S_Delta,sum_S_BA2,sum_S_Delta,is_Delta_nis,is_BA2_nis,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,165,166,167,168,169,170,171,172,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,241,242,243,244,245,263,264,265,266,267,268,269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,325,326,327,328,329,330,331,332,333,334,335,336,337,338,339,340,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403,404,405,406,407,408,409,410,411,412,413,414,415,416,417,418,419,420,421,422,423,424,425,426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,497,498,499,500,501,502,503,504,505,506,507,508,509,510,511,512,513,514,515,516,517,518,519,520,521,522,523,524,525,526,527,528,529,530,531,532,533,534,535,536,537,538,539,540,541,542,543,544,545,546,547,548,549,550,551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575,576,577,578,579,580,581,582,583,584,585,586,587,588,589,590,591,592,593,594,595,596,597,598,599,600,601,602,603,604,605,606,607,608,609,610,611,612,613,614,615,616,617,618,619,620,621,622,623,624,625,626,627,628,629,630,631,632,633,634,635,636,637,638,639,640,641,642,643,644,645,646,647,648,649,650,651,652,653,654,655,656,657,658,659,660,661,662,663,664,665,666,667,668,669,670,671,672,673,674,675,676,677,678,679,680,681,689,690,691,692,693,694,695,696,697,698,699,700,701,702,703,704,705,706,707,708,709,710,711,712,713,714,715,716,717,718,719,720,721,722,723,724,725,726,727,728,729,730,731,732,733,734,735,736,737,738,739,740,741,742,743,744,745,746,747,748,749,750,751,752,753,754,755,756,757,758,759,760,761,762,763,764,765,766,767,768,769,770,771,772,773,774,775,776,777,778,779,780,781,782,783,784,785,786,787,788,789,790,791,792,793,794,795,796,797,798,799,800,801,802,803,804,805,806,807,808,809,810,811,812,813,814,815,816,817,818,819,820,821,822,823,824,825,826,827,828,829,830,831,832,833,834,835,836,837,838,839,840,841,842,843,844,845,846,847,848,849,850,851,852,853,854,855,856,857,858,859,860,861,862,863,864,865,866,867,868,869,870,871,872,873,874,875,876,877,878,879,880,881,882,883,884,885,886,887,888,889,890,891,892,893,894,895,896,897,898,899,900,901,902,903,904,905,906,907,908,909,910,911,912,913,914,915,916,917,918,919,920,921,922,923,924,925,926,927,928,929,930,931,932,933,934,935,936,937,938,939,940,941,942,943,944,945,946,947,948,949,950,951,952,953,954,955,956,957,958,959,960,961,962,963,964,965,966,967,968,969,970,971,972,973,974,975,976,977,978,979,980,981,982,983,984,985,986,987,988,989,990,991,992,993,994,995,996,997,998,999,1000,1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069,1070,1071,1072,1073,1074,1075,1076,1077,1078,1079,1080,1081,1082,1083,1084,1085,1086,1087,1088,1089,1090,1091,1092,1093,1094,1095,1096,1097,1098,1099,1100,1101,1102,1103,1104,1105,1106,1107,1108,1109,1110,1111,1112,1113,1114,1115,1116,1117,1118,1119,1120,1121,1122,1123,1124,1125,1126,1127,1128,1129,1130,1131,1132,1133,1134,1135,1136,1137,1138,1139,1140,1141,1142,1143,1144,1145,1146,1147,dist_nearest_BA2_nis,dist_nearest_Delta_nis 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diff --git a/results/spike_structure_analysis/pdb7tl9.ent b/results/spike_structure_analysis/pdb7tl9.ent deleted file mode 100644 index 34f4528..0000000 --- a/results/spike_structure_analysis/pdb7tl9.ent +++ /dev/null @@ -1,27388 +0,0 @@ -HEADER VIRAL PROTEIN 18-JAN-22 7TL9 -TITLE SARS-COV-2 OMICRON 1-RBD UP SPIKE PROTEIN TRIMER WITHOUT THE P986-P987 -TITLE 2 STABILIZING MUTATIONS (S-GSAS-OMICRON) -COMPND MOL_ID: 1; -COMPND 2 MOLECULE: SPIKE GLYCOPROTEIN; -COMPND 3 CHAIN: A, B, C; -COMPND 4 SYNONYM: S GLYCOPROTEIN,E2,PEPLOMER PROTEIN; -COMPND 5 ENGINEERED: YES -SOURCE MOL_ID: 1; -SOURCE 2 ORGANISM_SCIENTIFIC: SEVERE ACUTE RESPIRATORY SYNDROME CORONAVIRUS -SOURCE 3 2; -SOURCE 4 ORGANISM_COMMON: 2019-NCOV, SARS-COV-2; -SOURCE 5 ORGANISM_TAXID: 2697049; -SOURCE 6 VARIANT: B.1.1.529 SARS-COV-2 SPIKE PROTEIN VARIANT (S-GSAS- -SOURCE 7 B.1.1.529); -SOURCE 8 GENE: S, 2; -SOURCE 9 EXPRESSION_SYSTEM: HOMO SAPIENS; -SOURCE 10 EXPRESSION_SYSTEM_COMMON: HUMAN; -SOURCE 11 EXPRESSION_SYSTEM_TAXID: 9606 -KEYWDS OMICRON SPIKE PROTEIN, SARS-COV-2, VARIANT OF CONCERN, 1-UP, VIRAL -KEYWDS 2 PROTEIN -EXPDTA ELECTRON MICROSCOPY -AUTHOR V.STALLS,P.ACHARYA -REVDAT 2 12-APR-23 7TL9 1 JRNL -REVDAT 1 23-FEB-22 7TL9 0 -JRNL AUTH S.M.GOBEIL,R.HENDERSON,V.STALLS,K.JANOWSKA,X.HUANG,A.MAY, -JRNL AUTH 2 M.SPEAKMAN,E.BEAUDOIN,K.MANNE,D.LI,R.PARKS,M.BARR,M.DEYTON, -JRNL AUTH 3 M.MARTIN,K.MANSOURI,R.J.EDWARDS,A.EATON,D.C.MONTEFIORI, -JRNL AUTH 4 G.D.SEMPOWSKI,K.O.SAUNDERS,K.WIEHE,W.WILLIAMS,B.KORBER, -JRNL AUTH 5 B.F.HAYNES,P.ACHARYA -JRNL TITL STRUCTURAL DIVERSITY OF THE SARS-COV-2 OMICRON SPIKE. -JRNL REF MOL.CELL V. 82 2050 2022 -JRNL REFN ISSN 1097-2765 -JRNL PMID 35447081 -JRNL DOI 10.1016/J.MOLCEL.2022.03.028 -REMARK 1 -REMARK 1 REFERENCE 1 -REMARK 1 AUTH S.M.GOBEIL,R.HENDERSON,V.STALLS,K.JANOWSKA,X.HUANG,A.MAY, -REMARK 1 AUTH 2 M.SPEAKMAN,E.BEAUDOIN,K.MANNE,D.LI,R.PARKS,M.BARR,M.DEYTON, -REMARK 1 AUTH 3 M.MARTIN,K.MANSOURI,R.J.EDWARDS,G.D.SEMPOWSKI,K.O.SAUNDERS, -REMARK 1 AUTH 4 K.WIEHE,W.WILLIAMS,B.KORBER,B.F.HAYNES,P.ACHARYA -REMARK 1 TITL STRUCTURAL DIVERSITY OF THE SARS-COV-2 OMICRON SPIKE. -REMARK 1 REF BIORXIV 2022 -REMARK 1 REFN ISSN 2692-8205 -REMARK 1 PMID 35118469 -REMARK 1 DOI 10.1101/2022.01.25.477784 -REMARK 2 -REMARK 2 RESOLUTION. 3.50 ANGSTROMS. -REMARK 3 -REMARK 3 REFINEMENT. -REMARK 3 SOFTWARE PACKAGES : UCSF CHIMERAX, PHENIX, ISOLDE, COOT -REMARK 3 RECONSTRUCTION SCHEMA : FOURIER SPACE -REMARK 3 -REMARK 3 EM MAP-MODEL FITTING AND REFINEMENT -REMARK 3 PDB ENTRY : 7TEI -REMARK 3 REFINEMENT SPACE : REAL -REMARK 3 REFINEMENT PROTOCOL : NULL -REMARK 3 REFINEMENT TARGET : NULL -REMARK 3 OVERALL ANISOTROPIC B VALUE : NULL -REMARK 3 -REMARK 3 FITTING PROCEDURE : NULL -REMARK 3 -REMARK 3 EM IMAGE RECONSTRUCTION STATISTICS -REMARK 3 NOMINAL PIXEL SIZE (ANGSTROMS) : NULL -REMARK 3 ACTUAL PIXEL SIZE (ANGSTROMS) : NULL -REMARK 3 EFFECTIVE RESOLUTION (ANGSTROMS) : 3.500 -REMARK 3 NUMBER OF PARTICLES : 159915 -REMARK 3 CTF CORRECTION METHOD : PHASE FLIPPING AND AMPLITUDE -REMARK 3 CORRECTION -REMARK 3 -REMARK 3 EM RECONSTRUCTION MAGNIFICATION CALIBRATION: NULL -REMARK 3 -REMARK 3 OTHER DETAILS: NULL -REMARK 4 -REMARK 4 7TL9 COMPLIES WITH FORMAT V. 3.30, 13-JUL-11 -REMARK 100 -REMARK 100 THIS ENTRY HAS BEEN PROCESSED BY RCSB ON 20-JAN-22. -REMARK 100 THE DEPOSITION ID IS D_1000262495. -REMARK 245 -REMARK 245 EXPERIMENTAL DETAILS -REMARK 245 RECONSTRUCTION METHOD : SINGLE PARTICLE -REMARK 245 SPECIMEN TYPE : NULL -REMARK 245 -REMARK 245 ELECTRON MICROSCOPE SAMPLE -REMARK 245 SAMPLE TYPE : PARTICLE -REMARK 245 PARTICLE TYPE : POINT -REMARK 245 NAME OF SAMPLE : SARS-COV-2 S-GSAS-OMICRON SPIKE -REMARK 245 ECTODOMAIN -REMARK 245 SAMPLE CONCENTRATION (MG ML-1) : 1.50 -REMARK 245 SAMPLE SUPPORT DETAILS : NULL -REMARK 245 SAMPLE VITRIFICATION DETAILS : NULL -REMARK 245 SAMPLE BUFFER : NULL -REMARK 245 PH : 8.00 -REMARK 245 SAMPLE DETAILS : NULL -REMARK 245 -REMARK 245 DATA ACQUISITION -REMARK 245 DATE OF EXPERIMENT : NULL -REMARK 245 NUMBER OF MICROGRAPHS-IMAGES : NULL -REMARK 245 TEMPERATURE (KELVIN) : NULL -REMARK 245 MICROSCOPE MODEL : FEI TITAN KRIOS -REMARK 245 DETECTOR TYPE : GATAN K3 (6K X 4K) -REMARK 245 MINIMUM DEFOCUS (NM) : 700.00 -REMARK 245 MAXIMUM DEFOCUS (NM) : 2200.00 -REMARK 245 MINIMUM TILT ANGLE (DEGREES) : NULL -REMARK 245 MAXIMUM TILT ANGLE (DEGREES) : NULL -REMARK 245 NOMINAL CS : NULL -REMARK 245 IMAGING MODE : BRIGHT FIELD -REMARK 245 ELECTRON DOSE (ELECTRONS NM**-2) : 6000.00 -REMARK 245 ILLUMINATION MODE : FLOOD BEAM -REMARK 245 NOMINAL MAGNIFICATION : NULL -REMARK 245 CALIBRATED MAGNIFICATION : NULL -REMARK 245 SOURCE : FIELD EMISSION GUN -REMARK 245 ACCELERATION VOLTAGE (KV) : 300 -REMARK 245 IMAGING DETAILS : NULL -REMARK 247 -REMARK 247 ELECTRON MICROSCOPY -REMARK 247 THE COORDINATES IN THIS ENTRY WERE GENERATED FROM ELECTRON -REMARK 247 MICROSCOPY DATA. PROTEIN DATA BANK CONVENTIONS REQUIRE -REMARK 247 THAT CRYST1 AND SCALE RECORDS BE INCLUDED, BUT THE VALUES -REMARK 247 ON THESE RECORDS ARE MEANINGLESS EXCEPT FOR THE CALCULATION -REMARK 247 OF THE STRUCTURE FACTORS. -REMARK 300 -REMARK 300 BIOMOLECULE: 1 -REMARK 300 SEE REMARK 350 FOR THE AUTHOR PROVIDED AND/OR PROGRAM -REMARK 300 GENERATED ASSEMBLY INFORMATION FOR THE STRUCTURE IN -REMARK 300 THIS ENTRY. THE REMARK MAY ALSO PROVIDE INFORMATION ON -REMARK 300 BURIED SURFACE AREA. -REMARK 350 -REMARK 350 COORDINATES FOR A COMPLETE MULTIMER REPRESENTING THE KNOWN -REMARK 350 BIOLOGICALLY SIGNIFICANT OLIGOMERIZATION STATE OF THE -REMARK 350 MOLECULE CAN BE GENERATED BY APPLYING BIOMT TRANSFORMATIONS -REMARK 350 GIVEN BELOW. BOTH NON-CRYSTALLOGRAPHIC AND -REMARK 350 CRYSTALLOGRAPHIC OPERATIONS ARE GIVEN. -REMARK 350 -REMARK 350 BIOMOLECULE: 1 -REMARK 350 AUTHOR DETERMINED BIOLOGICAL UNIT: TRIMERIC -REMARK 350 APPLY THE FOLLOWING TO CHAINS: A, B, C, D, E, F, G, H, I, J, -REMARK 350 AND CHAINS: K, N, P, R, S, T, U, V, b, -REMARK 350 AND CHAINS: c, d -REMARK 350 BIOMT1 1 1.000000 0.000000 0.000000 0.00000 -REMARK 350 BIOMT2 1 0.000000 1.000000 0.000000 0.00000 -REMARK 350 BIOMT3 1 0.000000 0.000000 1.000000 0.00000 -REMARK 465 -REMARK 465 MISSING RESIDUES -REMARK 465 THE FOLLOWING RESIDUES WERE NOT LOCATED IN THE -REMARK 465 EXPERIMENT. (M=MODEL NUMBER; RES=RESIDUE NAME; C=CHAIN -REMARK 465 IDENTIFIER; SSSEQ=SEQUENCE NUMBER; I=INSERTION CODE.) -REMARK 465 -REMARK 465 M RES C SSSEQI -REMARK 465 MET A 1 -REMARK 465 PHE A 2 -REMARK 465 VAL A 3 -REMARK 465 PHE A 4 -REMARK 465 LEU A 5 -REMARK 465 VAL A 6 -REMARK 465 LEU A 7 -REMARK 465 LEU A 8 -REMARK 465 PRO A 9 -REMARK 465 LEU A 10 -REMARK 465 VAL A 11 -REMARK 465 SER A 12 -REMARK 465 SER A 13 -REMARK 465 GLN A 14 -REMARK 465 CYS A 15 -REMARK 465 VAL A 16 -REMARK 465 ASN A 17 -REMARK 465 LEU A 18 -REMARK 465 THR A 19 -REMARK 465 THR A 20 -REMARK 465 ARG A 21 -REMARK 465 THR A 22 -REMARK 465 GLN A 23 -REMARK 465 LEU A 24 -REMARK 465 PRO A 25 -REMARK 465 PRO A 26 -REMARK 465 SER A 71 -REMARK 465 GLY A 72 -REMARK 465 THR A 73 -REMARK 465 ASN A 74 -REMARK 465 GLY A 75 -REMARK 465 THR A 76 -REMARK 465 LYS A 77 -REMARK 465 ARG A 78 -REMARK 465 PHE A 79 -REMARK 465 HIS A 146 -REMARK 465 LYS A 147 -REMARK 465 ASN A 148 -REMARK 465 ASN A 149 -REMARK 465 LYS A 150 -REMARK 465 SER A 151 -REMARK 465 TRP A 152 -REMARK 465 MET A 153 -REMARK 465 GLU A 154 -REMARK 465 SER A 155 -REMARK 465 GLU A 156 -REMARK 465 PHE A 157 -REMARK 465 ARG A 158 -REMARK 465 VAL A 159 -REMARK 465 TYR A 160 -REMARK 465 SER A 161 -REMARK 465 SER A 162 -REMARK 465 ALA A 163 -REMARK 465 ASN A 164 -REMARK 465 GLN A 173 -REMARK 465 PRO A 174 -REMARK 465 PHE A 175 -REMARK 465 LEU A 176 -REMARK 465 MET A 177 -REMARK 465 ASP A 178 -REMARK 465 LEU A 179 -REMARK 465 GLU A 180 -REMARK 465 GLY A 181 -REMARK 465 LYS A 182 -REMARK 465 GLN A 183 -REMARK 465 GLY A 184 -REMARK 465 ASN A 185 -REMARK 465 ARG A 246 -REMARK 465 SER A 247 -REMARK 465 TYR A 248 -REMARK 465 LEU A 249 -REMARK 465 THR A 250 -REMARK 465 PRO A 251 -REMARK 465 GLY A 252 -REMARK 465 ASP A 253 -REMARK 465 SER A 254 -REMARK 465 SER A 255 -REMARK 465 SER A 256 -REMARK 465 GLY A 257 -REMARK 465 TRP A 258 -REMARK 465 THR A 259 -REMARK 465 ALA A 260 -REMARK 465 GLY A 261 -REMARK 465 ALA A 262 -REMARK 465 LYS A 679 -REMARK 465 SER A 680 -REMARK 465 HIS A 681 -REMARK 465 GLY A 682 -REMARK 465 SER A 683 -REMARK 465 ALA A 684 -REMARK 465 SER A 685 -REMARK 465 SER A 686 -REMARK 465 VAL A 687 -REMARK 465 ALA A 688 -REMARK 465 MET B 1 -REMARK 465 PHE B 2 -REMARK 465 VAL B 3 -REMARK 465 PHE B 4 -REMARK 465 LEU B 5 -REMARK 465 VAL B 6 -REMARK 465 LEU B 7 -REMARK 465 LEU B 8 -REMARK 465 PRO B 9 -REMARK 465 LEU B 10 -REMARK 465 VAL B 11 -REMARK 465 SER B 12 -REMARK 465 SER B 13 -REMARK 465 GLN B 14 -REMARK 465 CYS B 15 -REMARK 465 VAL B 16 -REMARK 465 ASN B 17 -REMARK 465 LEU B 18 -REMARK 465 THR B 19 -REMARK 465 THR B 20 -REMARK 465 ARG B 21 -REMARK 465 THR B 22 -REMARK 465 GLN B 23 -REMARK 465 LEU B 24 -REMARK 465 PRO B 25 -REMARK 465 PRO B 26 -REMARK 465 SER B 71 -REMARK 465 GLY B 72 -REMARK 465 THR B 73 -REMARK 465 ASN B 74 -REMARK 465 GLY B 75 -REMARK 465 THR B 76 -REMARK 465 LYS B 77 -REMARK 465 ARG B 78 -REMARK 465 PHE B 79 -REMARK 465 HIS B 146 -REMARK 465 LYS B 147 -REMARK 465 ASN B 148 -REMARK 465 ASN B 149 -REMARK 465 LYS B 150 -REMARK 465 SER B 151 -REMARK 465 TRP B 152 -REMARK 465 MET B 153 -REMARK 465 GLU B 154 -REMARK 465 SER B 155 -REMARK 465 GLU B 156 -REMARK 465 PHE B 157 -REMARK 465 ARG B 158 -REMARK 465 VAL B 159 -REMARK 465 TYR B 160 -REMARK 465 SER B 161 -REMARK 465 SER B 162 -REMARK 465 ALA B 163 -REMARK 465 ASN B 164 -REMARK 465 ASN B 165 -REMARK 465 CYS B 166 -REMARK 465 THR B 167 -REMARK 465 GLN B 173 -REMARK 465 PRO B 174 -REMARK 465 PHE B 175 -REMARK 465 LEU B 176 -REMARK 465 MET B 177 -REMARK 465 ASP B 178 -REMARK 465 LEU B 179 -REMARK 465 GLU B 180 -REMARK 465 GLY B 181 -REMARK 465 LYS B 182 -REMARK 465 GLN B 183 -REMARK 465 GLY B 184 -REMARK 465 ASN B 185 -REMARK 465 ARG B 246 -REMARK 465 SER B 247 -REMARK 465 TYR B 248 -REMARK 465 LEU B 249 -REMARK 465 THR B 250 -REMARK 465 PRO B 251 -REMARK 465 GLY B 252 -REMARK 465 ASP B 253 -REMARK 465 SER B 254 -REMARK 465 SER B 255 -REMARK 465 SER B 256 -REMARK 465 GLY B 257 -REMARK 465 TRP B 258 -REMARK 465 THR B 259 -REMARK 465 ALA B 260 -REMARK 465 GLY B 261 -REMARK 465 ALA B 262 -REMARK 465 ASN B 343 -REMARK 465 ALA B 344 -REMARK 465 THR B 345 -REMARK 465 ARG B 346 -REMARK 465 PHE B 347 -REMARK 465 ALA B 348 -REMARK 465 SER B 349 -REMARK 465 GLU B 516 -REMARK 465 LEU B 517 -REMARK 465 LEU B 518 -REMARK 465 HIS B 519 -REMARK 465 ALA B 520 -REMARK 465 PRO B 521 -REMARK 465 ALA B 522 -REMARK 465 THR B 523 -REMARK 465 VAL B 524 -REMARK 465 CYS B 525 -REMARK 465 GLY B 526 -REMARK 465 THR B 678 -REMARK 465 LYS B 679 -REMARK 465 SER B 680 -REMARK 465 HIS B 681 -REMARK 465 GLY B 682 -REMARK 465 SER B 683 -REMARK 465 ALA B 684 -REMARK 465 SER B 685 -REMARK 465 SER B 686 -REMARK 465 VAL B 687 -REMARK 465 ALA B 688 -REMARK 465 MET C 1 -REMARK 465 PHE C 2 -REMARK 465 VAL C 3 -REMARK 465 PHE C 4 -REMARK 465 LEU C 5 -REMARK 465 VAL C 6 -REMARK 465 LEU C 7 -REMARK 465 LEU C 8 -REMARK 465 PRO C 9 -REMARK 465 LEU C 10 -REMARK 465 VAL C 11 -REMARK 465 SER C 12 -REMARK 465 SER C 13 -REMARK 465 GLN C 14 -REMARK 465 CYS C 15 -REMARK 465 VAL C 16 -REMARK 465 ASN C 17 -REMARK 465 LEU C 18 -REMARK 465 THR C 19 -REMARK 465 THR C 20 -REMARK 465 ARG C 21 -REMARK 465 THR C 22 -REMARK 465 GLN C 23 -REMARK 465 LEU C 24 -REMARK 465 PRO C 25 -REMARK 465 PRO C 26 -REMARK 465 SER C 71 -REMARK 465 GLY C 72 -REMARK 465 THR C 73 -REMARK 465 ASN C 74 -REMARK 465 GLY C 75 -REMARK 465 THR C 76 -REMARK 465 LYS C 77 -REMARK 465 ARG C 78 -REMARK 465 PHE C 79 -REMARK 465 HIS C 146 -REMARK 465 LYS C 147 -REMARK 465 ASN C 148 -REMARK 465 ASN C 149 -REMARK 465 LYS C 150 -REMARK 465 SER C 151 -REMARK 465 TRP C 152 -REMARK 465 MET C 153 -REMARK 465 GLU C 154 -REMARK 465 SER C 155 -REMARK 465 GLU C 156 -REMARK 465 PHE C 157 -REMARK 465 ARG C 158 -REMARK 465 VAL C 159 -REMARK 465 TYR C 160 -REMARK 465 SER C 161 -REMARK 465 SER C 162 -REMARK 465 ALA C 163 -REMARK 465 ASN C 164 -REMARK 465 GLN C 173 -REMARK 465 PRO C 174 -REMARK 465 PHE C 175 -REMARK 465 LEU C 176 -REMARK 465 MET C 177 -REMARK 465 ASP C 178 -REMARK 465 LEU C 179 -REMARK 465 GLU C 180 -REMARK 465 GLY C 181 -REMARK 465 LYS C 182 -REMARK 465 GLN C 183 -REMARK 465 GLY C 184 -REMARK 465 ASN C 185 -REMARK 465 ARG C 246 -REMARK 465 SER C 247 -REMARK 465 TYR C 248 -REMARK 465 LEU C 249 -REMARK 465 THR C 250 -REMARK 465 PRO C 251 -REMARK 465 GLY C 252 -REMARK 465 ASP C 253 -REMARK 465 SER C 254 -REMARK 465 SER C 255 -REMARK 465 SER C 256 -REMARK 465 GLY C 257 -REMARK 465 TRP C 258 -REMARK 465 THR C 259 -REMARK 465 ALA C 260 -REMARK 465 GLY C 261 -REMARK 465 ALA C 262 -REMARK 465 PRO C 621 -REMARK 465 VAL C 622 -REMARK 465 ALA C 623 -REMARK 465 ILE C 624 -REMARK 465 HIS C 625 -REMARK 465 ALA C 626 -REMARK 465 ASP C 627 -REMARK 465 GLN C 628 -REMARK 465 LEU C 629 -REMARK 465 THR C 630 -REMARK 465 PRO C 631 -REMARK 465 THR C 632 -REMARK 465 TRP C 633 -REMARK 465 ARG C 634 -REMARK 465 VAL C 635 -REMARK 465 TYR C 636 -REMARK 465 SER C 637 -REMARK 465 THR C 638 -REMARK 465 GLY C 639 -REMARK 465 LYS C 679 -REMARK 465 SER C 680 -REMARK 465 HIS C 681 -REMARK 465 GLY C 682 -REMARK 465 SER C 683 -REMARK 465 ALA C 684 -REMARK 465 SER C 685 -REMARK 465 SER C 686 -REMARK 465 VAL C 687 -REMARK 465 ALA C 688 -REMARK 465 LEU C 828 -REMARK 465 ALA C 829 -REMARK 465 ASP C 830 -REMARK 465 ALA C 831 -REMARK 465 GLY C 832 -REMARK 465 PHE C 833 -REMARK 465 ILE C 834 -REMARK 465 LYS C 835 -REMARK 465 GLN C 836 -REMARK 465 TYR C 837 -REMARK 465 GLY C 838 -REMARK 465 ASP C 839 -REMARK 465 CYS C 840 -REMARK 465 LEU C 841 -REMARK 465 GLY C 842 -REMARK 465 ASP C 843 -REMARK 465 ILE C 844 -REMARK 465 ALA C 845 -REMARK 465 ALA C 846 -REMARK 465 ARG C 847 -REMARK 465 ASP C 848 -REMARK 465 LEU C 849 -REMARK 465 ILE C 850 -REMARK 465 CYS C 851 -REMARK 465 ALA C 852 -REMARK 465 GLN C 853 -REMARK 500 -REMARK 500 GEOMETRY AND STEREOCHEMISTRY -REMARK 500 SUBTOPIC: CLOSE CONTACTS IN SAME ASYMMETRIC UNIT -REMARK 500 -REMARK 500 THE FOLLOWING ATOMS ARE IN CLOSE CONTACT. -REMARK 500 -REMARK 500 ATM1 RES C SSEQI ATM2 RES C SSEQI DISTANCE -REMARK 500 ND2 ASN A 61 O5 NAG A 1205 2.18 -REMARK 500 -REMARK 500 REMARK: NULL -REMARK 500 -REMARK 500 GEOMETRY AND STEREOCHEMISTRY -REMARK 500 SUBTOPIC: COVALENT BOND ANGLES -REMARK 500 -REMARK 500 THE STEREOCHEMICAL PARAMETERS OF THE FOLLOWING RESIDUES -REMARK 500 HAVE VALUES WHICH DEVIATE FROM EXPECTED VALUES BY MORE -REMARK 500 THAN 6*RMSD (M=MODEL NUMBER; RES=RESIDUE NAME; C=CHAIN -REMARK 500 IDENTIFIER; SSEQ=SEQUENCE NUMBER; I=INSERTION CODE). -REMARK 500 -REMARK 500 STANDARD TABLE: -REMARK 500 FORMAT: (10X,I3,1X,A3,1X,A1,I4,A1,3(1X,A4,2X),12X,F5.1) -REMARK 500 -REMARK 500 EXPECTED VALUES PROTEIN: ENGH AND HUBER, 1999 -REMARK 500 EXPECTED VALUES NUCLEIC ACID: CLOWNEY ET AL 1996 -REMARK 500 -REMARK 500 M RES CSSEQI ATM1 ATM2 ATM3 -REMARK 500 CYS C 525 CA - CB - SG ANGL. DEV. = 10.1 DEGREES -REMARK 500 -REMARK 500 REMARK: NULL -REMARK 500 -REMARK 500 GEOMETRY AND STEREOCHEMISTRY -REMARK 500 SUBTOPIC: TORSION ANGLES -REMARK 500 -REMARK 500 TORSION ANGLES OUTSIDE THE EXPECTED RAMACHANDRAN REGIONS: -REMARK 500 (M=MODEL NUMBER; RES=RESIDUE NAME; C=CHAIN IDENTIFIER; -REMARK 500 SSEQ=SEQUENCE NUMBER; I=INSERTION CODE). -REMARK 500 -REMARK 500 STANDARD TABLE: -REMARK 500 FORMAT:(10X,I3,1X,A3,1X,A1,I4,A1,4X,F7.2,3X,F7.2) -REMARK 500 -REMARK 500 EXPECTED VALUES: GJ KLEYWEGT AND TA JONES (1996). PHI/PSI- -REMARK 500 CHOLOGY: RAMACHANDRAN REVISITED. STRUCTURE 4, 1395 - 1400 -REMARK 500 -REMARK 500 M RES CSSEQI PSI PHI -REMARK 500 PHE A 32 -136.97 53.77 -REMARK 500 LYS A 41 36.80 -98.62 -REMARK 500 ASN A 87 -141.49 53.22 -REMARK 500 ALA A 123 -0.41 67.12 -REMARK 500 PHE A 135 -163.04 -125.13 -REMARK 500 ASN A 280 -166.19 -79.91 -REMARK 500 THR A 315 -166.99 -123.94 -REMARK 500 ASN A 487 17.91 58.79 -REMARK 500 CYS A 488 47.29 -140.13 -REMARK 500 ALA A 626 -128.09 50.18 -REMARK 500 THR A 676 58.69 -91.47 -REMARK 500 ASN A 710 22.78 -142.60 -REMARK 500 VAL A 729 -55.41 -122.97 -REMARK 500 CYS A 743 -67.41 -96.22 -REMARK 500 ALA A 829 -118.68 60.84 -REMARK 500 PHE A 833 -133.62 55.05 -REMARK 500 LEU A 945 49.72 -92.76 -REMARK 500 ASP B 88 60.55 60.08 -REMARK 500 LEU B 216 76.25 57.49 -REMARK 500 ASN B 354 51.35 -92.38 -REMARK 500 ASN B 422 -64.37 -92.89 -REMARK 500 CYS B 590 -137.21 57.36 -REMARK 500 ALA B 623 53.84 -95.56 -REMARK 500 THR B 638 48.74 -91.88 -REMARK 500 SER B 640 -114.68 59.18 -REMARK 500 ILE B 666 -54.79 -123.59 -REMARK 500 VAL B 729 -51.62 -122.47 -REMARK 500 MET B 731 -168.34 -100.85 -REMARK 500 ASP B 745 38.72 -144.07 -REMARK 500 ALA B 831 -133.53 56.97 -REMARK 500 LEU B 945 32.97 -93.62 -REMARK 500 LEU B1049 -60.73 -99.25 -REMARK 500 PHE C 32 -135.04 56.24 -REMARK 500 LYS C 41 54.98 -90.67 -REMARK 500 ASN C 87 -138.90 53.96 -REMARK 500 ASN C 122 32.29 -96.50 -REMARK 500 GLU C 214C -8.24 76.97 -REMARK 500 ASP C 215 -118.05 57.81 -REMARK 500 THR C 315 -167.77 -124.37 -REMARK 500 LEU C 517 31.27 -96.71 -REMARK 500 ILE C 666 -55.25 -123.36 -REMARK 500 GLN C 677 -36.71 -132.63 -REMARK 500 ASN C 710 23.05 -143.07 -REMARK 500 VAL C 729 -51.50 -121.58 -REMARK 500 SER C 884 -39.51 -130.22 -REMARK 500 LEU C1049 -60.74 -107.14 -REMARK 500 ASN C1098 -4.99 76.59 -REMARK 500 -REMARK 500 REMARK: NULL -REMARK 610 -REMARK 610 MISSING HETEROATOM -REMARK 610 THE FOLLOWING RESIDUES HAVE MISSING ATOMS (M=MODEL NUMBER; -REMARK 610 RES=RESIDUE NAME; C=CHAIN IDENTIFIER; SSEQ=SEQUENCE NUMBER; -REMARK 610 I=INSERTION CODE): -REMARK 610 M RES C SSEQI -REMARK 610 NAG I 1 -REMARK 900 -REMARK 900 RELATED ENTRIES -REMARK 900 RELATED ID: EMD-25984 RELATED DB: EMDB -REMARK 900 SARS-COV-2 OMICRON 1-RBD UP SPIKE PROTEIN TRIMER WITHOUT THE P986- -REMARK 900 P987 STABILIZING MUTATIONS (S-GSAS-OMICRON) -DBREF 7TL9 A 1 1147 UNP P0DTC2 SPIKE_SARS2 1 1147 -DBREF 7TL9 B 1 1147 UNP P0DTC2 SPIKE_SARS2 1 1147 -DBREF 7TL9 C 1 1147 UNP P0DTC2 SPIKE_SARS2 1 1147 -SEQADV 7TL9 VAL A 67 UNP P0DTC2 ALA 67 VARIANT -SEQADV 7TL9 A UNP P0DTC2 HIS 69 DELETION -SEQADV 7TL9 A UNP P0DTC2 VAL 70 DELETION -SEQADV 7TL9 ILE A 95 UNP P0DTC2 THR 95 VARIANT -SEQADV 7TL9 A UNP P0DTC2 GLY 142 DELETION -SEQADV 7TL9 A UNP P0DTC2 VAL 143 DELETION -SEQADV 7TL9 A UNP P0DTC2 TYR 144 DELETION -SEQADV 7TL9 ASP A 142 UNP P0DTC2 TYR 145 VARIANT -SEQADV 7TL9 ILE A 212 UNP P0DTC2 INSERTION -SEQADV 7TL9 VAL A 213 UNP P0DTC2 INSERTION -SEQADV 7TL9 ARG A 214 UNP P0DTC2 ASN 211 VARIANT -SEQADV 7TL9 GLU A 214A UNP P0DTC2 LEU 212 VARIANT -SEQADV 7TL9 PRO A 214B UNP P0DTC2 VAL 213 VARIANT -SEQADV 7TL9 GLU A 214C UNP P0DTC2 ARG 214 VARIANT -SEQADV 7TL9 ASP A 339 UNP P0DTC2 GLY 339 VARIANT -SEQADV 7TL9 LEU A 371 UNP P0DTC2 SER 371 VARIANT -SEQADV 7TL9 PRO A 373 UNP P0DTC2 SER 373 VARIANT -SEQADV 7TL9 PHE A 375 UNP P0DTC2 SER 375 VARIANT -SEQADV 7TL9 ASN A 417 UNP P0DTC2 LYS 417 VARIANT -SEQADV 7TL9 LYS A 440 UNP P0DTC2 ASN 440 VARIANT -SEQADV 7TL9 SER A 446 UNP P0DTC2 GLY 446 VARIANT -SEQADV 7TL9 ASN A 477 UNP P0DTC2 SER 477 VARIANT -SEQADV 7TL9 LYS A 478 UNP P0DTC2 THR 478 VARIANT -SEQADV 7TL9 ALA A 484 UNP P0DTC2 GLU 484 VARIANT -SEQADV 7TL9 ARG A 493 UNP P0DTC2 GLN 493 VARIANT -SEQADV 7TL9 SER A 496 UNP P0DTC2 GLY 496 VARIANT -SEQADV 7TL9 ARG A 498 UNP P0DTC2 GLN 498 VARIANT -SEQADV 7TL9 TYR A 501 UNP P0DTC2 ASN 501 VARIANT -SEQADV 7TL9 HIS A 505 UNP P0DTC2 TYR 505 VARIANT -SEQADV 7TL9 LYS A 547 UNP P0DTC2 THR 547 VARIANT -SEQADV 7TL9 GLY A 614 UNP P0DTC2 ASP 614 VARIANT -SEQADV 7TL9 TYR A 655 UNP P0DTC2 HIS 655 VARIANT -SEQADV 7TL9 LYS A 679 UNP P0DTC2 ASN 679 VARIANT -SEQADV 7TL9 HIS A 681 UNP P0DTC2 PRO 681 VARIANT -SEQADV 7TL9 GLY A 682 UNP P0DTC2 ARG 682 VARIANT -SEQADV 7TL9 SER A 683 UNP P0DTC2 ARG 683 VARIANT -SEQADV 7TL9 SER A 685 UNP P0DTC2 ARG 685 VARIANT -SEQADV 7TL9 LYS A 764 UNP P0DTC2 ASN 764 VARIANT -SEQADV 7TL9 TYR A 796 UNP P0DTC2 ASP 796 VARIANT -SEQADV 7TL9 LYS A 856 UNP P0DTC2 ASN 856 VARIANT -SEQADV 7TL9 HIS A 954 UNP P0DTC2 GLN 954 VARIANT -SEQADV 7TL9 LYS A 969 UNP P0DTC2 ASN 969 VARIANT -SEQADV 7TL9 PHE A 981 UNP P0DTC2 LEU 981 VARIANT -SEQADV 7TL9 VAL B 67 UNP P0DTC2 ALA 67 VARIANT -SEQADV 7TL9 B UNP P0DTC2 HIS 69 DELETION -SEQADV 7TL9 B UNP P0DTC2 VAL 70 DELETION -SEQADV 7TL9 ILE B 95 UNP P0DTC2 THR 95 VARIANT -SEQADV 7TL9 B UNP P0DTC2 GLY 142 DELETION -SEQADV 7TL9 B UNP P0DTC2 VAL 143 DELETION -SEQADV 7TL9 B UNP P0DTC2 TYR 144 DELETION -SEQADV 7TL9 ASP B 142 UNP P0DTC2 TYR 145 VARIANT -SEQADV 7TL9 ILE B 212 UNP P0DTC2 INSERTION -SEQADV 7TL9 VAL B 213 UNP P0DTC2 INSERTION -SEQADV 7TL9 ARG B 214 UNP P0DTC2 ASN 211 VARIANT -SEQADV 7TL9 GLU B 214A UNP P0DTC2 LEU 212 VARIANT -SEQADV 7TL9 PRO B 214B UNP P0DTC2 VAL 213 VARIANT -SEQADV 7TL9 GLU B 214C UNP P0DTC2 ARG 214 VARIANT -SEQADV 7TL9 ASP B 339 UNP P0DTC2 GLY 339 VARIANT -SEQADV 7TL9 LEU B 371 UNP P0DTC2 SER 371 VARIANT -SEQADV 7TL9 PRO B 373 UNP P0DTC2 SER 373 VARIANT -SEQADV 7TL9 PHE B 375 UNP P0DTC2 SER 375 VARIANT -SEQADV 7TL9 ASN B 417 UNP P0DTC2 LYS 417 VARIANT -SEQADV 7TL9 LYS B 440 UNP P0DTC2 ASN 440 VARIANT -SEQADV 7TL9 SER B 446 UNP P0DTC2 GLY 446 VARIANT -SEQADV 7TL9 ASN B 477 UNP P0DTC2 SER 477 VARIANT -SEQADV 7TL9 LYS B 478 UNP P0DTC2 THR 478 VARIANT -SEQADV 7TL9 ALA B 484 UNP P0DTC2 GLU 484 VARIANT -SEQADV 7TL9 ARG B 493 UNP P0DTC2 GLN 493 VARIANT -SEQADV 7TL9 SER B 496 UNP P0DTC2 GLY 496 VARIANT -SEQADV 7TL9 ARG B 498 UNP P0DTC2 GLN 498 VARIANT -SEQADV 7TL9 TYR B 501 UNP P0DTC2 ASN 501 VARIANT -SEQADV 7TL9 HIS B 505 UNP P0DTC2 TYR 505 VARIANT -SEQADV 7TL9 LYS B 547 UNP P0DTC2 THR 547 VARIANT -SEQADV 7TL9 GLY B 614 UNP P0DTC2 ASP 614 VARIANT -SEQADV 7TL9 TYR B 655 UNP P0DTC2 HIS 655 VARIANT -SEQADV 7TL9 LYS B 679 UNP P0DTC2 ASN 679 VARIANT -SEQADV 7TL9 HIS B 681 UNP P0DTC2 PRO 681 VARIANT -SEQADV 7TL9 GLY B 682 UNP P0DTC2 ARG 682 VARIANT -SEQADV 7TL9 SER B 683 UNP P0DTC2 ARG 683 VARIANT -SEQADV 7TL9 SER B 685 UNP P0DTC2 ARG 685 VARIANT -SEQADV 7TL9 LYS B 764 UNP P0DTC2 ASN 764 VARIANT -SEQADV 7TL9 TYR B 796 UNP P0DTC2 ASP 796 VARIANT -SEQADV 7TL9 LYS B 856 UNP P0DTC2 ASN 856 VARIANT -SEQADV 7TL9 HIS B 954 UNP P0DTC2 GLN 954 VARIANT -SEQADV 7TL9 LYS B 969 UNP P0DTC2 ASN 969 VARIANT -SEQADV 7TL9 PHE B 981 UNP P0DTC2 LEU 981 VARIANT -SEQADV 7TL9 VAL C 67 UNP P0DTC2 ALA 67 VARIANT -SEQADV 7TL9 C UNP P0DTC2 HIS 69 DELETION -SEQADV 7TL9 C UNP P0DTC2 VAL 70 DELETION -SEQADV 7TL9 ILE C 95 UNP P0DTC2 THR 95 VARIANT -SEQADV 7TL9 C UNP P0DTC2 GLY 142 DELETION -SEQADV 7TL9 C UNP P0DTC2 VAL 143 DELETION -SEQADV 7TL9 C UNP P0DTC2 TYR 144 DELETION -SEQADV 7TL9 ASP C 142 UNP P0DTC2 TYR 145 VARIANT -SEQADV 7TL9 ILE C 212 UNP P0DTC2 INSERTION -SEQADV 7TL9 VAL C 213 UNP P0DTC2 INSERTION -SEQADV 7TL9 ARG C 214 UNP P0DTC2 ASN 211 VARIANT -SEQADV 7TL9 GLU C 214A UNP P0DTC2 LEU 212 VARIANT -SEQADV 7TL9 PRO C 214B UNP P0DTC2 VAL 213 VARIANT -SEQADV 7TL9 GLU C 214C UNP P0DTC2 ARG 214 VARIANT -SEQADV 7TL9 ASP C 339 UNP P0DTC2 GLY 339 VARIANT -SEQADV 7TL9 LEU C 371 UNP P0DTC2 SER 371 VARIANT -SEQADV 7TL9 PRO C 373 UNP P0DTC2 SER 373 VARIANT -SEQADV 7TL9 PHE C 375 UNP P0DTC2 SER 375 VARIANT -SEQADV 7TL9 ASN C 417 UNP P0DTC2 LYS 417 VARIANT -SEQADV 7TL9 LYS C 440 UNP P0DTC2 ASN 440 VARIANT -SEQADV 7TL9 SER C 446 UNP P0DTC2 GLY 446 VARIANT -SEQADV 7TL9 ASN C 477 UNP P0DTC2 SER 477 VARIANT -SEQADV 7TL9 LYS C 478 UNP P0DTC2 THR 478 VARIANT -SEQADV 7TL9 ALA C 484 UNP P0DTC2 GLU 484 VARIANT -SEQADV 7TL9 ARG C 493 UNP P0DTC2 GLN 493 VARIANT -SEQADV 7TL9 SER C 496 UNP P0DTC2 GLY 496 VARIANT -SEQADV 7TL9 ARG C 498 UNP P0DTC2 GLN 498 VARIANT -SEQADV 7TL9 TYR C 501 UNP P0DTC2 ASN 501 VARIANT -SEQADV 7TL9 HIS C 505 UNP P0DTC2 TYR 505 VARIANT -SEQADV 7TL9 LYS C 547 UNP P0DTC2 THR 547 VARIANT -SEQADV 7TL9 GLY C 614 UNP P0DTC2 ASP 614 VARIANT -SEQADV 7TL9 TYR C 655 UNP P0DTC2 HIS 655 VARIANT -SEQADV 7TL9 LYS C 679 UNP P0DTC2 ASN 679 VARIANT -SEQADV 7TL9 HIS C 681 UNP P0DTC2 PRO 681 VARIANT -SEQADV 7TL9 GLY C 682 UNP P0DTC2 ARG 682 VARIANT -SEQADV 7TL9 SER C 683 UNP P0DTC2 ARG 683 VARIANT -SEQADV 7TL9 SER C 685 UNP P0DTC2 ARG 685 VARIANT -SEQADV 7TL9 LYS C 764 UNP P0DTC2 ASN 764 VARIANT -SEQADV 7TL9 TYR C 796 UNP P0DTC2 ASP 796 VARIANT -SEQADV 7TL9 LYS C 856 UNP P0DTC2 ASN 856 VARIANT -SEQADV 7TL9 HIS C 954 UNP P0DTC2 GLN 954 VARIANT -SEQADV 7TL9 LYS C 969 UNP P0DTC2 ASN 969 VARIANT -SEQADV 7TL9 PHE C 981 UNP P0DTC2 LEU 981 VARIANT -SEQRES 1 A 1144 MET PHE VAL PHE LEU VAL LEU LEU PRO LEU VAL SER SER -SEQRES 2 A 1144 GLN CYS VAL ASN LEU THR THR ARG THR GLN LEU PRO PRO -SEQRES 3 A 1144 ALA TYR THR ASN SER PHE THR ARG GLY VAL TYR TYR PRO -SEQRES 4 A 1144 ASP LYS VAL PHE ARG SER SER VAL LEU HIS SER THR GLN -SEQRES 5 A 1144 ASP LEU PHE LEU PRO PHE PHE SER ASN VAL THR TRP PHE -SEQRES 6 A 1144 HIS VAL ILE SER GLY THR ASN GLY THR LYS ARG PHE ASP -SEQRES 7 A 1144 ASN PRO VAL LEU PRO PHE ASN ASP GLY VAL TYR PHE ALA -SEQRES 8 A 1144 SER ILE GLU LYS SER ASN ILE ILE ARG GLY TRP ILE PHE -SEQRES 9 A 1144 GLY THR THR LEU ASP SER LYS THR GLN SER LEU LEU ILE -SEQRES 10 A 1144 VAL ASN ASN ALA THR ASN VAL VAL ILE LYS VAL CYS GLU -SEQRES 11 A 1144 PHE GLN PHE CYS ASN ASP PRO PHE LEU ASP HIS LYS ASN -SEQRES 12 A 1144 ASN LYS SER TRP MET GLU SER GLU PHE ARG VAL TYR SER -SEQRES 13 A 1144 SER ALA ASN ASN CYS THR PHE GLU TYR VAL SER GLN PRO -SEQRES 14 A 1144 PHE LEU MET ASP LEU GLU GLY LYS GLN GLY ASN PHE LYS -SEQRES 15 A 1144 ASN LEU ARG GLU PHE VAL PHE LYS ASN ILE ASP GLY TYR -SEQRES 16 A 1144 PHE LYS ILE TYR SER LYS HIS THR PRO ILE ILE VAL ARG -SEQRES 17 A 1144 GLU PRO GLU ASP LEU PRO GLN GLY PHE SER ALA LEU GLU -SEQRES 18 A 1144 PRO LEU VAL ASP LEU PRO ILE GLY ILE ASN ILE THR ARG -SEQRES 19 A 1144 PHE GLN THR LEU LEU ALA LEU HIS ARG SER TYR LEU THR -SEQRES 20 A 1144 PRO GLY ASP SER SER SER GLY TRP THR ALA GLY ALA ALA -SEQRES 21 A 1144 ALA TYR TYR VAL GLY TYR LEU GLN PRO ARG THR PHE LEU -SEQRES 22 A 1144 LEU LYS TYR ASN GLU ASN GLY THR ILE THR ASP ALA VAL -SEQRES 23 A 1144 ASP CYS ALA LEU ASP PRO LEU SER GLU THR LYS CYS THR -SEQRES 24 A 1144 LEU LYS SER PHE THR VAL GLU LYS GLY ILE TYR GLN THR -SEQRES 25 A 1144 SER ASN PHE ARG VAL GLN PRO THR GLU SER ILE VAL ARG -SEQRES 26 A 1144 PHE PRO ASN ILE THR ASN LEU CYS PRO PHE ASP GLU VAL -SEQRES 27 A 1144 PHE ASN ALA THR ARG PHE ALA SER VAL TYR ALA TRP ASN -SEQRES 28 A 1144 ARG LYS ARG ILE SER ASN CYS VAL ALA ASP TYR SER VAL -SEQRES 29 A 1144 LEU TYR ASN LEU ALA PRO PHE PHE THR PHE LYS CYS TYR -SEQRES 30 A 1144 GLY VAL SER PRO THR LYS LEU ASN ASP LEU CYS PHE THR -SEQRES 31 A 1144 ASN VAL TYR ALA ASP SER PHE VAL ILE ARG GLY ASP GLU -SEQRES 32 A 1144 VAL ARG GLN ILE ALA PRO GLY GLN THR GLY ASN ILE ALA -SEQRES 33 A 1144 ASP TYR ASN TYR LYS LEU PRO ASP ASP PHE THR GLY CYS -SEQRES 34 A 1144 VAL ILE ALA TRP ASN SER ASN LYS LEU ASP SER LYS VAL -SEQRES 35 A 1144 SER GLY ASN TYR ASN TYR LEU TYR ARG LEU PHE ARG LYS -SEQRES 36 A 1144 SER ASN LEU LYS PRO PHE GLU ARG ASP ILE SER THR GLU -SEQRES 37 A 1144 ILE TYR GLN ALA GLY ASN LYS PRO CYS ASN GLY VAL ALA -SEQRES 38 A 1144 GLY PHE ASN CYS TYR PHE PRO LEU ARG SER TYR SER PHE -SEQRES 39 A 1144 ARG PRO THR TYR GLY VAL GLY HIS GLN PRO TYR ARG VAL -SEQRES 40 A 1144 VAL VAL LEU SER PHE GLU LEU LEU HIS ALA PRO ALA THR -SEQRES 41 A 1144 VAL CYS GLY PRO LYS LYS SER THR ASN LEU VAL LYS ASN -SEQRES 42 A 1144 LYS CYS VAL ASN PHE ASN PHE ASN GLY LEU LYS GLY THR -SEQRES 43 A 1144 GLY VAL LEU THR GLU SER ASN LYS LYS PHE LEU PRO PHE -SEQRES 44 A 1144 GLN GLN PHE GLY ARG ASP ILE ALA ASP THR THR ASP ALA -SEQRES 45 A 1144 VAL ARG ASP PRO GLN THR LEU GLU ILE LEU ASP ILE THR -SEQRES 46 A 1144 PRO CYS SER PHE GLY GLY VAL SER VAL ILE THR PRO GLY -SEQRES 47 A 1144 THR ASN THR SER ASN GLN VAL ALA VAL LEU TYR GLN GLY -SEQRES 48 A 1144 VAL ASN CYS THR GLU VAL PRO VAL ALA ILE HIS ALA ASP -SEQRES 49 A 1144 GLN LEU THR PRO THR TRP ARG VAL TYR SER THR GLY SER -SEQRES 50 A 1144 ASN VAL PHE GLN THR ARG ALA GLY CYS LEU ILE GLY ALA -SEQRES 51 A 1144 GLU TYR VAL ASN ASN SER TYR GLU CYS ASP ILE PRO ILE -SEQRES 52 A 1144 GLY ALA GLY ILE CYS ALA SER TYR GLN THR GLN THR LYS -SEQRES 53 A 1144 SER HIS GLY SER ALA SER SER VAL ALA SER GLN SER ILE -SEQRES 54 A 1144 ILE ALA TYR THR MET SER LEU GLY ALA GLU ASN SER VAL -SEQRES 55 A 1144 ALA TYR SER ASN ASN SER ILE ALA ILE PRO THR ASN PHE -SEQRES 56 A 1144 THR ILE SER VAL THR THR GLU ILE LEU PRO VAL SER MET -SEQRES 57 A 1144 THR LYS THR SER VAL ASP CYS THR MET TYR ILE CYS GLY -SEQRES 58 A 1144 ASP SER THR GLU CYS SER ASN LEU LEU LEU GLN TYR GLY -SEQRES 59 A 1144 SER PHE CYS THR GLN LEU LYS ARG ALA LEU THR GLY ILE -SEQRES 60 A 1144 ALA VAL GLU GLN ASP LYS ASN THR GLN GLU VAL PHE ALA -SEQRES 61 A 1144 GLN VAL LYS GLN ILE TYR LYS THR PRO PRO ILE LYS TYR -SEQRES 62 A 1144 PHE GLY GLY PHE ASN PHE SER GLN ILE LEU PRO ASP PRO -SEQRES 63 A 1144 SER LYS PRO SER LYS ARG SER PHE ILE GLU ASP LEU LEU -SEQRES 64 A 1144 PHE ASN LYS VAL THR LEU ALA ASP ALA GLY PHE ILE LYS -SEQRES 65 A 1144 GLN TYR GLY ASP CYS LEU GLY ASP ILE ALA ALA ARG ASP -SEQRES 66 A 1144 LEU ILE CYS ALA GLN LYS PHE LYS GLY LEU THR VAL LEU -SEQRES 67 A 1144 PRO PRO LEU LEU THR ASP GLU MET ILE ALA GLN TYR THR -SEQRES 68 A 1144 SER ALA LEU LEU ALA GLY THR ILE THR SER GLY TRP THR -SEQRES 69 A 1144 PHE GLY ALA GLY ALA ALA LEU GLN ILE PRO PHE ALA MET -SEQRES 70 A 1144 GLN MET ALA TYR ARG PHE ASN GLY ILE GLY VAL THR GLN -SEQRES 71 A 1144 ASN VAL LEU TYR GLU ASN GLN LYS LEU ILE ALA ASN GLN -SEQRES 72 A 1144 PHE ASN SER ALA ILE GLY LYS ILE GLN ASP SER LEU SER -SEQRES 73 A 1144 SER THR ALA SER ALA LEU GLY LYS LEU GLN ASP VAL VAL -SEQRES 74 A 1144 ASN HIS ASN ALA GLN ALA LEU ASN THR LEU VAL LYS GLN -SEQRES 75 A 1144 LEU SER SER LYS PHE GLY ALA ILE SER SER VAL LEU ASN -SEQRES 76 A 1144 ASP ILE PHE SER ARG LEU ASP LYS VAL GLU ALA GLU VAL -SEQRES 77 A 1144 GLN ILE ASP ARG LEU ILE THR GLY ARG LEU GLN SER LEU -SEQRES 78 A 1144 GLN THR TYR VAL THR GLN GLN LEU ILE ARG ALA ALA GLU -SEQRES 79 A 1144 ILE ARG ALA SER ALA ASN LEU ALA ALA THR LYS MET SER -SEQRES 80 A 1144 GLU CYS VAL LEU GLY GLN SER LYS ARG VAL ASP PHE CYS -SEQRES 81 A 1144 GLY LYS GLY TYR HIS LEU MET SER PHE PRO GLN SER ALA -SEQRES 82 A 1144 PRO HIS GLY VAL VAL PHE LEU HIS VAL THR TYR VAL PRO -SEQRES 83 A 1144 ALA GLN GLU LYS ASN PHE THR THR ALA PRO ALA ILE CYS -SEQRES 84 A 1144 HIS ASP GLY LYS ALA HIS PHE PRO ARG GLU GLY VAL PHE -SEQRES 85 A 1144 VAL SER ASN GLY THR HIS TRP PHE VAL THR GLN ARG ASN -SEQRES 86 A 1144 PHE TYR GLU PRO GLN ILE ILE THR THR ASP ASN THR PHE -SEQRES 87 A 1144 VAL SER GLY ASN CYS ASP VAL VAL ILE GLY ILE VAL ASN -SEQRES 88 A 1144 ASN THR VAL TYR ASP PRO LEU GLN PRO GLU LEU ASP SER -SEQRES 1 B 1144 MET PHE VAL PHE LEU VAL LEU LEU PRO LEU VAL SER SER -SEQRES 2 B 1144 GLN CYS VAL ASN LEU THR THR ARG THR GLN LEU PRO PRO -SEQRES 3 B 1144 ALA TYR THR ASN SER PHE THR ARG GLY VAL TYR TYR PRO -SEQRES 4 B 1144 ASP LYS VAL PHE ARG SER SER VAL LEU HIS SER THR GLN -SEQRES 5 B 1144 ASP LEU PHE LEU PRO PHE PHE SER ASN VAL THR TRP PHE -SEQRES 6 B 1144 HIS VAL ILE SER GLY THR ASN GLY THR LYS ARG PHE ASP -SEQRES 7 B 1144 ASN PRO VAL LEU PRO PHE ASN ASP GLY VAL TYR PHE ALA -SEQRES 8 B 1144 SER ILE GLU LYS SER ASN ILE ILE ARG GLY TRP ILE PHE -SEQRES 9 B 1144 GLY THR THR LEU ASP SER LYS THR GLN SER LEU LEU ILE -SEQRES 10 B 1144 VAL ASN ASN ALA THR ASN VAL VAL ILE LYS VAL CYS GLU -SEQRES 11 B 1144 PHE GLN PHE CYS ASN ASP PRO PHE LEU ASP HIS LYS ASN -SEQRES 12 B 1144 ASN LYS SER TRP MET GLU SER GLU PHE ARG VAL TYR SER -SEQRES 13 B 1144 SER ALA ASN ASN CYS THR PHE GLU TYR VAL SER GLN PRO -SEQRES 14 B 1144 PHE LEU MET ASP LEU GLU GLY LYS GLN GLY ASN PHE LYS -SEQRES 15 B 1144 ASN LEU ARG GLU PHE VAL PHE LYS ASN ILE ASP GLY TYR -SEQRES 16 B 1144 PHE LYS ILE TYR SER LYS HIS THR PRO ILE ILE VAL ARG -SEQRES 17 B 1144 GLU PRO GLU ASP LEU PRO GLN GLY PHE SER ALA LEU GLU -SEQRES 18 B 1144 PRO LEU VAL ASP LEU PRO ILE GLY ILE ASN ILE THR ARG -SEQRES 19 B 1144 PHE GLN THR LEU LEU ALA LEU HIS ARG SER TYR LEU THR -SEQRES 20 B 1144 PRO GLY ASP SER SER SER GLY TRP THR ALA GLY ALA ALA -SEQRES 21 B 1144 ALA TYR TYR VAL GLY TYR LEU GLN PRO ARG THR PHE LEU -SEQRES 22 B 1144 LEU LYS TYR ASN GLU ASN GLY THR ILE THR ASP ALA VAL -SEQRES 23 B 1144 ASP CYS ALA LEU ASP PRO LEU SER GLU THR LYS CYS THR -SEQRES 24 B 1144 LEU LYS SER PHE THR VAL GLU LYS GLY ILE TYR GLN THR -SEQRES 25 B 1144 SER ASN PHE ARG VAL GLN PRO THR GLU SER ILE VAL ARG -SEQRES 26 B 1144 PHE PRO ASN ILE THR ASN LEU CYS PRO PHE ASP GLU VAL -SEQRES 27 B 1144 PHE ASN ALA THR ARG PHE ALA SER VAL TYR ALA TRP ASN -SEQRES 28 B 1144 ARG LYS ARG ILE SER ASN CYS VAL ALA ASP TYR SER VAL -SEQRES 29 B 1144 LEU TYR ASN LEU ALA PRO PHE PHE THR PHE LYS CYS TYR -SEQRES 30 B 1144 GLY VAL SER PRO THR LYS LEU ASN ASP LEU CYS PHE THR -SEQRES 31 B 1144 ASN VAL TYR ALA ASP SER PHE VAL ILE ARG GLY ASP GLU -SEQRES 32 B 1144 VAL ARG GLN ILE ALA PRO GLY GLN THR GLY ASN ILE ALA -SEQRES 33 B 1144 ASP TYR ASN TYR LYS LEU PRO ASP ASP PHE THR GLY CYS -SEQRES 34 B 1144 VAL ILE ALA TRP ASN SER ASN LYS LEU ASP SER LYS VAL -SEQRES 35 B 1144 SER GLY ASN TYR ASN TYR LEU TYR ARG LEU PHE ARG LYS -SEQRES 36 B 1144 SER ASN LEU LYS PRO PHE GLU ARG ASP ILE SER THR GLU -SEQRES 37 B 1144 ILE TYR GLN ALA GLY ASN LYS PRO CYS ASN GLY VAL ALA -SEQRES 38 B 1144 GLY PHE ASN CYS TYR PHE PRO LEU ARG SER TYR SER PHE -SEQRES 39 B 1144 ARG PRO THR TYR GLY VAL GLY HIS GLN PRO TYR ARG VAL -SEQRES 40 B 1144 VAL VAL LEU SER PHE GLU LEU LEU HIS ALA PRO ALA THR -SEQRES 41 B 1144 VAL CYS GLY PRO LYS LYS SER THR ASN LEU VAL LYS ASN -SEQRES 42 B 1144 LYS CYS VAL ASN PHE ASN PHE ASN GLY LEU LYS GLY THR -SEQRES 43 B 1144 GLY VAL LEU THR GLU SER ASN LYS LYS PHE LEU PRO PHE -SEQRES 44 B 1144 GLN GLN PHE GLY ARG ASP ILE ALA ASP THR THR ASP ALA -SEQRES 45 B 1144 VAL ARG ASP PRO GLN THR LEU GLU ILE LEU ASP ILE THR -SEQRES 46 B 1144 PRO CYS SER PHE GLY GLY VAL SER VAL ILE THR PRO GLY -SEQRES 47 B 1144 THR ASN THR SER ASN GLN VAL ALA VAL LEU TYR GLN GLY -SEQRES 48 B 1144 VAL ASN CYS THR GLU VAL PRO VAL ALA ILE HIS ALA ASP -SEQRES 49 B 1144 GLN LEU THR PRO THR TRP ARG VAL TYR SER THR GLY SER -SEQRES 50 B 1144 ASN VAL PHE GLN THR ARG ALA GLY CYS LEU ILE GLY ALA -SEQRES 51 B 1144 GLU TYR VAL ASN ASN SER TYR GLU CYS ASP ILE PRO ILE -SEQRES 52 B 1144 GLY ALA GLY ILE CYS ALA SER TYR GLN THR GLN THR LYS -SEQRES 53 B 1144 SER HIS GLY SER ALA SER SER VAL ALA SER GLN SER ILE -SEQRES 54 B 1144 ILE ALA TYR THR MET SER LEU GLY ALA GLU ASN SER VAL -SEQRES 55 B 1144 ALA TYR SER ASN ASN SER ILE ALA ILE PRO THR ASN PHE -SEQRES 56 B 1144 THR ILE SER VAL THR THR GLU ILE LEU PRO VAL SER MET -SEQRES 57 B 1144 THR LYS THR SER VAL ASP CYS THR MET TYR ILE CYS GLY -SEQRES 58 B 1144 ASP SER THR GLU CYS SER ASN LEU LEU LEU GLN TYR GLY -SEQRES 59 B 1144 SER PHE CYS THR GLN LEU LYS ARG ALA LEU THR GLY ILE -SEQRES 60 B 1144 ALA VAL GLU GLN ASP LYS ASN THR GLN GLU VAL PHE ALA -SEQRES 61 B 1144 GLN VAL LYS GLN ILE TYR LYS THR PRO PRO ILE LYS TYR -SEQRES 62 B 1144 PHE GLY GLY PHE ASN PHE SER GLN ILE LEU PRO ASP PRO -SEQRES 63 B 1144 SER LYS PRO SER LYS ARG SER PHE ILE GLU ASP LEU LEU -SEQRES 64 B 1144 PHE ASN LYS VAL THR LEU ALA ASP ALA GLY PHE ILE LYS -SEQRES 65 B 1144 GLN TYR GLY ASP CYS LEU GLY ASP ILE ALA ALA ARG ASP -SEQRES 66 B 1144 LEU ILE CYS ALA GLN LYS PHE LYS GLY LEU THR VAL LEU -SEQRES 67 B 1144 PRO PRO LEU LEU THR ASP GLU MET ILE ALA GLN TYR THR -SEQRES 68 B 1144 SER ALA LEU LEU ALA GLY THR ILE THR SER GLY TRP THR -SEQRES 69 B 1144 PHE GLY ALA GLY ALA ALA LEU GLN ILE PRO PHE ALA MET -SEQRES 70 B 1144 GLN MET ALA TYR ARG PHE ASN GLY ILE GLY VAL THR GLN -SEQRES 71 B 1144 ASN VAL LEU TYR GLU ASN GLN LYS LEU ILE ALA ASN GLN -SEQRES 72 B 1144 PHE ASN SER ALA ILE GLY LYS ILE GLN ASP SER LEU SER -SEQRES 73 B 1144 SER THR ALA SER ALA LEU GLY LYS LEU GLN ASP VAL VAL -SEQRES 74 B 1144 ASN HIS ASN ALA GLN ALA LEU ASN THR LEU VAL LYS GLN -SEQRES 75 B 1144 LEU SER SER LYS PHE GLY ALA ILE SER SER VAL LEU ASN -SEQRES 76 B 1144 ASP ILE PHE SER ARG LEU ASP LYS VAL GLU ALA GLU VAL -SEQRES 77 B 1144 GLN ILE ASP ARG LEU ILE THR GLY ARG LEU GLN SER LEU -SEQRES 78 B 1144 GLN THR TYR VAL THR GLN GLN LEU ILE ARG ALA ALA GLU -SEQRES 79 B 1144 ILE ARG ALA SER ALA ASN LEU ALA ALA THR LYS MET SER -SEQRES 80 B 1144 GLU CYS VAL LEU GLY GLN SER LYS ARG VAL ASP PHE CYS -SEQRES 81 B 1144 GLY LYS GLY TYR HIS LEU MET SER PHE PRO GLN SER ALA -SEQRES 82 B 1144 PRO HIS GLY VAL VAL PHE LEU HIS VAL THR TYR VAL PRO -SEQRES 83 B 1144 ALA GLN GLU LYS ASN PHE THR THR ALA PRO ALA ILE CYS -SEQRES 84 B 1144 HIS ASP GLY LYS ALA HIS PHE PRO ARG GLU GLY VAL PHE -SEQRES 85 B 1144 VAL SER ASN GLY THR HIS TRP PHE VAL THR GLN ARG ASN -SEQRES 86 B 1144 PHE TYR GLU PRO GLN ILE ILE THR THR ASP ASN THR PHE -SEQRES 87 B 1144 VAL SER GLY ASN CYS ASP VAL VAL ILE GLY ILE VAL ASN -SEQRES 88 B 1144 ASN THR VAL TYR ASP PRO LEU GLN PRO GLU LEU ASP SER -SEQRES 1 C 1144 MET PHE VAL PHE LEU VAL LEU LEU PRO LEU VAL SER SER -SEQRES 2 C 1144 GLN CYS VAL ASN LEU THR THR ARG THR GLN LEU PRO PRO -SEQRES 3 C 1144 ALA TYR THR ASN SER PHE THR ARG GLY VAL TYR TYR PRO -SEQRES 4 C 1144 ASP LYS VAL PHE ARG SER SER VAL LEU HIS SER THR GLN -SEQRES 5 C 1144 ASP LEU PHE LEU PRO PHE PHE SER ASN VAL THR TRP PHE -SEQRES 6 C 1144 HIS VAL ILE SER GLY THR ASN GLY THR LYS ARG PHE ASP -SEQRES 7 C 1144 ASN PRO VAL LEU PRO PHE ASN ASP GLY VAL TYR PHE ALA -SEQRES 8 C 1144 SER ILE GLU LYS SER ASN ILE ILE ARG GLY TRP ILE PHE -SEQRES 9 C 1144 GLY THR THR LEU ASP SER LYS THR GLN SER LEU LEU ILE -SEQRES 10 C 1144 VAL ASN ASN ALA THR ASN VAL VAL ILE LYS VAL CYS GLU -SEQRES 11 C 1144 PHE GLN PHE CYS ASN ASP PRO PHE LEU ASP HIS LYS ASN -SEQRES 12 C 1144 ASN LYS SER TRP MET GLU SER GLU PHE ARG VAL TYR SER -SEQRES 13 C 1144 SER ALA ASN ASN CYS THR PHE GLU TYR VAL SER GLN PRO -SEQRES 14 C 1144 PHE LEU MET ASP LEU GLU GLY LYS GLN GLY ASN PHE LYS -SEQRES 15 C 1144 ASN LEU ARG GLU PHE VAL PHE LYS ASN ILE ASP GLY TYR -SEQRES 16 C 1144 PHE LYS ILE TYR SER LYS HIS THR PRO ILE ILE VAL ARG -SEQRES 17 C 1144 GLU PRO GLU ASP LEU PRO GLN GLY PHE SER ALA LEU GLU -SEQRES 18 C 1144 PRO LEU VAL ASP LEU PRO ILE GLY ILE ASN ILE THR ARG -SEQRES 19 C 1144 PHE GLN THR LEU LEU ALA LEU HIS ARG SER TYR LEU THR -SEQRES 20 C 1144 PRO GLY ASP SER SER SER GLY TRP THR ALA GLY ALA ALA -SEQRES 21 C 1144 ALA TYR TYR VAL GLY TYR LEU GLN PRO ARG THR PHE LEU -SEQRES 22 C 1144 LEU LYS TYR ASN GLU ASN GLY THR ILE THR ASP ALA VAL -SEQRES 23 C 1144 ASP CYS ALA LEU ASP PRO LEU SER GLU THR LYS CYS THR -SEQRES 24 C 1144 LEU LYS SER PHE THR VAL GLU LYS GLY ILE TYR GLN THR -SEQRES 25 C 1144 SER ASN PHE ARG VAL GLN PRO THR GLU SER ILE VAL ARG -SEQRES 26 C 1144 PHE PRO ASN ILE THR ASN LEU CYS PRO PHE ASP GLU VAL -SEQRES 27 C 1144 PHE ASN ALA THR ARG PHE ALA SER VAL TYR ALA TRP ASN -SEQRES 28 C 1144 ARG LYS ARG ILE SER ASN CYS VAL ALA ASP TYR SER VAL -SEQRES 29 C 1144 LEU TYR ASN LEU ALA PRO PHE PHE THR PHE LYS CYS TYR -SEQRES 30 C 1144 GLY VAL SER PRO THR LYS LEU ASN ASP LEU CYS PHE THR -SEQRES 31 C 1144 ASN VAL TYR ALA ASP SER PHE VAL ILE ARG GLY ASP GLU -SEQRES 32 C 1144 VAL ARG GLN ILE ALA PRO GLY GLN THR GLY ASN ILE ALA -SEQRES 33 C 1144 ASP TYR ASN TYR LYS LEU PRO ASP ASP PHE THR GLY CYS -SEQRES 34 C 1144 VAL ILE ALA TRP ASN SER ASN LYS LEU ASP SER LYS VAL -SEQRES 35 C 1144 SER GLY ASN TYR ASN TYR LEU TYR ARG LEU PHE ARG LYS -SEQRES 36 C 1144 SER ASN LEU LYS PRO PHE GLU ARG ASP ILE SER THR GLU -SEQRES 37 C 1144 ILE TYR GLN ALA GLY ASN LYS PRO CYS ASN GLY VAL ALA -SEQRES 38 C 1144 GLY PHE ASN CYS TYR PHE PRO LEU ARG SER TYR SER PHE -SEQRES 39 C 1144 ARG PRO THR TYR GLY VAL GLY HIS GLN PRO TYR ARG VAL -SEQRES 40 C 1144 VAL VAL LEU SER PHE GLU LEU LEU HIS ALA PRO ALA THR -SEQRES 41 C 1144 VAL CYS GLY PRO LYS LYS SER THR ASN LEU VAL LYS ASN -SEQRES 42 C 1144 LYS CYS VAL ASN PHE ASN PHE ASN GLY LEU LYS GLY THR -SEQRES 43 C 1144 GLY VAL LEU THR GLU SER ASN LYS LYS PHE LEU PRO PHE -SEQRES 44 C 1144 GLN GLN PHE GLY ARG ASP ILE ALA ASP THR THR ASP ALA -SEQRES 45 C 1144 VAL ARG ASP PRO GLN THR LEU GLU ILE LEU ASP ILE THR -SEQRES 46 C 1144 PRO CYS SER PHE GLY GLY VAL SER VAL ILE THR PRO GLY -SEQRES 47 C 1144 THR ASN THR SER ASN GLN VAL ALA VAL LEU TYR GLN GLY -SEQRES 48 C 1144 VAL ASN CYS THR GLU VAL PRO VAL ALA ILE HIS ALA ASP -SEQRES 49 C 1144 GLN LEU THR PRO THR TRP ARG VAL TYR SER THR GLY SER -SEQRES 50 C 1144 ASN VAL PHE GLN THR ARG ALA GLY CYS LEU ILE GLY ALA -SEQRES 51 C 1144 GLU TYR VAL ASN ASN SER TYR GLU CYS ASP ILE PRO ILE -SEQRES 52 C 1144 GLY ALA GLY ILE CYS ALA SER TYR GLN THR GLN THR LYS -SEQRES 53 C 1144 SER HIS GLY SER ALA SER SER VAL ALA SER GLN SER ILE -SEQRES 54 C 1144 ILE ALA TYR THR MET SER LEU GLY ALA GLU ASN SER VAL -SEQRES 55 C 1144 ALA TYR SER ASN ASN SER ILE ALA ILE PRO THR ASN PHE -SEQRES 56 C 1144 THR ILE SER VAL THR THR GLU ILE LEU PRO VAL SER MET -SEQRES 57 C 1144 THR LYS THR SER VAL ASP CYS THR MET TYR ILE CYS GLY -SEQRES 58 C 1144 ASP SER THR GLU CYS SER ASN LEU LEU LEU GLN TYR GLY -SEQRES 59 C 1144 SER PHE CYS THR GLN LEU LYS ARG ALA LEU THR GLY ILE -SEQRES 60 C 1144 ALA VAL GLU GLN ASP LYS ASN THR GLN GLU VAL PHE ALA -SEQRES 61 C 1144 GLN VAL LYS GLN ILE TYR LYS THR PRO PRO ILE LYS TYR -SEQRES 62 C 1144 PHE GLY GLY PHE ASN PHE SER GLN ILE LEU PRO ASP PRO -SEQRES 63 C 1144 SER LYS PRO SER LYS ARG SER PHE ILE GLU ASP LEU LEU -SEQRES 64 C 1144 PHE ASN LYS VAL THR LEU ALA ASP ALA GLY PHE ILE LYS -SEQRES 65 C 1144 GLN TYR GLY ASP CYS LEU GLY ASP ILE ALA ALA ARG ASP -SEQRES 66 C 1144 LEU ILE CYS ALA GLN LYS PHE LYS GLY LEU THR VAL LEU -SEQRES 67 C 1144 PRO PRO LEU LEU THR ASP GLU MET ILE ALA GLN TYR THR -SEQRES 68 C 1144 SER ALA LEU LEU ALA GLY THR ILE THR SER GLY TRP THR -SEQRES 69 C 1144 PHE GLY ALA GLY ALA ALA LEU GLN ILE PRO PHE ALA MET -SEQRES 70 C 1144 GLN MET ALA TYR ARG PHE ASN GLY ILE GLY VAL THR GLN -SEQRES 71 C 1144 ASN VAL LEU TYR GLU ASN GLN LYS LEU ILE ALA ASN GLN -SEQRES 72 C 1144 PHE ASN SER ALA ILE GLY LYS ILE GLN ASP SER LEU SER -SEQRES 73 C 1144 SER THR ALA SER ALA LEU GLY LYS LEU GLN ASP VAL VAL -SEQRES 74 C 1144 ASN HIS ASN ALA GLN ALA LEU ASN THR LEU VAL LYS GLN -SEQRES 75 C 1144 LEU SER SER LYS PHE GLY ALA ILE SER SER VAL LEU ASN -SEQRES 76 C 1144 ASP ILE PHE SER ARG LEU ASP LYS VAL GLU ALA GLU VAL -SEQRES 77 C 1144 GLN ILE ASP ARG LEU ILE THR GLY ARG LEU GLN SER LEU -SEQRES 78 C 1144 GLN THR TYR VAL THR GLN GLN LEU ILE ARG ALA ALA GLU -SEQRES 79 C 1144 ILE ARG ALA SER ALA ASN LEU ALA ALA THR LYS MET SER -SEQRES 80 C 1144 GLU CYS VAL LEU GLY GLN SER LYS ARG VAL ASP PHE CYS -SEQRES 81 C 1144 GLY LYS GLY TYR HIS LEU MET SER PHE PRO GLN SER ALA -SEQRES 82 C 1144 PRO HIS GLY VAL VAL PHE LEU HIS VAL THR TYR VAL PRO -SEQRES 83 C 1144 ALA GLN GLU LYS ASN PHE THR THR ALA PRO ALA ILE CYS -SEQRES 84 C 1144 HIS ASP GLY LYS ALA HIS PHE PRO ARG GLU GLY VAL PHE -SEQRES 85 C 1144 VAL SER ASN GLY THR HIS TRP PHE VAL THR GLN ARG ASN -SEQRES 86 C 1144 PHE TYR GLU PRO GLN ILE ILE THR THR ASP ASN THR PHE -SEQRES 87 C 1144 VAL SER GLY ASN CYS ASP VAL VAL ILE GLY ILE VAL ASN -SEQRES 88 C 1144 ASN THR VAL TYR ASP PRO LEU GLN PRO GLU LEU ASP SER -HET NAG D 1 14 -HET NAG D 2 14 -HET NAG E 1 14 -HET NAG E 2 14 -HET NAG F 1 14 -HET NAG F 2 14 -HET NAG G 1 14 -HET NAG G 2 14 -HET NAG H 1 14 -HET NAG H 2 14 -HET NAG I 1 14 -HET NAG I 2 14 -HET NAG J 1 14 -HET NAG J 2 14 -HET BMA J 3 11 -HET NAG K 1 14 -HET NAG K 2 14 -HET NAG N 1 14 -HET NAG N 2 14 -HET NAG P 1 14 -HET NAG P 2 14 -HET NAG R 1 14 -HET NAG R 2 14 -HET NAG S 1 14 -HET NAG S 2 14 -HET MAN S 3 11 -HET NAG T 1 14 -HET NAG T 2 14 -HET NAG U 1 14 -HET NAG U 2 14 -HET NAG V 1 14 -HET NAG V 2 14 -HET NAG b 1 14 -HET NAG b 2 14 -HET NAG c 1 14 -HET NAG c 2 14 -HET BMA c 3 11 -HET NAG d 1 14 -HET NAG d 2 14 -HET NAG A1201 14 -HET NAG A1202 14 -HET NAG A1203 14 -HET NAG A1204 14 -HET NAG A1205 14 -HET NAG A1206 14 -HET NAG A1207 14 -HET NAG A1208 14 -HET NAG A1209 14 -HET NAG B1201 14 -HET NAG B1202 14 -HET NAG B1203 14 -HET NAG B1204 14 -HET NAG C1201 14 -HET NAG C1202 14 -HET NAG C1203 14 -HET NAG C1204 14 -HET NAG C1205 14 -HET NAG C1206 14 -HET NAG C1207 14 -HET NAG C1208 14 -HETNAM NAG 2-ACETAMIDO-2-DEOXY-BETA-D-GLUCOPYRANOSE -HETNAM BMA BETA-D-MANNOPYRANOSE -HETNAM MAN ALPHA-D-MANNOPYRANOSE -HETSYN NAG N-ACETYL-BETA-D-GLUCOSAMINE; 2-ACETAMIDO-2-DEOXY-BETA- -HETSYN 2 NAG D-GLUCOSE; 2-ACETAMIDO-2-DEOXY-D-GLUCOSE; 2-ACETAMIDO- -HETSYN 3 NAG 2-DEOXY-GLUCOSE; N-ACETYL-D-GLUCOSAMINE -HETSYN BMA BETA-D-MANNOSE; D-MANNOSE; MANNOSE -HETSYN MAN ALPHA-D-MANNOSE; D-MANNOSE; MANNOSE -FORMUL 4 NAG 57(C8 H15 N O6) -FORMUL 10 BMA 2(C6 H12 O6) -FORMUL 15 MAN C6 H12 O6 -HELIX 1 AA1 ASP A 294 LYS A 304 1 11 -HELIX 2 AA2 PRO A 337 ASN A 343 1 7 -HELIX 3 AA3 ASP A 364 LEU A 371 1 8 -HELIX 4 AA4 SER A 383 LEU A 390 5 8 -HELIX 5 AA5 GLY A 404 ARG A 408 1 5 -HELIX 6 AA6 GLY A 416 ASN A 422 1 7 -HELIX 7 AA7 SER A 438 SER A 443 1 6 -HELIX 8 AA8 GLU A 619 ILE A 624 1 6 -HELIX 9 AA9 TRP A 633 GLY A 639 1 7 -HELIX 10 AB1 ASP A 737 CYS A 743 1 7 -HELIX 11 AB2 SER A 746 LEU A 754 1 9 -HELIX 12 AB3 SER A 758 ALA A 783 1 26 -HELIX 13 AB4 SER A 816 VAL A 826 1 11 -HELIX 14 AB5 ASP A 848 LYS A 856 1 9 -HELIX 15 AB6 THR A 866 GLY A 885 1 20 -HELIX 16 AB7 TRP A 886 GLY A 891 1 6 -HELIX 17 AB8 PRO A 897 ILE A 909 1 13 -HELIX 18 AB9 THR A 912 ASN A 919 1 8 -HELIX 19 AC1 ASN A 919 THR A 941 1 23 -HELIX 20 AC2 LEU A 945 GLN A 965 1 21 -HELIX 21 AC3 LEU A 966 SER A 968 5 3 -HELIX 22 AC4 VAL A 976 LEU A 984 1 9 -HELIX 23 AC5 ASP A 985 VAL A 1033 1 49 -HELIX 24 AC6 PRO A 1140 ASP A 1146 1 7 -HELIX 25 AC7 ASP B 294 LYS B 304 1 11 -HELIX 26 AC8 TYR B 365 LEU B 371 1 7 -HELIX 27 AC9 LYS B 386 LEU B 390 5 5 -HELIX 28 AD1 GLY B 404 ARG B 408 1 5 -HELIX 29 AD2 GLY B 416 ASN B 422 1 7 -HELIX 30 AD3 SER B 438 SER B 443 1 6 -HELIX 31 AD4 ASP B 737 CYS B 743 1 7 -HELIX 32 AD5 SER B 746 LEU B 754 1 9 -HELIX 33 AD6 SER B 758 ALA B 783 1 26 -HELIX 34 AD7 SER B 816 LYS B 825 1 10 -HELIX 35 AD8 GLN B 836 GLY B 842 1 7 -HELIX 36 AD9 ASP B 848 LYS B 856 1 9 -HELIX 37 AE1 THR B 866 GLY B 885 1 20 -HELIX 38 AE2 TRP B 886 GLY B 891 1 6 -HELIX 39 AE3 PRO B 897 ILE B 909 1 13 -HELIX 40 AE4 THR B 912 GLU B 918 1 7 -HELIX 41 AE5 ASN B 919 THR B 941 1 23 -HELIX 42 AE6 ALA B 942 ALA B 944 5 3 -HELIX 43 AE7 LEU B 945 GLN B 965 1 21 -HELIX 44 AE8 LEU B 966 SER B 968 5 3 -HELIX 45 AE9 VAL B 976 LEU B 984 1 9 -HELIX 46 AF1 ASP B 985 VAL B 1033 1 49 -HELIX 47 AF2 PRO B 1140 ASP B 1146 1 7 -HELIX 48 AF3 ASP C 294 LYS C 304 1 11 -HELIX 49 AF4 TYR C 365 LEU C 371 1 7 -HELIX 50 AF5 SER C 383 LEU C 387 5 5 -HELIX 51 AF6 GLU C 406 ILE C 410 5 5 -HELIX 52 AF7 GLY C 416 ASN C 422 1 7 -HELIX 53 AF8 SER C 438 SER C 443 1 6 -HELIX 54 AF9 ASN C 616 VAL C 620 5 5 -HELIX 55 AG1 ASP C 737 CYS C 743 1 7 -HELIX 56 AG2 SER C 746 LEU C 754 1 9 -HELIX 57 AG3 GLN C 755 GLY C 757 5 3 -HELIX 58 AG4 SER C 758 ALA C 783 1 26 -HELIX 59 AG5 SER C 816 VAL C 826 1 11 -HELIX 60 AG6 THR C 866 GLY C 885 1 20 -HELIX 61 AG7 TRP C 886 GLY C 891 1 6 -HELIX 62 AG8 PRO C 897 GLY C 908 1 12 -HELIX 63 AG9 GLN C 913 GLU C 918 1 6 -HELIX 64 AH1 ASN C 919 THR C 941 1 23 -HELIX 65 AH2 LEU C 945 GLN C 965 1 21 -HELIX 66 AH3 VAL C 976 LEU C 984 1 9 -HELIX 67 AH4 ASP C 985 VAL C 1033 1 49 -HELIX 68 AH5 PRO C 1140 ASP C 1146 1 7 -SHEET 1 AA1 8 TYR A 28 ASN A 30 0 -SHEET 2 AA1 8 ASN A 61 HIS A 66 -1 O VAL A 62 N THR A 29 -SHEET 3 AA1 8 ALA A 264 TYR A 269 -1 O TYR A 265 N PHE A 65 -SHEET 4 AA1 8 GLY A 89 GLU A 96 -1 N TYR A 91 O GLY A 268 -SHEET 5 AA1 8 ASN A 188 ILE A 197 -1 O PHE A 192 N PHE A 92 -SHEET 6 AA1 8 TYR A 200 PRO A 209 -1 O THR A 208 N LEU A 189 -SHEET 7 AA1 8 ALA A 222 LEU A 229 -1 O VAL A 227 N ILE A 203 -SHEET 8 AA1 8 VAL A 36 TYR A 37 1 N VAL A 36 O LEU A 223 -SHEET 1 AA2 3 VAL A 47 PHE A 55 0 -SHEET 2 AA2 3 GLN A 271 TYR A 279 -1 O ARG A 273 N ASP A 53 -SHEET 3 AA2 3 ILE A 285 ASP A 290 -1 O ASP A 287 N LYS A 278 -SHEET 1 AA3 3 LEU A 84 PRO A 85 0 -SHEET 2 AA3 3 ARG A 237 ALA A 243 -1 O PHE A 238 N LEU A 84 -SHEET 3 AA3 3 PHE A 140 LEU A 141 1 N LEU A 141 O LEU A 242 -SHEET 1 AA4 6 LEU A 84 PRO A 85 0 -SHEET 2 AA4 6 ARG A 237 ALA A 243 -1 O PHE A 238 N LEU A 84 -SHEET 3 AA4 6 ILE A 101 GLY A 107 -1 O GLY A 107 N ARG A 237 -SHEET 4 AA4 6 LEU A 118 ASN A 121 -1 O ILE A 119 N TRP A 104 -SHEET 5 AA4 6 VAL A 126 LYS A 129 -1 O VAL A 127 N VAL A 120 -SHEET 6 AA4 6 GLU A 169 VAL A 171 -1 O TYR A 170 N ILE A 128 -SHEET 1 AA5 5 GLY A 311 GLN A 314 0 -SHEET 2 AA5 5 VAL A 595 THR A 599 -1 O THR A 599 N GLY A 311 -SHEET 3 AA5 5 ALA A 609 GLN A 613 -1 O ALA A 609 N ILE A 598 -SHEET 4 AA5 5 GLY A 648 ILE A 651 -1 O ILE A 651 N VAL A 610 -SHEET 5 AA5 5 VAL A 642 GLN A 644 -1 N PHE A 643 O LEU A 650 -SHEET 1 AA6 2 PHE A 318 ARG A 319 0 -SHEET 2 AA6 2 PHE A 592 GLY A 593 -1 O GLY A 593 N PHE A 318 -SHEET 1 AA7 7 SER A 325 ARG A 328 0 -SHEET 2 AA7 7 CYS A 538 PHE A 543 1 O ASN A 540 N ILE A 326 -SHEET 3 AA7 7 LEU A 546 GLU A 554 -1 O GLY A 550 N VAL A 539 -SHEET 4 AA7 7 ILE A 584 THR A 588 -1 O THR A 588 N VAL A 551 -SHEET 5 AA7 7 THR A 573 ARG A 577 -1 N VAL A 576 O LEU A 585 -SHEET 6 AA7 7 PHE A 565 ARG A 567 -1 N GLY A 566 O ALA A 575 -SHEET 7 AA7 7 VAL B 42 PHE B 43 1 O PHE B 43 N PHE A 565 -SHEET 1 AA8 5 LYS A 356 ILE A 358 0 -SHEET 2 AA8 5 VAL A 395 ARG A 403 -1 O VAL A 395 N ILE A 358 -SHEET 3 AA8 5 PRO A 507 PHE A 515 -1 O VAL A 510 N PHE A 400 -SHEET 4 AA8 5 GLY A 431 ASN A 437 -1 N CYS A 432 O LEU A 513 -SHEET 5 AA8 5 THR A 376 TYR A 380 -1 N THR A 376 O ALA A 435 -SHEET 1 AA9 4 GLU A 654 TYR A 660 0 -SHEET 2 AA9 4 SER A 691 MET A 697 1 O ALA A 694 N VAL A 656 -SHEET 3 AA9 4 ILE A 670 GLN A 675 -1 N CYS A 671 O TYR A 695 -SHEET 4 AA9 4 ILE A 664 GLY A 667 -1 N GLY A 667 O ILE A 670 -SHEET 1 AB1 2 GLU A 702 SER A 704 0 -SHEET 2 AB1 2 ILE B 788 LYS B 790 1 O ILE B 788 N ASN A 703 -SHEET 1 AB2 3 SER A 711 PRO A 728 0 -SHEET 2 AB2 3 GLY A1059 ALA A1078 -1 O GLN A1071 N THR A 716 -SHEET 3 AB2 3 TYR A1047 ALA A1056 -1 N TYR A1047 O TYR A1067 -SHEET 1 AB3 5 SER A 711 PRO A 728 0 -SHEET 2 AB3 5 GLY A1059 ALA A1078 -1 O GLN A1071 N THR A 716 -SHEET 3 AB3 5 VAL A1094 SER A1097 -1 O SER A1097 N THR A1076 -SHEET 4 AB3 5 TRP A1102 THR A1105 -1 O PHE A1103 N VAL A1096 -SHEET 5 AB3 5 GLN A1113 ILE A1114 -1 O GLN A1113 N VAL A1104 -SHEET 1 AB4 2 LYS A 733 VAL A 736 0 -SHEET 2 AB4 2 LEU A 858 LEU A 861 -1 O THR A 859 N SER A 735 -SHEET 1 AB5 2 ILE A 788 LYS A 790 0 -SHEET 2 AB5 2 GLU C 702 SER C 704 1 O ASN C 703 N ILE A 788 -SHEET 1 AB6 4 THR A1120 ASN A1125 0 -SHEET 2 AB6 4 LYS A1086 PRO A1090 -1 N ALA A1087 O SER A1123 -SHEET 3 AB6 4 ILE A1081 HIS A1083 -1 N ILE A1081 O HIS A1088 -SHEET 4 AB6 4 VAL A1133 ASN A1134 1 O VAL A1133 N CYS A1082 -SHEET 1 AB7 8 TYR B 28 ASN B 30 0 -SHEET 2 AB7 8 ASN B 61 HIS B 66 -1 O VAL B 62 N THR B 29 -SHEET 3 AB7 8 ALA B 264 TYR B 269 -1 O TYR B 265 N PHE B 65 -SHEET 4 AB7 8 VAL B 90 GLU B 96 -1 N TYR B 91 O GLY B 268 -SHEET 5 AB7 8 ASN B 188 ILE B 197 -1 O PHE B 192 N PHE B 92 -SHEET 6 AB7 8 TYR B 200 THR B 208 -1 O LYS B 202 N LYS B 195 -SHEET 7 AB7 8 ALA B 222 PRO B 230 -1 O LEU B 229 N PHE B 201 -SHEET 8 AB7 8 VAL B 36 TYR B 37 1 N VAL B 36 O LEU B 223 -SHEET 1 AB8 3 VAL B 47 PHE B 55 0 -SHEET 2 AB8 3 GLN B 271 TYR B 279 -1 O LEU B 277 N HIS B 49 -SHEET 3 AB8 3 ILE B 285 ASP B 290 -1 O ASP B 287 N LYS B 278 -SHEET 1 AB9 6 LEU B 84 PRO B 85 0 -SHEET 2 AB9 6 ARG B 237 LEU B 242 -1 O PHE B 238 N LEU B 84 -SHEET 3 AB9 6 ILE B 101 PHE B 106 -1 N ILE B 105 O GLN B 239 -SHEET 4 AB9 6 LEU B 117 ASN B 121 -1 O LEU B 117 N PHE B 106 -SHEET 5 AB9 6 VAL B 126 LYS B 129 -1 O LYS B 129 N LEU B 118 -SHEET 6 AB9 6 TYR B 170 VAL B 171 -1 O TYR B 170 N ILE B 128 -SHEET 1 AC1 5 GLY B 311 ASN B 317 0 -SHEET 2 AC1 5 GLY B 594 THR B 599 -1 O VAL B 597 N TYR B 313 -SHEET 3 AC1 5 ALA B 609 GLN B 613 -1 O ALA B 609 N ILE B 598 -SHEET 4 AC1 5 GLY B 648 ILE B 651 -1 O ILE B 651 N VAL B 610 -SHEET 5 AC1 5 VAL B 642 GLN B 644 -1 N PHE B 643 O LEU B 650 -SHEET 1 AC2 7 SER B 325 ARG B 328 0 -SHEET 2 AC2 7 CYS B 538 PHE B 543 1 O ASN B 540 N ILE B 326 -SHEET 3 AC2 7 LEU B 546 GLU B 554 -1 O GLY B 548 N PHE B 541 -SHEET 4 AC2 7 ILE B 584 THR B 588 -1 O ASP B 586 N THR B 553 -SHEET 5 AC2 7 THR B 573 ARG B 577 -1 N VAL B 576 O LEU B 585 -SHEET 6 AC2 7 PHE B 565 ARG B 567 -1 N GLY B 566 O ALA B 575 -SHEET 7 AC2 7 VAL C 42 PHE C 43 1 O PHE C 43 N PHE B 565 -SHEET 1 AC3 5 ARG B 355 ILE B 358 0 -SHEET 2 AC3 5 VAL B 395 ARG B 403 -1 O VAL B 395 N ILE B 358 -SHEET 3 AC3 5 PRO B 507 SER B 514 -1 O VAL B 510 N PHE B 400 -SHEET 4 AC3 5 GLY B 431 ILE B 434 -1 N ILE B 434 O VAL B 511 -SHEET 5 AC3 5 LYS B 378 TYR B 380 -1 N TYR B 380 O GLY B 431 -SHEET 1 AC4 2 TYR B 453 ARG B 454 0 -SHEET 2 AC4 2 LEU B 492 ARG B 493 -1 O ARG B 493 N TYR B 453 -SHEET 1 AC5 2 TYR B 473 GLN B 474 0 -SHEET 2 AC5 2 CYS B 488 TYR B 489 -1 O TYR B 489 N TYR B 473 -SHEET 1 AC6 4 GLU B 654 TYR B 655 0 -SHEET 2 AC6 4 SER B 691 THR B 696 1 O ALA B 694 N GLU B 654 -SHEET 3 AC6 4 ILE B 670 GLN B 675 -1 N CYS B 671 O TYR B 695 -SHEET 4 AC6 4 ILE B 664 PRO B 665 -1 N ILE B 664 O ALA B 672 -SHEET 1 AC7 2 ALA B 701 GLU B 702 0 -SHEET 2 AC7 2 GLN C 787 ILE C 788 1 O ILE C 788 N ALA B 701 -SHEET 1 AC8 5 SER B 711 PRO B 715 0 -SHEET 2 AC8 5 GLU B1072 THR B1077 -1 O PHE B1075 N ILE B 712 -SHEET 3 AC8 5 VAL B1094 SER B1097 -1 O SER B1097 N THR B1076 -SHEET 4 AC8 5 TRP B1102 THR B1105 -1 O PHE B1103 N VAL B1096 -SHEET 5 AC8 5 GLN B1113 ILE B1114 -1 O GLN B1113 N VAL B1104 -SHEET 1 AC9 3 PHE B 718 PRO B 728 0 -SHEET 2 AC9 3 GLY B1059 PRO B1069 -1 O PHE B1062 N GLU B 725 -SHEET 3 AC9 3 TYR B1047 ALA B1056 -1 N TYR B1047 O TYR B1067 -SHEET 1 AD1 2 LYS B 733 VAL B 736 0 -SHEET 2 AD1 2 LEU B 858 LEU B 861 -1 O THR B 859 N SER B 735 -SHEET 1 AD2 4 THR B1120 VAL B1122 0 -SHEET 2 AD2 4 LYS B1086 PRO B1090 -1 N PHE B1089 O PHE B1121 -SHEET 3 AD2 4 ILE B1081 HIS B1083 -1 N ILE B1081 O HIS B1088 -SHEET 4 AD2 4 VAL B1133 ASN B1134 1 O VAL B1133 N CYS B1082 -SHEET 1 AD3 8 TYR C 28 ASN C 30 0 -SHEET 2 AD3 8 ASN C 61 HIS C 66 -1 O VAL C 62 N THR C 29 -SHEET 3 AD3 8 ALA C 264 TYR C 269 -1 O VAL C 267 N THR C 63 -SHEET 4 AD3 8 GLY C 89 GLU C 96 -1 N ILE C 95 O ALA C 264 -SHEET 5 AD3 8 ASN C 188 ILE C 197 -1 O PHE C 192 N PHE C 92 -SHEET 6 AD3 8 TYR C 200 PRO C 209 -1 O LYS C 202 N LYS C 195 -SHEET 7 AD3 8 ALA C 222 LEU C 229 -1 O GLU C 224 N SER C 205 -SHEET 8 AD3 8 VAL C 36 TYR C 37 1 N VAL C 36 O LEU C 223 -SHEET 1 AD4 3 VAL C 47 PHE C 55 0 -SHEET 2 AD4 3 GLN C 271 TYR C 279 -1 O TYR C 279 N VAL C 47 -SHEET 3 AD4 3 ILE C 285 ASP C 290 -1 O ASP C 287 N LYS C 278 -SHEET 1 AD5 3 LEU C 84 PRO C 85 0 -SHEET 2 AD5 3 ARG C 237 ALA C 243 -1 O PHE C 238 N LEU C 84 -SHEET 3 AD5 3 PHE C 140 LEU C 141 1 N LEU C 141 O LEU C 242 -SHEET 1 AD6 6 LEU C 84 PRO C 85 0 -SHEET 2 AD6 6 ARG C 237 ALA C 243 -1 O PHE C 238 N LEU C 84 -SHEET 3 AD6 6 ILE C 101 GLY C 107 -1 N GLY C 103 O LEU C 241 -SHEET 4 AD6 6 LEU C 118 ASN C 121 -1 O ASN C 121 N ARG C 102 -SHEET 5 AD6 6 VAL C 126 LYS C 129 -1 O VAL C 127 N VAL C 120 -SHEET 6 AD6 6 GLU C 169 VAL C 171 -1 O TYR C 170 N ILE C 128 -SHEET 1 AD7 5 GLY C 311 ARG C 319 0 -SHEET 2 AD7 5 PHE C 592 THR C 599 -1 O VAL C 595 N THR C 315 -SHEET 3 AD7 5 ALA C 609 GLN C 613 -1 O LEU C 611 N SER C 596 -SHEET 4 AD7 5 GLY C 648 ILE C 651 -1 O ILE C 651 N VAL C 610 -SHEET 5 AD7 5 VAL C 642 GLN C 644 -1 N PHE C 643 O LEU C 650 -SHEET 1 AD8 6 SER C 325 ARG C 328 0 -SHEET 2 AD8 6 CYS C 538 PHE C 543 1 O ASN C 542 N ARG C 328 -SHEET 3 AD8 6 LEU C 546 GLU C 554 -1 O GLY C 550 N VAL C 539 -SHEET 4 AD8 6 ILE C 584 THR C 588 -1 O THR C 588 N VAL C 551 -SHEET 5 AD8 6 THR C 573 ARG C 577 -1 N ASP C 574 O ILE C 587 -SHEET 6 AD8 6 PHE C 565 ARG C 567 -1 N GLY C 566 O ALA C 575 -SHEET 1 AD9 5 ASN C 354 ILE C 358 0 -SHEET 2 AD9 5 VAL C 395 ARG C 403 -1 O VAL C 395 N ILE C 358 -SHEET 3 AD9 5 PRO C 507 PHE C 515 -1 O VAL C 510 N PHE C 400 -SHEET 4 AD9 5 GLY C 431 ASN C 437 -1 N ILE C 434 O VAL C 511 -SHEET 5 AD9 5 LYS C 378 CYS C 379 -1 N LYS C 378 O VAL C 433 -SHEET 1 AE1 2 LEU C 452 TYR C 453 0 -SHEET 2 AE1 2 ARG C 493 SER C 494 -1 O ARG C 493 N TYR C 453 -SHEET 1 AE2 2 TYR C 473 GLN C 474 0 -SHEET 2 AE2 2 CYS C 488 TYR C 489 -1 O TYR C 489 N TYR C 473 -SHEET 1 AE3 4 GLU C 654 TYR C 655 0 -SHEET 2 AE3 4 GLN C 690 THR C 696 1 O ALA C 694 N GLU C 654 -SHEET 3 AE3 4 ILE C 670 THR C 676 -1 N GLN C 675 O SER C 691 -SHEET 4 AE3 4 ILE C 664 PRO C 665 -1 N ILE C 664 O ALA C 672 -SHEET 1 AE4 2 SER C 711 PRO C 715 0 -SHEET 2 AE4 2 GLU C1072 THR C1076 -1 O PHE C1075 N ILE C 712 -SHEET 1 AE5 3 PHE C 718 PRO C 728 0 -SHEET 2 AE5 3 GLY C1059 PRO C1069 -1 O PHE C1062 N GLU C 725 -SHEET 3 AE5 3 TYR C1047 ALA C1056 -1 N TYR C1047 O TYR C1067 -SHEET 1 AE6 2 LYS C 733 VAL C 736 0 -SHEET 2 AE6 2 LEU C 858 LEU C 861 -1 O THR C 859 N SER C 735 -SHEET 1 AE7 4 THR C1120 ASN C1125 0 -SHEET 2 AE7 4 LYS C1086 PRO C1090 -1 N PHE C1089 O PHE C1121 -SHEET 3 AE7 4 ILE C1081 HIS C1083 -1 N ILE C1081 O HIS C1088 -SHEET 4 AE7 4 VAL C1133 ASN C1134 1 O VAL C1133 N CYS C1082 -SHEET 1 AE8 3 VAL C1094 VAL C1096 0 -SHEET 2 AE8 3 PHE C1103 THR C1105 -1 O PHE C1103 N VAL C1096 -SHEET 3 AE8 3 GLN C1113 ILE C1114 -1 O GLN C1113 N VAL C1104 -SSBOND 1 CYS A 131 CYS A 166 1555 1555 2.03 -SSBOND 2 CYS A 291 CYS A 301 1555 1555 2.03 -SSBOND 3 CYS A 336 CYS A 361 1555 1555 2.03 -SSBOND 4 CYS A 379 CYS A 432 1555 1555 2.03 -SSBOND 5 CYS A 391 CYS A 525 1555 1555 2.03 -SSBOND 6 CYS A 480 CYS A 488 1555 1555 2.03 -SSBOND 7 CYS A 538 CYS A 590 1555 1555 2.03 -SSBOND 8 CYS A 617 CYS A 649 1555 1555 2.03 -SSBOND 9 CYS A 662 CYS A 671 1555 1555 2.03 -SSBOND 10 CYS A 738 CYS A 760 1555 1555 2.03 -SSBOND 11 CYS A 743 CYS A 749 1555 1555 2.03 -SSBOND 12 CYS A 840 CYS A 851 1555 1555 2.03 -SSBOND 13 CYS A 1032 CYS A 1043 1555 1555 2.03 -SSBOND 14 CYS A 1082 CYS A 1126 1555 1555 2.03 -SSBOND 15 CYS B 291 CYS B 301 1555 1555 2.03 -SSBOND 16 CYS B 336 CYS B 361 1555 1555 2.03 -SSBOND 17 CYS B 379 CYS B 432 1555 1555 2.03 -SSBOND 18 CYS B 480 CYS B 488 1555 1555 2.03 -SSBOND 19 CYS B 538 CYS B 590 1555 1555 2.03 -SSBOND 20 CYS B 617 CYS B 649 1555 1555 2.03 -SSBOND 21 CYS B 662 CYS B 671 1555 1555 2.03 -SSBOND 22 CYS B 738 CYS B 760 1555 1555 2.03 -SSBOND 23 CYS B 743 CYS B 749 1555 1555 2.03 -SSBOND 24 CYS B 840 CYS B 851 1555 1555 2.03 -SSBOND 25 CYS B 1032 CYS B 1043 1555 1555 2.03 -SSBOND 26 CYS B 1082 CYS B 1126 1555 1555 2.03 -SSBOND 27 CYS C 131 CYS C 166 1555 1555 2.03 -SSBOND 28 CYS C 291 CYS C 301 1555 1555 2.03 -SSBOND 29 CYS C 336 CYS C 361 1555 1555 2.03 -SSBOND 30 CYS C 379 CYS C 432 1555 1555 2.03 -SSBOND 31 CYS C 391 CYS C 525 1555 1555 2.05 -SSBOND 32 CYS C 480 CYS C 488 1555 1555 2.03 -SSBOND 33 CYS C 538 CYS C 590 1555 1555 2.03 -SSBOND 34 CYS C 617 CYS C 649 1555 1555 2.03 -SSBOND 35 CYS C 662 CYS C 671 1555 1555 2.03 -SSBOND 36 CYS C 738 CYS C 760 1555 1555 2.03 -SSBOND 37 CYS C 743 CYS C 749 1555 1555 2.03 -SSBOND 38 CYS C 1032 CYS C 1043 1555 1555 2.03 -SSBOND 39 CYS C 1082 CYS C 1126 1555 1555 2.03 -LINK ND2 ASN A 61 C1 NAG A1205 1555 1555 1.43 -LINK ND2 ASN A 122 C1 NAG A1208 1555 1555 1.44 -LINK ND2 ASN A 165 C1 NAG A1206 1555 1555 1.45 -LINK ND2 ASN A 234 C1 NAG A1209 1555 1555 1.44 -LINK ND2 ASN A 282 C1 NAG D 1 1555 1555 1.44 -LINK ND2 ASN A 331 C1 NAG A1201 1555 1555 1.44 -LINK ND2 ASN A 343 C1 NAG A1202 1555 1555 1.45 -LINK ND2 ASN A 616 C1 NAG A1203 1555 1555 1.44 -LINK ND2 ASN A 657 C1 NAG A1204 1555 1555 1.44 -LINK ND2 ASN A 709 C1 NAG A1207 1555 1555 1.46 -LINK ND2 ASN A 801 C1 NAG E 1 1555 1555 1.44 -LINK ND2 ASN A1074 C1 NAG J 1 1555 1555 1.44 -LINK ND2 ASN A1098 C1 NAG K 1 1555 1555 1.44 -LINK ND2 ASN A1134 C1 NAG F 1 1555 1555 1.44 -LINK ND2 ASN B 61 C1 NAG B1201 1555 1555 1.44 -LINK ND2 ASN B 122 C1 NAG B1202 1555 1555 1.44 -LINK ND2 ASN B 282 C1 NAG N 1 1555 1555 1.44 -LINK ND2 ASN B 331 C1 NAG G 1 1555 1555 1.47 -LINK ND2 ASN B 616 C1 NAG P 1 1555 1555 1.44 -LINK ND2 ASN B 657 C1 NAG B1203 1555 1555 1.44 -LINK ND2 ASN B 709 C1 NAG B1204 1555 1555 1.44 -LINK ND2 ASN B 717 C1 NAG R 1 1555 1555 1.44 -LINK ND2 ASN B 801 C1 NAG S 1 1555 1555 1.44 -LINK ND2 ASN B1074 C1 NAG T 1 1555 1555 1.44 -LINK ND2 ASN B1098 C1 NAG U 1 1555 1555 1.45 -LINK ND2 ASN B1134 C1 NAG V 1 1555 1555 1.44 -LINK ND2 ASN C 61 C1 NAG C1201 1555 1555 1.44 -LINK ND2 ASN C 122 C1 NAG C1205 1555 1555 1.44 -LINK ND2 ASN C 165 C1 NAG C1202 1555 1555 1.45 -LINK ND2 ASN C 331 C1 NAG C1203 1555 1555 1.45 -LINK ND2 ASN C 343 C1 NAG C1206 1555 1555 1.44 -LINK ND2 ASN C 657 C1 NAG C1204 1555 1555 1.44 -LINK ND2 ASN C 709 C1 NAG C1207 1555 1555 1.43 -LINK ND2 ASN C 717 C1 NAG b 1 1555 1555 1.44 -LINK ND2 ASN C 801 C1 NAG c 1 1555 1555 1.44 -LINK ND2 ASN C1074 C1 NAG d 1 1555 1555 1.44 -LINK ND2 ASN C1098 C1 NAG H 1 1555 1555 1.45 -LINK ND2 ASN C1134 C1 NAG C1208 1555 1555 1.44 -LINK O4 NAG D 1 C1 NAG D 2 1555 1555 1.45 -LINK O4 NAG E 1 C1 NAG E 2 1555 1555 1.45 -LINK O4 NAG F 1 C1 NAG F 2 1555 1555 1.47 -LINK O4 NAG G 1 C1 NAG G 2 1555 1555 1.46 -LINK O4 NAG H 1 C1 NAG H 2 1555 1555 1.45 -LINK O4 NAG I 1 C1 NAG I 2 1555 1555 1.45 -LINK O4 NAG J 1 C1 NAG J 2 1555 1555 1.45 -LINK O4 NAG J 2 C1 BMA J 3 1555 1555 1.45 -LINK O4 NAG K 1 C1 NAG K 2 1555 1555 1.45 -LINK O4 NAG N 1 C1 NAG N 2 1555 1555 1.45 -LINK O4 NAG P 1 C1 NAG P 2 1555 1555 1.47 -LINK O4 NAG R 1 C1 NAG R 2 1555 1555 1.46 -LINK O4 NAG S 1 C1 NAG S 2 1555 1555 1.47 -LINK O4 NAG S 2 C1 MAN S 3 1555 1555 1.45 -LINK O4 NAG T 1 C1 NAG T 2 1555 1555 1.45 -LINK O4 NAG U 1 C1 NAG U 2 1555 1555 1.45 -LINK O4 NAG V 1 C1 NAG V 2 1555 1555 1.44 -LINK O4 NAG b 1 C1 NAG b 2 1555 1555 1.44 -LINK O4 NAG c 1 C1 NAG c 2 1555 1555 1.46 -LINK O4 NAG c 2 C1 BMA c 3 1555 1555 1.45 -LINK O4 NAG d 1 C1 NAG d 2 1555 1555 1.45 -CRYST1 1.000 1.000 1.000 90.00 90.00 90.00 P 1 -ORIGX1 1.000000 0.000000 0.000000 0.00000 -ORIGX2 0.000000 1.000000 0.000000 0.00000 -ORIGX3 0.000000 0.000000 1.000000 0.00000 -SCALE1 1.000000 0.000000 0.000000 0.00000 -SCALE2 0.000000 1.000000 0.000000 0.00000 -SCALE3 0.000000 0.000000 1.000000 0.00000 -ATOM 1 N ALA A 27 187.146 213.303 142.014 1.00141.23 N -ATOM 2 CA ALA A 27 186.572 213.510 143.339 1.00141.23 C -ATOM 3 C ALA A 27 185.637 212.364 143.714 1.00141.23 C -ATOM 4 O ALA A 27 185.059 211.716 142.842 1.00141.23 O -ATOM 5 CB ALA A 27 185.836 214.837 143.394 1.00141.23 C -ATOM 6 N TYR A 28 185.492 212.119 145.015 1.00134.56 N -ATOM 7 CA TYR A 28 184.657 211.037 145.517 1.00134.56 C -ATOM 8 C TYR A 28 183.856 211.533 146.713 1.00134.56 C -ATOM 9 O TYR A 28 184.253 212.476 147.402 1.00134.56 O -ATOM 10 CB TYR A 28 185.488 209.811 145.925 1.00134.56 C -ATOM 11 CG TYR A 28 186.352 209.239 144.825 1.00134.56 C -ATOM 12 CD1 TYR A 28 187.658 209.680 144.638 1.00134.56 C -ATOM 13 CD2 TYR A 28 185.861 208.260 143.971 1.00134.56 C -ATOM 14 CE1 TYR A 28 188.451 209.158 143.633 1.00134.56 C -ATOM 15 CE2 TYR A 28 186.646 207.732 142.962 1.00134.56 C -ATOM 16 CZ TYR A 28 187.940 208.185 142.798 1.00134.56 C -ATOM 17 OH TYR A 28 188.724 207.664 141.796 1.00134.56 O -ATOM 18 N THR A 29 182.719 210.881 146.955 1.00133.27 N -ATOM 19 CA THR A 29 181.898 211.210 148.114 1.00133.27 C -ATOM 20 C THR A 29 181.129 209.977 148.567 1.00133.27 C -ATOM 21 O THR A 29 181.001 208.995 147.834 1.00133.27 O -ATOM 22 CB THR A 29 180.925 212.358 147.826 1.00133.27 C -ATOM 23 OG1 THR A 29 180.199 212.672 149.020 1.00133.27 O -ATOM 24 CG2 THR A 29 179.947 211.968 146.740 1.00133.27 C -ATOM 25 N ASN A 30 180.609 210.048 149.791 1.00120.99 N -ATOM 26 CA ASN A 30 179.953 208.901 150.407 1.00120.99 C -ATOM 27 C ASN A 30 178.586 208.656 149.777 1.00120.99 C -ATOM 28 O ASN A 30 177.800 209.589 149.589 1.00120.99 O -ATOM 29 CB ASN A 30 179.812 209.127 151.911 1.00120.99 C -ATOM 30 CG ASN A 30 179.757 207.830 152.696 1.00120.99 C -ATOM 31 OD1 ASN A 30 179.142 206.853 152.269 1.00120.99 O -ATOM 32 ND2 ASN A 30 180.409 207.816 153.852 1.00120.99 N -ATOM 33 N SER A 31 178.304 207.393 149.447 1.00114.65 N -ATOM 34 CA SER A 31 177.027 207.039 148.838 1.00114.65 C -ATOM 35 C SER A 31 175.898 206.917 149.852 1.00114.65 C -ATOM 36 O SER A 31 174.730 207.009 149.455 1.00114.65 O -ATOM 37 CB SER A 31 177.150 205.724 148.063 1.00114.65 C -ATOM 38 OG SER A 31 177.442 204.642 148.930 1.00114.65 O -ATOM 39 N PHE A 32 176.230 206.719 151.136 1.00107.97 N -ATOM 40 CA PHE A 32 175.293 206.474 152.234 1.00107.97 C -ATOM 41 C PHE A 32 174.356 205.308 151.939 1.00107.97 C -ATOM 42 O PHE A 32 174.789 204.270 151.429 1.00107.97 O -ATOM 43 CB PHE A 32 174.488 207.737 152.569 1.00107.97 C -ATOM 44 CG PHE A 32 175.286 208.801 153.267 1.00107.97 C -ATOM 45 CD1 PHE A 32 176.030 209.721 152.543 1.00107.97 C -ATOM 46 CD2 PHE A 32 175.284 208.885 154.652 1.00107.97 C -ATOM 47 CE1 PHE A 32 176.763 210.703 153.189 1.00107.97 C -ATOM 48 CE2 PHE A 32 176.014 209.863 155.304 1.00107.97 C -ATOM 49 CZ PHE A 32 176.754 210.773 154.571 1.00107.97 C -ATOM 50 N THR A 33 173.071 205.470 152.255 1.00105.96 N -ATOM 51 CA THR A 33 172.077 204.424 152.066 1.00105.96 C -ATOM 52 C THR A 33 171.353 204.530 150.728 1.00105.96 C -ATOM 53 O THR A 33 170.312 203.888 150.545 1.00105.96 O -ATOM 54 CB THR A 33 171.059 204.450 153.209 1.00105.96 C -ATOM 55 OG1 THR A 33 170.567 205.784 153.381 1.00105.96 O -ATOM 56 CG2 THR A 33 171.703 203.983 154.504 1.00105.96 C -ATOM 57 N ARG A 34 171.874 205.322 149.796 1.00104.11 N -ATOM 58 CA ARG A 34 171.231 205.503 148.504 1.00104.11 C -ATOM 59 C ARG A 34 171.424 204.269 147.625 1.00104.11 C -ATOM 60 O ARG A 34 172.271 203.411 147.885 1.00104.11 O -ATOM 61 CB ARG A 34 171.788 206.738 147.797 1.00104.11 C -ATOM 62 CG ARG A 34 171.656 208.023 148.595 1.00104.11 C -ATOM 63 CD ARG A 34 170.248 208.580 148.519 1.00104.11 C -ATOM 64 NE ARG A 34 169.976 209.516 149.602 1.00104.11 N -ATOM 65 CZ ARG A 34 168.785 210.038 149.861 1.00104.11 C -ATOM 66 NH1 ARG A 34 167.726 209.738 149.128 1.00104.11 N1+ -ATOM 67 NH2 ARG A 34 168.654 210.883 150.879 1.00104.11 N -ATOM 68 N GLY A 35 170.611 204.186 146.575 1.00 93.42 N -ATOM 69 CA GLY A 35 170.737 203.116 145.609 1.00 93.42 C -ATOM 70 C GLY A 35 169.886 201.897 145.873 1.00 93.42 C -ATOM 71 O GLY A 35 170.337 200.774 145.617 1.00 93.42 O -ATOM 72 N VAL A 36 168.669 202.075 146.378 1.00 90.52 N -ATOM 73 CA VAL A 36 167.758 200.972 146.660 1.00 90.52 C -ATOM 74 C VAL A 36 166.503 201.172 145.823 1.00 90.52 C -ATOM 75 O VAL A 36 165.851 202.220 145.910 1.00 90.52 O -ATOM 76 CB VAL A 36 167.419 200.880 148.157 1.00 90.52 C -ATOM 77 CG1 VAL A 36 166.310 199.868 148.397 1.00 90.52 C -ATOM 78 CG2 VAL A 36 168.659 200.502 148.952 1.00 90.52 C -ATOM 79 N TYR A 37 166.167 200.170 145.018 1.00 80.23 N -ATOM 80 CA TYR A 37 165.013 200.204 144.135 1.00 80.23 C -ATOM 81 C TYR A 37 164.111 199.010 144.422 1.00 80.23 C -ATOM 82 O TYR A 37 164.483 198.076 145.137 1.00 80.23 O -ATOM 83 CB TYR A 37 165.443 200.214 142.659 1.00 80.23 C -ATOM 84 CG TYR A 37 166.329 199.054 142.239 1.00 80.23 C -ATOM 85 CD1 TYR A 37 167.713 199.132 142.355 1.00 80.23 C -ATOM 86 CD2 TYR A 37 165.783 197.891 141.705 1.00 80.23 C -ATOM 87 CE1 TYR A 37 168.523 198.080 141.970 1.00 80.23 C -ATOM 88 CE2 TYR A 37 166.585 196.834 141.318 1.00 80.23 C -ATOM 89 CZ TYR A 37 167.953 196.936 141.452 1.00 80.23 C -ATOM 90 OH TYR A 37 168.753 195.887 141.065 1.00 80.23 O -ATOM 91 N TYR A 38 162.911 199.051 143.857 1.00 77.20 N -ATOM 92 CA TYR A 38 161.992 197.927 143.974 1.00 77.20 C -ATOM 93 C TYR A 38 162.441 196.812 143.038 1.00 77.20 C -ATOM 94 O TYR A 38 162.517 197.032 141.824 1.00 77.20 O -ATOM 95 CB TYR A 38 160.569 198.352 143.635 1.00 77.20 C -ATOM 96 CG TYR A 38 159.903 199.206 144.693 1.00 77.20 C -ATOM 97 CD1 TYR A 38 160.138 200.574 144.758 1.00 77.20 C -ATOM 98 CD2 TYR A 38 159.039 198.643 145.624 1.00 77.20 C -ATOM 99 CE1 TYR A 38 159.531 201.359 145.719 1.00 77.20 C -ATOM 100 CE2 TYR A 38 158.427 199.421 146.591 1.00 77.20 C -ATOM 101 CZ TYR A 38 158.678 200.777 146.633 1.00 77.20 C -ATOM 102 OH TYR A 38 158.074 201.557 147.592 1.00 77.20 O -ATOM 103 N PRO A 39 162.750 195.616 143.547 1.00 81.54 N -ATOM 104 CA PRO A 39 163.227 194.545 142.660 1.00 81.54 C -ATOM 105 C PRO A 39 162.134 193.924 141.811 1.00 81.54 C -ATOM 106 O PRO A 39 162.448 193.287 140.798 1.00 81.54 O -ATOM 107 CB PRO A 39 163.822 193.525 143.637 1.00 81.54 C -ATOM 108 CG PRO A 39 163.014 193.709 144.878 1.00 81.54 C -ATOM 109 CD PRO A 39 162.677 195.179 144.952 1.00 81.54 C -ATOM 110 N ASP A 40 160.868 194.088 142.186 1.00 90.22 N -ATOM 111 CA ASP A 40 159.758 193.561 141.410 1.00 90.22 C -ATOM 112 C ASP A 40 158.530 194.420 141.666 1.00 90.22 C -ATOM 113 O ASP A 40 158.484 195.206 142.616 1.00 90.22 O -ATOM 114 CB ASP A 40 159.472 192.091 141.746 1.00 90.22 C -ATOM 115 CG ASP A 40 159.438 191.826 143.240 1.00 90.22 C -ATOM 116 OD1 ASP A 40 159.736 192.752 144.023 1.00 90.22 O -ATOM 117 OD2 ASP A 40 159.110 190.687 143.632 1.00 90.22 O1- -ATOM 118 N LYS A 41 157.531 194.258 140.804 1.00101.58 N -ATOM 119 CA LYS A 41 156.288 195.023 140.877 1.00101.58 C -ATOM 120 C LYS A 41 155.178 194.237 141.562 1.00101.58 C -ATOM 121 O LYS A 41 154.007 194.318 141.180 1.00101.58 O -ATOM 122 CB LYS A 41 155.870 195.471 139.481 1.00101.58 C -ATOM 123 CG LYS A 41 155.891 194.371 138.440 1.00101.58 C -ATOM 124 CD LYS A 41 155.650 194.941 137.056 1.00101.58 C -ATOM 125 CE LYS A 41 156.853 195.733 136.567 1.00101.58 C -ATOM 126 NZ LYS A 41 156.681 196.189 135.161 1.00101.58 N1+ -ATOM 127 N VAL A 42 155.536 193.460 142.581 1.00 96.35 N -ATOM 128 CA VAL A 42 154.585 192.695 143.379 1.00 96.35 C -ATOM 129 C VAL A 42 154.415 193.396 144.719 1.00 96.35 C -ATOM 130 O VAL A 42 155.401 193.662 145.419 1.00 96.35 O -ATOM 131 CB VAL A 42 155.062 191.244 143.565 1.00 96.35 C -ATOM 132 CG1 VAL A 42 154.247 190.539 144.633 1.00 96.35 C -ATOM 133 CG2 VAL A 42 154.986 190.491 142.247 1.00 96.35 C -ATOM 134 N PHE A 43 153.169 193.702 145.073 1.00 97.00 N -ATOM 135 CA PHE A 43 152.888 194.420 146.309 1.00 97.00 C -ATOM 136 C PHE A 43 153.073 193.509 147.518 1.00 97.00 C -ATOM 137 O PHE A 43 152.589 192.371 147.541 1.00 97.00 O -ATOM 138 CB PHE A 43 151.468 194.986 146.273 1.00 97.00 C -ATOM 139 CG PHE A 43 151.043 195.658 147.548 1.00 97.00 C -ATOM 140 CD1 PHE A 43 151.506 196.925 147.865 1.00 97.00 C -ATOM 141 CD2 PHE A 43 150.160 195.032 148.418 1.00 97.00 C -ATOM 142 CE1 PHE A 43 151.112 197.550 149.035 1.00 97.00 C -ATOM 143 CE2 PHE A 43 149.761 195.651 149.589 1.00 97.00 C -ATOM 144 CZ PHE A 43 150.238 196.912 149.897 1.00 97.00 C -ATOM 145 N ARG A 44 153.803 194.007 148.515 1.00 81.42 N -ATOM 146 CA ARG A 44 153.980 193.341 149.798 1.00 81.42 C -ATOM 147 C ARG A 44 153.863 194.385 150.897 1.00 81.42 C -ATOM 148 O ARG A 44 154.375 195.499 150.755 1.00 81.42 O -ATOM 149 CB ARG A 44 155.338 192.627 149.898 1.00 81.42 C -ATOM 150 CG ARG A 44 155.546 191.489 148.910 1.00 81.42 C -ATOM 151 CD ARG A 44 156.850 190.760 149.177 1.00 81.42 C -ATOM 152 NE ARG A 44 157.181 189.825 148.109 1.00 81.42 N -ATOM 153 CZ ARG A 44 157.891 190.138 147.034 1.00 81.42 C -ATOM 154 NH1 ARG A 44 158.362 191.361 146.848 1.00 81.42 N1+ -ATOM 155 NH2 ARG A 44 158.136 189.201 146.122 1.00 81.42 N -ATOM 156 N SER A 45 153.192 194.027 151.990 1.00 89.21 N -ATOM 157 CA SER A 45 152.920 194.969 153.067 1.00 89.21 C -ATOM 158 C SER A 45 153.321 194.372 154.407 1.00 89.21 C -ATOM 159 O SER A 45 152.959 193.229 154.708 1.00 89.21 O -ATOM 160 CB SER A 45 151.440 195.363 153.092 1.00 89.21 C -ATOM 161 OG SER A 45 150.621 194.244 153.379 1.00 89.21 O -ATOM 162 N SER A 46 154.058 195.162 155.200 1.00 90.18 N -ATOM 163 CA SER A 46 154.471 194.844 156.574 1.00 90.18 C -ATOM 164 C SER A 46 155.262 193.536 156.645 1.00 90.18 C -ATOM 165 O SER A 46 154.891 192.594 157.347 1.00 90.18 O -ATOM 166 CB SER A 46 153.265 194.802 157.521 1.00 90.18 C -ATOM 167 OG SER A 46 152.585 196.042 157.549 1.00 90.18 O -ATOM 168 N VAL A 47 156.369 193.489 155.905 1.00 77.18 N -ATOM 169 CA VAL A 47 157.130 192.250 155.793 1.00 77.18 C -ATOM 170 C VAL A 47 158.600 192.582 155.560 1.00 77.18 C -ATOM 171 O VAL A 47 158.942 193.596 154.947 1.00 77.18 O -ATOM 172 CB VAL A 47 156.531 191.339 154.682 1.00 77.18 C -ATOM 173 CG1 VAL A 47 156.737 191.920 153.288 1.00 77.18 C -ATOM 174 CG2 VAL A 47 157.052 189.904 154.776 1.00 77.18 C -ATOM 175 N LEU A 48 159.477 191.741 156.104 1.00 72.83 N -ATOM 176 CA LEU A 48 160.912 191.836 155.867 1.00 72.83 C -ATOM 177 C LEU A 48 161.268 190.820 154.789 1.00 72.83 C -ATOM 178 O LEU A 48 161.263 189.611 155.041 1.00 72.83 O -ATOM 179 CB LEU A 48 161.698 191.585 157.152 1.00 72.83 C -ATOM 180 CG LEU A 48 161.194 192.278 158.420 1.00 72.83 C -ATOM 181 CD1 LEU A 48 162.082 191.935 159.601 1.00 72.83 C -ATOM 182 CD2 LEU A 48 161.135 193.783 158.232 1.00 72.83 C -ATOM 183 N HIS A 49 161.575 191.308 153.592 1.00 76.01 N -ATOM 184 CA HIS A 49 161.775 190.457 152.429 1.00 76.01 C -ATOM 185 C HIS A 49 163.229 190.489 151.983 1.00 76.01 C -ATOM 186 O HIS A 49 163.837 191.558 151.877 1.00 76.01 O -ATOM 187 CB HIS A 49 160.870 190.889 151.274 1.00 76.01 C -ATOM 188 CG HIS A 49 160.821 189.907 150.146 1.00 76.01 C -ATOM 189 ND1 HIS A 49 160.415 188.600 150.314 1.00 76.01 N -ATOM 190 CD2 HIS A 49 161.131 190.039 148.835 1.00 76.01 C -ATOM 191 CE1 HIS A 49 160.476 187.970 149.154 1.00 76.01 C -ATOM 192 NE2 HIS A 49 160.907 188.821 148.240 1.00 76.01 N -ATOM 193 N SER A 50 163.778 189.310 151.713 1.00 70.58 N -ATOM 194 CA SER A 50 165.133 189.191 151.201 1.00 70.58 C -ATOM 195 C SER A 50 165.133 189.252 149.680 1.00 70.58 C -ATOM 196 O SER A 50 164.176 188.841 149.019 1.00 70.58 O -ATOM 197 CB SER A 50 165.776 187.885 151.667 1.00 70.58 C -ATOM 198 OG SER A 50 167.068 187.729 151.108 1.00 70.58 O -ATOM 199 N THR A 51 166.226 189.775 149.128 1.00 77.83 N -ATOM 200 CA THR A 51 166.409 189.822 147.685 1.00 77.83 C -ATOM 201 C THR A 51 167.894 189.700 147.382 1.00 77.83 C -ATOM 202 O THR A 51 168.742 189.967 148.234 1.00 77.83 O -ATOM 203 CB THR A 51 165.834 191.108 147.078 1.00 77.83 C -ATOM 204 OG1 THR A 51 166.117 191.145 145.674 1.00 77.83 O -ATOM 205 CG2 THR A 51 166.434 192.334 147.748 1.00 77.83 C -ATOM 206 N GLN A 52 168.202 189.286 146.156 1.00 84.05 N -ATOM 207 CA GLN A 52 169.586 189.072 145.732 1.00 84.05 C -ATOM 208 C GLN A 52 169.700 189.535 144.284 1.00 84.05 C -ATOM 209 O GLN A 52 169.287 188.818 143.367 1.00 84.05 O -ATOM 210 CB GLN A 52 169.985 187.609 145.884 1.00 84.05 C -ATOM 211 CG GLN A 52 171.395 187.290 145.418 1.00 84.05 C -ATOM 212 CD GLN A 52 171.526 185.871 144.902 1.00 84.05 C -ATOM 213 OE1 GLN A 52 170.532 185.225 144.572 1.00 84.05 O -ATOM 214 NE2 GLN A 52 172.756 185.379 144.830 1.00 84.05 N -ATOM 215 N ASP A 53 170.262 190.725 144.077 1.00 92.61 N -ATOM 216 CA ASP A 53 170.271 191.318 142.744 1.00 92.61 C -ATOM 217 C ASP A 53 171.376 192.363 142.669 1.00 92.61 C -ATOM 218 O ASP A 53 172.159 192.539 143.604 1.00 92.61 O -ATOM 219 CB ASP A 53 168.907 191.929 142.402 1.00 92.61 C -ATOM 220 CG ASP A 53 168.537 191.751 140.942 1.00 92.61 C -ATOM 221 OD1 ASP A 53 169.386 191.265 140.167 1.00 92.61 O -ATOM 222 OD2 ASP A 53 167.397 192.100 140.570 1.00 92.61 O1- -ATOM 223 N LEU A 54 171.433 193.056 141.534 1.00 89.19 N -ATOM 224 CA LEU A 54 172.409 194.121 141.338 1.00 89.19 C -ATOM 225 C LEU A 54 172.000 195.340 142.156 1.00 89.19 C -ATOM 226 O LEU A 54 170.934 195.918 141.925 1.00 89.19 O -ATOM 227 CB LEU A 54 172.512 194.483 139.857 1.00 89.19 C -ATOM 228 CG LEU A 54 173.446 193.714 138.910 1.00 89.19 C -ATOM 229 CD1 LEU A 54 174.885 193.835 139.374 1.00 89.19 C -ATOM 230 CD2 LEU A 54 173.055 192.249 138.719 1.00 89.19 C -ATOM 231 N PHE A 55 172.843 195.734 143.107 1.00 86.36 N -ATOM 232 CA PHE A 55 172.537 196.850 143.987 1.00 86.36 C -ATOM 233 C PHE A 55 173.776 197.714 144.162 1.00 86.36 C -ATOM 234 O PHE A 55 174.901 197.295 143.872 1.00 86.36 O -ATOM 235 CB PHE A 55 172.046 196.373 145.360 1.00 86.36 C -ATOM 236 CG PHE A 55 170.593 195.998 145.394 1.00 86.36 C -ATOM 237 CD1 PHE A 55 170.189 194.709 145.081 1.00 86.36 C -ATOM 238 CD2 PHE A 55 169.631 196.930 145.755 1.00 86.36 C -ATOM 239 CE1 PHE A 55 168.851 194.358 145.119 1.00 86.36 C -ATOM 240 CE2 PHE A 55 168.291 196.586 145.794 1.00 86.36 C -ATOM 241 CZ PHE A 55 167.902 195.298 145.476 1.00 86.36 C -ATOM 242 N LEU A 56 173.549 198.939 144.629 1.00 90.40 N -ATOM 243 CA LEU A 56 174.636 199.801 145.074 1.00 90.40 C -ATOM 244 C LEU A 56 174.940 199.515 146.539 1.00 90.40 C -ATOM 245 O LEU A 56 174.022 199.545 147.368 1.00 90.40 O -ATOM 246 CB LEU A 56 174.281 201.270 144.899 1.00 90.40 C -ATOM 247 CG LEU A 56 175.343 202.259 145.385 1.00 90.40 C -ATOM 248 CD1 LEU A 56 176.482 202.352 144.385 1.00 90.40 C -ATOM 249 CD2 LEU A 56 174.734 203.628 145.632 1.00 90.40 C -ATOM 250 N PRO A 57 176.190 199.205 146.883 1.00 86.75 N -ATOM 251 CA PRO A 57 176.518 198.880 148.276 1.00 86.75 C -ATOM 252 C PRO A 57 176.404 200.086 149.195 1.00 86.75 C -ATOM 253 O PRO A 57 176.568 201.236 148.783 1.00 86.75 O -ATOM 254 CB PRO A 57 177.968 198.387 148.193 1.00 86.75 C -ATOM 255 CG PRO A 57 178.182 198.052 146.755 1.00 86.75 C -ATOM 256 CD PRO A 57 177.338 199.006 145.987 1.00 86.75 C -ATOM 257 N PHE A 58 176.101 199.801 150.458 1.00 94.45 N -ATOM 258 CA PHE A 58 175.971 200.854 151.454 1.00 94.45 C -ATOM 259 C PHE A 58 177.336 201.416 151.826 1.00 94.45 C -ATOM 260 O PHE A 58 178.314 200.671 151.949 1.00 94.45 O -ATOM 261 CB PHE A 58 175.270 200.320 152.701 1.00 94.45 C -ATOM 262 CG PHE A 58 173.772 200.349 152.619 1.00 94.45 C -ATOM 263 CD1 PHE A 58 173.123 200.830 151.488 1.00 94.45 C -ATOM 264 CD2 PHE A 58 173.009 199.893 153.680 1.00 94.45 C -ATOM 265 CE1 PHE A 58 171.740 200.851 151.421 1.00 94.45 C -ATOM 266 CE2 PHE A 58 171.628 199.912 153.621 1.00 94.45 C -ATOM 267 CZ PHE A 58 170.993 200.393 152.491 1.00 94.45 C -ATOM 268 N PHE A 59 177.383 202.745 151.994 1.00101.96 N -ATOM 269 CA PHE A 59 178.567 203.497 152.434 1.00101.96 C -ATOM 270 C PHE A 59 179.777 203.270 151.534 1.00101.96 C -ATOM 271 O PHE A 59 180.861 202.920 151.997 1.00101.96 O -ATOM 272 CB PHE A 59 178.913 203.187 153.890 1.00101.96 C -ATOM 273 CG PHE A 59 177.824 203.519 154.834 1.00101.96 C -ATOM 274 CD1 PHE A 59 177.654 204.824 155.264 1.00101.96 C -ATOM 275 CD2 PHE A 59 176.946 202.543 155.272 1.00101.96 C -ATOM 276 CE1 PHE A 59 176.637 205.148 156.126 1.00101.96 C -ATOM 277 CE2 PHE A 59 175.926 202.861 156.135 1.00101.96 C -ATOM 278 CZ PHE A 59 175.771 204.164 156.563 1.00101.96 C -ATOM 279 N SER A 60 179.585 203.447 150.234 1.00110.72 N -ATOM 280 CA SER A 60 180.719 203.443 149.323 1.00110.72 C -ATOM 281 C SER A 60 181.012 204.869 148.879 1.00110.72 C -ATOM 282 O SER A 60 180.325 205.818 149.259 1.00110.72 O -ATOM 283 CB SER A 60 180.450 202.556 148.108 1.00110.72 C -ATOM 284 OG SER A 60 179.383 203.066 147.329 1.00110.72 O -ATOM 285 N ASN A 61 182.033 205.018 148.050 1.00137.78 N -ATOM 286 CA ASN A 61 182.274 206.257 147.322 1.00137.78 C -ATOM 287 C ASN A 61 181.727 206.202 145.908 1.00137.78 C -ATOM 288 O ASN A 61 181.923 205.212 145.188 1.00137.78 O -ATOM 289 CB ASN A 61 183.757 206.634 147.284 1.00137.78 C -ATOM 290 CG ASN A 61 184.266 207.117 148.617 1.00137.78 C -ATOM 291 OD1 ASN A 61 183.570 207.877 149.300 1.00137.78 O -ATOM 292 ND2 ASN A 61 185.491 206.750 148.979 1.00137.78 N -ATOM 293 N VAL A 62 181.022 207.266 145.545 1.00135.30 N -ATOM 294 CA VAL A 62 180.583 207.549 144.188 1.00135.30 C -ATOM 295 C VAL A 62 181.373 208.757 143.697 1.00135.30 C -ATOM 296 O VAL A 62 181.759 209.638 144.481 1.00135.30 O -ATOM 297 CB VAL A 62 179.058 207.812 144.114 1.00135.30 C -ATOM 298 CG1 VAL A 62 178.281 206.542 144.422 1.00135.30 C -ATOM 299 CG2 VAL A 62 178.622 208.950 145.024 1.00135.30 C -ATOM 300 N THR A 63 181.632 208.792 142.394 1.00144.85 N -ATOM 301 CA THR A 63 182.429 209.867 141.817 1.00144.85 C -ATOM 302 C THR A 63 181.552 211.096 141.606 1.00144.85 C -ATOM 303 O THR A 63 180.482 211.006 140.996 1.00144.85 O -ATOM 304 CB THR A 63 183.052 209.419 140.496 1.00144.85 C -ATOM 305 OG1 THR A 63 183.894 208.284 140.729 1.00144.85 O -ATOM 306 CG2 THR A 63 183.899 210.529 139.907 1.00144.85 C -ATOM 307 N TRP A 64 182.006 212.239 142.110 1.00169.34 N -ATOM 308 CA TRP A 64 181.249 213.482 142.084 1.00169.34 C -ATOM 309 C TRP A 64 181.841 214.427 141.047 1.00169.34 C -ATOM 310 O TRP A 64 183.059 214.633 141.013 1.00169.34 O -ATOM 311 CB TRP A 64 181.247 214.141 143.467 1.00169.34 C -ATOM 312 CG TRP A 64 180.900 215.603 143.450 1.00169.34 C -ATOM 313 CD1 TRP A 64 179.752 216.169 142.974 1.00169.34 C -ATOM 314 CD2 TRP A 64 181.703 216.682 143.943 1.00169.34 C -ATOM 315 NE1 TRP A 64 179.796 217.533 143.130 1.00169.34 N -ATOM 316 CE2 TRP A 64 180.982 217.873 143.724 1.00169.34 C -ATOM 317 CE3 TRP A 64 182.962 216.758 144.546 1.00169.34 C -ATOM 318 CZ2 TRP A 64 181.479 219.124 144.086 1.00169.34 C -ATOM 319 CZ3 TRP A 64 183.454 218.002 144.904 1.00169.34 C -ATOM 320 CH2 TRP A 64 182.714 219.167 144.672 1.00169.34 C -ATOM 321 N PHE A 65 180.977 214.997 140.209 1.00177.51 N -ATOM 322 CA PHE A 65 181.345 216.046 139.272 1.00177.51 C -ATOM 323 C PHE A 65 180.479 217.276 139.509 1.00177.51 C -ATOM 324 O PHE A 65 179.329 217.174 139.951 1.00177.51 O -ATOM 325 CB PHE A 65 181.186 215.601 137.813 1.00177.51 C -ATOM 326 CG PHE A 65 182.047 214.437 137.426 1.00177.51 C -ATOM 327 CD1 PHE A 65 183.379 214.628 137.092 1.00177.51 C -ATOM 328 CD2 PHE A 65 181.524 213.155 137.380 1.00177.51 C -ATOM 329 CE1 PHE A 65 184.178 213.558 136.726 1.00177.51 C -ATOM 330 CE2 PHE A 65 182.315 212.080 137.014 1.00177.51 C -ATOM 331 CZ PHE A 65 183.646 212.282 136.688 1.00177.51 C -ATOM 332 N HIS A 66 181.046 218.441 139.206 1.00198.74 N -ATOM 333 CA HIS A 66 180.342 219.713 139.276 1.00198.74 C -ATOM 334 C HIS A 66 180.195 220.286 137.873 1.00198.74 C -ATOM 335 O HIS A 66 181.102 220.162 137.043 1.00198.74 O -ATOM 336 CB HIS A 66 181.083 220.706 140.175 1.00198.74 C -ATOM 337 CG HIS A 66 180.205 221.778 140.743 1.00198.74 C -ATOM 338 ND1 HIS A 66 179.930 222.949 140.071 1.00198.74 N -ATOM 339 CD2 HIS A 66 179.543 221.856 141.921 1.00198.74 C -ATOM 340 CE1 HIS A 66 179.135 223.702 140.809 1.00198.74 C -ATOM 341 NE2 HIS A 66 178.885 223.062 141.937 1.00198.74 N -ATOM 342 N VAL A 67 179.050 220.913 137.610 1.00203.92 N -ATOM 343 CA VAL A 67 178.727 221.421 136.274 1.00203.92 C -ATOM 344 C VAL A 67 179.339 222.815 136.170 1.00203.92 C -ATOM 345 O VAL A 67 178.714 223.824 136.498 1.00203.92 O -ATOM 346 CB VAL A 67 177.224 221.425 136.011 1.00203.92 C -ATOM 347 CG1 VAL A 67 176.944 221.747 134.550 1.00203.92 C -ATOM 348 CG2 VAL A 67 176.616 220.083 136.391 1.00203.92 C -ATOM 349 N ILE A 68 180.586 222.868 135.711 1.00202.00 N -ATOM 350 CA ILE A 68 181.267 224.133 135.460 1.00202.00 C -ATOM 351 C ILE A 68 181.900 224.117 134.073 1.00202.00 C -ATOM 352 O ILE A 68 182.235 223.056 133.546 1.00202.00 O -ATOM 353 CB ILE A 68 182.328 224.435 136.538 1.00202.00 C -ATOM 354 CG1 ILE A 68 183.237 223.222 136.752 1.00202.00 C -ATOM 355 CG2 ILE A 68 181.675 224.885 137.839 1.00202.00 C -ATOM 356 CD1 ILE A 68 184.429 223.503 137.640 1.00202.00 C -ATOM 357 N ASP A 80 181.644 219.506 133.342 1.00216.39 N -ATOM 358 CA ASP A 80 182.291 218.619 132.382 1.00216.39 C -ATOM 359 C ASP A 80 181.509 217.319 132.252 1.00216.39 C -ATOM 360 O ASP A 80 180.786 216.926 133.165 1.00216.39 O -ATOM 361 CB ASP A 80 183.736 218.334 132.799 1.00216.39 C -ATOM 362 CG ASP A 80 184.656 218.098 131.612 1.00216.39 C -ATOM 363 OD1 ASP A 80 184.190 218.207 130.459 1.00216.39 O -ATOM 364 OD2 ASP A 80 185.851 217.813 131.835 1.00216.39 O1- -ATOM 365 N ASN A 81 181.655 216.661 131.103 1.00214.52 N -ATOM 366 CA ASN A 81 180.967 215.404 130.794 1.00214.52 C -ATOM 367 C ASN A 81 181.911 214.327 130.248 1.00214.52 C -ATOM 368 O ASN A 81 181.868 213.966 129.064 1.00214.52 O -ATOM 369 CB ASN A 81 179.738 215.699 129.915 1.00214.52 C -ATOM 370 CG ASN A 81 180.066 216.341 128.550 1.00214.52 C -ATOM 371 OD1 ASN A 81 181.221 216.497 128.151 1.00214.52 O -ATOM 372 ND2 ASN A 81 179.013 216.711 127.828 1.00214.52 N -ATOM 373 N PRO A 82 182.729 213.730 131.114 1.00193.51 N -ATOM 374 CA PRO A 82 183.683 212.719 130.652 1.00193.51 C -ATOM 375 C PRO A 82 183.007 211.385 130.367 1.00193.51 C -ATOM 376 O PRO A 82 181.909 211.091 130.843 1.00193.51 O -ATOM 377 CB PRO A 82 184.661 212.601 131.824 1.00193.51 C -ATOM 378 CG PRO A 82 183.828 212.907 133.016 1.00193.51 C -ATOM 379 CD PRO A 82 182.790 213.910 132.577 1.00193.51 C -ATOM 380 N VAL A 83 183.698 210.574 129.575 1.00170.71 N -ATOM 381 CA VAL A 83 183.190 209.264 129.184 1.00170.71 C -ATOM 382 C VAL A 83 183.460 208.276 130.309 1.00170.71 C -ATOM 383 O VAL A 83 184.600 208.133 130.766 1.00170.71 O -ATOM 384 CB VAL A 83 183.840 208.802 127.871 1.00170.71 C -ATOM 385 CG1 VAL A 83 183.287 207.451 127.446 1.00170.71 C -ATOM 386 CG2 VAL A 83 183.628 209.842 126.784 1.00170.71 C -ATOM 387 N LEU A 84 182.412 207.584 130.756 1.00152.74 N -ATOM 388 CA LEU A 84 182.554 206.692 131.893 1.00152.74 C -ATOM 389 C LEU A 84 182.127 205.273 131.530 1.00152.74 C -ATOM 390 O LEU A 84 181.197 205.081 130.739 1.00152.74 O -ATOM 391 CB LEU A 84 181.721 207.183 133.085 1.00152.74 C -ATOM 392 CG LEU A 84 181.965 208.618 133.555 1.00152.74 C -ATOM 393 CD1 LEU A 84 180.890 209.053 134.538 1.00152.74 C -ATOM 394 CD2 LEU A 84 183.349 208.751 134.173 1.00152.74 C -ATOM 395 N PRO A 85 182.788 204.259 132.087 1.00133.50 N -ATOM 396 CA PRO A 85 182.348 202.880 131.853 1.00133.50 C -ATOM 397 C PRO A 85 181.017 202.589 132.532 1.00133.50 C -ATOM 398 O PRO A 85 180.717 203.097 133.615 1.00133.50 O -ATOM 399 CB PRO A 85 183.477 202.034 132.456 1.00133.50 C -ATOM 400 CG PRO A 85 184.635 202.974 132.619 1.00133.50 C -ATOM 401 CD PRO A 85 184.031 204.312 132.874 1.00133.50 C -ATOM 402 N PHE A 86 180.213 201.755 131.870 1.00114.36 N -ATOM 403 CA PHE A 86 178.886 201.430 132.379 1.00114.36 C -ATOM 404 C PHE A 86 178.926 200.403 133.502 1.00114.36 C -ATOM 405 O PHE A 86 178.078 200.458 134.402 1.00114.36 O -ATOM 406 CB PHE A 86 177.996 200.917 131.245 1.00114.36 C -ATOM 407 CG PHE A 86 176.557 200.740 131.639 1.00114.36 C -ATOM 408 CD1 PHE A 86 175.759 201.838 131.915 1.00114.36 C -ATOM 409 CD2 PHE A 86 176.005 199.472 131.738 1.00114.36 C -ATOM 410 CE1 PHE A 86 174.434 201.676 132.284 1.00114.36 C -ATOM 411 CE2 PHE A 86 174.680 199.303 132.104 1.00114.36 C -ATOM 412 CZ PHE A 86 173.894 200.408 132.377 1.00114.36 C -ATOM 413 N ASN A 87 179.901 199.484 133.461 1.00106.94 N -ATOM 414 CA ASN A 87 180.019 198.318 134.338 1.00106.94 C -ATOM 415 C ASN A 87 178.737 197.492 134.333 1.00106.94 C -ATOM 416 O ASN A 87 178.102 197.331 133.286 1.00106.94 O -ATOM 417 CB ASN A 87 180.395 198.733 135.767 1.00106.94 C -ATOM 418 CG ASN A 87 181.808 199.271 135.865 1.00106.94 C -ATOM 419 OD1 ASN A 87 182.777 198.550 135.627 1.00106.94 O -ATOM 420 ND2 ASN A 87 181.934 200.545 136.215 1.00106.94 N -ATOM 421 N ASP A 88 178.347 196.962 135.493 1.00 97.38 N -ATOM 422 CA ASP A 88 177.110 196.197 135.583 1.00 97.38 C -ATOM 423 C ASP A 88 175.879 197.084 135.712 1.00 97.38 C -ATOM 424 O ASP A 88 174.759 196.599 135.516 1.00 97.38 O -ATOM 425 CB ASP A 88 177.173 195.233 136.768 1.00 97.38 C -ATOM 426 CG ASP A 88 178.218 194.152 136.584 1.00 97.38 C -ATOM 427 OD1 ASP A 88 178.667 193.948 135.436 1.00 97.38 O -ATOM 428 OD2 ASP A 88 178.591 193.507 137.586 1.00 97.38 O1- -ATOM 429 N GLY A 89 176.060 198.358 136.029 1.00 96.59 N -ATOM 430 CA GLY A 89 174.944 199.269 136.188 1.00 96.59 C -ATOM 431 C GLY A 89 175.442 200.598 136.698 1.00 96.59 C -ATOM 432 O GLY A 89 176.567 200.724 137.189 1.00 96.59 O -ATOM 433 N VAL A 90 174.582 201.606 136.571 1.00105.14 N -ATOM 434 CA VAL A 90 174.946 202.975 136.919 1.00105.14 C -ATOM 435 C VAL A 90 173.866 203.560 137.819 1.00105.14 C -ATOM 436 O VAL A 90 172.685 203.579 137.452 1.00105.14 O -ATOM 437 CB VAL A 90 175.155 203.850 135.667 1.00105.14 C -ATOM 438 CG1 VAL A 90 175.080 205.337 136.004 1.00105.14 C -ATOM 439 CG2 VAL A 90 176.495 203.536 135.027 1.00105.14 C -ATOM 440 N TYR A 91 174.269 204.026 138.996 1.00110.30 N -ATOM 441 CA TYR A 91 173.440 204.873 139.839 1.00110.30 C -ATOM 442 C TYR A 91 173.832 206.321 139.582 1.00110.30 C -ATOM 443 O TYR A 91 174.988 206.701 139.795 1.00110.30 O -ATOM 444 CB TYR A 91 173.608 204.519 141.317 1.00110.30 C -ATOM 445 CG TYR A 91 173.015 205.541 142.261 1.00110.30 C -ATOM 446 CD1 TYR A 91 171.639 205.648 142.428 1.00110.30 C -ATOM 447 CD2 TYR A 91 173.833 206.395 142.994 1.00110.30 C -ATOM 448 CE1 TYR A 91 171.094 206.584 143.290 1.00110.30 C -ATOM 449 CE2 TYR A 91 173.298 207.333 143.856 1.00110.30 C -ATOM 450 CZ TYR A 91 171.929 207.421 144.001 1.00110.30 C -ATOM 451 OH TYR A 91 171.395 208.352 144.860 1.00110.30 O -ATOM 452 N PHE A 92 172.877 207.121 139.127 1.00131.78 N -ATOM 453 CA PHE A 92 173.099 208.523 138.816 1.00131.78 C -ATOM 454 C PHE A 92 172.300 209.378 139.788 1.00131.78 C -ATOM 455 O PHE A 92 171.136 209.089 140.071 1.00131.78 O -ATOM 456 CB PHE A 92 172.685 208.830 137.373 1.00131.78 C -ATOM 457 CG PHE A 92 173.266 210.103 136.824 1.00131.78 C -ATOM 458 CD1 PHE A 92 172.648 211.326 137.049 1.00131.78 C -ATOM 459 CD2 PHE A 92 174.429 210.073 136.070 1.00131.78 C -ATOM 460 CE1 PHE A 92 173.183 212.494 136.540 1.00131.78 C -ATOM 461 CE2 PHE A 92 174.970 211.237 135.557 1.00131.78 C -ATOM 462 CZ PHE A 92 174.344 212.449 135.792 1.00131.78 C -ATOM 463 N ALA A 93 172.930 210.420 140.313 1.00148.35 N -ATOM 464 CA ALA A 93 172.240 211.363 141.180 1.00148.35 C -ATOM 465 C ALA A 93 172.566 212.773 140.724 1.00148.35 C -ATOM 466 O ALA A 93 173.699 213.054 140.338 1.00148.35 O -ATOM 467 CB ALA A 93 172.636 211.172 142.644 1.00148.35 C -ATOM 468 N SER A 94 171.575 213.659 140.763 1.00167.79 N -ATOM 469 CA SER A 94 171.766 215.024 140.286 1.00167.79 C -ATOM 470 C SER A 94 171.129 215.994 141.266 1.00167.79 C -ATOM 471 O SER A 94 169.932 215.893 141.552 1.00167.79 O -ATOM 472 CB SER A 94 171.171 215.208 138.887 1.00167.79 C -ATOM 473 OG SER A 94 169.774 214.981 138.896 1.00167.79 O -ATOM 474 N ILE A 95 171.930 216.925 141.775 1.00185.64 N -ATOM 475 CA ILE A 95 171.453 218.029 142.598 1.00185.64 C -ATOM 476 C ILE A 95 171.486 219.266 141.711 1.00185.64 C -ATOM 477 O ILE A 95 172.555 219.836 141.455 1.00185.64 O -ATOM 478 CB ILE A 95 172.297 218.215 143.863 1.00185.64 C -ATOM 479 CG1 ILE A 95 172.352 216.905 144.659 1.00185.64 C -ATOM 480 CG2 ILE A 95 171.741 219.359 144.704 1.00185.64 C -ATOM 481 CD1 ILE A 95 172.918 217.038 146.062 1.00185.64 C -ATOM 482 N GLU A 96 170.317 219.664 141.211 1.00200.55 N -ATOM 483 CA GLU A 96 170.191 220.766 140.268 1.00200.55 C -ATOM 484 C GLU A 96 169.067 221.695 140.705 1.00200.55 C -ATOM 485 O GLU A 96 168.267 221.376 141.589 1.00200.55 O -ATOM 486 CB GLU A 96 169.917 220.272 138.836 1.00200.55 C -ATOM 487 CG GLU A 96 170.849 219.184 138.320 1.00200.55 C -ATOM 488 CD GLU A 96 170.639 218.887 136.851 1.00200.55 C -ATOM 489 OE1 GLU A 96 171.247 219.584 136.015 1.00200.55 O -ATOM 490 OE2 GLU A 96 169.869 217.957 136.532 1.00200.55 O1- -ATOM 491 N LYS A 97 169.023 222.863 140.068 1.00201.01 N -ATOM 492 CA LYS A 97 167.930 223.812 140.224 1.00201.01 C -ATOM 493 C LYS A 97 167.220 224.135 138.920 1.00201.01 C -ATOM 494 O LYS A 97 166.011 224.372 138.937 1.00201.01 O -ATOM 495 CB LYS A 97 168.436 225.125 140.843 1.00201.01 C -ATOM 496 CG LYS A 97 169.810 225.552 140.355 1.00201.01 C -ATOM 497 CD LYS A 97 170.477 226.496 141.341 1.00201.01 C -ATOM 498 CE LYS A 97 171.957 226.655 141.039 1.00201.01 C -ATOM 499 NZ LYS A 97 172.639 227.507 142.052 1.00201.01 N1+ -ATOM 500 N SER A 98 167.936 224.151 137.796 1.00209.90 N -ATOM 501 CA SER A 98 167.356 224.461 136.498 1.00209.90 C -ATOM 502 C SER A 98 167.401 223.288 135.529 1.00209.90 C -ATOM 503 O SER A 98 167.044 223.468 134.357 1.00209.90 O -ATOM 504 CB SER A 98 168.069 225.668 135.877 1.00209.90 C -ATOM 505 OG SER A 98 169.476 225.510 135.929 1.00209.90 O -ATOM 506 N ASN A 99 167.834 222.108 135.991 1.00209.15 N -ATOM 507 CA ASN A 99 167.930 220.863 135.217 1.00209.15 C -ATOM 508 C ASN A 99 168.829 221.040 133.988 1.00209.15 C -ATOM 509 O ASN A 99 168.392 220.982 132.836 1.00209.15 O -ATOM 510 CB ASN A 99 166.541 220.337 134.827 1.00209.15 C -ATOM 511 CG ASN A 99 165.825 219.672 135.986 1.00209.15 C -ATOM 512 OD1 ASN A 99 166.420 219.411 137.032 1.00209.15 O -ATOM 513 ND2 ASN A 99 164.539 219.395 135.807 1.00209.15 N -ATOM 514 N ILE A 100 170.109 221.288 134.282 1.00218.46 N -ATOM 515 CA ILE A 100 171.119 221.413 133.234 1.00218.46 C -ATOM 516 C ILE A 100 171.312 220.082 132.515 1.00218.46 C -ATOM 517 O ILE A 100 171.431 220.039 131.284 1.00218.46 O -ATOM 518 CB ILE A 100 172.436 221.938 133.836 1.00218.46 C -ATOM 519 CG1 ILE A 100 172.204 223.282 134.529 1.00218.46 C -ATOM 520 CG2 ILE A 100 173.511 222.086 132.766 1.00218.46 C -ATOM 521 CD1 ILE A 100 171.683 224.364 133.607 1.00218.46 C -ATOM 522 N ILE A 101 171.326 218.979 133.267 1.00210.58 N -ATOM 523 CA ILE A 101 171.495 217.655 132.678 1.00210.58 C -ATOM 524 C ILE A 101 170.245 217.283 131.893 1.00210.58 C -ATOM 525 O ILE A 101 169.127 217.305 132.424 1.00210.58 O -ATOM 526 CB ILE A 101 171.795 216.615 133.768 1.00210.58 C -ATOM 527 CG1 ILE A 101 172.952 217.085 134.651 1.00210.58 C -ATOM 528 CG2 ILE A 101 172.109 215.265 133.144 1.00210.58 C -ATOM 529 CD1 ILE A 101 173.195 216.206 135.854 1.00210.58 C -ATOM 530 N ARG A 102 170.431 216.938 130.621 1.00204.13 N -ATOM 531 CA ARG A 102 169.319 216.714 129.710 1.00204.13 C -ATOM 532 C ARG A 102 169.251 215.310 129.133 1.00204.13 C -ATOM 533 O ARG A 102 168.165 214.880 128.737 1.00204.13 O -ATOM 534 CB ARG A 102 169.373 217.717 128.547 1.00204.13 C -ATOM 535 CG ARG A 102 168.961 219.129 128.925 1.00204.13 C -ATOM 536 CD ARG A 102 167.548 219.157 129.484 1.00204.13 C -ATOM 537 NE ARG A 102 167.352 220.253 130.425 1.00204.13 N -ATOM 538 CZ ARG A 102 166.868 221.443 130.097 1.00204.13 C -ATOM 539 NH1 ARG A 102 166.519 221.727 128.853 1.00204.13 N1+ -ATOM 540 NH2 ARG A 102 166.731 222.370 131.040 1.00204.13 N -ATOM 541 N GLY A 103 170.359 214.584 129.061 1.00185.98 N -ATOM 542 CA GLY A 103 170.255 213.271 128.452 1.00185.98 C -ATOM 543 C GLY A 103 171.458 212.403 128.733 1.00185.98 C -ATOM 544 O GLY A 103 172.433 212.824 129.358 1.00185.98 O -ATOM 545 N TRP A 104 171.370 211.171 128.241 1.00160.05 N -ATOM 546 CA TRP A 104 172.450 210.205 128.342 1.00160.05 C -ATOM 547 C TRP A 104 172.626 209.508 127.000 1.00160.05 C -ATOM 548 O TRP A 104 171.672 209.349 126.233 1.00160.05 O -ATOM 549 CB TRP A 104 172.185 209.169 129.442 1.00160.05 C -ATOM 550 CG TRP A 104 172.045 209.752 130.816 1.00160.05 C -ATOM 551 CD1 TRP A 104 173.044 209.969 131.719 1.00160.05 C -ATOM 552 CD2 TRP A 104 170.833 210.178 131.448 1.00160.05 C -ATOM 553 NE1 TRP A 104 172.531 210.511 132.872 1.00160.05 N -ATOM 554 CE2 TRP A 104 171.175 210.650 132.732 1.00160.05 C -ATOM 555 CE3 TRP A 104 169.492 210.211 131.053 1.00160.05 C -ATOM 556 CZ2 TRP A 104 170.226 211.148 133.622 1.00160.05 C -ATOM 557 CZ3 TRP A 104 168.551 210.706 131.938 1.00160.05 C -ATOM 558 CH2 TRP A 104 168.922 211.167 133.207 1.00160.05 C -ATOM 559 N ILE A 105 173.862 209.106 126.717 1.00168.01 N -ATOM 560 CA ILE A 105 174.192 208.376 125.500 1.00168.01 C -ATOM 561 C ILE A 105 175.021 207.156 125.891 1.00168.01 C -ATOM 562 O ILE A 105 175.947 207.259 126.702 1.00168.01 O -ATOM 563 CB ILE A 105 174.920 209.276 124.475 1.00168.01 C -ATOM 564 CG1 ILE A 105 175.387 208.476 123.254 1.00168.01 C -ATOM 565 CG2 ILE A 105 176.050 210.084 125.121 1.00168.01 C -ATOM 566 CD1 ILE A 105 175.878 209.337 122.112 1.00168.01 C -ATOM 567 N PHE A 106 174.658 205.997 125.351 1.00154.02 N -ATOM 568 CA PHE A 106 175.246 204.721 125.731 1.00154.02 C -ATOM 569 C PHE A 106 175.884 204.065 124.514 1.00154.02 C -ATOM 570 O PHE A 106 175.716 204.512 123.378 1.00154.02 O -ATOM 571 CB PHE A 106 174.190 203.786 126.345 1.00154.02 C -ATOM 572 CG PHE A 106 173.619 204.277 127.649 1.00154.02 C -ATOM 573 CD1 PHE A 106 172.585 205.202 127.673 1.00154.02 C -ATOM 574 CD2 PHE A 106 174.102 203.793 128.852 1.00154.02 C -ATOM 575 CE1 PHE A 106 172.060 205.648 128.870 1.00154.02 C -ATOM 576 CE2 PHE A 106 173.584 204.241 130.055 1.00154.02 C -ATOM 577 CZ PHE A 106 172.562 205.170 130.062 1.00154.02 C -ATOM 578 N GLY A 107 176.631 203.006 124.763 1.00157.99 N -ATOM 579 CA GLY A 107 177.139 202.202 123.667 1.00157.99 C -ATOM 580 C GLY A 107 178.446 201.537 124.059 1.00157.99 C -ATOM 581 O GLY A 107 178.691 201.280 125.235 1.00157.99 O -ATOM 582 N THR A 108 179.259 201.240 123.049 1.00170.78 N -ATOM 583 CA THR A 108 180.606 200.720 123.257 1.00170.78 C -ATOM 584 C THR A 108 181.687 201.606 122.661 1.00170.78 C -ATOM 585 O THR A 108 182.700 201.858 123.318 1.00170.78 O -ATOM 586 CB THR A 108 180.745 199.303 122.673 1.00170.78 C -ATOM 587 OG1 THR A 108 180.497 199.334 121.263 1.00170.78 O -ATOM 588 CG2 THR A 108 179.779 198.338 123.340 1.00170.78 C -ATOM 589 N THR A 109 181.502 202.085 121.434 1.00197.13 N -ATOM 590 CA THR A 109 182.497 202.907 120.760 1.00197.13 C -ATOM 591 C THR A 109 182.035 204.329 120.484 1.00197.13 C -ATOM 592 O THR A 109 182.869 205.239 120.518 1.00197.13 O -ATOM 593 CB THR A 109 182.918 202.257 119.433 1.00197.13 C -ATOM 594 OG1 THR A 109 181.765 202.072 118.604 1.00197.13 O -ATOM 595 CG2 THR A 109 183.579 200.911 119.683 1.00197.13 C -ATOM 596 N LEU A 110 180.742 204.531 120.190 1.00205.52 N -ATOM 597 CA LEU A 110 180.090 205.846 120.096 1.00205.52 C -ATOM 598 C LEU A 110 180.697 206.734 119.009 1.00205.52 C -ATOM 599 O LEU A 110 180.773 207.955 119.167 1.00205.52 O -ATOM 600 CB LEU A 110 180.106 206.583 121.443 1.00205.52 C -ATOM 601 CG LEU A 110 179.133 206.187 122.558 1.00205.52 C -ATOM 602 CD1 LEU A 110 179.628 204.977 123.335 1.00205.52 C -ATOM 603 CD2 LEU A 110 178.925 207.362 123.495 1.00205.52 C -ATOM 604 N ASP A 111 181.128 206.142 117.897 1.00226.08 N -ATOM 605 CA ASP A 111 181.760 206.891 116.815 1.00226.08 C -ATOM 606 C ASP A 111 181.119 206.559 115.474 1.00226.08 C -ATOM 607 O ASP A 111 181.800 206.505 114.443 1.00226.08 O -ATOM 608 CB ASP A 111 183.265 206.632 116.775 1.00226.08 C -ATOM 609 CG ASP A 111 183.607 205.156 116.665 1.00226.08 C -ATOM 610 OD1 ASP A 111 182.708 204.311 116.856 1.00226.08 O -ATOM 611 OD2 ASP A 111 184.782 204.840 116.385 1.00226.08 O1- -ATOM 612 N SER A 112 179.796 206.338 115.490 1.00237.02 N -ATOM 613 CA SER A 112 178.986 205.976 114.317 1.00237.02 C -ATOM 614 C SER A 112 179.497 204.710 113.631 1.00237.02 C -ATOM 615 O SER A 112 179.569 204.631 112.403 1.00237.02 O -ATOM 616 CB SER A 112 178.880 207.137 113.321 1.00237.02 C -ATOM 617 OG SER A 112 178.589 208.354 113.988 1.00237.02 O -ATOM 618 N LYS A 113 179.854 203.712 114.432 1.00222.67 N -ATOM 619 CA LYS A 113 180.278 202.411 113.927 1.00222.67 C -ATOM 620 C LYS A 113 179.339 201.290 114.337 1.00222.67 C -ATOM 621 O LYS A 113 178.972 200.462 113.499 1.00222.67 O -ATOM 622 CB LYS A 113 181.712 202.106 114.407 1.00222.67 C -ATOM 623 CG LYS A 113 182.383 200.886 113.764 1.00222.67 C -ATOM 624 CD LYS A 113 182.353 199.645 114.654 1.00222.67 C -ATOM 625 CE LYS A 113 183.073 198.479 113.997 1.00222.67 C -ATOM 626 NZ LYS A 113 183.019 197.249 114.834 1.00222.67 N1+ -ATOM 627 N THR A 114 178.936 201.242 115.606 1.00228.04 N -ATOM 628 CA THR A 114 178.012 200.234 116.104 1.00228.04 C -ATOM 629 C THR A 114 176.909 200.934 116.888 1.00228.04 C -ATOM 630 O THR A 114 176.920 202.159 117.047 1.00228.04 O -ATOM 631 CB THR A 114 178.733 199.189 116.963 1.00228.04 C -ATOM 632 OG1 THR A 114 177.817 198.147 117.322 1.00228.04 O -ATOM 633 CG2 THR A 114 179.284 199.831 118.222 1.00228.04 C -ATOM 634 N GLN A 115 175.966 200.135 117.392 1.00218.62 N -ATOM 635 CA GLN A 115 174.721 200.653 117.952 1.00218.62 C -ATOM 636 C GLN A 115 174.958 201.444 119.234 1.00218.62 C -ATOM 637 O GLN A 115 175.745 201.046 120.097 1.00218.62 O -ATOM 638 CB GLN A 115 173.750 199.503 118.225 1.00218.62 C -ATOM 639 CG GLN A 115 172.920 199.076 117.019 1.00218.62 C -ATOM 640 CD GLN A 115 173.730 198.328 115.978 1.00218.62 C -ATOM 641 OE1 GLN A 115 174.331 197.294 116.268 1.00218.62 O -ATOM 642 NE2 GLN A 115 173.751 198.848 114.757 1.00218.62 N -ATOM 643 N SER A 116 174.264 202.576 119.350 1.00195.14 N -ATOM 644 CA SER A 116 174.460 203.509 120.455 1.00195.14 C -ATOM 645 C SER A 116 173.112 204.067 120.883 1.00195.14 C -ATOM 646 O SER A 116 172.407 204.680 120.076 1.00195.14 O -ATOM 647 CB SER A 116 175.407 204.645 120.054 1.00195.14 C -ATOM 648 OG SER A 116 175.323 205.725 120.967 1.00195.14 O -ATOM 649 N LEU A 117 172.759 203.852 122.147 1.00161.59 N -ATOM 650 CA LEU A 117 171.507 204.360 122.687 1.00161.59 C -ATOM 651 C LEU A 117 171.594 205.866 122.923 1.00161.59 C -ATOM 652 O LEU A 117 172.674 206.425 123.130 1.00161.59 O -ATOM 653 CB LEU A 117 171.170 203.626 123.989 1.00161.59 C -ATOM 654 CG LEU A 117 169.770 203.677 124.609 1.00161.59 C -ATOM 655 CD1 LEU A 117 169.490 202.382 125.292 1.00161.59 C -ATOM 656 CD2 LEU A 117 169.661 204.771 125.633 1.00161.59 C -ATOM 657 N LEU A 118 170.436 206.525 122.886 1.00160.32 N -ATOM 658 CA LEU A 118 170.347 207.949 123.185 1.00160.32 C -ATOM 659 C LEU A 118 169.011 208.252 123.847 1.00160.32 C -ATOM 660 O LEU A 118 167.958 207.932 123.285 1.00160.32 O -ATOM 661 CB LEU A 118 170.495 208.791 121.915 1.00160.32 C -ATOM 662 CG LEU A 118 170.341 210.295 122.142 1.00160.32 C -ATOM 663 CD1 LEU A 118 171.597 210.861 122.781 1.00160.32 C -ATOM 664 CD2 LEU A 118 169.996 211.029 120.856 1.00160.32 C -ATOM 665 N ILE A 119 169.057 208.869 125.028 1.00151.03 N -ATOM 666 CA ILE A 119 167.883 209.427 125.694 1.00151.03 C -ATOM 667 C ILE A 119 168.115 210.922 125.849 1.00151.03 C -ATOM 668 O ILE A 119 169.131 211.339 126.417 1.00151.03 O -ATOM 669 CB ILE A 119 167.624 208.777 127.062 1.00151.03 C -ATOM 670 CG1 ILE A 119 167.348 207.287 126.906 1.00151.03 C -ATOM 671 CG2 ILE A 119 166.460 209.455 127.769 1.00151.03 C -ATOM 672 CD1 ILE A 119 167.391 206.528 128.203 1.00151.03 C -ATOM 673 N VAL A 120 167.185 211.725 125.336 1.00151.84 N -ATOM 674 CA VAL A 120 167.264 213.180 125.411 1.00151.84 C -ATOM 675 C VAL A 120 165.914 213.714 125.872 1.00151.84 C -ATOM 676 O VAL A 120 164.881 213.404 125.268 1.00151.84 O -ATOM 677 CB VAL A 120 167.661 213.801 124.053 1.00151.84 C -ATOM 678 CG1 VAL A 120 167.378 215.297 124.027 1.00151.84 C -ATOM 679 CG2 VAL A 120 169.130 213.547 123.752 1.00151.84 C -ATOM 680 N ASN A 121 165.915 214.507 126.942 1.00161.32 N -ATOM 681 CA ASN A 121 164.727 215.236 127.363 1.00161.32 C -ATOM 682 C ASN A 121 164.812 216.651 126.804 1.00161.32 C -ATOM 683 O ASN A 121 165.689 217.427 127.201 1.00161.32 O -ATOM 684 CB ASN A 121 164.615 215.257 128.887 1.00161.32 C -ATOM 685 CG ASN A 121 163.351 215.941 129.372 1.00161.32 C -ATOM 686 OD1 ASN A 121 162.352 216.008 128.656 1.00161.32 O -ATOM 687 ND2 ASN A 121 163.391 216.455 130.595 1.00161.32 N -ATOM 688 N ASN A 122 163.908 216.986 125.885 1.00160.37 N -ATOM 689 CA ASN A 122 163.909 218.288 125.230 1.00160.37 C -ATOM 690 C ASN A 122 162.772 219.179 125.732 1.00160.37 C -ATOM 691 O ASN A 122 162.216 219.979 124.973 1.00160.37 O -ATOM 692 CB ASN A 122 163.868 218.120 123.709 1.00160.37 C -ATOM 693 CG ASN A 122 162.576 217.488 123.205 1.00160.37 C -ATOM 694 OD1 ASN A 122 161.873 216.788 123.934 1.00160.37 O -ATOM 695 ND2 ASN A 122 162.267 217.738 121.936 1.00160.37 N -ATOM 696 N ALA A 123 162.417 219.023 127.012 1.00157.82 N -ATOM 697 CA ALA A 123 161.451 219.787 127.809 1.00157.82 C -ATOM 698 C ALA A 123 160.000 219.620 127.364 1.00157.82 C -ATOM 699 O ALA A 123 159.112 220.222 127.981 1.00157.82 O -ATOM 700 CB ALA A 123 161.779 221.289 127.869 1.00157.82 C -ATOM 701 N THR A 124 159.724 218.839 126.330 1.00153.83 N -ATOM 702 CA THR A 124 158.360 218.506 125.932 1.00153.83 C -ATOM 703 C THR A 124 158.128 217.007 125.849 1.00153.83 C -ATOM 704 O THR A 124 157.056 216.534 126.234 1.00153.83 O -ATOM 705 CB THR A 124 158.010 219.153 124.575 1.00153.83 C -ATOM 706 OG1 THR A 124 158.986 218.776 123.595 1.00153.83 O -ATOM 707 CG2 THR A 124 157.954 220.671 124.689 1.00153.83 C -ATOM 708 N ASN A 125 159.105 216.248 125.357 1.00147.07 N -ATOM 709 CA ASN A 125 159.010 214.803 125.216 1.00147.07 C -ATOM 710 C ASN A 125 160.303 214.169 125.714 1.00147.07 C -ATOM 711 O ASN A 125 161.252 214.858 126.102 1.00147.07 O -ATOM 712 CB ASN A 125 158.738 214.400 123.760 1.00147.07 C -ATOM 713 CG ASN A 125 157.509 215.075 123.184 1.00147.07 C -ATOM 714 OD1 ASN A 125 157.605 216.122 122.544 1.00147.07 O -ATOM 715 ND2 ASN A 125 156.345 214.477 123.411 1.00147.07 N -ATOM 716 N VAL A 126 160.336 212.840 125.705 1.00130.85 N -ATOM 717 CA VAL A 126 161.527 212.070 126.048 1.00130.85 C -ATOM 718 C VAL A 126 161.876 211.249 124.813 1.00130.85 C -ATOM 719 O VAL A 126 161.229 210.234 124.527 1.00130.85 O -ATOM 720 CB VAL A 126 161.313 211.175 127.274 1.00130.85 C -ATOM 721 CG1 VAL A 126 162.576 210.384 127.582 1.00130.85 C -ATOM 722 CG2 VAL A 126 160.898 212.008 128.478 1.00130.85 C -ATOM 723 N VAL A 127 162.888 211.685 124.072 1.00135.74 N -ATOM 724 CA VAL A 127 163.282 211.035 122.831 1.00135.74 C -ATOM 725 C VAL A 127 164.258 209.915 123.155 1.00135.74 C -ATOM 726 O VAL A 127 165.273 210.138 123.826 1.00135.74 O -ATOM 727 CB VAL A 127 163.913 212.045 121.859 1.00135.74 C -ATOM 728 CG1 VAL A 127 164.181 211.394 120.511 1.00135.74 C -ATOM 729 CG2 VAL A 127 163.025 213.267 121.715 1.00135.74 C -ATOM 730 N ILE A 128 163.954 208.709 122.681 1.00135.93 N -ATOM 731 CA ILE A 128 164.819 207.551 122.848 1.00135.93 C -ATOM 732 C ILE A 128 165.071 206.967 121.468 1.00135.93 C -ATOM 733 O ILE A 128 164.126 206.534 120.795 1.00135.93 O -ATOM 734 CB ILE A 128 164.197 206.493 123.773 1.00135.93 C -ATOM 735 CG1 ILE A 128 164.064 207.034 125.199 1.00135.93 C -ATOM 736 CG2 ILE A 128 165.028 205.224 123.748 1.00135.93 C -ATOM 737 CD1 ILE A 128 163.500 206.036 126.187 1.00135.93 C -ATOM 738 N LYS A 129 166.335 206.948 121.054 1.00157.88 N -ATOM 739 CA LYS A 129 166.726 206.455 119.741 1.00157.88 C -ATOM 740 C LYS A 129 167.891 205.485 119.880 1.00157.88 C -ATOM 741 O LYS A 129 168.631 205.508 120.866 1.00157.88 O -ATOM 742 CB LYS A 129 167.118 207.602 118.797 1.00157.88 C -ATOM 743 CG LYS A 129 165.967 208.509 118.393 1.00157.88 C -ATOM 744 CD LYS A 129 166.451 209.640 117.499 1.00157.88 C -ATOM 745 CE LYS A 129 165.295 210.499 117.013 1.00157.88 C -ATOM 746 NZ LYS A 129 165.760 211.600 116.125 1.00157.88 N1+ -ATOM 747 N VAL A 130 168.042 204.622 118.875 1.00192.58 N -ATOM 748 CA VAL A 130 169.153 203.676 118.835 1.00192.58 C -ATOM 749 C VAL A 130 169.942 203.872 117.546 1.00192.58 C -ATOM 750 O VAL A 130 170.754 203.018 117.169 1.00192.58 O -ATOM 751 CB VAL A 130 168.668 202.219 118.966 1.00192.58 C -ATOM 752 CG1 VAL A 130 167.981 201.992 120.307 1.00192.58 C -ATOM 753 CG2 VAL A 130 167.740 201.858 117.821 1.00192.58 C -ATOM 754 N CYS A 131 169.707 204.992 116.861 1.00233.32 N -ATOM 755 CA CYS A 131 170.476 205.315 115.666 1.00233.32 C -ATOM 756 C CYS A 131 171.930 205.609 116.007 1.00233.32 C -ATOM 757 O CYS A 131 172.240 206.235 117.024 1.00233.32 O -ATOM 758 CB CYS A 131 169.868 206.508 114.926 1.00233.32 C -ATOM 759 SG CYS A 131 168.490 206.107 113.825 1.00233.32 S -ATOM 760 N GLU A 132 172.823 205.149 115.134 1.00253.96 N -ATOM 761 CA GLU A 132 174.258 205.272 115.328 1.00253.96 C -ATOM 762 C GLU A 132 174.796 206.635 114.918 1.00253.96 C -ATOM 763 O GLU A 132 175.965 206.922 115.192 1.00253.96 O -ATOM 764 CB GLU A 132 174.987 204.188 114.527 1.00253.96 C -ATOM 765 CG GLU A 132 174.586 202.759 114.865 1.00253.96 C -ATOM 766 CD GLU A 132 173.425 202.255 114.032 1.00253.96 C -ATOM 767 OE1 GLU A 132 172.941 203.022 113.176 1.00253.96 O -ATOM 768 OE2 GLU A 132 173.000 201.099 114.232 1.00253.96 O1- -ATOM 769 N PHE A 133 173.974 207.470 114.285 1.00273.52 N -ATOM 770 CA PHE A 133 174.441 208.687 113.639 1.00273.52 C -ATOM 771 C PHE A 133 174.897 209.727 114.658 1.00273.52 C -ATOM 772 O PHE A 133 174.506 209.715 115.829 1.00273.52 O -ATOM 773 CB PHE A 133 173.343 209.279 112.758 1.00273.52 C -ATOM 774 CG PHE A 133 172.926 208.385 111.630 1.00273.52 C -ATOM 775 CD1 PHE A 133 173.861 207.924 110.715 1.00273.52 C -ATOM 776 CD2 PHE A 133 171.602 208.001 111.484 1.00273.52 C -ATOM 777 CE1 PHE A 133 173.483 207.098 109.672 1.00273.52 C -ATOM 778 CE2 PHE A 133 171.215 207.175 110.445 1.00273.52 C -ATOM 779 CZ PHE A 133 172.158 206.723 109.537 1.00273.52 C -ATOM 780 N GLN A 134 175.750 210.632 114.187 1.00271.06 N -ATOM 781 CA GLN A 134 176.308 211.670 115.033 1.00271.06 C -ATOM 782 C GLN A 134 175.253 212.732 115.341 1.00271.06 C -ATOM 783 O GLN A 134 174.199 212.813 114.704 1.00271.06 O -ATOM 784 CB GLN A 134 177.534 212.297 114.361 1.00271.06 C -ATOM 785 CG GLN A 134 178.622 212.792 115.316 1.00271.06 C -ATOM 786 CD GLN A 134 178.920 211.814 116.439 1.00271.06 C -ATOM 787 OE1 GLN A 134 179.258 210.654 116.198 1.00271.06 O -ATOM 788 NE2 GLN A 134 178.794 212.280 117.676 1.00271.06 N -ATOM 789 N PHE A 135 175.560 213.554 116.336 1.00258.00 N -ATOM 790 CA PHE A 135 174.640 214.557 116.855 1.00258.00 C -ATOM 791 C PHE A 135 175.377 215.891 116.777 1.00258.00 C -ATOM 792 O PHE A 135 176.321 216.043 115.990 1.00258.00 O -ATOM 793 CB PHE A 135 174.166 214.171 118.260 1.00258.00 C -ATOM 794 CG PHE A 135 173.636 212.768 118.345 1.00258.00 C -ATOM 795 CD1 PHE A 135 172.438 212.428 117.734 1.00258.00 C -ATOM 796 CD2 PHE A 135 174.339 211.787 119.029 1.00258.00 C -ATOM 797 CE1 PHE A 135 171.950 211.134 117.802 1.00258.00 C -ATOM 798 CE2 PHE A 135 173.856 210.491 119.105 1.00258.00 C -ATOM 799 CZ PHE A 135 172.659 210.165 118.491 1.00258.00 C -ATOM 800 N CYS A 136 174.872 216.886 117.512 1.00240.84 N -ATOM 801 CA CYS A 136 175.531 218.185 117.637 1.00240.84 C -ATOM 802 C CYS A 136 176.978 218.026 118.092 1.00240.84 C -ATOM 803 O CYS A 136 177.276 217.212 118.973 1.00240.84 O -ATOM 804 CB CYS A 136 174.763 219.063 118.628 1.00240.84 C -ATOM 805 SG CYS A 136 173.232 219.772 117.981 1.00240.84 S -ATOM 806 N ASN A 137 177.874 218.784 117.444 1.00232.04 N -ATOM 807 CA ASN A 137 179.315 218.571 117.581 1.00232.04 C -ATOM 808 C ASN A 137 179.793 218.848 119.001 1.00232.04 C -ATOM 809 O ASN A 137 180.587 218.081 119.558 1.00232.04 O -ATOM 810 CB ASN A 137 180.065 219.448 116.580 1.00232.04 C -ATOM 811 CG ASN A 137 179.795 219.050 115.142 1.00232.04 C -ATOM 812 OD1 ASN A 137 179.785 217.866 114.805 1.00232.04 O -ATOM 813 ND2 ASN A 137 179.567 220.039 114.286 1.00232.04 N -ATOM 814 N ASP A 138 179.322 219.934 119.600 1.00230.56 N -ATOM 815 CA ASP A 138 179.432 220.105 121.039 1.00230.56 C -ATOM 816 C ASP A 138 178.232 219.427 121.686 1.00230.56 C -ATOM 817 O ASP A 138 177.092 219.824 121.409 1.00230.56 O -ATOM 818 CB ASP A 138 179.473 221.579 121.406 1.00230.56 C -ATOM 819 CG ASP A 138 179.836 221.813 122.861 1.00230.56 C -ATOM 820 OD1 ASP A 138 180.386 220.893 123.500 1.00230.56 O -ATOM 821 OD2 ASP A 138 179.571 222.923 123.368 1.00230.56 O1- -ATOM 822 N PRO A 139 178.426 218.392 122.512 1.00225.89 N -ATOM 823 CA PRO A 139 177.272 217.654 123.048 1.00225.89 C -ATOM 824 C PRO A 139 176.501 218.428 124.106 1.00225.89 C -ATOM 825 O PRO A 139 176.649 218.177 125.306 1.00225.89 O -ATOM 826 CB PRO A 139 177.906 216.386 123.636 1.00225.89 C -ATOM 827 CG PRO A 139 179.330 216.738 123.878 1.00225.89 C -ATOM 828 CD PRO A 139 179.706 217.736 122.830 1.00225.89 C -ATOM 829 N PHE A 140 175.669 219.370 123.665 1.00214.50 N -ATOM 830 CA PHE A 140 174.811 220.128 124.561 1.00214.50 C -ATOM 831 C PHE A 140 173.484 220.398 123.867 1.00214.50 C -ATOM 832 O PHE A 140 173.373 220.335 122.640 1.00214.50 O -ATOM 833 CB PHE A 140 175.468 221.446 125.013 1.00214.50 C -ATOM 834 CG PHE A 140 175.446 222.540 123.974 1.00214.50 C -ATOM 835 CD1 PHE A 140 176.356 222.538 122.930 1.00214.50 C -ATOM 836 CD2 PHE A 140 174.542 223.592 124.066 1.00214.50 C -ATOM 837 CE1 PHE A 140 176.348 223.543 121.977 1.00214.50 C -ATOM 838 CE2 PHE A 140 174.529 224.601 123.117 1.00214.50 C -ATOM 839 CZ PHE A 140 175.434 224.576 122.073 1.00214.50 C -ATOM 840 N LEU A 141 172.476 220.702 124.676 1.00207.41 N -ATOM 841 CA LEU A 141 171.150 221.051 124.189 1.00207.41 C -ATOM 842 C LEU A 141 171.007 222.565 124.124 1.00207.41 C -ATOM 843 O LEU A 141 171.412 223.278 125.048 1.00207.41 O -ATOM 844 CB LEU A 141 170.062 220.460 125.088 1.00207.41 C -ATOM 845 CG LEU A 141 168.647 220.434 124.506 1.00207.41 C -ATOM 846 CD1 LEU A 141 168.483 219.269 123.541 1.00207.41 C -ATOM 847 CD2 LEU A 141 167.607 220.369 125.614 1.00207.41 C -ATOM 848 N ASP A 142 170.433 223.051 123.028 1.00187.77 N -ATOM 849 CA ASP A 142 170.254 224.484 122.823 1.00187.77 C -ATOM 850 C ASP A 142 169.154 225.040 123.722 1.00187.77 C -ATOM 851 O ASP A 142 167.995 225.133 123.316 1.00187.77 O -ATOM 852 CB ASP A 142 169.932 224.777 121.357 1.00187.77 C -ATOM 853 CG ASP A 142 171.038 224.339 120.418 1.00187.77 C -ATOM 854 OD1 ASP A 142 172.211 224.320 120.846 1.00187.77 O -ATOM 855 OD2 ASP A 142 170.735 224.014 119.251 1.00187.77 O1- -ATOM 856 N ASN A 165 168.469 201.200 111.479 1.00249.79 N -ATOM 857 CA ASN A 165 169.402 201.903 112.350 1.00249.79 C -ATOM 858 C ASN A 165 168.678 202.405 113.599 1.00249.79 C -ATOM 859 O ASN A 165 169.162 202.229 114.717 1.00249.79 O -ATOM 860 CB ASN A 165 170.074 203.049 111.592 1.00249.79 C -ATOM 861 CG ASN A 165 170.945 202.550 110.449 1.00249.79 C -ATOM 862 OD1 ASN A 165 171.172 201.346 110.318 1.00249.79 O -ATOM 863 ND2 ASN A 165 171.433 203.472 109.618 1.00249.79 N -ATOM 864 N CYS A 166 167.517 203.030 113.404 1.00214.55 N -ATOM 865 CA CYS A 166 166.582 203.274 114.505 1.00214.55 C -ATOM 866 C CYS A 166 165.560 202.138 114.548 1.00214.55 C -ATOM 867 O CYS A 166 164.383 202.291 114.212 1.00214.55 O -ATOM 868 CB CYS A 166 165.911 204.634 114.363 1.00214.55 C -ATOM 869 SG CYS A 166 166.863 206.018 115.028 1.00214.55 S -ATOM 870 N THR A 167 166.053 200.966 114.958 1.00184.69 N -ATOM 871 CA THR A 167 165.192 199.796 115.099 1.00184.69 C -ATOM 872 C THR A 167 164.194 199.969 116.236 1.00184.69 C -ATOM 873 O THR A 167 163.056 199.496 116.139 1.00184.69 O -ATOM 874 CB THR A 167 166.040 198.544 115.322 1.00184.69 C -ATOM 875 OG1 THR A 167 166.822 198.701 116.512 1.00184.69 O -ATOM 876 CG2 THR A 167 166.970 198.316 114.140 1.00184.69 C -ATOM 877 N PHE A 168 164.599 200.635 117.313 1.00157.27 N -ATOM 878 CA PHE A 168 163.712 200.981 118.412 1.00157.27 C -ATOM 879 C PHE A 168 163.711 202.491 118.601 1.00157.27 C -ATOM 880 O PHE A 168 164.770 203.126 118.614 1.00157.27 O -ATOM 881 CB PHE A 168 164.134 200.288 119.712 1.00157.27 C -ATOM 882 CG PHE A 168 163.251 200.610 120.883 1.00157.27 C -ATOM 883 CD1 PHE A 168 161.985 200.054 120.984 1.00157.27 C -ATOM 884 CD2 PHE A 168 163.686 201.467 121.884 1.00157.27 C -ATOM 885 CE1 PHE A 168 161.165 200.349 122.061 1.00157.27 C -ATOM 886 CE2 PHE A 168 162.872 201.767 122.961 1.00157.27 C -ATOM 887 CZ PHE A 168 161.611 201.206 123.051 1.00157.27 C -ATOM 888 N GLU A 169 162.520 203.062 118.747 1.00140.47 N -ATOM 889 CA GLU A 169 162.382 204.493 118.980 1.00140.47 C -ATOM 890 C GLU A 169 161.191 204.713 119.897 1.00140.47 C -ATOM 891 O GLU A 169 160.120 204.142 119.670 1.00140.47 O -ATOM 892 CB GLU A 169 162.205 205.255 117.662 1.00140.47 C -ATOM 893 CG GLU A 169 162.056 206.758 117.824 1.00140.47 C -ATOM 894 CD GLU A 169 162.403 207.516 116.559 1.00140.47 C -ATOM 895 OE1 GLU A 169 162.678 206.863 115.531 1.00140.47 O -ATOM 896 OE2 GLU A 169 162.402 208.764 116.593 1.00140.47 O1- -ATOM 897 N TYR A 170 161.380 205.534 120.927 1.00126.94 N -ATOM 898 CA TYR A 170 160.364 205.714 121.959 1.00126.94 C -ATOM 899 C TYR A 170 160.245 207.191 122.298 1.00126.94 C -ATOM 900 O TYR A 170 161.217 207.811 122.738 1.00126.94 O -ATOM 901 CB TYR A 170 160.707 204.897 123.209 1.00126.94 C -ATOM 902 CG TYR A 170 159.670 204.968 124.306 1.00126.94 C -ATOM 903 CD1 TYR A 170 158.481 204.254 124.209 1.00126.94 C -ATOM 904 CD2 TYR A 170 159.883 205.739 125.442 1.00126.94 C -ATOM 905 CE1 TYR A 170 157.528 204.312 125.212 1.00126.94 C -ATOM 906 CE2 TYR A 170 158.938 205.804 126.451 1.00126.94 C -ATOM 907 CZ TYR A 170 157.763 205.088 126.330 1.00126.94 C -ATOM 908 OH TYR A 170 156.820 205.149 127.330 1.00126.94 O -ATOM 909 N VAL A 171 159.056 207.754 122.096 1.00117.65 N -ATOM 910 CA VAL A 171 158.774 209.149 122.408 1.00117.65 C -ATOM 911 C VAL A 171 157.671 209.188 123.456 1.00117.65 C -ATOM 912 O VAL A 171 156.609 208.584 123.268 1.00117.65 O -ATOM 913 CB VAL A 171 158.364 209.947 121.155 1.00117.65 C -ATOM 914 CG1 VAL A 171 158.223 211.423 121.488 1.00117.65 C -ATOM 915 CG2 VAL A 171 159.375 209.750 120.033 1.00117.65 C -ATOM 916 N SER A 172 157.924 209.893 124.554 1.00118.88 N -ATOM 917 CA SER A 172 156.936 210.032 125.617 1.00118.88 C -ATOM 918 C SER A 172 155.956 211.156 125.304 1.00118.88 C -ATOM 919 O SER A 172 156.332 212.328 125.270 1.00118.88 O -ATOM 920 CB SER A 172 157.621 210.290 126.961 1.00118.88 C -ATOM 921 OG SER A 172 158.418 209.185 127.349 1.00118.88 O -ATOM 922 N PHE A 186 170.194 223.847 143.483 1.00195.69 N -ATOM 923 CA PHE A 186 170.449 222.918 144.576 1.00195.69 C -ATOM 924 C PHE A 186 169.181 222.675 145.386 1.00195.69 C -ATOM 925 O PHE A 186 169.240 222.387 146.581 1.00195.69 O -ATOM 926 CB PHE A 186 171.564 223.446 145.481 1.00195.69 C -ATOM 927 CG PHE A 186 172.828 223.786 144.746 1.00195.69 C -ATOM 928 CD1 PHE A 186 173.361 222.907 143.814 1.00195.69 C -ATOM 929 CD2 PHE A 186 173.484 224.984 144.985 1.00195.69 C -ATOM 930 CE1 PHE A 186 174.526 223.216 143.134 1.00195.69 C -ATOM 931 CE2 PHE A 186 174.650 225.301 144.309 1.00195.69 C -ATOM 932 CZ PHE A 186 175.171 224.415 143.382 1.00195.69 C -ATOM 933 N LYS A 187 168.032 222.793 144.721 1.00174.19 N -ATOM 934 CA LYS A 187 166.743 222.569 145.355 1.00174.19 C -ATOM 935 C LYS A 187 166.057 221.293 144.890 1.00174.19 C -ATOM 936 O LYS A 187 165.083 220.870 145.522 1.00174.19 O -ATOM 937 CB LYS A 187 165.812 223.765 145.102 1.00174.19 C -ATOM 938 CG LYS A 187 164.917 224.119 146.279 1.00174.19 C -ATOM 939 CD LYS A 187 165.737 224.533 147.490 1.00174.19 C -ATOM 940 CE LYS A 187 164.854 224.734 148.712 1.00174.19 C -ATOM 941 NZ LYS A 187 165.649 225.089 149.920 1.00174.19 N1+ -ATOM 942 N ASN A 188 166.531 220.671 143.814 1.00172.85 N -ATOM 943 CA ASN A 188 165.941 219.452 143.279 1.00172.85 C -ATOM 944 C ASN A 188 166.995 218.355 143.244 1.00172.85 C -ATOM 945 O ASN A 188 168.129 218.592 142.814 1.00172.85 O -ATOM 946 CB ASN A 188 165.373 219.690 141.876 1.00172.85 C -ATOM 947 CG ASN A 188 164.547 218.522 141.372 1.00172.85 C -ATOM 948 OD1 ASN A 188 164.109 217.673 142.149 1.00172.85 O -ATOM 949 ND2 ASN A 188 164.329 218.474 140.063 1.00172.85 N -ATOM 950 N LEU A 189 166.621 217.159 143.699 1.00154.17 N -ATOM 951 CA LEU A 189 167.487 215.989 143.657 1.00154.17 C -ATOM 952 C LEU A 189 166.779 214.896 142.873 1.00154.17 C -ATOM 953 O LEU A 189 165.680 214.468 143.247 1.00154.17 O -ATOM 954 CB LEU A 189 167.833 215.505 145.066 1.00154.17 C -ATOM 955 CG LEU A 189 168.505 214.136 145.197 1.00154.17 C -ATOM 956 CD1 LEU A 189 169.851 214.114 144.488 1.00154.17 C -ATOM 957 CD2 LEU A 189 168.665 213.763 146.662 1.00154.17 C -ATOM 958 N ARG A 190 167.410 214.444 141.795 1.00148.98 N -ATOM 959 CA ARG A 190 166.864 213.401 140.939 1.00148.98 C -ATOM 960 C ARG A 190 167.792 212.196 140.976 1.00148.98 C -ATOM 961 O ARG A 190 168.999 212.332 140.751 1.00148.98 O -ATOM 962 CB ARG A 190 166.691 213.906 139.505 1.00148.98 C -ATOM 963 CG ARG A 190 165.841 215.163 139.391 1.00148.98 C -ATOM 964 CD ARG A 190 165.437 215.434 137.951 1.00148.98 C -ATOM 965 NE ARG A 190 166.533 215.997 137.172 1.00148.98 N -ATOM 966 CZ ARG A 190 166.697 215.813 135.869 1.00148.98 C -ATOM 967 NH1 ARG A 190 165.850 215.083 135.162 1.00148.98 N1+ -ATOM 968 NH2 ARG A 190 167.737 216.376 135.260 1.00148.98 N -ATOM 969 N GLU A 191 167.230 211.022 141.256 1.00119.46 N -ATOM 970 CA GLU A 191 167.990 209.789 141.390 1.00119.46 C -ATOM 971 C GLU A 191 167.515 208.800 140.338 1.00119.46 C -ATOM 972 O GLU A 191 166.307 208.607 140.163 1.00119.46 O -ATOM 973 CB GLU A 191 167.825 209.195 142.792 1.00119.46 C -ATOM 974 CG GLU A 191 168.074 210.185 143.921 1.00119.46 C -ATOM 975 CD GLU A 191 168.287 209.506 145.259 1.00119.46 C -ATOM 976 OE1 GLU A 191 169.097 208.559 145.324 1.00119.46 O -ATOM 977 OE2 GLU A 191 167.643 209.920 146.245 1.00119.46 O1- -ATOM 978 N PHE A 192 168.467 208.179 139.646 1.00113.76 N -ATOM 979 CA PHE A 192 168.193 207.227 138.584 1.00113.76 C -ATOM 980 C PHE A 192 169.079 206.005 138.771 1.00113.76 C -ATOM 981 O PHE A 192 170.194 206.100 139.286 1.00113.76 O -ATOM 982 CB PHE A 192 168.451 207.821 137.189 1.00113.76 C -ATOM 983 CG PHE A 192 167.661 209.065 136.888 1.00113.76 C -ATOM 984 CD1 PHE A 192 168.154 210.319 137.218 1.00113.76 C -ATOM 985 CD2 PHE A 192 166.433 208.979 136.251 1.00113.76 C -ATOM 986 CE1 PHE A 192 167.429 211.462 136.933 1.00113.76 C -ATOM 987 CE2 PHE A 192 165.702 210.118 135.964 1.00113.76 C -ATOM 988 CZ PHE A 192 166.202 211.360 136.306 1.00113.76 C -ATOM 989 N VAL A 193 168.568 204.856 138.346 1.00 99.41 N -ATOM 990 CA VAL A 193 169.329 203.614 138.301 1.00 99.41 C -ATOM 991 C VAL A 193 169.120 203.007 136.921 1.00 99.41 C -ATOM 992 O VAL A 193 167.977 202.769 136.511 1.00 99.41 O -ATOM 993 CB VAL A 193 168.909 202.631 139.411 1.00 99.41 C -ATOM 994 CG1 VAL A 193 169.337 201.205 139.076 1.00 99.41 C -ATOM 995 CG2 VAL A 193 169.506 203.052 140.743 1.00 99.41 C -ATOM 996 N PHE A 194 170.214 202.786 136.199 1.00104.23 N -ATOM 997 CA PHE A 194 170.190 202.154 134.889 1.00104.23 C -ATOM 998 C PHE A 194 170.878 200.803 134.991 1.00104.23 C -ATOM 999 O PHE A 194 171.993 200.709 135.518 1.00104.23 O -ATOM 1000 CB PHE A 194 170.896 203.011 133.834 1.00104.23 C -ATOM 1001 CG PHE A 194 170.535 204.470 133.879 1.00104.23 C -ATOM 1002 CD1 PHE A 194 169.210 204.878 133.922 1.00104.23 C -ATOM 1003 CD2 PHE A 194 171.529 205.436 133.863 1.00104.23 C -ATOM 1004 CE1 PHE A 194 168.884 206.222 133.957 1.00104.23 C -ATOM 1005 CE2 PHE A 194 171.210 206.781 133.898 1.00104.23 C -ATOM 1006 CZ PHE A 194 169.887 207.173 133.944 1.00104.23 C -ATOM 1007 N LYS A 195 170.218 199.761 134.491 1.00 99.77 N -ATOM 1008 CA LYS A 195 170.841 198.446 134.435 1.00 99.77 C -ATOM 1009 C LYS A 195 170.448 197.757 133.137 1.00 99.77 C -ATOM 1010 O LYS A 195 169.466 198.122 132.490 1.00 99.77 O -ATOM 1011 CB LYS A 195 170.475 197.583 135.652 1.00 99.77 C -ATOM 1012 CG LYS A 195 169.000 197.281 135.819 1.00 99.77 C -ATOM 1013 CD LYS A 195 168.790 196.345 137.000 1.00 99.77 C -ATOM 1014 CE LYS A 195 167.379 195.792 137.039 1.00 99.77 C -ATOM 1015 NZ LYS A 195 167.223 194.752 138.092 1.00 99.77 N1+ -ATOM 1016 N ASN A 196 171.247 196.765 132.748 1.00108.38 N -ATOM 1017 CA ASN A 196 171.082 196.073 131.471 1.00108.38 C -ATOM 1018 C ASN A 196 171.216 194.574 131.716 1.00108.38 C -ATOM 1019 O ASN A 196 172.327 194.067 131.897 1.00108.38 O -ATOM 1020 CB ASN A 196 172.111 196.563 130.454 1.00108.38 C -ATOM 1021 CG ASN A 196 171.796 196.120 129.035 1.00108.38 C -ATOM 1022 OD1 ASN A 196 170.794 195.452 128.781 1.00108.38 O -ATOM 1023 ND2 ASN A 196 172.664 196.490 128.100 1.00108.38 N -ATOM 1024 N ILE A 197 170.088 193.863 131.718 1.00115.89 N -ATOM 1025 CA ILE A 197 170.079 192.409 131.864 1.00115.89 C -ATOM 1026 C ILE A 197 169.227 191.789 130.759 1.00115.89 C -ATOM 1027 O ILE A 197 168.132 192.280 130.459 1.00115.89 O -ATOM 1028 CB ILE A 197 169.616 191.954 133.273 1.00115.89 C -ATOM 1029 CG1 ILE A 197 168.181 192.384 133.614 1.00115.89 C -ATOM 1030 CG2 ILE A 197 170.596 192.398 134.361 1.00115.89 C -ATOM 1031 CD1 ILE A 197 167.640 191.752 134.878 1.00115.89 C -ATOM 1032 N ASP A 198 169.770 190.736 130.127 1.00122.95 N -ATOM 1033 CA ASP A 198 169.100 189.913 129.107 1.00122.95 C -ATOM 1034 C ASP A 198 168.626 190.758 127.919 1.00122.95 C -ATOM 1035 O ASP A 198 167.513 190.603 127.411 1.00122.95 O -ATOM 1036 CB ASP A 198 167.948 189.112 129.728 1.00122.95 C -ATOM 1037 CG ASP A 198 167.518 187.931 128.870 1.00122.95 C -ATOM 1038 OD1 ASP A 198 168.262 186.929 128.824 1.00122.95 O -ATOM 1039 OD2 ASP A 198 166.437 188.003 128.248 1.00122.95 O1- -ATOM 1040 N GLY A 199 169.483 191.682 127.490 1.00120.32 N -ATOM 1041 CA GLY A 199 169.121 192.589 126.417 1.00120.32 C -ATOM 1042 C GLY A 199 168.053 193.595 126.776 1.00120.32 C -ATOM 1043 O GLY A 199 167.426 194.167 125.881 1.00120.32 O -ATOM 1044 N TYR A 200 167.825 193.824 128.067 1.00112.37 N -ATOM 1045 CA TYR A 200 166.769 194.697 128.559 1.00112.37 C -ATOM 1046 C TYR A 200 167.409 195.826 129.349 1.00112.37 C -ATOM 1047 O TYR A 200 168.210 195.576 130.257 1.00112.37 O -ATOM 1048 CB TYR A 200 165.777 193.949 129.459 1.00112.37 C -ATOM 1049 CG TYR A 200 164.906 192.911 128.778 1.00112.37 C -ATOM 1050 CD1 TYR A 200 164.784 192.862 127.393 1.00112.37 C -ATOM 1051 CD2 TYR A 200 164.199 191.980 129.532 1.00112.37 C -ATOM 1052 CE1 TYR A 200 163.993 191.909 126.779 1.00112.37 C -ATOM 1053 CE2 TYR A 200 163.402 191.025 128.927 1.00112.37 C -ATOM 1054 CZ TYR A 200 163.303 190.996 127.550 1.00112.37 C -ATOM 1055 OH TYR A 200 162.512 190.049 126.941 1.00112.37 O -ATOM 1056 N PHE A 201 167.047 197.057 129.007 1.00107.90 N -ATOM 1057 CA PHE A 201 167.545 198.252 129.674 1.00107.90 C -ATOM 1058 C PHE A 201 166.456 198.762 130.612 1.00107.90 C -ATOM 1059 O PHE A 201 165.398 199.210 130.160 1.00107.90 O -ATOM 1060 CB PHE A 201 167.939 199.309 128.646 1.00107.90 C -ATOM 1061 CG PHE A 201 168.835 200.375 129.188 1.00107.90 C -ATOM 1062 CD1 PHE A 201 170.205 200.178 129.252 1.00107.90 C -ATOM 1063 CD2 PHE A 201 168.311 201.582 129.622 1.00107.90 C -ATOM 1064 CE1 PHE A 201 171.035 201.162 129.752 1.00107.90 C -ATOM 1065 CE2 PHE A 201 169.137 202.570 130.118 1.00107.90 C -ATOM 1066 CZ PHE A 201 170.499 202.358 130.184 1.00107.90 C -ATOM 1067 N LYS A 202 166.711 198.684 131.914 1.00 96.10 N -ATOM 1068 CA LYS A 202 165.741 199.056 132.934 1.00 96.10 C -ATOM 1069 C LYS A 202 166.186 200.337 133.625 1.00 96.10 C -ATOM 1070 O LYS A 202 167.359 200.471 134.006 1.00 96.10 O -ATOM 1071 CB LYS A 202 165.561 197.928 133.951 1.00 96.10 C -ATOM 1072 CG LYS A 202 164.896 196.692 133.366 1.00 96.10 C -ATOM 1073 CD LYS A 202 164.765 195.584 134.395 1.00 96.10 C -ATOM 1074 CE LYS A 202 163.932 194.432 133.860 1.00 96.10 C -ATOM 1075 NZ LYS A 202 162.477 194.747 133.874 1.00 96.10 N1+ -ATOM 1076 N ILE A 203 165.243 201.269 133.784 1.00 92.01 N -ATOM 1077 CA ILE A 203 165.485 202.598 134.328 1.00 92.01 C -ATOM 1078 C ILE A 203 164.519 202.823 135.483 1.00 92.01 C -ATOM 1079 O ILE A 203 163.294 202.836 135.285 1.00 92.01 O -ATOM 1080 CB ILE A 203 165.305 203.696 133.266 1.00 92.01 C -ATOM 1081 CG1 ILE A 203 166.336 203.542 132.151 1.00 92.01 C -ATOM 1082 CG2 ILE A 203 165.398 205.077 133.898 1.00 92.01 C -ATOM 1083 CD1 ILE A 203 166.031 204.369 130.932 1.00 92.01 C -ATOM 1084 N TYR A 204 165.077 203.023 136.675 1.00 85.12 N -ATOM 1085 CA TYR A 204 164.355 203.318 137.902 1.00 85.12 C -ATOM 1086 C TYR A 204 164.649 204.763 138.284 1.00 85.12 C -ATOM 1087 O TYR A 204 165.752 205.257 138.049 1.00 85.12 O -ATOM 1088 CB TYR A 204 164.783 202.385 139.051 1.00 85.12 C -ATOM 1089 CG TYR A 204 164.676 200.886 138.789 1.00 85.12 C -ATOM 1090 CD1 TYR A 204 165.627 200.211 138.024 1.00 85.12 C -ATOM 1091 CD2 TYR A 204 163.646 200.142 139.347 1.00 85.12 C -ATOM 1092 CE1 TYR A 204 165.528 198.851 137.793 1.00 85.12 C -ATOM 1093 CE2 TYR A 204 163.538 198.781 139.120 1.00 85.12 C -ATOM 1094 CZ TYR A 204 164.484 198.142 138.346 1.00 85.12 C -ATOM 1095 OH TYR A 204 164.382 196.788 138.125 1.00 85.12 O -ATOM 1096 N SER A 205 163.672 205.447 138.879 1.00102.12 N -ATOM 1097 CA SER A 205 163.874 206.862 139.163 1.00102.12 C -ATOM 1098 C SER A 205 163.060 207.303 140.370 1.00102.12 C -ATOM 1099 O SER A 205 162.056 206.684 140.734 1.00102.12 O -ATOM 1100 CB SER A 205 163.514 207.729 137.954 1.00102.12 C -ATOM 1101 OG SER A 205 163.641 209.105 138.264 1.00102.12 O -ATOM 1102 N LYS A 206 163.512 208.405 140.974 1.00116.57 N -ATOM 1103 CA LYS A 206 162.821 209.046 142.090 1.00116.57 C -ATOM 1104 C LYS A 206 163.311 210.483 142.214 1.00116.57 C -ATOM 1105 O LYS A 206 164.520 210.728 142.207 1.00116.57 O -ATOM 1106 CB LYS A 206 163.058 208.289 143.403 1.00116.57 C -ATOM 1107 CG LYS A 206 162.325 208.869 144.602 1.00116.57 C -ATOM 1108 CD LYS A 206 160.820 208.729 144.450 1.00116.57 C -ATOM 1109 CE LYS A 206 160.083 209.447 145.570 1.00116.57 C -ATOM 1110 NZ LYS A 206 160.391 208.861 146.903 1.00116.57 N1+ -ATOM 1111 N HIS A 207 162.380 211.425 142.344 1.00133.22 N -ATOM 1112 CA HIS A 207 162.709 212.837 142.473 1.00133.22 C -ATOM 1113 C HIS A 207 162.248 213.361 143.827 1.00133.22 C -ATOM 1114 O HIS A 207 161.248 212.896 144.381 1.00133.22 O -ATOM 1115 CB HIS A 207 162.067 213.666 141.354 1.00133.22 C -ATOM 1116 CG HIS A 207 162.195 213.050 139.997 1.00133.22 C -ATOM 1117 ND1 HIS A 207 163.415 212.768 139.420 1.00133.22 N -ATOM 1118 CD2 HIS A 207 161.257 212.664 139.100 1.00133.22 C -ATOM 1119 CE1 HIS A 207 163.223 212.236 138.227 1.00133.22 C -ATOM 1120 NE2 HIS A 207 161.922 212.160 138.008 1.00133.22 N -ATOM 1121 N THR A 208 162.985 214.336 144.357 1.00147.09 N -ATOM 1122 CA THR A 208 162.659 214.904 145.657 1.00147.09 C -ATOM 1123 C THR A 208 163.131 216.350 145.714 1.00147.09 C -ATOM 1124 O THR A 208 164.058 216.729 144.988 1.00147.09 O -ATOM 1125 CB THR A 208 163.291 214.086 146.798 1.00147.09 C -ATOM 1126 OG1 THR A 208 163.034 214.719 148.058 1.00147.09 O -ATOM 1127 CG2 THR A 208 164.792 213.936 146.599 1.00147.09 C -ATOM 1128 N PRO A 209 162.472 217.196 146.512 1.00155.93 N -ATOM 1129 CA PRO A 209 163.035 218.519 146.810 1.00155.93 C -ATOM 1130 C PRO A 209 163.935 218.476 148.036 1.00155.93 C -ATOM 1131 O PRO A 209 163.514 218.000 149.095 1.00155.93 O -ATOM 1132 CB PRO A 209 161.791 219.387 147.057 1.00155.93 C -ATOM 1133 CG PRO A 209 160.607 218.534 146.632 1.00155.93 C -ATOM 1134 CD PRO A 209 161.047 217.129 146.867 1.00155.93 C -ATOM 1135 N ILE A 210 165.170 218.965 147.913 1.00169.54 N -ATOM 1136 CA ILE A 210 166.142 218.921 148.998 1.00169.54 C -ATOM 1137 C ILE A 210 166.694 220.321 149.237 1.00169.54 C -ATOM 1138 O ILE A 210 166.490 221.243 148.447 1.00169.54 O -ATOM 1139 CB ILE A 210 167.306 217.947 148.717 1.00169.54 C -ATOM 1140 CG1 ILE A 210 168.086 218.401 147.482 1.00169.54 C -ATOM 1141 CG2 ILE A 210 166.805 216.516 148.565 1.00169.54 C -ATOM 1142 CD1 ILE A 210 169.489 217.852 147.415 1.00169.54 C -ATOM 1143 N ILE A 212 167.401 220.464 150.356 1.00183.17 N -ATOM 1144 CA ILE A 212 168.184 221.656 150.661 1.00183.17 C -ATOM 1145 C ILE A 212 169.530 221.207 151.221 1.00183.17 C -ATOM 1146 O ILE A 212 169.585 220.379 152.137 1.00183.17 O -ATOM 1147 CB ILE A 212 167.442 222.600 151.635 1.00183.17 C -ATOM 1148 CG1 ILE A 212 168.369 223.708 152.147 1.00183.17 C -ATOM 1149 CG2 ILE A 212 166.752 221.828 152.766 1.00183.17 C -ATOM 1150 CD1 ILE A 212 167.646 224.834 152.852 1.00183.17 C -ATOM 1151 N VAL A 213 170.618 221.720 150.643 1.00201.00 N -ATOM 1152 CA VAL A 213 171.969 221.354 151.048 1.00201.00 C -ATOM 1153 C VAL A 213 172.782 222.617 151.293 1.00201.00 C -ATOM 1154 O VAL A 213 172.443 223.708 150.830 1.00201.00 O -ATOM 1155 CB VAL A 213 172.685 220.464 150.005 1.00201.00 C -ATOM 1156 CG1 VAL A 213 172.019 219.100 149.900 1.00201.00 C -ATOM 1157 CG2 VAL A 213 172.718 221.155 148.649 1.00201.00 C -ATOM 1158 N ARG A 214 173.872 222.450 152.041 1.00207.92 N -ATOM 1159 CA ARG A 214 174.834 223.522 152.251 1.00207.92 C -ATOM 1160 C ARG A 214 175.985 223.475 151.257 1.00207.92 C -ATOM 1161 O ARG A 214 176.672 224.487 151.075 1.00207.92 O -ATOM 1162 CB ARG A 214 175.391 223.461 153.677 1.00207.92 C -ATOM 1163 CG ARG A 214 174.328 223.436 154.769 1.00207.92 C -ATOM 1164 CD ARG A 214 173.938 224.840 155.223 1.00207.92 C -ATOM 1165 NE ARG A 214 172.988 225.482 154.322 1.00207.92 N -ATOM 1166 CZ ARG A 214 171.679 225.265 154.328 1.00207.92 C -ATOM 1167 NH1 ARG A 214 171.119 224.431 155.189 1.00207.92 N1+ -ATOM 1168 NH2 ARG A 214 170.913 225.904 153.449 1.00207.92 N -ATOM 1169 N GLU A 214A 176.205 222.325 150.612 1.00204.17 N -ATOM 1170 CA GLU A 214A 177.240 222.148 149.604 1.00204.17 C -ATOM 1171 C GLU A 214A 176.849 220.959 148.746 1.00204.17 C -ATOM 1172 O GLU A 214A 176.407 219.940 149.296 1.00204.17 O -ATOM 1173 CB GLU A 214A 178.616 221.918 150.242 1.00204.17 C -ATOM 1174 CG GLU A 214A 179.795 222.334 149.370 1.00204.17 C -ATOM 1175 CD GLU A 214A 179.801 223.819 149.054 1.00204.17 C -ATOM 1176 OE1 GLU A 214A 179.463 224.624 149.947 1.00204.17 O -ATOM 1177 OE2 GLU A 214A 180.142 224.182 147.908 1.00204.17 O1- -ATOM 1178 N PRO A 214B 176.989 221.038 147.417 1.00197.40 N -ATOM 1179 CA PRO A 214B 176.590 219.908 146.565 1.00197.40 C -ATOM 1180 C PRO A 214B 177.681 218.861 146.385 1.00197.40 C -ATOM 1181 O PRO A 214B 177.602 218.033 145.473 1.00197.40 O -ATOM 1182 CB PRO A 214B 176.251 220.589 145.236 1.00197.40 C -ATOM 1183 CG PRO A 214B 177.180 221.756 145.192 1.00197.40 C -ATOM 1184 CD PRO A 214B 177.331 222.231 146.620 1.00197.40 C -ATOM 1185 N GLU A 214C 178.708 218.892 147.237 1.00182.40 N -ATOM 1186 CA GLU A 214C 179.794 217.926 147.118 1.00182.40 C -ATOM 1187 C GLU A 214C 179.396 216.547 147.636 1.00182.40 C -ATOM 1188 O GLU A 214C 179.997 215.544 147.238 1.00182.40 O -ATOM 1189 CB GLU A 214C 181.039 218.461 147.839 1.00182.40 C -ATOM 1190 CG GLU A 214C 180.897 218.715 149.346 1.00182.40 C -ATOM 1191 CD GLU A 214C 181.161 217.484 150.200 1.00182.40 C -ATOM 1192 OE1 GLU A 214C 181.809 216.541 149.697 1.00182.40 O -ATOM 1193 OE2 GLU A 214C 180.703 217.451 151.360 1.00182.40 O1- -ATOM 1194 N ASP A 215 178.406 216.473 148.526 1.00172.65 N -ATOM 1195 CA ASP A 215 178.041 215.228 149.183 1.00172.65 C -ATOM 1196 C ASP A 215 176.581 214.885 148.920 1.00172.65 C -ATOM 1197 O ASP A 215 175.734 215.770 148.771 1.00172.65 O -ATOM 1198 CB ASP A 215 178.278 215.301 150.699 1.00172.65 C -ATOM 1199 CG ASP A 215 177.485 216.412 151.360 1.00172.65 C -ATOM 1200 OD1 ASP A 215 177.277 217.464 150.720 1.00172.65 O -ATOM 1201 OD2 ASP A 215 177.059 216.225 152.519 1.00172.65 O1- -ATOM 1202 N LEU A 216 176.303 213.585 148.853 1.00144.51 N -ATOM 1203 CA LEU A 216 174.926 213.123 148.769 1.00144.51 C -ATOM 1204 C LEU A 216 174.219 213.340 150.105 1.00144.51 C -ATOM 1205 O LEU A 216 174.817 213.129 151.165 1.00144.51 O -ATOM 1206 CB LEU A 216 174.869 211.646 148.388 1.00144.51 C -ATOM 1207 CG LEU A 216 174.980 211.315 146.902 1.00144.51 C -ATOM 1208 CD1 LEU A 216 175.338 209.853 146.710 1.00144.51 C -ATOM 1209 CD2 LEU A 216 173.671 211.643 146.215 1.00144.51 C -ATOM 1210 N PRO A 217 172.957 213.769 150.088 1.00138.75 N -ATOM 1211 CA PRO A 217 172.232 213.977 151.348 1.00138.75 C -ATOM 1212 C PRO A 217 171.877 212.657 152.014 1.00138.75 C -ATOM 1213 O PRO A 217 171.469 211.697 151.356 1.00138.75 O -ATOM 1214 CB PRO A 217 170.971 214.738 150.913 1.00138.75 C -ATOM 1215 CG PRO A 217 171.255 215.212 149.513 1.00138.75 C -ATOM 1216 CD PRO A 217 172.159 214.184 148.925 1.00138.75 C -ATOM 1217 N GLN A 218 172.040 212.619 153.334 1.00132.43 N -ATOM 1218 CA GLN A 218 171.720 211.420 154.089 1.00132.43 C -ATOM 1219 C GLN A 218 170.207 211.248 154.202 1.00132.43 C -ATOM 1220 O GLN A 218 169.432 212.203 154.097 1.00132.43 O -ATOM 1221 CB GLN A 218 172.360 211.469 155.478 1.00132.43 C -ATOM 1222 CG GLN A 218 171.917 212.638 156.340 1.00132.43 C -ATOM 1223 CD GLN A 218 170.874 212.241 157.367 1.00132.43 C -ATOM 1224 OE1 GLN A 218 170.872 211.114 157.863 1.00132.43 O -ATOM 1225 NE2 GLN A 218 169.979 213.167 157.690 1.00132.43 N -ATOM 1226 N GLY A 219 169.793 210.006 154.416 1.00122.92 N -ATOM 1227 CA GLY A 219 168.398 209.629 154.441 1.00122.92 C -ATOM 1228 C GLY A 219 168.146 208.421 153.570 1.00122.92 C -ATOM 1229 O GLY A 219 169.061 207.811 153.018 1.00122.92 O -ATOM 1230 N PHE A 220 166.868 208.073 153.446 1.00108.74 N -ATOM 1231 CA PHE A 220 166.486 206.912 152.659 1.00108.74 C -ATOM 1232 C PHE A 220 165.296 207.234 151.771 1.00108.74 C -ATOM 1233 O PHE A 220 164.376 207.949 152.178 1.00108.74 O -ATOM 1234 CB PHE A 220 166.149 205.712 153.547 1.00108.74 C -ATOM 1235 CG PHE A 220 166.219 204.400 152.828 1.00108.74 C -ATOM 1236 CD1 PHE A 220 167.251 204.140 151.942 1.00108.74 C -ATOM 1237 CD2 PHE A 220 165.244 203.437 153.018 1.00108.74 C -ATOM 1238 CE1 PHE A 220 167.316 202.935 151.270 1.00108.74 C -ATOM 1239 CE2 PHE A 220 165.302 202.229 152.348 1.00108.74 C -ATOM 1240 CZ PHE A 220 166.340 201.978 151.474 1.00108.74 C -ATOM 1241 N SER A 221 165.327 206.692 150.555 1.00108.82 N -ATOM 1242 CA SER A 221 164.211 206.765 149.625 1.00108.82 C -ATOM 1243 C SER A 221 164.334 205.604 148.651 1.00108.82 C -ATOM 1244 O SER A 221 165.444 205.227 148.268 1.00108.82 O -ATOM 1245 CB SER A 221 164.185 208.099 148.869 1.00108.82 C -ATOM 1246 OG SER A 221 162.988 208.234 148.122 1.00108.82 O -ATOM 1247 N ALA A 222 163.196 205.046 148.256 1.00 98.66 N -ATOM 1248 CA ALA A 222 163.159 203.912 147.346 1.00 98.66 C -ATOM 1249 C ALA A 222 162.855 204.392 145.934 1.00 98.66 C -ATOM 1250 O ALA A 222 162.074 205.327 145.739 1.00 98.66 O -ATOM 1251 CB ALA A 222 162.115 202.888 147.790 1.00 98.66 C -ATOM 1252 N LEU A 223 163.474 203.744 144.952 1.00 98.92 N -ATOM 1253 CA LEU A 223 163.353 204.139 143.556 1.00 98.92 C -ATOM 1254 C LEU A 223 162.365 203.219 142.851 1.00 98.92 C -ATOM 1255 O LEU A 223 162.447 201.994 142.981 1.00 98.92 O -ATOM 1256 CB LEU A 223 164.713 204.100 142.855 1.00 98.92 C -ATOM 1257 CG LEU A 223 165.491 205.418 142.762 1.00 98.92 C -ATOM 1258 CD1 LEU A 223 165.887 205.950 144.135 1.00 98.92 C -ATOM 1259 CD2 LEU A 223 166.715 205.260 141.880 1.00 98.92 C -ATOM 1260 N GLU A 224 161.440 203.812 142.106 1.00 96.09 N -ATOM 1261 CA GLU A 224 160.367 203.071 141.466 1.00 96.09 C -ATOM 1262 C GLU A 224 160.693 202.794 140.003 1.00 96.09 C -ATOM 1263 O GLU A 224 161.316 203.623 139.332 1.00 96.09 O -ATOM 1264 CB GLU A 224 159.054 203.854 141.558 1.00 96.09 C -ATOM 1265 CG GLU A 224 158.606 204.117 142.984 1.00 96.09 C -ATOM 1266 CD GLU A 224 157.878 205.435 143.132 1.00 96.09 C -ATOM 1267 OE1 GLU A 224 157.270 205.893 142.143 1.00 96.09 O -ATOM 1268 OE2 GLU A 224 157.917 206.015 144.237 1.00 96.09 O1- -ATOM 1269 N PRO A 225 160.292 201.632 139.484 1.00 96.04 N -ATOM 1270 CA PRO A 225 160.555 201.317 138.070 1.00 96.04 C -ATOM 1271 C PRO A 225 159.663 202.127 137.143 1.00 96.04 C -ATOM 1272 O PRO A 225 158.437 202.004 137.169 1.00 96.04 O -ATOM 1273 CB PRO A 225 160.256 199.815 137.976 1.00 96.04 C -ATOM 1274 CG PRO A 225 159.372 199.524 139.128 1.00 96.04 C -ATOM 1275 CD PRO A 225 159.770 200.467 140.220 1.00 96.04 C -ATOM 1276 N LEU A 226 160.291 202.969 136.324 1.00 95.94 N -ATOM 1277 CA LEU A 226 159.568 203.754 135.332 1.00 95.94 C -ATOM 1278 C LEU A 226 159.698 203.175 133.928 1.00 95.94 C -ATOM 1279 O LEU A 226 158.688 202.869 133.287 1.00 95.94 O -ATOM 1280 CB LEU A 226 160.049 205.212 135.345 1.00 95.94 C -ATOM 1281 CG LEU A 226 159.672 206.086 136.544 1.00 95.94 C -ATOM 1282 CD1 LEU A 226 160.172 207.507 136.338 1.00 95.94 C -ATOM 1283 CD2 LEU A 226 158.169 206.075 136.787 1.00 95.94 C -ATOM 1284 N VAL A 227 160.925 203.021 133.428 1.00 97.59 N -ATOM 1285 CA VAL A 227 161.154 202.911 131.991 1.00 97.59 C -ATOM 1286 C VAL A 227 161.820 201.572 131.679 1.00 97.59 C -ATOM 1287 O VAL A 227 162.739 201.147 132.386 1.00 97.59 O -ATOM 1288 CB VAL A 227 162.000 204.110 131.501 1.00 97.59 C -ATOM 1289 CG1 VAL A 227 162.348 203.997 130.047 1.00 97.59 C -ATOM 1290 CG2 VAL A 227 161.267 205.426 131.754 1.00 97.59 C -ATOM 1291 N ASP A 228 161.340 200.895 130.629 1.00102.65 N -ATOM 1292 CA ASP A 228 161.924 199.639 130.173 1.00102.65 C -ATOM 1293 C ASP A 228 162.161 199.683 128.668 1.00102.65 C -ATOM 1294 O ASP A 228 161.378 200.282 127.925 1.00102.65 O -ATOM 1295 CB ASP A 228 161.031 198.443 130.519 1.00102.65 C -ATOM 1296 CG ASP A 228 161.825 197.166 130.724 1.00102.65 C -ATOM 1297 OD1 ASP A 228 162.992 197.114 130.281 1.00102.65 O -ATOM 1298 OD2 ASP A 228 161.284 196.212 131.320 1.00102.65 O1- -ATOM 1299 N LEU A 229 163.250 199.050 128.228 1.00112.90 N -ATOM 1300 CA LEU A 229 163.658 199.052 126.824 1.00112.90 C -ATOM 1301 C LEU A 229 164.066 197.650 126.392 1.00112.90 C -ATOM 1302 O LEU A 229 165.022 197.084 126.959 1.00112.90 O -ATOM 1303 CB LEU A 229 164.817 200.027 126.594 1.00112.90 C -ATOM 1304 CG LEU A 229 164.542 201.477 126.196 1.00112.90 C -ATOM 1305 CD1 LEU A 229 164.097 202.277 127.369 1.00112.90 C -ATOM 1306 CD2 LEU A 229 165.785 202.110 125.612 1.00112.90 C -ATOM 1307 N PRO A 230 163.393 197.049 125.403 1.00119.83 N -ATOM 1308 CA PRO A 230 163.855 195.765 124.821 1.00119.83 C -ATOM 1309 C PRO A 230 164.820 195.964 123.653 1.00119.83 C -ATOM 1310 O PRO A 230 164.498 195.746 122.476 1.00119.83 O -ATOM 1311 CB PRO A 230 162.538 195.111 124.398 1.00119.83 C -ATOM 1312 CG PRO A 230 161.655 196.268 124.033 1.00119.83 C -ATOM 1313 CD PRO A 230 162.055 197.428 124.916 1.00119.83 C -ATOM 1314 N ILE A 231 166.042 196.379 123.973 1.00131.08 N -ATOM 1315 CA ILE A 231 167.004 196.804 122.955 1.00131.08 C -ATOM 1316 C ILE A 231 167.893 195.657 122.467 1.00131.08 C -ATOM 1317 O ILE A 231 168.071 195.485 121.258 1.00131.08 O -ATOM 1318 CB ILE A 231 167.815 198.019 123.477 1.00131.08 C -ATOM 1319 CG1 ILE A 231 168.621 197.695 124.749 1.00131.08 C -ATOM 1320 CG2 ILE A 231 166.906 199.191 123.682 1.00131.08 C -ATOM 1321 CD1 ILE A 231 169.590 198.737 125.174 1.00131.08 C -ATOM 1322 N GLY A 232 168.435 194.835 123.362 1.00150.21 N -ATOM 1323 CA GLY A 232 169.502 193.923 122.983 1.00150.21 C -ATOM 1324 C GLY A 232 170.769 194.592 122.490 1.00150.21 C -ATOM 1325 O GLY A 232 171.355 194.141 121.499 1.00150.21 O -ATOM 1326 N ILE A 233 171.215 195.652 123.161 1.00149.18 N -ATOM 1327 CA ILE A 233 172.380 196.423 122.735 1.00149.18 C -ATOM 1328 C ILE A 233 173.481 196.262 123.775 1.00149.18 C -ATOM 1329 O ILE A 233 173.258 196.499 124.969 1.00149.18 O -ATOM 1330 CB ILE A 233 172.029 197.908 122.524 1.00149.18 C -ATOM 1331 CG1 ILE A 233 171.071 198.066 121.338 1.00149.18 C -ATOM 1332 CG2 ILE A 233 173.291 198.751 122.332 1.00149.18 C -ATOM 1333 CD1 ILE A 233 170.796 199.506 120.946 1.00149.18 C -ATOM 1334 N ASN A 234 174.662 195.850 123.318 1.00152.00 N -ATOM 1335 CA ASN A 234 175.833 195.757 124.179 1.00152.00 C -ATOM 1336 C ASN A 234 176.292 197.158 124.574 1.00152.00 C -ATOM 1337 O ASN A 234 176.505 198.017 123.713 1.00152.00 O -ATOM 1338 CB ASN A 234 176.941 194.999 123.443 1.00152.00 C -ATOM 1339 CG ASN A 234 178.200 194.813 124.272 1.00152.00 C -ATOM 1340 OD1 ASN A 234 178.168 194.825 125.502 1.00152.00 O -ATOM 1341 ND2 ASN A 234 179.324 194.623 123.583 1.00152.00 N -ATOM 1342 N ILE A 235 176.413 197.397 125.880 1.00141.37 N -ATOM 1343 CA ILE A 235 176.771 198.705 126.424 1.00141.37 C -ATOM 1344 C ILE A 235 177.963 198.525 127.353 1.00141.37 C -ATOM 1345 O ILE A 235 177.907 197.717 128.288 1.00141.37 O -ATOM 1346 CB ILE A 235 175.601 199.360 127.182 1.00141.37 C -ATOM 1347 CG1 ILE A 235 174.372 199.517 126.284 1.00141.37 C -ATOM 1348 CG2 ILE A 235 176.016 200.710 127.749 1.00141.37 C -ATOM 1349 CD1 ILE A 235 173.153 200.027 127.014 1.00141.37 C -ATOM 1350 N THR A 236 179.040 199.275 127.101 1.00140.84 N -ATOM 1351 CA THR A 236 180.206 199.264 127.980 1.00140.84 C -ATOM 1352 C THR A 236 180.580 200.675 128.421 1.00140.84 C -ATOM 1353 O THR A 236 181.163 200.859 129.493 1.00140.84 O -ATOM 1354 CB THR A 236 181.411 198.606 127.299 1.00140.84 C -ATOM 1355 OG1 THR A 236 181.696 199.277 126.066 1.00140.84 O -ATOM 1356 CG2 THR A 236 181.158 197.127 127.036 1.00140.84 C -ATOM 1357 N ARG A 237 180.257 201.673 127.602 1.00148.09 N -ATOM 1358 CA ARG A 237 180.578 203.063 127.884 1.00148.09 C -ATOM 1359 C ARG A 237 179.319 203.914 127.792 1.00148.09 C -ATOM 1360 O ARG A 237 178.354 203.566 127.101 1.00148.09 O -ATOM 1361 CB ARG A 237 181.635 203.613 126.917 1.00148.09 C -ATOM 1362 CG ARG A 237 183.043 203.088 127.139 1.00148.09 C -ATOM 1363 CD ARG A 237 184.030 203.821 126.242 1.00148.09 C -ATOM 1364 NE ARG A 237 185.397 203.344 126.412 1.00148.09 N -ATOM 1365 CZ ARG A 237 185.933 202.345 125.724 1.00148.09 C -ATOM 1366 NH1 ARG A 237 185.244 201.691 124.804 1.00148.09 N1+ -ATOM 1367 NH2 ARG A 237 187.194 201.997 125.963 1.00148.09 N -ATOM 1368 N PHE A 238 179.347 205.045 128.497 1.00154.33 N -ATOM 1369 CA PHE A 238 178.235 205.983 128.472 1.00154.33 C -ATOM 1370 C PHE A 238 178.748 207.372 128.817 1.00154.33 C -ATOM 1371 O PHE A 238 179.855 207.541 129.338 1.00154.33 O -ATOM 1372 CB PHE A 238 177.111 205.559 129.427 1.00154.33 C -ATOM 1373 CG PHE A 238 177.254 206.082 130.831 1.00154.33 C -ATOM 1374 CD1 PHE A 238 178.173 205.522 131.704 1.00154.33 C -ATOM 1375 CD2 PHE A 238 176.439 207.111 131.288 1.00154.33 C -ATOM 1376 CE1 PHE A 238 178.298 205.996 132.998 1.00154.33 C -ATOM 1377 CE2 PHE A 238 176.560 207.590 132.581 1.00154.33 C -ATOM 1378 CZ PHE A 238 177.489 207.030 133.437 1.00154.33 C -ATOM 1379 N GLN A 239 177.914 208.364 128.516 1.00182.57 N -ATOM 1380 CA GLN A 239 178.243 209.762 128.738 1.00182.57 C -ATOM 1381 C GLN A 239 176.949 210.526 128.975 1.00182.57 C -ATOM 1382 O GLN A 239 175.868 210.092 128.570 1.00182.57 O -ATOM 1383 CB GLN A 239 179.018 210.342 127.547 1.00182.57 C -ATOM 1384 CG GLN A 239 179.895 211.542 127.871 1.00182.57 C -ATOM 1385 CD GLN A 239 180.731 211.987 126.687 1.00182.57 C -ATOM 1386 OE1 GLN A 239 180.444 211.634 125.544 1.00182.57 O -ATOM 1387 NE2 GLN A 239 181.769 212.769 126.956 1.00182.57 N -ATOM 1388 N THR A 240 177.065 211.666 129.647 1.00199.91 N -ATOM 1389 CA THR A 240 175.922 212.529 129.902 1.00199.91 C -ATOM 1390 C THR A 240 175.973 213.757 128.999 1.00199.91 C -ATOM 1391 O THR A 240 177.040 214.172 128.536 1.00199.91 O -ATOM 1392 CB THR A 240 175.858 212.942 131.379 1.00199.91 C -ATOM 1393 OG1 THR A 240 174.637 213.648 131.629 1.00199.91 O -ATOM 1394 CG2 THR A 240 177.048 213.809 131.777 1.00199.91 C -ATOM 1395 N LEU A 241 174.795 214.311 128.718 1.00209.01 N -ATOM 1396 CA LEU A 241 174.638 215.460 127.837 1.00209.01 C -ATOM 1397 C LEU A 241 173.869 216.536 128.587 1.00209.01 C -ATOM 1398 O LEU A 241 172.759 216.284 129.072 1.00209.01 O -ATOM 1399 CB LEU A 241 173.903 215.078 126.550 1.00209.01 C -ATOM 1400 CG LEU A 241 174.324 213.796 125.828 1.00209.01 C -ATOM 1401 CD1 LEU A 241 173.437 213.561 124.621 1.00209.01 C -ATOM 1402 CD2 LEU A 241 175.785 213.855 125.416 1.00209.01 C -ATOM 1403 N LEU A 242 174.450 217.729 128.660 1.00221.74 N -ATOM 1404 CA LEU A 242 173.913 218.839 129.426 1.00221.74 C -ATOM 1405 C LEU A 242 173.289 219.870 128.486 1.00221.74 C -ATOM 1406 O LEU A 242 173.156 219.650 127.279 1.00221.74 O -ATOM 1407 CB LEU A 242 175.014 219.458 130.290 1.00221.74 C -ATOM 1408 CG LEU A 242 176.066 218.519 130.889 1.00221.74 C -ATOM 1409 CD1 LEU A 242 177.179 219.322 131.542 1.00221.74 C -ATOM 1410 CD2 LEU A 242 175.443 217.564 131.896 1.00221.74 C -ATOM 1411 N ALA A 243 172.887 221.010 129.043 1.00213.17 N -ATOM 1412 CA ALA A 243 172.335 222.116 128.272 1.00213.17 C -ATOM 1413 C ALA A 243 173.164 223.366 128.530 1.00213.17 C -ATOM 1414 O ALA A 243 173.432 223.710 129.686 1.00213.17 O -ATOM 1415 CB ALA A 243 170.869 222.367 128.632 1.00213.17 C -ATOM 1416 N LEU A 244 173.567 224.040 127.455 1.00190.04 N -ATOM 1417 CA LEU A 244 174.393 225.235 127.543 1.00190.04 C -ATOM 1418 C LEU A 244 173.827 226.320 126.637 1.00190.04 C -ATOM 1419 O LEU A 244 173.102 226.045 125.678 1.00190.04 O -ATOM 1420 CB LEU A 244 175.853 224.947 127.160 1.00190.04 C -ATOM 1421 CG LEU A 244 176.648 223.990 128.050 1.00190.04 C -ATOM 1422 CD1 LEU A 244 177.954 223.595 127.379 1.00190.04 C -ATOM 1423 CD2 LEU A 244 176.908 224.616 129.411 1.00190.04 C -ATOM 1424 N HIS A 245 174.168 227.564 126.959 1.00157.86 N -ATOM 1425 CA HIS A 245 173.757 228.708 126.152 1.00157.86 C -ATOM 1426 C HIS A 245 174.922 229.667 125.931 1.00157.86 C -ATOM 1427 O HIS A 245 175.960 229.558 126.583 1.00157.86 O -ATOM 1428 CB HIS A 245 172.589 229.444 126.813 1.00157.86 C -ATOM 1429 CG HIS A 245 171.305 228.674 126.800 1.00157.86 C -ATOM 1430 ND1 HIS A 245 170.634 228.366 125.636 1.00157.86 N -ATOM 1431 CD2 HIS A 245 170.567 228.153 127.808 1.00157.86 C -ATOM 1432 CE1 HIS A 245 169.540 227.687 125.927 1.00157.86 C -ATOM 1433 NE2 HIS A 245 169.475 227.544 127.239 1.00157.86 N -ATOM 1434 N ALA A 263 174.706 223.281 139.804 1.00200.07 N -ATOM 1435 CA ALA A 263 174.305 221.891 139.622 1.00200.07 C -ATOM 1436 C ALA A 263 175.496 220.954 139.791 1.00200.07 C -ATOM 1437 O ALA A 263 176.636 221.334 139.527 1.00200.07 O -ATOM 1438 CB ALA A 263 173.669 221.699 138.256 1.00200.07 C -ATOM 1439 N ALA A 264 175.224 219.728 140.234 1.00188.84 N -ATOM 1440 CA ALA A 264 176.270 218.731 140.415 1.00188.84 C -ATOM 1441 C ALA A 264 175.664 217.347 140.243 1.00188.84 C -ATOM 1442 O ALA A 264 174.447 217.168 140.344 1.00188.84 O -ATOM 1443 CB ALA A 264 176.941 218.860 141.787 1.00188.84 C -ATOM 1444 N TYR A 265 176.522 216.361 139.984 1.00176.40 N -ATOM 1445 CA TYR A 265 176.021 215.006 139.800 1.00176.40 C -ATOM 1446 C TYR A 265 177.025 213.988 140.327 1.00176.40 C -ATOM 1447 O TYR A 265 178.198 214.291 140.556 1.00176.40 O -ATOM 1448 CB TYR A 265 175.655 214.726 138.332 1.00176.40 C -ATOM 1449 CG TYR A 265 176.753 214.876 137.304 1.00176.40 C -ATOM 1450 CD1 TYR A 265 177.063 216.119 136.761 1.00176.40 C -ATOM 1451 CD2 TYR A 265 177.445 213.764 136.837 1.00176.40 C -ATOM 1452 CE1 TYR A 265 178.052 216.253 135.803 1.00176.40 C -ATOM 1453 CE2 TYR A 265 178.432 213.888 135.879 1.00176.40 C -ATOM 1454 CZ TYR A 265 178.730 215.133 135.365 1.00176.40 C -ATOM 1455 OH TYR A 265 179.717 215.257 134.415 1.00176.40 O -ATOM 1456 N TYR A 266 176.519 212.775 140.547 1.00157.91 N -ATOM 1457 CA TYR A 266 177.242 211.690 141.194 1.00157.91 C -ATOM 1458 C TYR A 266 176.988 210.402 140.427 1.00157.91 C -ATOM 1459 O TYR A 266 175.844 210.105 140.064 1.00157.91 O -ATOM 1460 CB TYR A 266 176.805 211.496 142.656 1.00157.91 C -ATOM 1461 CG TYR A 266 176.629 212.764 143.466 1.00157.91 C -ATOM 1462 CD1 TYR A 266 175.404 213.427 143.504 1.00157.91 C -ATOM 1463 CD2 TYR A 266 177.680 213.287 144.208 1.00157.91 C -ATOM 1464 CE1 TYR A 266 175.238 214.579 144.248 1.00157.91 C -ATOM 1465 CE2 TYR A 266 177.522 214.439 144.958 1.00157.91 C -ATOM 1466 CZ TYR A 266 176.299 215.079 144.971 1.00157.91 C -ATOM 1467 OH TYR A 266 176.136 216.223 145.713 1.00157.91 O -ATOM 1468 N VAL A 267 178.054 209.635 140.201 1.00130.91 N -ATOM 1469 CA VAL A 267 178.009 208.399 139.428 1.00130.91 C -ATOM 1470 C VAL A 267 178.546 207.263 140.289 1.00130.91 C -ATOM 1471 O VAL A 267 179.658 207.356 140.823 1.00130.91 O -ATOM 1472 CB VAL A 267 178.820 208.521 138.123 1.00130.91 C -ATOM 1473 CG1 VAL A 267 178.908 207.178 137.410 1.00130.91 C -ATOM 1474 CG2 VAL A 267 178.214 209.575 137.210 1.00130.91 C -ATOM 1475 N GLY A 268 177.758 206.189 140.420 1.00116.14 N -ATOM 1476 CA GLY A 268 178.197 204.998 141.111 1.00116.14 C -ATOM 1477 C GLY A 268 177.858 203.754 140.310 1.00116.14 C -ATOM 1478 O GLY A 268 177.110 203.805 139.335 1.00116.14 O -ATOM 1479 N TYR A 269 178.403 202.626 140.758 1.00105.78 N -ATOM 1480 CA TYR A 269 178.279 201.376 140.025 1.00105.78 C -ATOM 1481 C TYR A 269 177.682 200.293 140.912 1.00105.78 C -ATOM 1482 O TYR A 269 177.923 200.251 142.122 1.00105.78 O -ATOM 1483 CB TYR A 269 179.637 200.930 139.478 1.00105.78 C -ATOM 1484 CG TYR A 269 180.308 201.999 138.650 1.00105.78 C -ATOM 1485 CD1 TYR A 269 179.653 202.575 137.567 1.00105.78 C -ATOM 1486 CD2 TYR A 269 181.588 202.442 138.956 1.00105.78 C -ATOM 1487 CE1 TYR A 269 180.257 203.559 136.807 1.00105.78 C -ATOM 1488 CE2 TYR A 269 182.203 203.426 138.200 1.00105.78 C -ATOM 1489 CZ TYR A 269 181.531 203.979 137.128 1.00105.78 C -ATOM 1490 OH TYR A 269 182.135 204.958 136.372 1.00105.78 O -ATOM 1491 N LEU A 270 176.898 199.418 140.290 1.00 93.64 N -ATOM 1492 CA LEU A 270 176.202 198.349 140.990 1.00 93.64 C -ATOM 1493 C LEU A 270 177.000 197.054 140.930 1.00 93.64 C -ATOM 1494 O LEU A 270 177.730 196.793 139.969 1.00 93.64 O -ATOM 1495 CB LEU A 270 174.816 198.120 140.384 1.00 93.64 C -ATOM 1496 CG LEU A 270 173.948 199.346 140.094 1.00 93.64 C -ATOM 1497 CD1 LEU A 270 172.633 198.919 139.465 1.00 93.64 C -ATOM 1498 CD2 LEU A 270 173.699 200.146 141.360 1.00 93.64 C -ATOM 1499 N GLN A 271 176.853 196.243 141.967 1.00 89.34 N -ATOM 1500 CA GLN A 271 177.444 194.916 142.026 1.00 89.34 C -ATOM 1501 C GLN A 271 176.405 193.980 142.626 1.00 89.34 C -ATOM 1502 O GLN A 271 175.444 194.444 143.249 1.00 89.34 O -ATOM 1503 CB GLN A 271 178.751 194.923 142.836 1.00 89.34 C -ATOM 1504 CG GLN A 271 178.632 195.177 144.320 1.00 89.34 C -ATOM 1505 CD GLN A 271 179.992 195.141 144.992 1.00 89.34 C -ATOM 1506 OE1 GLN A 271 181.014 194.964 144.329 1.00 89.34 O -ATOM 1507 NE2 GLN A 271 180.012 195.283 146.309 1.00 89.34 N -ATOM 1508 N PRO A 272 176.519 192.666 142.390 1.00 90.32 N -ATOM 1509 CA PRO A 272 175.530 191.732 142.960 1.00 90.32 C -ATOM 1510 C PRO A 272 175.625 191.662 144.477 1.00 90.32 C -ATOM 1511 O PRO A 272 176.660 191.292 145.035 1.00 90.32 O -ATOM 1512 CB PRO A 272 175.889 190.390 142.308 1.00 90.32 C -ATOM 1513 CG PRO A 272 177.284 190.552 141.826 1.00 90.32 C -ATOM 1514 CD PRO A 272 177.376 191.978 141.405 1.00 90.32 C -ATOM 1515 N ARG A 273 174.530 192.025 145.141 1.00 89.40 N -ATOM 1516 CA ARG A 273 174.443 192.046 146.590 1.00 89.40 C -ATOM 1517 C ARG A 273 173.126 191.429 147.039 1.00 89.40 C -ATOM 1518 O ARG A 273 172.138 191.385 146.294 1.00 89.40 O -ATOM 1519 CB ARG A 273 174.557 193.474 147.143 1.00 89.40 C -ATOM 1520 CG ARG A 273 175.967 194.043 147.163 1.00 89.40 C -ATOM 1521 CD ARG A 273 176.781 193.455 148.304 1.00 89.40 C -ATOM 1522 NE ARG A 273 178.108 194.052 148.395 1.00 89.40 N -ATOM 1523 CZ ARG A 273 178.514 194.824 149.394 1.00 89.40 C -ATOM 1524 NH1 ARG A 273 177.717 195.118 150.407 1.00 89.40 N1+ -ATOM 1525 NH2 ARG A 273 179.750 195.313 149.377 1.00 89.40 N -ATOM 1526 N THR A 274 173.136 190.946 148.278 1.00 80.78 N -ATOM 1527 CA THR A 274 171.943 190.479 148.967 1.00 80.78 C -ATOM 1528 C THR A 274 171.455 191.586 149.892 1.00 80.78 C -ATOM 1529 O THR A 274 172.244 192.162 150.647 1.00 80.78 O -ATOM 1530 CB THR A 274 172.236 189.206 149.763 1.00 80.78 C -ATOM 1531 OG1 THR A 274 172.871 188.244 148.911 1.00 80.78 O -ATOM 1532 CG2 THR A 274 170.955 188.609 150.322 1.00 80.78 C -ATOM 1533 N PHE A 275 170.164 191.891 149.820 1.00 75.71 N -ATOM 1534 CA PHE A 275 169.571 192.967 150.596 1.00 75.71 C -ATOM 1535 C PHE A 275 168.364 192.453 151.365 1.00 75.71 C -ATOM 1536 O PHE A 275 167.712 191.485 150.962 1.00 75.71 O -ATOM 1537 CB PHE A 275 169.150 194.141 149.701 1.00 75.71 C -ATOM 1538 CG PHE A 275 170.178 195.231 149.603 1.00 75.71 C -ATOM 1539 CD1 PHE A 275 171.422 194.982 149.043 1.00 75.71 C -ATOM 1540 CD2 PHE A 275 169.898 196.508 150.068 1.00 75.71 C -ATOM 1541 CE1 PHE A 275 172.370 195.987 148.951 1.00 75.71 C -ATOM 1542 CE2 PHE A 275 170.841 197.517 149.979 1.00 75.71 C -ATOM 1543 CZ PHE A 275 172.078 197.255 149.419 1.00 75.71 C -ATOM 1544 N LEU A 276 168.078 193.114 152.483 1.00 74.42 N -ATOM 1545 CA LEU A 276 166.904 192.840 153.311 1.00 74.42 C -ATOM 1546 C LEU A 276 166.062 194.110 153.326 1.00 74.42 C -ATOM 1547 O LEU A 276 166.380 195.067 154.034 1.00 74.42 O -ATOM 1548 CB LEU A 276 167.309 192.408 154.726 1.00 74.42 C -ATOM 1549 CG LEU A 276 166.186 191.943 155.657 1.00 74.42 C -ATOM 1550 CD1 LEU A 276 165.652 190.581 155.238 1.00 74.42 C -ATOM 1551 CD2 LEU A 276 166.659 191.921 157.101 1.00 74.42 C -ATOM 1552 N LEU A 277 165.015 194.130 152.506 1.00 69.65 N -ATOM 1553 CA LEU A 277 164.126 195.280 152.448 1.00 69.65 C -ATOM 1554 C LEU A 277 163.007 195.131 153.471 1.00 69.65 C -ATOM 1555 O LEU A 277 162.606 194.015 153.815 1.00 69.65 O -ATOM 1556 CB LEU A 277 163.541 195.420 151.044 1.00 69.65 C -ATOM 1557 CG LEU A 277 164.543 195.316 149.891 1.00 69.65 C -ATOM 1558 CD1 LEU A 277 163.831 195.365 148.552 1.00 69.65 C -ATOM 1559 CD2 LEU A 277 165.589 196.414 149.981 1.00 69.65 C -ATOM 1560 N LYS A 278 162.502 196.258 153.964 1.00 74.22 N -ATOM 1561 CA LYS A 278 161.398 196.268 154.911 1.00 74.22 C -ATOM 1562 C LYS A 278 160.225 197.029 154.310 1.00 74.22 C -ATOM 1563 O LYS A 278 160.367 198.196 153.932 1.00 74.22 O -ATOM 1564 CB LYS A 278 161.825 196.902 156.237 1.00 74.22 C -ATOM 1565 CG LYS A 278 160.677 197.340 157.130 1.00 74.22 C -ATOM 1566 CD LYS A 278 161.197 197.989 158.399 1.00 74.22 C -ATOM 1567 CE LYS A 278 160.061 198.484 159.276 1.00 74.22 C -ATOM 1568 NZ LYS A 278 160.570 199.115 160.524 1.00 74.22 N1+ -ATOM 1569 N TYR A 279 159.073 196.370 154.227 1.00 76.53 N -ATOM 1570 CA TYR A 279 157.859 196.952 153.677 1.00 76.53 C -ATOM 1571 C TYR A 279 156.915 197.296 154.818 1.00 76.53 C -ATOM 1572 O TYR A 279 156.592 196.430 155.643 1.00 76.53 O -ATOM 1573 CB TYR A 279 157.167 195.986 152.713 1.00 76.53 C -ATOM 1574 CG TYR A 279 157.961 195.629 151.477 1.00 76.53 C -ATOM 1575 CD1 TYR A 279 158.843 194.555 151.482 1.00 76.53 C -ATOM 1576 CD2 TYR A 279 157.813 196.353 150.300 1.00 76.53 C -ATOM 1577 CE1 TYR A 279 159.565 194.218 150.352 1.00 76.53 C -ATOM 1578 CE2 TYR A 279 158.532 196.024 149.165 1.00 76.53 C -ATOM 1579 CZ TYR A 279 159.405 194.956 149.198 1.00 76.53 C -ATOM 1580 OH TYR A 279 160.122 194.624 148.072 1.00 76.53 O -ATOM 1581 N ASN A 280 156.454 198.545 154.843 1.00 97.33 N -ATOM 1582 CA ASN A 280 155.502 199.008 155.841 1.00 97.33 C -ATOM 1583 C ASN A 280 154.086 198.572 155.467 1.00 97.33 C -ATOM 1584 O ASN A 280 153.876 197.721 154.599 1.00 97.33 O -ATOM 1585 CB ASN A 280 155.599 200.525 156.010 1.00 97.33 C -ATOM 1586 CG ASN A 280 155.684 201.269 154.684 1.00 97.33 C -ATOM 1587 OD1 ASN A 280 155.100 200.861 153.680 1.00 97.33 O -ATOM 1588 ND2 ASN A 280 156.423 202.372 154.679 1.00 97.33 N -ATOM 1589 N GLU A 281 153.093 199.166 156.134 1.00114.97 N -ATOM 1590 CA GLU A 281 151.705 198.774 155.901 1.00114.97 C -ATOM 1591 C GLU A 281 151.206 199.238 154.535 1.00114.97 C -ATOM 1592 O GLU A 281 150.244 198.679 153.997 1.00114.97 O -ATOM 1593 CB GLU A 281 150.810 199.311 157.022 1.00114.97 C -ATOM 1594 CG GLU A 281 150.578 200.821 157.017 1.00114.97 C -ATOM 1595 CD GLU A 281 151.655 201.607 157.751 1.00114.97 C -ATOM 1596 OE1 GLU A 281 152.738 201.050 158.033 1.00114.97 O -ATOM 1597 OE2 GLU A 281 151.414 202.795 158.048 1.00114.97 O1- -ATOM 1598 N ASN A 282 151.843 200.256 153.959 1.00124.26 N -ATOM 1599 CA ASN A 282 151.437 200.770 152.658 1.00124.26 C -ATOM 1600 C ASN A 282 152.319 200.286 151.513 1.00124.26 C -ATOM 1601 O ASN A 282 152.122 200.728 150.376 1.00124.26 O -ATOM 1602 CB ASN A 282 151.404 202.298 152.699 1.00124.26 C -ATOM 1603 CG ASN A 282 150.451 202.822 153.755 1.00124.26 C -ATOM 1604 OD1 ASN A 282 149.400 202.230 153.999 1.00124.26 O -ATOM 1605 ND2 ASN A 282 150.812 203.929 154.389 1.00124.26 N -ATOM 1606 N GLY A 283 153.277 199.399 151.774 1.00 98.56 N -ATOM 1607 CA GLY A 283 154.098 198.825 150.728 1.00 98.56 C -ATOM 1608 C GLY A 283 155.360 199.588 150.392 1.00 98.56 C -ATOM 1609 O GLY A 283 156.142 199.118 149.555 1.00 98.56 O -ATOM 1610 N THR A 284 155.589 200.740 151.013 1.00 90.43 N -ATOM 1611 CA THR A 284 156.790 201.517 150.747 1.00 90.43 C -ATOM 1612 C THR A 284 157.985 200.895 151.467 1.00 90.43 C -ATOM 1613 O THR A 284 157.877 200.436 152.607 1.00 90.43 O -ATOM 1614 CB THR A 284 156.581 202.967 151.199 1.00 90.43 C -ATOM 1615 OG1 THR A 284 155.355 203.462 150.647 1.00 90.43 O -ATOM 1616 CG2 THR A 284 157.717 203.869 150.730 1.00 90.43 C -ATOM 1617 N ILE A 285 159.132 200.867 150.787 1.00 79.83 N -ATOM 1618 CA ILE A 285 160.351 200.338 151.389 1.00 79.83 C -ATOM 1619 C ILE A 285 160.869 201.356 152.396 1.00 79.83 C -ATOM 1620 O ILE A 285 161.505 202.351 152.030 1.00 79.83 O -ATOM 1621 CB ILE A 285 161.412 200.005 150.323 1.00 79.83 C -ATOM 1622 CG1 ILE A 285 160.847 199.007 149.311 1.00 79.83 C -ATOM 1623 CG2 ILE A 285 162.669 199.443 150.975 1.00 79.83 C -ATOM 1624 CD1 ILE A 285 161.838 198.570 148.255 1.00 79.83 C -ATOM 1625 N THR A 286 160.574 201.117 153.677 1.00 82.91 N -ATOM 1626 CA THR A 286 160.924 202.075 154.721 1.00 82.91 C -ATOM 1627 C THR A 286 162.411 202.007 155.060 1.00 82.91 C -ATOM 1628 O THR A 286 163.053 203.043 155.277 1.00 82.91 O -ATOM 1629 CB THR A 286 160.056 201.818 155.957 1.00 82.91 C -ATOM 1630 OG1 THR A 286 158.676 201.970 155.602 1.00 82.91 O -ATOM 1631 CG2 THR A 286 160.370 202.801 157.081 1.00 82.91 C -ATOM 1632 N ASP A 287 162.983 200.805 155.079 1.00 84.88 N -ATOM 1633 CA ASP A 287 164.376 200.632 155.469 1.00 84.88 C -ATOM 1634 C ASP A 287 164.957 199.424 154.745 1.00 84.88 C -ATOM 1635 O ASP A 287 164.228 198.583 154.211 1.00 84.88 O -ATOM 1636 CB ASP A 287 164.511 200.475 156.988 1.00 84.88 C -ATOM 1637 CG ASP A 287 165.851 200.957 157.506 1.00 84.88 C -ATOM 1638 OD1 ASP A 287 166.594 201.596 156.733 1.00 84.88 O -ATOM 1639 OD2 ASP A 287 166.162 200.697 158.688 1.00 84.88 O1- -ATOM 1640 N ALA A 288 166.287 199.353 154.721 1.00 78.83 N -ATOM 1641 CA ALA A 288 166.984 198.262 154.058 1.00 78.83 C -ATOM 1642 C ALA A 288 168.263 197.932 154.816 1.00 78.83 C -ATOM 1643 O ALA A 288 168.826 198.771 155.523 1.00 78.83 O -ATOM 1644 CB ALA A 288 167.309 198.603 152.599 1.00 78.83 C -ATOM 1645 N VAL A 289 168.713 196.690 154.656 1.00 79.42 N -ATOM 1646 CA VAL A 289 169.930 196.193 155.294 1.00 79.42 C -ATOM 1647 C VAL A 289 170.798 195.544 154.224 1.00 79.42 C -ATOM 1648 O VAL A 289 170.335 194.652 153.501 1.00 79.42 O -ATOM 1649 CB VAL A 289 169.618 195.197 156.427 1.00 79.42 C -ATOM 1650 CG1 VAL A 289 170.851 194.391 156.807 1.00 79.42 C -ATOM 1651 CG2 VAL A 289 169.088 195.929 157.644 1.00 79.42 C -ATOM 1652 N ASP A 290 172.048 195.995 154.118 1.00 88.88 N -ATOM 1653 CA ASP A 290 173.014 195.429 153.183 1.00 88.88 C -ATOM 1654 C ASP A 290 173.729 194.269 153.868 1.00 88.88 C -ATOM 1655 O ASP A 290 174.438 194.471 154.858 1.00 88.88 O -ATOM 1656 CB ASP A 290 174.007 196.503 152.735 1.00 88.88 C -ATOM 1657 CG ASP A 290 174.857 196.071 151.551 1.00 88.88 C -ATOM 1658 OD1 ASP A 290 174.646 194.963 151.014 1.00 88.88 O -ATOM 1659 OD2 ASP A 290 175.742 196.855 151.148 1.00 88.88 O1- -ATOM 1660 N CYS A 291 173.564 193.061 153.323 1.00 94.34 N -ATOM 1661 CA CYS A 291 173.988 191.843 154.006 1.00 94.34 C -ATOM 1662 C CYS A 291 175.498 191.628 154.003 1.00 94.34 C -ATOM 1663 O CYS A 291 175.971 190.728 154.706 1.00 94.34 O -ATOM 1664 CB CYS A 291 173.311 190.625 153.373 1.00 94.34 C -ATOM 1665 SG CYS A 291 171.516 190.554 153.577 1.00 94.34 S -ATOM 1666 N ALA A 292 176.264 192.409 153.244 1.00 99.04 N -ATOM 1667 CA ALA A 292 177.703 192.200 153.127 1.00 99.04 C -ATOM 1668 C ALA A 292 178.497 193.432 153.549 1.00 99.04 C -ATOM 1669 O ALA A 292 179.624 193.636 153.092 1.00 99.04 O -ATOM 1670 CB ALA A 292 178.074 191.788 151.703 1.00 99.04 C -ATOM 1671 N LEU A 293 177.929 194.260 154.423 1.00102.04 N -ATOM 1672 CA LEU A 293 178.605 195.481 154.845 1.00102.04 C -ATOM 1673 C LEU A 293 179.453 195.269 156.096 1.00102.04 C -ATOM 1674 O LEU A 293 180.644 195.593 156.102 1.00102.04 O -ATOM 1675 CB LEU A 293 177.578 196.591 155.084 1.00102.04 C -ATOM 1676 CG LEU A 293 178.155 197.930 155.536 1.00102.04 C -ATOM 1677 CD1 LEU A 293 179.065 198.500 154.463 1.00102.04 C -ATOM 1678 CD2 LEU A 293 177.039 198.903 155.869 1.00102.04 C -ATOM 1679 N ASP A 294 178.859 194.725 157.154 1.00106.02 N -ATOM 1680 CA ASP A 294 179.561 194.452 158.400 1.00106.02 C -ATOM 1681 C ASP A 294 178.922 193.228 159.058 1.00106.02 C -ATOM 1682 O ASP A 294 177.821 192.819 158.660 1.00106.02 O -ATOM 1683 CB ASP A 294 179.577 195.701 159.322 1.00106.02 C -ATOM 1684 CG ASP A 294 178.192 196.178 159.763 1.00106.02 C -ATOM 1685 OD1 ASP A 294 177.159 195.622 159.358 1.00106.02 O -ATOM 1686 OD2 ASP A 294 178.140 197.141 160.556 1.00106.02 O1- -ATOM 1687 N PRO A 295 179.616 192.580 160.012 1.00 98.53 N -ATOM 1688 CA PRO A 295 179.016 191.417 160.698 1.00 98.53 C -ATOM 1689 C PRO A 295 177.719 191.700 161.443 1.00 98.53 C -ATOM 1690 O PRO A 295 176.922 190.772 161.615 1.00 98.53 O -ATOM 1691 CB PRO A 295 180.124 190.982 161.663 1.00 98.53 C -ATOM 1692 CG PRO A 295 181.364 191.331 160.962 1.00 98.53 C -ATOM 1693 CD PRO A 295 181.082 192.600 160.202 1.00 98.53 C -ATOM 1694 N LEU A 296 177.482 192.940 161.884 1.00 94.22 N -ATOM 1695 CA LEU A 296 176.194 193.280 162.486 1.00 94.22 C -ATOM 1696 C LEU A 296 175.054 193.141 161.483 1.00 94.22 C -ATOM 1697 O LEU A 296 174.012 192.548 161.790 1.00 94.22 O -ATOM 1698 CB LEU A 296 176.239 194.699 163.053 1.00 94.22 C -ATOM 1699 CG LEU A 296 174.943 195.214 163.684 1.00 94.22 C -ATOM 1700 CD1 LEU A 296 174.510 194.323 164.837 1.00 94.22 C -ATOM 1701 CD2 LEU A 296 175.102 196.655 164.144 1.00 94.22 C -ATOM 1702 N SER A 297 175.246 193.642 160.261 1.00 95.54 N -ATOM 1703 CA SER A 297 174.208 193.493 159.247 1.00 95.54 C -ATOM 1704 C SER A 297 174.157 192.078 158.689 1.00 95.54 C -ATOM 1705 O SER A 297 173.097 191.645 158.226 1.00 95.54 O -ATOM 1706 CB SER A 297 174.416 194.499 158.119 1.00 95.54 C -ATOM 1707 OG SER A 297 174.567 195.808 158.639 1.00 95.54 O -ATOM 1708 N GLU A 298 175.275 191.347 158.726 1.00 94.84 N -ATOM 1709 CA GLU A 298 175.233 189.926 158.387 1.00 94.84 C -ATOM 1710 C GLU A 298 174.398 189.142 159.397 1.00 94.84 C -ATOM 1711 O GLU A 298 173.621 188.258 159.015 1.00 94.84 O -ATOM 1712 CB GLU A 298 176.651 189.361 158.298 1.00 94.84 C -ATOM 1713 CG GLU A 298 176.710 187.884 157.940 1.00 94.84 C -ATOM 1714 CD GLU A 298 178.017 187.493 157.283 1.00 94.84 C -ATOM 1715 OE1 GLU A 298 178.458 188.214 156.365 1.00 94.84 O -ATOM 1716 OE2 GLU A 298 178.603 186.465 157.683 1.00 94.84 O1- -ATOM 1717 N THR A 299 174.531 189.470 160.686 1.00 87.46 N -ATOM 1718 CA THR A 299 173.682 188.877 161.717 1.00 87.46 C -ATOM 1719 C THR A 299 172.224 189.283 161.528 1.00 87.46 C -ATOM 1720 O THR A 299 171.314 188.469 161.728 1.00 87.46 O -ATOM 1721 CB THR A 299 174.184 189.292 163.103 1.00 87.46 C -ATOM 1722 OG1 THR A 299 175.572 188.964 163.225 1.00 87.46 O -ATOM 1723 CG2 THR A 299 173.416 188.577 164.207 1.00 87.46 C -ATOM 1724 N LYS A 300 171.990 190.540 161.132 1.00 85.23 N -ATOM 1725 CA LYS A 300 170.634 191.012 160.856 1.00 85.23 C -ATOM 1726 C LYS A 300 170.001 190.257 159.690 1.00 85.23 C -ATOM 1727 O LYS A 300 168.808 189.935 159.724 1.00 85.23 O -ATOM 1728 CB LYS A 300 170.657 192.512 160.563 1.00 85.23 C -ATOM 1729 CG LYS A 300 170.761 193.394 161.791 1.00 85.23 C -ATOM 1730 CD LYS A 300 170.868 194.857 161.396 1.00 85.23 C -ATOM 1731 CE LYS A 300 171.135 195.741 162.602 1.00 85.23 C -ATOM 1732 NZ LYS A 300 171.137 197.184 162.236 1.00 85.23 N1+ -ATOM 1733 N CYS A 301 170.787 189.970 158.650 1.00 91.22 N -ATOM 1734 CA CYS A 301 170.278 189.195 157.523 1.00 91.22 C -ATOM 1735 C CYS A 301 170.084 187.727 157.882 1.00 91.22 C -ATOM 1736 O CYS A 301 169.162 187.085 157.366 1.00 91.22 O -ATOM 1737 CB CYS A 301 171.220 189.323 156.327 1.00 91.22 C -ATOM 1738 SG CYS A 301 171.216 190.948 155.545 1.00 91.22 S -ATOM 1739 N THR A 302 170.946 187.176 158.742 1.00 88.47 N -ATOM 1740 CA THR A 302 170.812 185.774 159.132 1.00 88.47 C -ATOM 1741 C THR A 302 169.593 185.558 160.022 1.00 88.47 C -ATOM 1742 O THR A 302 168.861 184.576 159.854 1.00 88.47 O -ATOM 1743 CB THR A 302 172.085 185.302 159.835 1.00 88.47 C -ATOM 1744 OG1 THR A 302 173.227 185.682 159.059 1.00 88.47 O -ATOM 1745 CG2 THR A 302 172.079 183.790 159.997 1.00 88.47 C -ATOM 1746 N LEU A 303 169.348 186.470 160.963 1.00 81.90 N -ATOM 1747 CA LEU A 303 168.161 186.384 161.805 1.00 81.90 C -ATOM 1748 C LEU A 303 166.902 186.888 161.114 1.00 81.90 C -ATOM 1749 O LEU A 303 165.812 186.701 161.669 1.00 81.90 O -ATOM 1750 CB LEU A 303 168.367 187.167 163.104 1.00 81.90 C -ATOM 1751 CG LEU A 303 169.554 186.794 163.990 1.00 81.90 C -ATOM 1752 CD1 LEU A 303 169.519 187.603 165.275 1.00 81.90 C -ATOM 1753 CD2 LEU A 303 169.557 185.306 164.289 1.00 81.90 C -ATOM 1754 N LYS A 304 167.041 187.507 159.931 1.00 83.12 N -ATOM 1755 CA LYS A 304 165.944 188.122 159.170 1.00 83.12 C -ATOM 1756 C LYS A 304 165.182 189.146 160.009 1.00 83.12 C -ATOM 1757 O LYS A 304 163.951 189.196 160.003 1.00 83.12 O -ATOM 1758 CB LYS A 304 164.992 187.067 158.596 1.00 83.12 C -ATOM 1759 CG LYS A 304 165.641 186.096 157.624 1.00 83.12 C -ATOM 1760 CD LYS A 304 165.967 186.771 156.303 1.00 83.12 C -ATOM 1761 CE LYS A 304 166.422 185.759 155.264 1.00 83.12 C -ATOM 1762 NZ LYS A 304 167.706 185.109 155.640 1.00 83.12 N1+ -ATOM 1763 N SER A 305 165.927 189.965 160.747 1.00 78.13 N -ATOM 1764 CA SER A 305 165.340 190.961 161.628 1.00 78.13 C -ATOM 1765 C SER A 305 166.223 192.199 161.650 1.00 78.13 C -ATOM 1766 O SER A 305 167.419 192.141 161.353 1.00 78.13 O -ATOM 1767 CB SER A 305 165.154 190.418 163.051 1.00 78.13 C -ATOM 1768 OG SER A 305 164.735 191.441 163.936 1.00 78.13 O -ATOM 1769 N PHE A 306 165.613 193.327 162.009 1.00 82.17 N -ATOM 1770 CA PHE A 306 166.333 194.591 162.094 1.00 82.17 C -ATOM 1771 C PHE A 306 166.908 194.850 163.478 1.00 82.17 C -ATOM 1772 O PHE A 306 167.920 195.549 163.599 1.00 82.17 O -ATOM 1773 CB PHE A 306 165.412 195.748 161.699 1.00 82.17 C -ATOM 1774 CG PHE A 306 165.393 196.030 160.227 1.00 82.17 C -ATOM 1775 CD1 PHE A 306 164.842 195.119 159.338 1.00 82.17 C -ATOM 1776 CD2 PHE A 306 165.927 197.207 159.730 1.00 82.17 C -ATOM 1777 CE1 PHE A 306 164.825 195.377 157.980 1.00 82.17 C -ATOM 1778 CE2 PHE A 306 165.912 197.472 158.375 1.00 82.17 C -ATOM 1779 CZ PHE A 306 165.362 196.555 157.499 1.00 82.17 C -ATOM 1780 N THR A 307 166.290 194.304 164.520 1.00 90.75 N -ATOM 1781 CA THR A 307 166.754 194.461 165.892 1.00 90.75 C -ATOM 1782 C THR A 307 167.325 193.130 166.361 1.00 90.75 C -ATOM 1783 O THR A 307 166.635 192.106 166.317 1.00 90.75 O -ATOM 1784 CB THR A 307 165.617 194.918 166.806 1.00 90.75 C -ATOM 1785 OG1 THR A 307 165.173 196.219 166.402 1.00 90.75 O -ATOM 1786 CG2 THR A 307 166.081 194.976 168.254 1.00 90.75 C -ATOM 1787 N VAL A 308 168.577 193.149 166.808 1.00 84.51 N -ATOM 1788 CA VAL A 308 169.292 191.948 167.221 1.00 84.51 C -ATOM 1789 C VAL A 308 169.575 192.059 168.713 1.00 84.51 C -ATOM 1790 O VAL A 308 170.202 193.026 169.164 1.00 84.51 O -ATOM 1791 CB VAL A 308 170.587 191.762 166.415 1.00 84.51 C -ATOM 1792 CG1 VAL A 308 171.475 190.711 167.049 1.00 84.51 C -ATOM 1793 CG2 VAL A 308 170.263 191.386 164.980 1.00 84.51 C -ATOM 1794 N GLU A 309 169.113 191.072 169.478 1.00 79.04 N -ATOM 1795 CA GLU A 309 169.330 191.051 170.915 1.00 79.04 C -ATOM 1796 C GLU A 309 170.763 190.629 171.232 1.00 79.04 C -ATOM 1797 O GLU A 309 171.541 190.251 170.353 1.00 79.04 O -ATOM 1798 CB GLU A 309 168.335 190.112 171.595 1.00 79.04 C -ATOM 1799 CG GLU A 309 166.883 190.547 171.476 1.00 79.04 C -ATOM 1800 CD GLU A 309 166.587 191.825 172.237 1.00 79.04 C -ATOM 1801 OE1 GLU A 309 167.202 192.045 173.302 1.00 79.04 O -ATOM 1802 OE2 GLU A 309 165.736 192.611 171.770 1.00 79.04 O1- -ATOM 1803 N LYS A 310 171.111 190.702 172.514 1.00 64.99 N -ATOM 1804 CA LYS A 310 172.470 190.405 172.938 1.00 64.99 C -ATOM 1805 C LYS A 310 172.743 188.903 172.882 1.00 64.99 C -ATOM 1806 O LYS A 310 171.829 188.073 172.885 1.00 64.99 O -ATOM 1807 CB LYS A 310 172.721 190.945 174.348 1.00 64.99 C -ATOM 1808 CG LYS A 310 172.418 189.973 175.480 1.00 64.99 C -ATOM 1809 CD LYS A 310 172.740 190.586 176.833 1.00 64.99 C -ATOM 1810 CE LYS A 310 174.203 190.983 176.925 1.00 64.99 C -ATOM 1811 NZ LYS A 310 174.543 191.515 178.271 1.00 64.99 N1+ -ATOM 1812 N GLY A 311 174.029 188.561 172.801 1.00 57.87 N -ATOM 1813 CA GLY A 311 174.462 187.185 172.828 1.00 57.87 C -ATOM 1814 C GLY A 311 175.417 186.885 171.696 1.00 57.87 C -ATOM 1815 O GLY A 311 175.955 187.792 171.047 1.00 57.87 O -ATOM 1816 N ILE A 312 175.625 185.591 171.469 1.00 52.67 N -ATOM 1817 CA ILE A 312 176.481 185.085 170.404 1.00 52.67 C -ATOM 1818 C ILE A 312 175.604 184.393 169.366 1.00 52.67 C -ATOM 1819 O ILE A 312 174.662 183.667 169.710 1.00 52.67 O -ATOM 1820 CB ILE A 312 177.580 184.154 170.970 1.00 52.67 C -ATOM 1821 CG1 ILE A 312 178.517 183.644 169.870 1.00 52.67 C -ATOM 1822 CG2 ILE A 312 177.004 183.021 171.825 1.00 52.67 C -ATOM 1823 CD1 ILE A 312 179.741 182.939 170.404 1.00 52.67 C -ATOM 1824 N TYR A 313 175.879 184.666 168.094 1.00 54.27 N -ATOM 1825 CA TYR A 313 175.079 184.154 166.992 1.00 54.27 C -ATOM 1826 C TYR A 313 175.978 183.485 165.964 1.00 54.27 C -ATOM 1827 O TYR A 313 177.149 183.838 165.818 1.00 54.27 O -ATOM 1828 CB TYR A 313 174.279 185.270 166.314 1.00 54.27 C -ATOM 1829 CG TYR A 313 173.279 185.938 167.222 1.00 54.27 C -ATOM 1830 CD1 TYR A 313 172.013 185.399 167.407 1.00 54.27 C -ATOM 1831 CD2 TYR A 313 173.602 187.107 167.897 1.00 54.27 C -ATOM 1832 CE1 TYR A 313 171.094 186.008 168.239 1.00 54.27 C -ATOM 1833 CE2 TYR A 313 172.693 187.722 168.731 1.00 54.27 C -ATOM 1834 CZ TYR A 313 171.440 187.170 168.898 1.00 54.27 C -ATOM 1835 OH TYR A 313 170.530 187.781 169.728 1.00 54.27 O -ATOM 1836 N GLN A 314 175.410 182.521 165.247 1.00 72.71 N -ATOM 1837 CA GLN A 314 176.103 181.833 164.168 1.00 72.71 C -ATOM 1838 C GLN A 314 175.627 182.398 162.837 1.00 72.71 C -ATOM 1839 O GLN A 314 174.420 182.506 162.599 1.00 72.71 O -ATOM 1840 CB GLN A 314 175.856 180.326 164.233 1.00 72.71 C -ATOM 1841 CG GLN A 314 176.875 179.495 163.473 1.00 72.71 C -ATOM 1842 CD GLN A 314 176.834 178.029 163.858 1.00 72.71 C -ATOM 1843 OE1 GLN A 314 176.911 177.682 165.036 1.00 72.71 O -ATOM 1844 NE2 GLN A 314 176.710 177.159 162.862 1.00 72.71 N -ATOM 1845 N THR A 315 176.574 182.751 161.977 1.00 82.30 N -ATOM 1846 CA THR A 315 176.312 183.457 160.730 1.00 82.30 C -ATOM 1847 C THR A 315 176.884 182.653 159.565 1.00 82.30 C -ATOM 1848 O THR A 315 177.211 181.470 159.703 1.00 82.30 O -ATOM 1849 CB THR A 315 176.899 184.870 160.769 1.00 82.30 C -ATOM 1850 OG1 THR A 315 178.288 184.801 161.114 1.00 82.30 O -ATOM 1851 CG2 THR A 315 176.169 185.736 161.786 1.00 82.30 C -ATOM 1852 N SER A 316 176.958 183.300 158.400 1.00100.38 N -ATOM 1853 CA SER A 316 177.556 182.689 157.218 1.00100.38 C -ATOM 1854 C SER A 316 179.033 182.403 157.458 1.00100.38 C -ATOM 1855 O SER A 316 179.813 183.314 157.752 1.00100.38 O -ATOM 1856 CB SER A 316 177.379 183.604 156.007 1.00100.38 C -ATOM 1857 OG SER A 316 177.910 183.009 154.835 1.00100.38 O -ATOM 1858 N ASN A 317 179.402 181.132 157.339 1.00106.44 N -ATOM 1859 CA ASN A 317 180.745 180.686 157.681 1.00106.44 C -ATOM 1860 C ASN A 317 181.759 181.167 156.650 1.00106.44 C -ATOM 1861 O ASN A 317 181.501 181.138 155.444 1.00106.44 O -ATOM 1862 CB ASN A 317 180.764 179.163 157.784 1.00106.44 C -ATOM 1863 CG ASN A 317 179.933 178.652 158.944 1.00106.44 C -ATOM 1864 OD1 ASN A 317 179.515 179.422 159.808 1.00106.44 O -ATOM 1865 ND2 ASN A 317 179.699 177.346 158.976 1.00106.44 N -ATOM 1866 N PHE A 318 182.919 181.621 157.131 1.00120.72 N -ATOM 1867 CA PHE A 318 183.931 182.167 156.236 1.00120.72 C -ATOM 1868 C PHE A 318 184.624 181.054 155.461 1.00120.72 C -ATOM 1869 O PHE A 318 184.857 179.962 155.987 1.00120.72 O -ATOM 1870 CB PHE A 318 184.952 183.034 156.998 1.00120.72 C -ATOM 1871 CG PHE A 318 185.946 182.268 157.859 1.00120.72 C -ATOM 1872 CD1 PHE A 318 185.661 181.997 159.186 1.00120.72 C -ATOM 1873 CD2 PHE A 318 187.187 181.880 157.362 1.00120.72 C -ATOM 1874 CE1 PHE A 318 186.564 181.321 159.988 1.00120.72 C -ATOM 1875 CE2 PHE A 318 188.092 181.199 158.157 1.00120.72 C -ATOM 1876 CZ PHE A 318 187.779 180.922 159.471 1.00120.72 C -ATOM 1877 N ARG A 319 184.932 181.345 154.196 1.00133.74 N -ATOM 1878 CA ARG A 319 185.676 180.461 153.309 1.00133.74 C -ATOM 1879 C ARG A 319 186.677 181.297 152.523 1.00133.74 C -ATOM 1880 O ARG A 319 186.505 182.506 152.356 1.00133.74 O -ATOM 1881 CB ARG A 319 184.763 179.723 152.317 1.00133.74 C -ATOM 1882 CG ARG A 319 183.704 178.819 152.923 1.00133.74 C -ATOM 1883 CD ARG A 319 182.750 178.334 151.840 1.00133.74 C -ATOM 1884 NE ARG A 319 181.624 177.584 152.381 1.00133.74 N -ATOM 1885 CZ ARG A 319 180.484 178.128 152.786 1.00133.74 C -ATOM 1886 NH1 ARG A 319 180.280 179.433 152.722 1.00133.74 N1+ -ATOM 1887 NH2 ARG A 319 179.525 177.342 153.266 1.00133.74 N -ATOM 1888 N VAL A 320 187.723 180.642 152.028 1.00150.11 N -ATOM 1889 CA VAL A 320 188.650 181.269 151.091 1.00150.11 C -ATOM 1890 C VAL A 320 188.164 180.973 149.677 1.00150.11 C -ATOM 1891 O VAL A 320 188.083 179.809 149.270 1.00150.11 O -ATOM 1892 CB VAL A 320 190.088 180.769 151.297 1.00150.11 C -ATOM 1893 CG1 VAL A 320 190.984 181.269 150.177 1.00150.11 C -ATOM 1894 CG2 VAL A 320 190.628 181.238 152.631 1.00150.11 C -ATOM 1895 N GLN A 321 187.830 182.020 148.932 1.00156.51 N -ATOM 1896 CA GLN A 321 187.362 181.833 147.568 1.00156.51 C -ATOM 1897 C GLN A 321 188.543 181.582 146.630 1.00156.51 C -ATOM 1898 O GLN A 321 189.675 181.967 146.939 1.00156.51 O -ATOM 1899 CB GLN A 321 186.570 183.055 147.112 1.00156.51 C -ATOM 1900 CG GLN A 321 185.124 183.062 147.589 1.00156.51 C -ATOM 1901 CD GLN A 321 184.201 182.284 146.683 1.00156.51 C -ATOM 1902 OE1 GLN A 321 184.029 181.076 146.840 1.00156.51 O -ATOM 1903 NE2 GLN A 321 183.593 182.976 145.728 1.00156.51 N -ATOM 1904 N PRO A 322 188.313 180.907 145.497 1.00164.10 N -ATOM 1905 CA PRO A 322 189.410 180.657 144.555 1.00164.10 C -ATOM 1906 C PRO A 322 189.953 181.925 143.916 1.00164.10 C -ATOM 1907 O PRO A 322 189.236 182.903 143.692 1.00164.10 O -ATOM 1908 CB PRO A 322 188.769 179.743 143.504 1.00164.10 C -ATOM 1909 CG PRO A 322 187.313 179.983 143.619 1.00164.10 C -ATOM 1910 CD PRO A 322 187.086 180.204 145.075 1.00164.10 C -ATOM 1911 N THR A 323 191.253 181.889 143.625 1.00164.10 N -ATOM 1912 CA THR A 323 191.964 183.020 143.040 1.00164.10 C -ATOM 1913 C THR A 323 191.924 182.975 141.515 1.00164.10 C -ATOM 1914 O THR A 323 191.451 183.915 140.870 1.00164.10 O -ATOM 1915 CB THR A 323 193.414 183.038 143.539 1.00164.10 C -ATOM 1916 OG1 THR A 323 193.434 182.909 144.966 1.00164.10 O -ATOM 1917 CG2 THR A 323 194.102 184.335 143.143 1.00164.10 C -ATOM 1918 N GLU A 324 192.415 181.888 140.930 1.00166.38 N -ATOM 1919 CA GLU A 324 192.505 181.727 139.486 1.00166.38 C -ATOM 1920 C GLU A 324 191.709 180.497 139.047 1.00166.38 C -ATOM 1921 O GLU A 324 191.022 179.852 139.843 1.00166.38 O -ATOM 1922 CB GLU A 324 193.968 181.621 139.052 1.00166.38 C -ATOM 1923 CG GLU A 324 194.778 182.888 139.249 1.00166.38 C -ATOM 1924 CD GLU A 324 196.223 182.721 138.822 1.00166.38 C -ATOM 1925 OE1 GLU A 324 196.617 181.583 138.492 1.00166.38 O -ATOM 1926 OE2 GLU A 324 196.963 183.727 138.813 1.00166.38 O1- -ATOM 1927 N SER A 325 191.810 180.181 137.757 1.00159.16 N -ATOM 1928 CA SER A 325 191.269 178.950 137.193 1.00159.16 C -ATOM 1929 C SER A 325 192.396 178.236 136.466 1.00159.16 C -ATOM 1930 O SER A 325 193.002 178.801 135.550 1.00159.16 O -ATOM 1931 CB SER A 325 190.103 179.235 136.243 1.00159.16 C -ATOM 1932 OG SER A 325 190.552 179.889 135.069 1.00159.16 O -ATOM 1933 N ILE A 326 192.676 177.001 136.872 1.00161.74 N -ATOM 1934 CA ILE A 326 193.799 176.225 136.360 1.00161.74 C -ATOM 1935 C ILE A 326 193.247 174.950 135.740 1.00161.74 C -ATOM 1936 O ILE A 326 192.561 174.173 136.414 1.00161.74 O -ATOM 1937 CB ILE A 326 194.813 175.898 137.469 1.00161.74 C -ATOM 1938 CG1 ILE A 326 195.423 177.182 138.039 1.00161.74 C -ATOM 1939 CG2 ILE A 326 195.899 174.970 136.949 1.00161.74 C -ATOM 1940 CD1 ILE A 326 196.008 178.109 136.994 1.00161.74 C -ATOM 1941 N VAL A 327 193.554 174.730 134.466 1.00160.75 N -ATOM 1942 CA VAL A 327 193.150 173.529 133.746 1.00160.75 C -ATOM 1943 C VAL A 327 194.406 172.737 133.420 1.00160.75 C -ATOM 1944 O VAL A 327 195.348 173.278 132.831 1.00160.75 O -ATOM 1945 CB VAL A 327 192.366 173.874 132.468 1.00160.75 C -ATOM 1946 CG1 VAL A 327 192.024 172.611 131.692 1.00160.75 C -ATOM 1947 CG2 VAL A 327 191.108 174.655 132.811 1.00160.75 C -ATOM 1948 N ARG A 328 194.427 171.463 133.810 1.00165.22 N -ATOM 1949 CA ARG A 328 195.572 170.590 133.570 1.00165.22 C -ATOM 1950 C ARG A 328 195.118 169.401 132.733 1.00165.22 C -ATOM 1951 O ARG A 328 194.329 168.572 133.198 1.00165.22 O -ATOM 1952 CB ARG A 328 196.200 170.123 134.882 1.00165.22 C -ATOM 1953 CG ARG A 328 196.856 171.222 135.710 1.00165.22 C -ATOM 1954 CD ARG A 328 197.705 172.179 134.872 1.00165.22 C -ATOM 1955 NE ARG A 328 198.799 171.522 134.163 1.00165.22 N -ATOM 1956 CZ ARG A 328 199.945 171.149 134.716 1.00165.22 C -ATOM 1957 NH1 ARG A 328 200.181 171.317 136.006 1.00165.22 N1+ -ATOM 1958 NH2 ARG A 328 200.880 170.587 133.956 1.00165.22 N -ATOM 1959 N PHE A 329 195.631 169.317 131.508 1.00176.23 N -ATOM 1960 CA PHE A 329 195.366 168.259 130.549 1.00176.23 C -ATOM 1961 C PHE A 329 196.680 167.638 130.088 1.00176.23 C -ATOM 1962 O PHE A 329 197.725 168.293 130.144 1.00176.23 O -ATOM 1963 CB PHE A 329 194.606 168.802 129.331 1.00176.23 C -ATOM 1964 CG PHE A 329 193.130 168.971 129.554 1.00176.23 C -ATOM 1965 CD1 PHE A 329 192.485 168.315 130.590 1.00176.23 C -ATOM 1966 CD2 PHE A 329 192.386 169.786 128.718 1.00176.23 C -ATOM 1967 CE1 PHE A 329 191.125 168.474 130.789 1.00176.23 C -ATOM 1968 CE2 PHE A 329 191.027 169.947 128.910 1.00176.23 C -ATOM 1969 CZ PHE A 329 190.396 169.291 129.947 1.00176.23 C -ATOM 1970 N PRO A 330 196.670 166.373 129.660 1.00191.71 N -ATOM 1971 CA PRO A 330 197.859 165.816 129.005 1.00191.71 C -ATOM 1972 C PRO A 330 198.134 166.511 127.681 1.00191.71 C -ATOM 1973 O PRO A 330 197.220 166.927 126.966 1.00191.71 O -ATOM 1974 CB PRO A 330 197.495 164.340 128.797 1.00191.71 C -ATOM 1975 CG PRO A 330 196.003 164.304 128.848 1.00191.71 C -ATOM 1976 CD PRO A 330 195.627 165.350 129.851 1.00191.71 C -ATOM 1977 N ASN A 331 199.419 166.633 127.359 1.00212.19 N -ATOM 1978 CA ASN A 331 199.856 167.427 126.211 1.00212.19 C -ATOM 1979 C ASN A 331 199.911 166.601 124.927 1.00212.19 C -ATOM 1980 O ASN A 331 200.924 166.562 124.230 1.00212.19 O -ATOM 1981 CB ASN A 331 201.208 168.064 126.511 1.00212.19 C -ATOM 1982 CG ASN A 331 202.237 167.056 126.989 1.00212.19 C -ATOM 1983 OD1 ASN A 331 201.891 165.993 127.506 1.00212.19 O -ATOM 1984 ND2 ASN A 331 203.511 167.383 126.808 1.00212.19 N -ATOM 1985 N ILE A 332 198.806 165.944 124.590 1.00196.79 N -ATOM 1986 CA ILE A 332 198.742 165.175 123.354 1.00196.79 C -ATOM 1987 C ILE A 332 198.541 166.132 122.184 1.00196.79 C -ATOM 1988 O ILE A 332 198.011 167.241 122.336 1.00196.79 O -ATOM 1989 CB ILE A 332 197.640 164.093 123.440 1.00196.79 C -ATOM 1990 CG1 ILE A 332 197.963 162.913 122.518 1.00196.79 C -ATOM 1991 CG2 ILE A 332 196.250 164.654 123.155 1.00196.79 C -ATOM 1992 CD1 ILE A 332 199.284 162.241 122.825 1.00196.79 C -ATOM 1993 N THR A 333 199.033 165.732 121.008 1.00199.42 N -ATOM 1994 CA THR A 333 199.026 166.596 119.835 1.00199.42 C -ATOM 1995 C THR A 333 198.382 165.977 118.604 1.00199.42 C -ATOM 1996 O THR A 333 198.159 166.700 117.626 1.00199.42 O -ATOM 1997 CB THR A 333 200.458 167.024 119.466 1.00199.42 C -ATOM 1998 OG1 THR A 333 201.289 165.863 119.338 1.00199.42 O -ATOM 1999 CG2 THR A 333 201.043 167.960 120.517 1.00199.42 C -ATOM 2000 N ASN A 334 198.086 164.682 118.610 1.00184.35 N -ATOM 2001 CA ASN A 334 197.523 164.030 117.439 1.00184.35 C -ATOM 2002 C ASN A 334 196.054 164.404 117.262 1.00184.35 C -ATOM 2003 O ASN A 334 195.377 164.847 118.193 1.00184.35 O -ATOM 2004 CB ASN A 334 197.665 162.512 117.551 1.00184.35 C -ATOM 2005 CG ASN A 334 199.076 162.084 117.901 1.00184.35 C -ATOM 2006 OD1 ASN A 334 200.037 162.465 117.233 1.00184.35 O -ATOM 2007 ND2 ASN A 334 199.209 161.291 118.958 1.00184.35 N -ATOM 2008 N LEU A 335 195.566 164.221 116.039 1.00172.75 N -ATOM 2009 CA LEU A 335 194.169 164.449 115.701 1.00172.75 C -ATOM 2010 C LEU A 335 193.505 163.115 115.392 1.00172.75 C -ATOM 2011 O LEU A 335 194.093 162.258 114.723 1.00172.75 O -ATOM 2012 CB LEU A 335 194.018 165.405 114.511 1.00172.75 C -ATOM 2013 CG LEU A 335 194.064 166.930 114.714 1.00172.75 C -ATOM 2014 CD1 LEU A 335 192.893 167.389 115.578 1.00172.75 C -ATOM 2015 CD2 LEU A 335 195.391 167.458 115.267 1.00172.75 C -ATOM 2016 N CYS A 336 192.285 162.947 115.888 1.00159.99 N -ATOM 2017 CA CYS A 336 191.631 161.648 115.848 1.00159.99 C -ATOM 2018 C CYS A 336 191.136 161.330 114.438 1.00159.99 C -ATOM 2019 O CYS A 336 190.601 162.208 113.753 1.00159.99 O -ATOM 2020 CB CYS A 336 190.471 161.616 116.838 1.00159.99 C -ATOM 2021 SG CYS A 336 190.981 161.791 118.568 1.00159.99 S -ATOM 2022 N PRO A 337 191.300 160.083 113.975 1.00146.63 N -ATOM 2023 CA PRO A 337 190.870 159.704 112.616 1.00146.63 C -ATOM 2024 C PRO A 337 189.385 159.362 112.541 1.00146.63 C -ATOM 2025 O PRO A 337 188.989 158.227 112.261 1.00146.63 O -ATOM 2026 CB PRO A 337 191.768 158.497 112.319 1.00146.63 C -ATOM 2027 CG PRO A 337 191.976 157.863 113.651 1.00146.63 C -ATOM 2028 CD PRO A 337 192.000 158.980 114.661 1.00146.63 C -ATOM 2029 N PHE A 338 188.542 160.364 112.798 1.00139.89 N -ATOM 2030 CA PHE A 338 187.100 160.154 112.722 1.00139.89 C -ATOM 2031 C PHE A 338 186.625 160.063 111.277 1.00139.89 C -ATOM 2032 O PHE A 338 185.772 159.229 110.952 1.00139.89 O -ATOM 2033 CB PHE A 338 186.368 161.279 113.451 1.00139.89 C -ATOM 2034 CG PHE A 338 186.137 161.013 114.910 1.00139.89 C -ATOM 2035 CD1 PHE A 338 185.072 160.227 115.323 1.00139.89 C -ATOM 2036 CD2 PHE A 338 186.976 161.561 115.869 1.00139.89 C -ATOM 2037 CE1 PHE A 338 184.849 159.986 116.668 1.00139.89 C -ATOM 2038 CE2 PHE A 338 186.762 161.322 117.216 1.00139.89 C -ATOM 2039 CZ PHE A 338 185.697 160.533 117.615 1.00139.89 C -ATOM 2040 N ASP A 339 187.173 160.907 110.395 1.00145.15 N -ATOM 2041 CA ASP A 339 186.687 160.988 109.020 1.00145.15 C -ATOM 2042 C ASP A 339 187.010 159.733 108.219 1.00145.15 C -ATOM 2043 O ASP A 339 186.245 159.365 107.319 1.00145.15 O -ATOM 2044 CB ASP A 339 187.273 162.219 108.329 1.00145.15 C -ATOM 2045 CG ASP A 339 186.769 163.517 108.927 1.00145.15 C -ATOM 2046 OD1 ASP A 339 185.903 163.463 109.826 1.00145.15 O -ATOM 2047 OD2 ASP A 339 187.239 164.592 108.499 1.00145.15 O1- -ATOM 2048 N GLU A 340 188.124 159.064 108.537 1.00140.79 N -ATOM 2049 CA GLU A 340 188.468 157.812 107.867 1.00140.79 C -ATOM 2050 C GLU A 340 187.447 156.724 108.174 1.00140.79 C -ATOM 2051 O GLU A 340 187.149 155.879 107.320 1.00140.79 O -ATOM 2052 CB GLU A 340 189.870 157.368 108.281 1.00140.79 C -ATOM 2053 CG GLU A 340 190.894 158.491 108.293 1.00140.79 C -ATOM 2054 CD GLU A 340 192.244 158.043 108.814 1.00140.79 C -ATOM 2055 OE1 GLU A 340 192.380 156.854 109.171 1.00140.79 O -ATOM 2056 OE2 GLU A 340 193.169 158.880 108.869 1.00140.79 O1- -ATOM 2057 N VAL A 341 186.903 156.728 109.391 1.00136.19 N -ATOM 2058 CA VAL A 341 185.771 155.864 109.704 1.00136.19 C -ATOM 2059 C VAL A 341 184.510 156.356 109.005 1.00136.19 C -ATOM 2060 O VAL A 341 183.722 155.559 108.480 1.00136.19 O -ATOM 2061 CB VAL A 341 185.571 155.784 111.227 1.00136.19 C -ATOM 2062 CG1 VAL A 341 184.611 154.658 111.579 1.00136.19 C -ATOM 2063 CG2 VAL A 341 186.907 155.611 111.929 1.00136.19 C -ATOM 2064 N PHE A 342 184.298 157.675 108.988 1.00143.56 N -ATOM 2065 CA PHE A 342 183.005 158.222 108.591 1.00143.56 C -ATOM 2066 C PHE A 342 182.751 158.170 107.087 1.00143.56 C -ATOM 2067 O PHE A 342 181.584 158.149 106.682 1.00143.56 O -ATOM 2068 CB PHE A 342 182.858 159.653 109.115 1.00143.56 C -ATOM 2069 CG PHE A 342 182.163 159.731 110.448 1.00143.56 C -ATOM 2070 CD1 PHE A 342 180.848 159.312 110.582 1.00143.56 C -ATOM 2071 CD2 PHE A 342 182.830 160.198 111.570 1.00143.56 C -ATOM 2072 CE1 PHE A 342 180.207 159.374 111.809 1.00143.56 C -ATOM 2073 CE2 PHE A 342 182.198 160.257 112.800 1.00143.56 C -ATOM 2074 CZ PHE A 342 180.887 159.838 112.920 1.00143.56 C -ATOM 2075 N ASN A 343 183.789 158.147 106.246 1.00153.75 N -ATOM 2076 CA ASN A 343 183.599 157.711 104.856 1.00153.75 C -ATOM 2077 C ASN A 343 184.826 156.924 104.396 1.00153.75 C -ATOM 2078 O ASN A 343 185.901 157.487 104.173 1.00153.75 O -ATOM 2079 CB ASN A 343 183.271 158.862 103.899 1.00153.75 C -ATOM 2080 CG ASN A 343 184.149 160.096 104.078 1.00153.75 C -ATOM 2081 OD1 ASN A 343 185.104 160.105 104.847 1.00153.75 O -ATOM 2082 ND2 ASN A 343 183.810 161.153 103.335 1.00153.75 N -ATOM 2083 N ALA A 344 184.654 155.613 104.259 1.00168.93 N -ATOM 2084 CA ALA A 344 185.675 154.726 103.730 1.00168.93 C -ATOM 2085 C ALA A 344 185.388 154.444 102.256 1.00168.93 C -ATOM 2086 O ALA A 344 184.461 155.003 101.661 1.00168.93 O -ATOM 2087 CB ALA A 344 185.736 153.442 104.560 1.00168.93 C -ATOM 2088 N THR A 345 186.190 153.566 101.651 1.00184.38 N -ATOM 2089 CA THR A 345 185.984 153.211 100.246 1.00184.38 C -ATOM 2090 C THR A 345 184.794 152.266 100.099 1.00184.38 C -ATOM 2091 O THR A 345 183.784 152.610 99.477 1.00184.38 O -ATOM 2092 CB THR A 345 187.257 152.583 99.669 1.00184.38 C -ATOM 2093 OG1 THR A 345 188.363 153.472 99.870 1.00184.38 O -ATOM 2094 CG2 THR A 345 187.090 152.319 98.180 1.00184.38 C -ATOM 2095 N ARG A 346 184.899 151.071 100.672 1.00191.00 N -ATOM 2096 CA ARG A 346 183.779 150.148 100.786 1.00191.00 C -ATOM 2097 C ARG A 346 183.445 149.994 102.262 1.00191.00 C -ATOM 2098 O ARG A 346 184.325 149.693 103.075 1.00191.00 O -ATOM 2099 CB ARG A 346 184.100 148.792 100.155 1.00191.00 C -ATOM 2100 CG ARG A 346 182.887 147.881 99.999 1.00191.00 C -ATOM 2101 CD ARG A 346 181.977 148.339 98.862 1.00191.00 C -ATOM 2102 NE ARG A 346 180.850 149.130 99.345 1.00191.00 N -ATOM 2103 CZ ARG A 346 179.991 149.769 98.563 1.00191.00 C -ATOM 2104 NH1 ARG A 346 180.099 149.737 97.245 1.00191.00 N1+ -ATOM 2105 NH2 ARG A 346 178.998 150.460 99.118 1.00191.00 N -ATOM 2106 N PHE A 347 182.180 150.202 102.601 1.00165.96 N -ATOM 2107 CA PHE A 347 181.798 150.438 103.981 1.00165.96 C -ATOM 2108 C PHE A 347 181.611 149.104 104.706 1.00165.96 C -ATOM 2109 O PHE A 347 181.369 148.064 104.090 1.00165.96 O -ATOM 2110 CB PHE A 347 180.516 151.267 104.022 1.00165.96 C -ATOM 2111 CG PHE A 347 180.241 151.903 105.349 1.00165.96 C -ATOM 2112 CD1 PHE A 347 180.898 153.071 105.706 1.00165.96 C -ATOM 2113 CD2 PHE A 347 179.350 151.340 106.242 1.00165.96 C -ATOM 2114 CE1 PHE A 347 180.654 153.676 106.919 1.00165.96 C -ATOM 2115 CE2 PHE A 347 179.101 151.939 107.460 1.00165.96 C -ATOM 2116 CZ PHE A 347 179.753 153.110 107.795 1.00165.96 C -ATOM 2117 N ALA A 348 181.737 149.147 106.032 1.00161.59 N -ATOM 2118 CA ALA A 348 181.656 147.948 106.854 1.00161.59 C -ATOM 2119 C ALA A 348 180.229 147.401 106.909 1.00161.59 C -ATOM 2120 O ALA A 348 179.250 148.101 106.635 1.00161.59 O -ATOM 2121 CB ALA A 348 182.158 148.236 108.269 1.00161.59 C -ATOM 2122 N SER A 349 180.125 146.122 107.269 1.00167.28 N -ATOM 2123 CA SER A 349 178.855 145.411 107.323 1.00167.28 C -ATOM 2124 C SER A 349 178.205 145.587 108.696 1.00167.28 C -ATOM 2125 O SER A 349 178.614 146.425 109.503 1.00167.28 O -ATOM 2126 CB SER A 349 179.063 143.936 106.987 1.00167.28 C -ATOM 2127 OG SER A 349 179.524 143.218 108.119 1.00167.28 O -ATOM 2128 N VAL A 350 177.175 144.786 108.975 1.00181.10 N -ATOM 2129 CA VAL A 350 176.442 144.885 110.226 1.00181.10 C -ATOM 2130 C VAL A 350 176.768 143.744 111.192 1.00181.10 C -ATOM 2131 O VAL A 350 176.882 143.986 112.400 1.00181.10 O -ATOM 2132 CB VAL A 350 174.925 144.961 109.937 1.00181.10 C -ATOM 2133 CG1 VAL A 350 174.082 144.970 111.208 1.00181.10 C -ATOM 2134 CG2 VAL A 350 174.633 146.199 109.126 1.00181.10 C -ATOM 2135 N TYR A 351 177.000 142.523 110.703 1.00201.53 N -ATOM 2136 CA TYR A 351 177.462 141.477 111.610 1.00201.53 C -ATOM 2137 C TYR A 351 178.950 141.541 111.910 1.00201.53 C -ATOM 2138 O TYR A 351 179.417 140.802 112.783 1.00201.53 O -ATOM 2139 CB TYR A 351 177.098 140.079 111.096 1.00201.53 C -ATOM 2140 CG TYR A 351 175.675 139.739 111.423 1.00201.53 C -ATOM 2141 CD1 TYR A 351 175.359 139.276 112.692 1.00201.53 C -ATOM 2142 CD2 TYR A 351 174.652 139.870 110.491 1.00201.53 C -ATOM 2143 CE1 TYR A 351 174.076 138.971 113.042 1.00201.53 C -ATOM 2144 CE2 TYR A 351 173.348 139.549 110.828 1.00201.53 C -ATOM 2145 CZ TYR A 351 173.073 139.101 112.113 1.00201.53 C -ATOM 2146 OH TYR A 351 171.792 138.799 112.498 1.00201.53 O -ATOM 2147 N ALA A 352 179.701 142.401 111.237 1.00173.33 N -ATOM 2148 CA ALA A 352 181.096 142.643 111.584 1.00173.33 C -ATOM 2149 C ALA A 352 181.258 144.145 111.785 1.00173.33 C -ATOM 2150 O ALA A 352 181.565 144.873 110.837 1.00173.33 O -ATOM 2151 CB ALA A 352 182.035 142.106 110.509 1.00173.33 C -ATOM 2152 N TRP A 353 181.030 144.612 113.014 1.00159.28 N -ATOM 2153 CA TRP A 353 181.319 146.005 113.329 1.00159.28 C -ATOM 2154 C TRP A 353 182.826 146.213 113.340 1.00159.28 C -ATOM 2155 O TRP A 353 183.543 145.577 114.119 1.00159.28 O -ATOM 2156 CB TRP A 353 180.724 146.432 114.673 1.00159.28 C -ATOM 2157 CG TRP A 353 179.230 146.504 114.720 1.00159.28 C -ATOM 2158 CD1 TRP A 353 178.373 146.355 113.676 1.00159.28 C -ATOM 2159 CD2 TRP A 353 178.426 146.918 115.837 1.00159.28 C -ATOM 2160 NE1 TRP A 353 177.077 146.544 114.092 1.00159.28 N -ATOM 2161 CE2 TRP A 353 177.085 146.912 115.411 1.00159.28 C -ATOM 2162 CE3 TRP A 353 178.708 147.253 117.166 1.00159.28 C -ATOM 2163 CZ2 TRP A 353 176.028 147.233 116.263 1.00159.28 C -ATOM 2164 CZ3 TRP A 353 177.659 147.577 118.009 1.00159.28 C -ATOM 2165 CH2 TRP A 353 176.337 147.571 117.553 1.00159.28 C -ATOM 2166 N ASN A 354 183.309 147.091 112.466 1.00140.13 N -ATOM 2167 CA ASN A 354 184.724 147.424 112.467 1.00140.13 C -ATOM 2168 C ASN A 354 185.018 148.291 113.683 1.00140.13 C -ATOM 2169 O ASN A 354 184.813 149.508 113.646 1.00140.13 O -ATOM 2170 CB ASN A 354 185.121 148.135 111.171 1.00140.13 C -ATOM 2171 CG ASN A 354 185.300 147.175 110.010 1.00140.13 C -ATOM 2172 OD1 ASN A 354 185.177 145.961 110.169 1.00140.13 O -ATOM 2173 ND2 ASN A 354 185.604 147.716 108.835 1.00140.13 N -ATOM 2174 N ARG A 355 185.463 147.664 114.772 1.00131.83 N -ATOM 2175 CA ARG A 355 185.726 148.379 116.016 1.00131.83 C -ATOM 2176 C ARG A 355 186.966 149.244 115.840 1.00131.83 C -ATOM 2177 O ARG A 355 188.090 148.735 115.782 1.00131.83 O -ATOM 2178 CB ARG A 355 185.896 147.401 117.174 1.00131.83 C -ATOM 2179 CG ARG A 355 186.348 148.045 118.481 1.00131.83 C -ATOM 2180 CD ARG A 355 185.611 147.466 119.680 1.00131.83 C -ATOM 2181 NE ARG A 355 184.273 148.028 119.823 1.00131.83 N -ATOM 2182 CZ ARG A 355 183.445 147.746 120.819 1.00131.83 C -ATOM 2183 NH1 ARG A 355 183.783 146.905 121.782 1.00131.83 N1+ -ATOM 2184 NH2 ARG A 355 182.247 148.324 120.850 1.00131.83 N -ATOM 2185 N LYS A 356 186.757 150.550 115.733 1.00126.66 N -ATOM 2186 CA LYS A 356 187.845 151.491 115.535 1.00126.66 C -ATOM 2187 C LYS A 356 188.310 152.024 116.880 1.00126.66 C -ATOM 2188 O LYS A 356 187.506 152.546 117.663 1.00126.66 O -ATOM 2189 CB LYS A 356 187.409 152.638 114.626 1.00126.66 C -ATOM 2190 CG LYS A 356 186.739 152.183 113.347 1.00126.66 C -ATOM 2191 CD LYS A 356 187.719 151.463 112.438 1.00126.66 C -ATOM 2192 CE LYS A 356 187.118 151.228 111.063 1.00126.66 C -ATOM 2193 NZ LYS A 356 188.054 150.507 110.158 1.00126.66 N1+ -ATOM 2194 N ARG A 357 189.606 151.874 117.140 1.00129.70 N -ATOM 2195 CA ARG A 357 190.236 152.337 118.369 1.00129.70 C -ATOM 2196 C ARG A 357 190.658 153.787 118.175 1.00129.70 C -ATOM 2197 O ARG A 357 191.550 154.080 117.373 1.00129.70 O -ATOM 2198 CB ARG A 357 191.441 151.466 118.709 1.00129.70 C -ATOM 2199 CG ARG A 357 192.108 151.803 120.031 1.00129.70 C -ATOM 2200 CD ARG A 357 191.615 150.890 121.141 1.00129.70 C -ATOM 2201 NE ARG A 357 191.433 149.521 120.673 1.00129.70 N -ATOM 2202 CZ ARG A 357 192.407 148.627 120.560 1.00129.70 C -ATOM 2203 NH1 ARG A 357 193.655 148.916 120.892 1.00129.70 N1+ -ATOM 2204 NH2 ARG A 357 192.121 147.411 120.104 1.00129.70 N -ATOM 2205 N ILE A 358 190.021 154.693 118.905 1.00129.84 N -ATOM 2206 CA ILE A 358 190.352 156.108 118.886 1.00129.84 C -ATOM 2207 C ILE A 358 191.026 156.414 120.215 1.00129.84 C -ATOM 2208 O ILE A 358 190.385 156.370 121.274 1.00129.84 O -ATOM 2209 CB ILE A 358 189.107 156.973 118.668 1.00129.84 C -ATOM 2210 CG1 ILE A 358 188.278 156.412 117.511 1.00129.84 C -ATOM 2211 CG2 ILE A 358 189.498 158.407 118.403 1.00129.84 C -ATOM 2212 CD1 ILE A 358 186.947 157.091 117.324 1.00129.84 C -ATOM 2213 N SER A 359 192.323 156.712 120.159 1.00142.07 N -ATOM 2214 CA SER A 359 193.115 156.934 121.358 1.00142.07 C -ATOM 2215 C SER A 359 194.308 157.811 121.015 1.00142.07 C -ATOM 2216 O SER A 359 194.721 157.899 119.854 1.00142.07 O -ATOM 2217 CB SER A 359 193.585 155.611 121.975 1.00142.07 C -ATOM 2218 OG SER A 359 194.444 154.914 121.089 1.00142.07 O -ATOM 2219 N ASN A 360 194.852 158.453 122.059 1.00155.35 N -ATOM 2220 CA ASN A 360 196.062 159.287 121.998 1.00155.35 C -ATOM 2221 C ASN A 360 195.931 160.424 120.985 1.00155.35 C -ATOM 2222 O ASN A 360 196.859 160.711 120.227 1.00155.35 O -ATOM 2223 CB ASN A 360 197.305 158.442 121.705 1.00155.35 C -ATOM 2224 CG ASN A 360 197.431 157.251 122.630 1.00155.35 C -ATOM 2225 OD1 ASN A 360 197.599 157.404 123.839 1.00155.35 O -ATOM 2226 ND2 ASN A 360 197.343 156.052 122.066 1.00155.35 N -ATOM 2227 N CYS A 361 194.771 161.077 120.971 1.00162.33 N -ATOM 2228 CA CYS A 361 194.527 162.149 120.018 1.00162.33 C -ATOM 2229 C CYS A 361 193.521 163.132 120.595 1.00162.33 C -ATOM 2230 O CYS A 361 192.796 162.828 121.546 1.00162.33 O -ATOM 2231 CB CYS A 361 194.027 161.605 118.674 1.00162.33 C -ATOM 2232 SG CYS A 361 192.566 160.534 118.772 1.00162.33 S -ATOM 2233 N VAL A 362 193.487 164.320 119.999 1.00164.50 N -ATOM 2234 CA VAL A 362 192.547 165.366 120.386 1.00164.50 C -ATOM 2235 C VAL A 362 191.243 165.137 119.635 1.00164.50 C -ATOM 2236 O VAL A 362 191.212 165.179 118.400 1.00164.50 O -ATOM 2237 CB VAL A 362 193.116 166.761 120.088 1.00164.50 C -ATOM 2238 CG1 VAL A 362 192.108 167.832 120.456 1.00164.50 C -ATOM 2239 CG2 VAL A 362 194.421 166.973 120.836 1.00164.50 C -ATOM 2240 N ALA A 363 190.164 164.898 120.377 1.00157.80 N -ATOM 2241 CA ALA A 363 188.857 164.632 119.785 1.00157.80 C -ATOM 2242 C ALA A 363 188.133 165.956 119.574 1.00157.80 C -ATOM 2243 O ALA A 363 187.641 166.564 120.530 1.00157.80 O -ATOM 2244 CB ALA A 363 188.038 163.698 120.670 1.00157.80 C -ATOM 2245 N ASP A 364 188.066 166.399 118.323 1.00154.35 N -ATOM 2246 CA ASP A 364 187.353 167.619 117.957 1.00154.35 C -ATOM 2247 C ASP A 364 186.012 167.212 117.361 1.00154.35 C -ATOM 2248 O ASP A 364 185.929 166.833 116.190 1.00154.35 O -ATOM 2249 CB ASP A 364 188.170 168.456 116.979 1.00154.35 C -ATOM 2250 CG ASP A 364 189.433 169.007 117.603 1.00154.35 C -ATOM 2251 OD1 ASP A 364 189.477 169.121 118.844 1.00154.35 O -ATOM 2252 OD2 ASP A 364 190.379 169.328 116.854 1.00154.35 O1- -ATOM 2253 N TYR A 365 184.958 167.291 118.172 1.00147.15 N -ATOM 2254 CA TYR A 365 183.618 166.995 117.687 1.00147.15 C -ATOM 2255 C TYR A 365 183.005 168.159 116.923 1.00147.15 C -ATOM 2256 O TYR A 365 181.979 167.973 116.262 1.00147.15 O -ATOM 2257 CB TYR A 365 182.713 166.593 118.854 1.00147.15 C -ATOM 2258 CG TYR A 365 183.147 165.310 119.524 1.00147.15 C -ATOM 2259 CD1 TYR A 365 182.736 164.075 119.036 1.00147.15 C -ATOM 2260 CD2 TYR A 365 183.976 165.333 120.640 1.00147.15 C -ATOM 2261 CE1 TYR A 365 183.136 162.898 119.642 1.00147.15 C -ATOM 2262 CE2 TYR A 365 184.382 164.162 121.253 1.00147.15 C -ATOM 2263 CZ TYR A 365 183.958 162.949 120.750 1.00147.15 C -ATOM 2264 OH TYR A 365 184.361 161.784 121.360 1.00147.15 O -ATOM 2265 N SER A 366 183.616 169.345 116.987 1.00156.70 N -ATOM 2266 CA SER A 366 183.177 170.452 116.146 1.00156.70 C -ATOM 2267 C SER A 366 183.540 170.221 114.685 1.00156.70 C -ATOM 2268 O SER A 366 182.883 170.770 113.794 1.00156.70 O -ATOM 2269 CB SER A 366 183.784 171.764 116.643 1.00156.70 C -ATOM 2270 OG SER A 366 185.200 171.696 116.656 1.00156.70 O -ATOM 2271 N VAL A 367 184.584 169.427 114.426 1.00158.55 N -ATOM 2272 CA VAL A 367 184.926 169.041 113.060 1.00158.55 C -ATOM 2273 C VAL A 367 183.822 168.178 112.458 1.00158.55 C -ATOM 2274 O VAL A 367 183.390 168.400 111.320 1.00158.55 O -ATOM 2275 CB VAL A 367 186.291 168.323 113.045 1.00158.55 C -ATOM 2276 CG1 VAL A 367 186.549 167.651 111.701 1.00158.55 C -ATOM 2277 CG2 VAL A 367 187.407 169.300 113.380 1.00158.55 C -ATOM 2278 N LEU A 368 183.331 167.201 113.223 1.00156.00 N -ATOM 2279 CA LEU A 368 182.203 166.393 112.772 1.00156.00 C -ATOM 2280 C LEU A 368 180.909 167.195 112.745 1.00156.00 C -ATOM 2281 O LEU A 368 180.036 166.930 111.913 1.00156.00 O -ATOM 2282 CB LEU A 368 182.038 165.169 113.672 1.00156.00 C -ATOM 2283 CG LEU A 368 183.294 164.337 113.919 1.00156.00 C -ATOM 2284 CD1 LEU A 368 182.996 163.191 114.870 1.00156.00 C -ATOM 2285 CD2 LEU A 368 183.824 163.819 112.596 1.00156.00 C -ATOM 2286 N TYR A 369 180.765 168.169 113.644 1.00165.50 N -ATOM 2287 CA TYR A 369 179.526 168.932 113.709 1.00165.50 C -ATOM 2288 C TYR A 369 179.420 169.916 112.549 1.00165.50 C -ATOM 2289 O TYR A 369 178.322 170.147 112.029 1.00165.50 O -ATOM 2290 CB TYR A 369 179.449 169.662 115.049 1.00165.50 C -ATOM 2291 CG TYR A 369 178.162 170.410 115.282 1.00165.50 C -ATOM 2292 CD1 TYR A 369 176.943 169.855 114.906 1.00165.50 C -ATOM 2293 CD2 TYR A 369 178.159 171.659 115.888 1.00165.50 C -ATOM 2294 CE1 TYR A 369 175.760 170.524 115.120 1.00165.50 C -ATOM 2295 CE2 TYR A 369 176.977 172.339 116.107 1.00165.50 C -ATOM 2296 CZ TYR A 369 175.784 171.764 115.720 1.00165.50 C -ATOM 2297 OH TYR A 369 174.606 172.428 115.936 1.00165.50 O -ATOM 2298 N ASN A 370 180.549 170.488 112.121 1.00168.71 N -ATOM 2299 CA ASN A 370 180.557 171.429 111.007 1.00168.71 C -ATOM 2300 C ASN A 370 180.329 170.747 109.665 1.00168.71 C -ATOM 2301 O ASN A 370 179.964 171.422 108.696 1.00168.71 O -ATOM 2302 CB ASN A 370 181.883 172.192 110.981 1.00168.71 C -ATOM 2303 CG ASN A 370 181.764 173.549 110.314 1.00168.71 C -ATOM 2304 OD1 ASN A 370 180.670 173.987 109.959 1.00168.71 O -ATOM 2305 ND2 ASN A 370 182.896 174.222 110.141 1.00168.71 N -ATOM 2306 N LEU A 371 180.543 169.436 109.583 1.00166.31 N -ATOM 2307 CA LEU A 371 180.334 168.718 108.334 1.00166.31 C -ATOM 2308 C LEU A 371 178.848 168.580 108.031 1.00166.31 C -ATOM 2309 O LEU A 371 178.028 168.370 108.930 1.00166.31 O -ATOM 2310 CB LEU A 371 180.985 167.337 108.400 1.00166.31 C -ATOM 2311 CG LEU A 371 182.502 167.283 108.207 1.00166.31 C -ATOM 2312 CD1 LEU A 371 182.989 165.842 108.221 1.00166.31 C -ATOM 2313 CD2 LEU A 371 182.908 167.977 106.915 1.00166.31 C -ATOM 2314 N ALA A 372 178.507 168.727 106.750 1.00166.25 N -ATOM 2315 CA ALA A 372 177.131 168.520 106.298 1.00166.25 C -ATOM 2316 C ALA A 372 176.588 167.104 106.516 1.00166.25 C -ATOM 2317 O ALA A 372 175.447 166.989 106.996 1.00166.25 O -ATOM 2318 CB ALA A 372 177.006 168.951 104.831 1.00166.25 C -ATOM 2319 N PRO A 373 177.318 165.971 106.199 1.00163.76 N -ATOM 2320 CA PRO A 373 176.674 164.655 106.377 1.00163.76 C -ATOM 2321 C PRO A 373 176.561 164.166 107.818 1.00163.76 C -ATOM 2322 O PRO A 373 177.005 163.057 108.129 1.00163.76 O -ATOM 2323 CB PRO A 373 177.574 163.714 105.561 1.00163.76 C -ATOM 2324 CG PRO A 373 178.368 164.591 104.679 1.00163.76 C -ATOM 2325 CD PRO A 373 178.614 165.784 105.515 1.00163.76 C -ATOM 2326 N PHE A 374 175.957 164.967 108.697 1.00156.64 N -ATOM 2327 CA PHE A 374 175.781 164.626 110.111 1.00156.64 C -ATOM 2328 C PHE A 374 174.396 165.122 110.514 1.00156.64 C -ATOM 2329 O PHE A 374 174.227 166.305 110.824 1.00156.64 O -ATOM 2330 CB PHE A 374 176.868 165.257 110.976 1.00156.64 C -ATOM 2331 CG PHE A 374 178.159 164.487 110.998 1.00156.64 C -ATOM 2332 CD1 PHE A 374 179.094 164.628 109.981 1.00156.64 C -ATOM 2333 CD2 PHE A 374 178.445 163.636 112.051 1.00156.64 C -ATOM 2334 CE1 PHE A 374 180.283 163.923 110.008 1.00156.64 C -ATOM 2335 CE2 PHE A 374 179.629 162.933 112.086 1.00156.64 C -ATOM 2336 CZ PHE A 374 180.550 163.073 111.062 1.00156.64 C -ATOM 2337 N PHE A 375 173.409 164.224 110.517 1.00156.68 N -ATOM 2338 CA PHE A 375 172.016 164.645 110.637 1.00156.68 C -ATOM 2339 C PHE A 375 171.419 164.388 112.018 1.00156.68 C -ATOM 2340 O PHE A 375 170.970 165.333 112.673 1.00156.68 O -ATOM 2341 CB PHE A 375 171.166 163.968 109.552 1.00156.68 C -ATOM 2342 CG PHE A 375 171.299 164.605 108.193 1.00156.68 C -ATOM 2343 CD1 PHE A 375 171.892 165.853 108.049 1.00156.68 C -ATOM 2344 CD2 PHE A 375 170.815 163.964 107.062 1.00156.68 C -ATOM 2345 CE1 PHE A 375 172.014 166.443 106.803 1.00156.68 C -ATOM 2346 CE2 PHE A 375 170.934 164.548 105.811 1.00156.68 C -ATOM 2347 CZ PHE A 375 171.533 165.789 105.683 1.00156.68 C -ATOM 2348 N THR A 376 171.397 163.140 112.485 1.00136.52 N -ATOM 2349 CA THR A 376 170.703 162.830 113.732 1.00136.52 C -ATOM 2350 C THR A 376 171.702 162.399 114.799 1.00136.52 C -ATOM 2351 O THR A 376 172.468 161.451 114.592 1.00136.52 O -ATOM 2352 CB THR A 376 169.643 161.747 113.533 1.00136.52 C -ATOM 2353 OG1 THR A 376 170.284 160.492 113.306 1.00136.52 O -ATOM 2354 CG2 THR A 376 168.748 162.075 112.345 1.00136.52 C -ATOM 2355 N PHE A 377 171.671 163.092 115.937 1.00125.85 N -ATOM 2356 CA PHE A 377 172.485 162.793 117.107 1.00125.85 C -ATOM 2357 C PHE A 377 171.586 162.343 118.251 1.00125.85 C -ATOM 2358 O PHE A 377 170.478 162.863 118.417 1.00125.85 O -ATOM 2359 CB PHE A 377 173.275 164.023 117.567 1.00125.85 C -ATOM 2360 CG PHE A 377 174.330 164.475 116.603 1.00125.85 C -ATOM 2361 CD1 PHE A 377 175.563 163.845 116.558 1.00125.85 C -ATOM 2362 CD2 PHE A 377 174.094 165.545 115.753 1.00125.85 C -ATOM 2363 CE1 PHE A 377 176.541 164.268 115.674 1.00125.85 C -ATOM 2364 CE2 PHE A 377 175.066 165.973 114.866 1.00125.85 C -ATOM 2365 CZ PHE A 377 176.291 165.333 114.827 1.00125.85 C -ATOM 2366 N LYS A 378 172.066 161.385 119.043 1.00114.11 N -ATOM 2367 CA LYS A 378 171.409 161.049 120.304 1.00114.11 C -ATOM 2368 C LYS A 378 172.456 160.481 121.248 1.00114.11 C -ATOM 2369 O LYS A 378 172.998 159.404 120.993 1.00114.11 O -ATOM 2370 CB LYS A 378 170.264 160.052 120.098 1.00114.11 C -ATOM 2371 CG LYS A 378 169.707 159.473 121.389 1.00114.11 C -ATOM 2372 CD LYS A 378 168.194 159.321 121.322 1.00114.11 C -ATOM 2373 CE LYS A 378 167.774 158.406 120.184 1.00114.11 C -ATOM 2374 NZ LYS A 378 168.464 157.088 120.248 1.00114.11 N1+ -ATOM 2375 N CYS A 379 172.746 161.199 122.328 1.00116.15 N -ATOM 2376 CA CYS A 379 173.814 160.827 123.244 1.00116.15 C -ATOM 2377 C CYS A 379 173.247 160.442 124.604 1.00116.15 C -ATOM 2378 O CYS A 379 172.331 161.092 125.117 1.00116.15 O -ATOM 2379 CB CYS A 379 174.825 161.967 123.394 1.00116.15 C -ATOM 2380 SG CYS A 379 175.669 162.413 121.857 1.00116.15 S -ATOM 2381 N TYR A 380 173.805 159.381 125.179 1.00117.22 N -ATOM 2382 CA TYR A 380 173.379 158.839 126.461 1.00117.22 C -ATOM 2383 C TYR A 380 174.498 159.002 127.479 1.00117.22 C -ATOM 2384 O TYR A 380 175.643 158.616 127.217 1.00117.22 O -ATOM 2385 CB TYR A 380 173.008 157.361 126.332 1.00117.22 C -ATOM 2386 CG TYR A 380 171.918 157.083 125.325 1.00117.22 C -ATOM 2387 CD1 TYR A 380 170.676 157.698 125.427 1.00117.22 C -ATOM 2388 CD2 TYR A 380 172.137 156.212 124.265 1.00117.22 C -ATOM 2389 CE1 TYR A 380 169.676 157.443 124.505 1.00117.22 C -ATOM 2390 CE2 TYR A 380 171.147 155.956 123.336 1.00117.22 C -ATOM 2391 CZ TYR A 380 169.919 156.571 123.462 1.00117.22 C -ATOM 2392 OH TYR A 380 168.933 156.312 122.539 1.00117.22 O -ATOM 2393 N GLY A 381 174.164 159.573 128.637 1.00119.11 N -ATOM 2394 CA GLY A 381 175.100 159.764 129.722 1.00119.11 C -ATOM 2395 C GLY A 381 175.917 161.038 129.639 1.00119.11 C -ATOM 2396 O GLY A 381 176.240 161.625 130.677 1.00119.11 O -ATOM 2397 N VAL A 382 176.263 161.476 128.432 1.00121.79 N -ATOM 2398 CA VAL A 382 177.044 162.684 128.207 1.00121.79 C -ATOM 2399 C VAL A 382 176.205 163.628 127.359 1.00121.79 C -ATOM 2400 O VAL A 382 175.627 163.209 126.350 1.00121.79 O -ATOM 2401 CB VAL A 382 178.385 162.372 127.516 1.00121.79 C -ATOM 2402 CG1 VAL A 382 179.195 163.641 127.309 1.00121.79 C -ATOM 2403 CG2 VAL A 382 179.181 161.353 128.315 1.00121.79 C -ATOM 2404 N SER A 383 176.117 164.883 127.779 1.00129.60 N -ATOM 2405 CA SER A 383 175.412 165.884 126.989 1.00129.60 C -ATOM 2406 C SER A 383 176.198 166.199 125.721 1.00129.60 C -ATOM 2407 O SER A 383 177.408 166.456 125.797 1.00129.60 O -ATOM 2408 CB SER A 383 175.197 167.150 127.805 1.00129.60 C -ATOM 2409 OG SER A 383 176.430 167.691 128.244 1.00129.60 O -ATOM 2410 N PRO A 384 175.551 166.203 124.547 1.00122.18 N -ATOM 2411 CA PRO A 384 176.291 166.380 123.285 1.00122.18 C -ATOM 2412 C PRO A 384 176.914 167.755 123.108 1.00122.18 C -ATOM 2413 O PRO A 384 177.802 167.906 122.260 1.00122.18 O -ATOM 2414 CB PRO A 384 175.224 166.115 122.215 1.00122.18 C -ATOM 2415 CG PRO A 384 173.937 166.463 122.884 1.00122.18 C -ATOM 2416 CD PRO A 384 174.101 166.062 124.323 1.00122.18 C -ATOM 2417 N THR A 385 176.484 168.757 123.873 1.00131.19 N -ATOM 2418 CA THR A 385 177.129 170.060 123.841 1.00131.19 C -ATOM 2419 C THR A 385 178.421 170.103 124.647 1.00131.19 C -ATOM 2420 O THR A 385 179.158 171.090 124.547 1.00131.19 O -ATOM 2421 CB THR A 385 176.173 171.137 124.362 1.00131.19 C -ATOM 2422 OG1 THR A 385 175.754 170.804 125.691 1.00131.19 O -ATOM 2423 CG2 THR A 385 174.951 171.241 123.463 1.00131.19 C -ATOM 2424 N LYS A 386 178.716 169.070 125.440 1.00136.40 N -ATOM 2425 CA LYS A 386 179.901 169.074 126.291 1.00136.40 C -ATOM 2426 C LYS A 386 180.908 167.993 125.914 1.00136.40 C -ATOM 2427 O LYS A 386 181.849 167.746 126.682 1.00136.40 O -ATOM 2428 CB LYS A 386 179.491 168.933 127.759 1.00136.40 C -ATOM 2429 CG LYS A 386 178.723 170.137 128.278 1.00136.40 C -ATOM 2430 CD LYS A 386 178.366 170.002 129.746 1.00136.40 C -ATOM 2431 CE LYS A 386 177.740 171.285 130.267 1.00136.40 C -ATOM 2432 NZ LYS A 386 177.172 171.117 131.630 1.00136.40 N1+ -ATOM 2433 N LEU A 387 180.754 167.372 124.737 1.00133.31 N -ATOM 2434 CA LEU A 387 181.657 166.315 124.287 1.00133.31 C -ATOM 2435 C LEU A 387 183.079 166.810 124.061 1.00133.31 C -ATOM 2436 O LEU A 387 184.018 166.008 124.102 1.00133.31 O -ATOM 2437 CB LEU A 387 181.134 165.691 122.992 1.00133.31 C -ATOM 2438 CG LEU A 387 179.831 164.894 123.039 1.00133.31 C -ATOM 2439 CD1 LEU A 387 179.262 164.741 121.638 1.00133.31 C -ATOM 2440 CD2 LEU A 387 180.068 163.537 123.667 1.00133.31 C -ATOM 2441 N ASN A 388 183.256 168.106 123.823 1.00147.37 N -ATOM 2442 CA ASN A 388 184.577 168.695 123.675 1.00147.37 C -ATOM 2443 C ASN A 388 185.228 169.037 125.009 1.00147.37 C -ATOM 2444 O ASN A 388 186.377 169.491 125.015 1.00147.37 O -ATOM 2445 CB ASN A 388 184.487 169.956 122.810 1.00147.37 C -ATOM 2446 CG ASN A 388 183.988 169.667 121.408 1.00147.37 C -ATOM 2447 OD1 ASN A 388 184.600 168.901 120.664 1.00147.37 O -ATOM 2448 ND2 ASN A 388 182.871 170.283 121.039 1.00147.37 N -ATOM 2449 N ASP A 389 184.537 168.835 126.134 1.00148.43 N -ATOM 2450 CA ASP A 389 185.039 169.277 127.430 1.00148.43 C -ATOM 2451 C ASP A 389 185.382 168.121 128.366 1.00148.43 C -ATOM 2452 O ASP A 389 185.545 168.338 129.570 1.00148.43 O -ATOM 2453 CB ASP A 389 184.025 170.208 128.094 1.00148.43 C -ATOM 2454 CG ASP A 389 183.530 171.292 127.158 1.00148.43 C -ATOM 2455 OD1 ASP A 389 184.337 171.793 126.347 1.00148.43 O -ATOM 2456 OD2 ASP A 389 182.334 171.643 127.234 1.00148.43 O1- -ATOM 2457 N LEU A 390 185.513 166.904 127.843 1.00151.30 N -ATOM 2458 CA LEU A 390 185.791 165.738 128.668 1.00151.30 C -ATOM 2459 C LEU A 390 187.015 164.998 128.148 1.00151.30 C -ATOM 2460 O LEU A 390 187.471 165.213 127.023 1.00151.30 O -ATOM 2461 CB LEU A 390 184.597 164.774 128.716 1.00151.30 C -ATOM 2462 CG LEU A 390 183.258 165.295 129.236 1.00151.30 C -ATOM 2463 CD1 LEU A 390 182.277 164.146 129.349 1.00151.30 C -ATOM 2464 CD2 LEU A 390 183.426 165.981 130.580 1.00151.30 C -ATOM 2465 N CYS A 391 187.543 164.117 128.996 1.00161.05 N -ATOM 2466 CA CYS A 391 188.658 163.250 128.647 1.00161.05 C -ATOM 2467 C CYS A 391 188.280 161.804 128.932 1.00161.05 C -ATOM 2468 O CYS A 391 187.692 161.497 129.973 1.00161.05 O -ATOM 2469 CB CYS A 391 189.930 163.628 129.422 1.00161.05 C -ATOM 2470 SG CYS A 391 190.651 165.222 128.947 1.00161.05 S -ATOM 2471 N PHE A 392 188.625 160.923 127.998 1.00145.71 N -ATOM 2472 CA PHE A 392 188.316 159.505 128.086 1.00145.71 C -ATOM 2473 C PHE A 392 189.587 158.694 127.879 1.00145.71 C -ATOM 2474 O PHE A 392 190.561 159.168 127.288 1.00145.71 O -ATOM 2475 CB PHE A 392 187.266 159.087 127.048 1.00145.71 C -ATOM 2476 CG PHE A 392 186.094 160.019 126.963 1.00145.71 C -ATOM 2477 CD1 PHE A 392 185.074 159.963 127.900 1.00145.71 C -ATOM 2478 CD2 PHE A 392 186.007 160.947 125.935 1.00145.71 C -ATOM 2479 CE1 PHE A 392 183.991 160.820 127.818 1.00145.71 C -ATOM 2480 CE2 PHE A 392 184.928 161.808 125.847 1.00145.71 C -ATOM 2481 CZ PHE A 392 183.918 161.743 126.789 1.00145.71 C -ATOM 2482 N THR A 393 189.564 157.454 128.371 1.00142.81 N -ATOM 2483 CA THR A 393 190.721 156.576 128.222 1.00142.81 C -ATOM 2484 C THR A 393 190.852 156.086 126.784 1.00142.81 C -ATOM 2485 O THR A 393 191.850 156.360 126.108 1.00142.81 O -ATOM 2486 CB THR A 393 190.609 155.394 129.187 1.00142.81 C -ATOM 2487 OG1 THR A 393 189.607 154.486 128.717 1.00142.81 O -ATOM 2488 CG2 THR A 393 190.223 155.878 130.576 1.00142.81 C -ATOM 2489 N ASN A 394 189.850 155.352 126.300 1.00134.30 N -ATOM 2490 CA ASN A 394 189.792 154.924 124.910 1.00134.30 C -ATOM 2491 C ASN A 394 188.381 155.139 124.384 1.00134.30 C -ATOM 2492 O ASN A 394 187.406 155.076 125.136 1.00134.30 O -ATOM 2493 CB ASN A 394 190.188 153.448 124.731 1.00134.30 C -ATOM 2494 CG ASN A 394 191.468 153.089 125.461 1.00134.30 C -ATOM 2495 OD1 ASN A 394 192.567 153.272 124.937 1.00134.30 O -ATOM 2496 ND2 ASN A 394 191.331 152.571 126.676 1.00134.30 N -ATOM 2497 N VAL A 395 188.282 155.389 123.081 1.00125.32 N -ATOM 2498 CA VAL A 395 187.005 155.574 122.402 1.00125.32 C -ATOM 2499 C VAL A 395 186.861 154.455 121.379 1.00125.32 C -ATOM 2500 O VAL A 395 187.809 154.157 120.645 1.00125.32 O -ATOM 2501 CB VAL A 395 186.918 156.960 121.733 1.00125.32 C -ATOM 2502 CG1 VAL A 395 185.604 157.132 120.982 1.00125.32 C -ATOM 2503 CG2 VAL A 395 187.092 158.062 122.769 1.00125.32 C -ATOM 2504 N TYR A 396 185.699 153.807 121.352 1.00123.38 N -ATOM 2505 CA TYR A 396 185.463 152.721 120.408 1.00123.38 C -ATOM 2506 C TYR A 396 184.350 153.122 119.452 1.00123.38 C -ATOM 2507 O TYR A 396 183.248 153.476 119.886 1.00123.38 O -ATOM 2508 CB TYR A 396 185.128 151.420 121.138 1.00123.38 C -ATOM 2509 CG TYR A 396 186.265 150.932 122.003 1.00123.38 C -ATOM 2510 CD1 TYR A 396 187.291 150.162 121.467 1.00123.38 C -ATOM 2511 CD2 TYR A 396 186.321 151.253 123.354 1.00123.38 C -ATOM 2512 CE1 TYR A 396 188.338 149.719 122.255 1.00123.38 C -ATOM 2513 CE2 TYR A 396 187.362 150.817 124.150 1.00123.38 C -ATOM 2514 CZ TYR A 396 188.367 150.051 123.596 1.00123.38 C -ATOM 2515 OH TYR A 396 189.402 149.618 124.390 1.00123.38 O -ATOM 2516 N ALA A 397 184.642 153.069 118.156 1.00124.69 N -ATOM 2517 CA ALA A 397 183.695 153.461 117.123 1.00124.69 C -ATOM 2518 C ALA A 397 183.197 152.233 116.375 1.00124.69 C -ATOM 2519 O ALA A 397 183.983 151.345 116.030 1.00124.69 O -ATOM 2520 CB ALA A 397 184.333 154.441 116.137 1.00124.69 C -ATOM 2521 N ASP A 398 181.889 152.186 116.128 1.00132.79 N -ATOM 2522 CA ASP A 398 181.295 151.128 115.325 1.00132.79 C -ATOM 2523 C ASP A 398 180.426 151.762 114.249 1.00132.79 C -ATOM 2524 O ASP A 398 179.691 152.711 114.522 1.00132.79 O -ATOM 2525 CB ASP A 398 180.473 150.178 116.191 1.00132.79 C -ATOM 2526 CG ASP A 398 181.284 149.582 117.326 1.00132.79 C -ATOM 2527 OD1 ASP A 398 181.542 150.308 118.310 1.00132.79 O -ATOM 2528 OD2 ASP A 398 181.688 148.405 117.230 1.00132.79 O1- -ATOM 2529 N SER A 399 180.512 151.239 113.028 1.00140.48 N -ATOM 2530 CA SER A 399 179.913 151.895 111.872 1.00140.48 C -ATOM 2531 C SER A 399 179.223 150.866 110.989 1.00140.48 C -ATOM 2532 O SER A 399 179.826 149.845 110.645 1.00140.48 O -ATOM 2533 CB SER A 399 180.982 152.649 111.078 1.00140.48 C -ATOM 2534 OG SER A 399 181.940 151.752 110.546 1.00140.48 O -ATOM 2535 N PHE A 400 177.968 151.134 110.621 1.00152.48 N -ATOM 2536 CA PHE A 400 177.166 150.114 109.955 1.00152.48 C -ATOM 2537 C PHE A 400 176.019 150.766 109.189 1.00152.48 C -ATOM 2538 O PHE A 400 175.487 151.797 109.605 1.00152.48 O -ATOM 2539 CB PHE A 400 176.626 149.092 110.969 1.00152.48 C -ATOM 2540 CG PHE A 400 176.266 149.686 112.313 1.00152.48 C -ATOM 2541 CD1 PHE A 400 175.015 150.237 112.519 1.00152.48 C -ATOM 2542 CD2 PHE A 400 177.169 149.680 113.372 1.00152.48 C -ATOM 2543 CE1 PHE A 400 174.668 150.770 113.748 1.00152.48 C -ATOM 2544 CE2 PHE A 400 176.832 150.226 114.598 1.00152.48 C -ATOM 2545 CZ PHE A 400 175.579 150.769 114.785 1.00152.48 C -ATOM 2546 N VAL A 401 175.635 150.146 108.072 1.00184.37 N -ATOM 2547 CA VAL A 401 174.519 150.614 107.251 1.00184.37 C -ATOM 2548 C VAL A 401 173.323 149.705 107.487 1.00184.37 C -ATOM 2549 O VAL A 401 173.363 148.513 107.160 1.00184.37 O -ATOM 2550 CB VAL A 401 174.879 150.640 105.758 1.00184.37 C -ATOM 2551 CG1 VAL A 401 173.642 150.944 104.929 1.00184.37 C -ATOM 2552 CG2 VAL A 401 175.921 151.671 105.499 1.00184.37 C -ATOM 2553 N ILE A 402 172.249 150.268 108.041 1.00187.28 N -ATOM 2554 CA ILE A 402 171.035 149.503 108.316 1.00187.28 C -ATOM 2555 C ILE A 402 169.852 150.247 107.697 1.00187.28 C -ATOM 2556 O ILE A 402 169.884 151.470 107.534 1.00187.28 O -ATOM 2557 CB ILE A 402 170.824 149.258 109.844 1.00187.28 C -ATOM 2558 CG1 ILE A 402 172.095 148.727 110.518 1.00187.28 C -ATOM 2559 CG2 ILE A 402 169.748 148.208 110.119 1.00187.28 C -ATOM 2560 CD1 ILE A 402 171.950 148.445 112.005 1.00187.28 C -ATOM 2561 N ARG A 403 168.833 149.488 107.284 1.00201.94 N -ATOM 2562 CA ARG A 403 167.544 150.058 106.909 1.00201.94 C -ATOM 2563 C ARG A 403 166.928 150.796 108.096 1.00201.94 C -ATOM 2564 O ARG A 403 167.054 150.358 109.243 1.00201.94 O -ATOM 2565 CB ARG A 403 166.620 148.936 106.418 1.00201.94 C -ATOM 2566 CG ARG A 403 165.213 149.350 106.024 1.00201.94 C -ATOM 2567 CD ARG A 403 164.452 148.202 105.380 1.00201.94 C -ATOM 2568 NE ARG A 403 164.813 148.021 103.978 1.00201.94 N -ATOM 2569 CZ ARG A 403 164.359 147.042 103.208 1.00201.94 C -ATOM 2570 NH1 ARG A 403 163.530 146.123 103.676 1.00201.94 N1+ -ATOM 2571 NH2 ARG A 403 164.745 146.984 101.937 1.00201.94 N -ATOM 2572 N GLY A 404 166.263 151.928 107.804 1.00190.70 N -ATOM 2573 CA GLY A 404 165.811 152.848 108.844 1.00190.70 C -ATOM 2574 C GLY A 404 164.804 152.265 109.818 1.00190.70 C -ATOM 2575 O GLY A 404 164.839 152.581 111.016 1.00190.70 O -ATOM 2576 N ASP A 405 163.917 151.388 109.329 1.00189.12 N -ATOM 2577 CA ASP A 405 162.966 150.695 110.196 1.00189.12 C -ATOM 2578 C ASP A 405 163.670 149.787 111.196 1.00189.12 C -ATOM 2579 O ASP A 405 163.129 149.507 112.271 1.00189.12 O -ATOM 2580 CB ASP A 405 161.982 149.882 109.354 1.00189.12 C -ATOM 2581 CG ASP A 405 161.156 150.745 108.424 1.00189.12 C -ATOM 2582 OD1 ASP A 405 161.128 151.978 108.621 1.00189.12 O -ATOM 2583 OD2 ASP A 405 160.535 150.190 107.494 1.00189.12 O1- -ATOM 2584 N GLU A 406 164.871 149.319 110.860 1.00188.14 N -ATOM 2585 CA GLU A 406 165.718 148.612 111.804 1.00188.14 C -ATOM 2586 C GLU A 406 166.841 149.479 112.366 1.00188.14 C -ATOM 2587 O GLU A 406 167.539 149.037 113.283 1.00188.14 O -ATOM 2588 CB GLU A 406 166.296 147.359 111.142 1.00188.14 C -ATOM 2589 CG GLU A 406 165.310 146.206 111.049 1.00188.14 C -ATOM 2590 CD GLU A 406 165.973 144.900 110.659 1.00188.14 C -ATOM 2591 OE1 GLU A 406 166.975 144.939 109.916 1.00188.14 O -ATOM 2592 OE2 GLU A 406 165.491 143.833 111.096 1.00188.14 O1- -ATOM 2593 N VAL A 407 167.034 150.697 111.849 1.00177.67 N -ATOM 2594 CA VAL A 407 167.849 151.677 112.565 1.00177.67 C -ATOM 2595 C VAL A 407 167.149 152.079 113.856 1.00177.67 C -ATOM 2596 O VAL A 407 167.786 152.230 114.909 1.00177.67 O -ATOM 2597 CB VAL A 407 168.150 152.892 111.662 1.00177.67 C -ATOM 2598 CG1 VAL A 407 168.674 154.090 112.453 1.00177.67 C -ATOM 2599 CG2 VAL A 407 169.149 152.514 110.597 1.00177.67 C -ATOM 2600 N ARG A 408 165.815 152.168 113.817 1.00171.39 N -ATOM 2601 CA ARG A 408 165.035 152.505 115.006 1.00171.39 C -ATOM 2602 C ARG A 408 165.042 151.411 116.075 1.00171.39 C -ATOM 2603 O ARG A 408 164.561 151.661 117.185 1.00171.39 O -ATOM 2604 CB ARG A 408 163.593 152.830 114.612 1.00171.39 C -ATOM 2605 CG ARG A 408 163.442 154.007 113.648 1.00171.39 C -ATOM 2606 CD ARG A 408 163.540 155.370 114.342 1.00171.39 C -ATOM 2607 NE ARG A 408 164.914 155.822 114.541 1.00171.39 N -ATOM 2608 CZ ARG A 408 165.669 156.383 113.605 1.00171.39 C -ATOM 2609 NH1 ARG A 408 165.210 156.598 112.382 1.00171.39 N1+ -ATOM 2610 NH2 ARG A 408 166.914 156.740 113.904 1.00171.39 N -ATOM 2611 N GLN A 409 165.565 150.219 115.779 1.00173.38 N -ATOM 2612 CA GLN A 409 165.727 149.157 116.763 1.00173.38 C -ATOM 2613 C GLN A 409 167.038 149.261 117.544 1.00173.38 C -ATOM 2614 O GLN A 409 167.477 148.262 118.127 1.00173.38 O -ATOM 2615 CB GLN A 409 165.648 147.787 116.082 1.00173.38 C -ATOM 2616 CG GLN A 409 164.296 147.452 115.476 1.00173.38 C -ATOM 2617 CD GLN A 409 164.217 146.015 114.991 1.00173.38 C -ATOM 2618 OE1 GLN A 409 165.194 145.269 115.060 1.00173.38 O -ATOM 2619 NE2 GLN A 409 163.053 145.624 114.488 1.00173.38 N -ATOM 2620 N ILE A 410 167.671 150.432 117.572 1.00154.57 N -ATOM 2621 CA ILE A 410 168.975 150.611 118.207 1.00154.57 C -ATOM 2622 C ILE A 410 168.800 151.612 119.343 1.00154.57 C -ATOM 2623 O ILE A 410 168.733 152.826 119.109 1.00154.57 O -ATOM 2624 CB ILE A 410 170.045 151.083 117.215 1.00154.57 C -ATOM 2625 CG1 ILE A 410 170.209 150.072 116.082 1.00154.57 C -ATOM 2626 CG2 ILE A 410 171.383 151.274 117.918 1.00154.57 C -ATOM 2627 CD1 ILE A 410 171.141 150.544 114.992 1.00154.57 C -ATOM 2628 N ALA A 411 168.731 151.099 120.580 1.00143.10 N -ATOM 2629 CA ALA A 411 168.724 151.857 121.828 1.00143.10 C -ATOM 2630 C ALA A 411 168.968 150.900 122.989 1.00143.10 C -ATOM 2631 O ALA A 411 168.597 149.722 122.903 1.00143.10 O -ATOM 2632 CB ALA A 411 167.401 152.600 122.038 1.00143.10 C -ATOM 2633 N PRO A 412 169.612 151.349 124.068 1.00139.32 N -ATOM 2634 CA PRO A 412 169.654 150.533 125.287 1.00139.32 C -ATOM 2635 C PRO A 412 168.267 150.384 125.892 1.00139.32 C -ATOM 2636 O PRO A 412 167.478 151.331 125.927 1.00139.32 O -ATOM 2637 CB PRO A 412 170.588 151.321 126.214 1.00139.32 C -ATOM 2638 CG PRO A 412 170.608 152.709 125.654 1.00139.32 C -ATOM 2639 CD PRO A 412 170.467 152.541 124.177 1.00139.32 C -ATOM 2640 N GLY A 413 167.975 149.178 126.374 1.00148.36 N -ATOM 2641 CA GLY A 413 166.659 148.864 126.885 1.00148.36 C -ATOM 2642 C GLY A 413 165.626 148.524 125.833 1.00148.36 C -ATOM 2643 O GLY A 413 164.459 148.305 126.185 1.00148.36 O -ATOM 2644 N GLN A 414 166.007 148.477 124.561 1.00156.85 N -ATOM 2645 CA GLN A 414 165.099 148.153 123.472 1.00156.85 C -ATOM 2646 C GLN A 414 165.206 146.680 123.095 1.00156.85 C -ATOM 2647 O GLN A 414 166.096 145.952 123.541 1.00156.85 O -ATOM 2648 CB GLN A 414 165.388 149.025 122.245 1.00156.85 C -ATOM 2649 CG GLN A 414 164.514 150.261 122.113 1.00156.85 C -ATOM 2650 CD GLN A 414 164.528 150.827 120.702 1.00156.85 C -ATOM 2651 OE1 GLN A 414 165.525 150.719 119.987 1.00156.85 O -ATOM 2652 NE2 GLN A 414 163.419 151.434 120.295 1.00156.85 N -ATOM 2653 N THR A 415 164.272 146.252 122.256 1.00176.64 N -ATOM 2654 CA THR A 415 164.255 144.925 121.660 1.00176.64 C -ATOM 2655 C THR A 415 164.301 145.071 120.140 1.00176.64 C -ATOM 2656 O THR A 415 164.497 146.165 119.603 1.00176.64 O -ATOM 2657 CB THR A 415 163.024 144.137 122.119 1.00176.64 C -ATOM 2658 OG1 THR A 415 161.835 144.850 121.757 1.00176.64 O -ATOM 2659 CG2 THR A 415 163.050 143.919 123.627 1.00176.64 C -ATOM 2660 N GLY A 416 164.128 143.954 119.446 1.00190.45 N -ATOM 2661 CA GLY A 416 164.104 143.932 118.002 1.00190.45 C -ATOM 2662 C GLY A 416 165.117 142.959 117.446 1.00190.45 C -ATOM 2663 O GLY A 416 165.914 142.363 118.170 1.00190.45 O -ATOM 2664 N ASN A 417 165.074 142.813 116.116 1.00199.27 N -ATOM 2665 CA ASN A 417 165.990 141.913 115.420 1.00199.27 C -ATOM 2666 C ASN A 417 167.436 142.359 115.585 1.00199.27 C -ATOM 2667 O ASN A 417 168.322 141.526 115.802 1.00199.27 O -ATOM 2668 CB ASN A 417 165.625 141.829 113.937 1.00199.27 C -ATOM 2669 CG ASN A 417 164.506 140.845 113.666 1.00199.27 C -ATOM 2670 OD1 ASN A 417 163.483 140.846 114.350 1.00199.27 O -ATOM 2671 ND2 ASN A 417 164.703 139.985 112.673 1.00199.27 N -ATOM 2672 N ILE A 418 167.679 143.673 115.536 1.00189.42 N -ATOM 2673 CA ILE A 418 169.034 144.208 115.655 1.00189.42 C -ATOM 2674 C ILE A 418 169.606 143.954 117.045 1.00189.42 C -ATOM 2675 O ILE A 418 170.662 143.323 117.188 1.00189.42 O -ATOM 2676 CB ILE A 418 169.044 145.709 115.316 1.00189.42 C -ATOM 2677 CG1 ILE A 418 168.266 145.974 114.028 1.00189.42 C -ATOM 2678 CG2 ILE A 418 170.471 146.224 115.210 1.00189.42 C -ATOM 2679 CD1 ILE A 418 168.905 145.397 112.786 1.00189.42 C -ATOM 2680 N ALA A 419 168.889 144.393 118.087 1.00187.40 N -ATOM 2681 CA ALA A 419 169.394 144.278 119.452 1.00187.40 C -ATOM 2682 C ALA A 419 169.399 142.836 119.940 1.00187.40 C -ATOM 2683 O ALA A 419 170.136 142.504 120.875 1.00187.40 O -ATOM 2684 CB ALA A 419 168.574 145.153 120.399 1.00187.40 C -ATOM 2685 N ASP A 420 168.588 141.969 119.335 1.00202.91 N -ATOM 2686 CA ASP A 420 168.590 140.577 119.757 1.00202.91 C -ATOM 2687 C ASP A 420 169.619 139.733 119.013 1.00202.91 C -ATOM 2688 O ASP A 420 170.250 138.863 119.622 1.00202.91 O -ATOM 2689 CB ASP A 420 167.194 139.979 119.589 1.00202.91 C -ATOM 2690 CG ASP A 420 166.225 140.476 120.639 1.00202.91 C -ATOM 2691 OD1 ASP A 420 166.694 140.959 121.692 1.00202.91 O -ATOM 2692 OD2 ASP A 420 165.000 140.397 120.412 1.00202.91 O1- -ATOM 2693 N TYR A 421 169.811 139.953 117.710 1.00216.58 N -ATOM 2694 CA TYR A 421 170.592 139.023 116.910 1.00216.58 C -ATOM 2695 C TYR A 421 171.863 139.612 116.304 1.00216.58 C -ATOM 2696 O TYR A 421 172.824 138.865 116.114 1.00216.58 O -ATOM 2697 CB TYR A 421 169.719 138.421 115.798 1.00216.58 C -ATOM 2698 CG TYR A 421 168.389 137.831 116.273 1.00216.58 C -ATOM 2699 CD1 TYR A 421 168.311 137.054 117.432 1.00216.58 C -ATOM 2700 CD2 TYR A 421 167.220 138.029 115.546 1.00216.58 C -ATOM 2701 CE1 TYR A 421 167.103 136.510 117.860 1.00216.58 C -ATOM 2702 CE2 TYR A 421 166.007 137.485 115.967 1.00216.58 C -ATOM 2703 CZ TYR A 421 165.956 136.728 117.123 1.00216.58 C -ATOM 2704 OH TYR A 421 164.759 136.189 117.542 1.00216.58 O -ATOM 2705 N ASN A 422 171.923 140.911 115.991 1.00195.72 N -ATOM 2706 CA ASN A 422 173.213 141.477 115.587 1.00195.72 C -ATOM 2707 C ASN A 422 174.138 141.669 116.780 1.00195.72 C -ATOM 2708 O ASN A 422 175.164 140.993 116.914 1.00195.72 O -ATOM 2709 CB ASN A 422 173.025 142.819 114.876 1.00195.72 C -ATOM 2710 CG ASN A 422 172.292 142.698 113.582 1.00195.72 C -ATOM 2711 OD1 ASN A 422 171.188 143.190 113.436 1.00195.72 O -ATOM 2712 ND2 ASN A 422 172.966 142.168 112.590 1.00195.72 N -ATOM 2713 N TYR A 423 173.768 142.587 117.662 1.00177.47 N -ATOM 2714 CA TYR A 423 174.639 143.080 118.713 1.00177.47 C -ATOM 2715 C TYR A 423 173.727 143.651 119.777 1.00177.47 C -ATOM 2716 O TYR A 423 172.705 144.259 119.452 1.00177.47 O -ATOM 2717 CB TYR A 423 175.572 144.188 118.207 1.00177.47 C -ATOM 2718 CG TYR A 423 176.805 143.734 117.466 1.00177.47 C -ATOM 2719 CD1 TYR A 423 178.001 143.491 118.132 1.00177.47 C -ATOM 2720 CD2 TYR A 423 176.782 143.598 116.083 1.00177.47 C -ATOM 2721 CE1 TYR A 423 179.127 143.093 117.437 1.00177.47 C -ATOM 2722 CE2 TYR A 423 177.888 143.195 115.388 1.00177.47 C -ATOM 2723 CZ TYR A 423 179.058 142.946 116.065 1.00177.47 C -ATOM 2724 OH TYR A 423 180.160 142.549 115.351 1.00177.47 O -ATOM 2725 N LYS A 424 174.091 143.469 121.031 1.00161.55 N -ATOM 2726 CA LYS A 424 173.290 143.991 122.125 1.00161.55 C -ATOM 2727 C LYS A 424 173.929 145.275 122.633 1.00161.55 C -ATOM 2728 O LYS A 424 175.121 145.294 122.965 1.00161.55 O -ATOM 2729 CB LYS A 424 173.160 142.961 123.245 1.00161.55 C -ATOM 2730 CG LYS A 424 172.329 143.427 124.411 1.00161.55 C -ATOM 2731 CD LYS A 424 170.893 143.651 124.001 1.00161.55 C -ATOM 2732 CE LYS A 424 170.069 144.065 125.198 1.00161.55 C -ATOM 2733 NZ LYS A 424 168.674 144.394 124.816 1.00161.55 N1+ -ATOM 2734 N LEU A 425 173.158 146.341 122.650 1.00148.99 N -ATOM 2735 CA LEU A 425 173.603 147.549 123.323 1.00148.99 C -ATOM 2736 C LEU A 425 173.373 147.393 124.821 1.00148.99 C -ATOM 2737 O LEU A 425 172.254 147.074 125.235 1.00148.99 O -ATOM 2738 CB LEU A 425 172.857 148.765 122.793 1.00148.99 C -ATOM 2739 CG LEU A 425 173.613 149.606 121.764 1.00148.99 C -ATOM 2740 CD1 LEU A 425 172.805 150.838 121.406 1.00148.99 C -ATOM 2741 CD2 LEU A 425 174.992 149.993 122.278 1.00148.99 C -ATOM 2742 N PRO A 426 174.403 147.558 125.650 1.00151.51 N -ATOM 2743 CA PRO A 426 174.210 147.438 127.099 1.00151.51 C -ATOM 2744 C PRO A 426 173.363 148.574 127.650 1.00151.51 C -ATOM 2745 O PRO A 426 173.344 149.684 127.114 1.00151.51 O -ATOM 2746 CB PRO A 426 175.638 147.486 127.654 1.00151.51 C -ATOM 2747 CG PRO A 426 176.422 148.211 126.613 1.00151.51 C -ATOM 2748 CD PRO A 426 175.806 147.836 125.297 1.00151.51 C -ATOM 2749 N ASP A 427 172.647 148.275 128.736 1.00155.84 N -ATOM 2750 CA ASP A 427 171.735 149.242 129.337 1.00155.84 C -ATOM 2751 C ASP A 427 172.455 150.368 130.067 1.00155.84 C -ATOM 2752 O ASP A 427 171.825 151.389 130.364 1.00155.84 O -ATOM 2753 CB ASP A 427 170.780 148.528 130.295 1.00155.84 C -ATOM 2754 CG ASP A 427 169.835 147.584 129.577 1.00155.84 C -ATOM 2755 OD1 ASP A 427 169.493 147.861 128.408 1.00155.84 O -ATOM 2756 OD2 ASP A 427 169.436 146.566 130.180 1.00155.84 O1- -ATOM 2757 N ASP A 428 173.745 150.210 130.362 1.00146.35 N -ATOM 2758 CA ASP A 428 174.558 151.255 130.971 1.00146.35 C -ATOM 2759 C ASP A 428 175.457 151.949 129.952 1.00146.35 C -ATOM 2760 O ASP A 428 176.579 152.351 130.282 1.00146.35 O -ATOM 2761 CB ASP A 428 175.389 150.674 132.114 1.00146.35 C -ATOM 2762 CG ASP A 428 176.306 149.555 131.657 1.00146.35 C -ATOM 2763 OD1 ASP A 428 175.922 148.813 130.730 1.00146.35 O -ATOM 2764 OD2 ASP A 428 177.411 149.418 132.225 1.00146.35 O1- -ATOM 2765 N PHE A 429 174.981 152.098 128.718 1.00128.62 N -ATOM 2766 CA PHE A 429 175.801 152.649 127.647 1.00128.62 C -ATOM 2767 C PHE A 429 175.979 154.152 127.817 1.00128.62 C -ATOM 2768 O PHE A 429 175.006 154.889 128.005 1.00128.62 O -ATOM 2769 CB PHE A 429 175.165 152.342 126.292 1.00128.62 C -ATOM 2770 CG PHE A 429 175.783 153.088 125.146 1.00128.62 C -ATOM 2771 CD1 PHE A 429 177.104 152.866 124.787 1.00128.62 C -ATOM 2772 CD2 PHE A 429 175.039 154.008 124.421 1.00128.62 C -ATOM 2773 CE1 PHE A 429 177.675 153.551 123.728 1.00128.62 C -ATOM 2774 CE2 PHE A 429 175.603 154.697 123.361 1.00128.62 C -ATOM 2775 CZ PHE A 429 176.923 154.466 123.014 1.00128.62 C -ATOM 2776 N THR A 430 177.230 154.604 127.749 1.00123.59 N -ATOM 2777 CA THR A 430 177.576 156.021 127.800 1.00123.59 C -ATOM 2778 C THR A 430 178.299 156.367 126.506 1.00123.59 C -ATOM 2779 O THR A 430 179.413 155.889 126.265 1.00123.59 O -ATOM 2780 CB THR A 430 178.448 156.340 129.015 1.00123.59 C -ATOM 2781 OG1 THR A 430 179.651 155.564 128.959 1.00123.59 O -ATOM 2782 CG2 THR A 430 177.706 156.030 130.307 1.00123.59 C -ATOM 2783 N GLY A 431 177.670 157.194 125.679 1.00121.00 N -ATOM 2784 CA GLY A 431 178.256 157.533 124.391 1.00121.00 C -ATOM 2785 C GLY A 431 177.267 158.276 123.523 1.00121.00 C -ATOM 2786 O GLY A 431 176.409 159.008 124.023 1.00121.00 O -ATOM 2787 N CYS A 432 177.397 158.077 122.213 1.00118.85 N -ATOM 2788 CA CYS A 432 176.525 158.743 121.254 1.00118.85 C -ATOM 2789 C CYS A 432 176.186 157.802 120.106 1.00118.85 C -ATOM 2790 O CYS A 432 176.945 156.885 119.785 1.00118.85 O -ATOM 2791 CB CYS A 432 177.163 160.027 120.698 1.00118.85 C -ATOM 2792 SG CYS A 432 177.404 161.357 121.908 1.00118.85 S -ATOM 2793 N VAL A 433 175.021 158.034 119.502 1.00118.00 N -ATOM 2794 CA VAL A 433 174.585 157.357 118.287 1.00118.00 C -ATOM 2795 C VAL A 433 174.299 158.427 117.243 1.00118.00 C -ATOM 2796 O VAL A 433 173.521 159.356 117.497 1.00118.00 O -ATOM 2797 CB VAL A 433 173.337 156.484 118.524 1.00118.00 C -ATOM 2798 CG1 VAL A 433 173.007 155.682 117.276 1.00118.00 C -ATOM 2799 CG2 VAL A 433 173.532 155.554 119.716 1.00118.00 C -ATOM 2800 N ILE A 434 174.925 158.298 116.074 1.00126.99 N -ATOM 2801 CA ILE A 434 174.784 159.251 114.980 1.00126.99 C -ATOM 2802 C ILE A 434 174.256 158.495 113.770 1.00126.99 C -ATOM 2803 O ILE A 434 174.767 157.421 113.438 1.00126.99 O -ATOM 2804 CB ILE A 434 176.124 159.935 114.645 1.00126.99 C -ATOM 2805 CG1 ILE A 434 176.785 160.493 115.906 1.00126.99 C -ATOM 2806 CG2 ILE A 434 175.923 161.045 113.623 1.00126.99 C -ATOM 2807 CD1 ILE A 434 178.184 161.020 115.678 1.00126.99 C -ATOM 2808 N ALA A 435 173.231 159.039 113.118 1.00146.06 N -ATOM 2809 CA ALA A 435 172.714 158.428 111.901 1.00146.06 C -ATOM 2810 C ALA A 435 172.542 159.473 110.806 1.00146.06 C -ATOM 2811 O ALA A 435 172.218 160.640 111.070 1.00146.06 O -ATOM 2812 CB ALA A 435 171.388 157.691 112.143 1.00146.06 C -ATOM 2813 N TRP A 436 172.767 159.024 109.568 1.00173.29 N -ATOM 2814 CA TRP A 436 172.762 159.882 108.390 1.00173.29 C -ATOM 2815 C TRP A 436 172.201 159.114 107.197 1.00173.29 C -ATOM 2816 O TRP A 436 172.415 157.905 107.072 1.00173.29 O -ATOM 2817 CB TRP A 436 174.180 160.390 108.089 1.00173.29 C -ATOM 2818 CG TRP A 436 174.311 161.143 106.801 1.00173.29 C -ATOM 2819 CD1 TRP A 436 173.784 162.366 106.511 1.00173.29 C -ATOM 2820 CD2 TRP A 436 175.021 160.724 105.630 1.00173.29 C -ATOM 2821 NE1 TRP A 436 174.114 162.732 105.229 1.00173.29 N -ATOM 2822 CE2 TRP A 436 174.878 161.743 104.668 1.00173.29 C -ATOM 2823 CE3 TRP A 436 175.763 159.585 105.301 1.00173.29 C -ATOM 2824 CZ2 TRP A 436 175.447 161.657 103.398 1.00173.29 C -ATOM 2825 CZ3 TRP A 436 176.329 159.502 104.040 1.00173.29 C -ATOM 2826 CH2 TRP A 436 176.167 160.532 103.105 1.00173.29 C -ATOM 2827 N ASN A 437 171.477 159.825 106.329 1.00185.21 N -ATOM 2828 CA ASN A 437 170.932 159.238 105.107 1.00185.21 C -ATOM 2829 C ASN A 437 172.050 158.979 104.103 1.00185.21 C -ATOM 2830 O ASN A 437 172.682 159.919 103.616 1.00185.21 O -ATOM 2831 CB ASN A 437 169.889 160.171 104.498 1.00185.21 C -ATOM 2832 CG ASN A 437 168.637 160.281 105.339 1.00185.21 C -ATOM 2833 OD1 ASN A 437 168.421 161.280 106.026 1.00185.21 O -ATOM 2834 ND2 ASN A 437 167.787 159.267 105.265 1.00185.21 N -ATOM 2835 N SER A 438 172.256 157.715 103.744 1.00197.35 N -ATOM 2836 CA SER A 438 173.391 157.303 102.924 1.00197.35 C -ATOM 2837 C SER A 438 172.951 156.819 101.545 1.00197.35 C -ATOM 2838 O SER A 438 173.439 155.806 101.038 1.00197.35 O -ATOM 2839 CB SER A 438 174.195 156.219 103.634 1.00197.35 C -ATOM 2840 OG SER A 438 173.390 155.085 103.907 1.00197.35 O -ATOM 2841 N ASN A 439 172.025 157.555 100.923 1.00208.14 N -ATOM 2842 CA ASN A 439 171.438 157.114 99.661 1.00208.14 C -ATOM 2843 C ASN A 439 172.419 157.239 98.502 1.00208.14 C -ATOM 2844 O ASN A 439 172.485 156.347 97.649 1.00208.14 O -ATOM 2845 CB ASN A 439 170.168 157.912 99.373 1.00208.14 C -ATOM 2846 CG ASN A 439 169.090 157.671 100.403 1.00208.14 C -ATOM 2847 OD1 ASN A 439 168.907 156.548 100.870 1.00208.14 O -ATOM 2848 ND2 ASN A 439 168.370 158.725 100.766 1.00208.14 N -ATOM 2849 N LYS A 440 173.205 158.321 98.467 1.00212.98 N -ATOM 2850 CA LYS A 440 174.099 158.580 97.340 1.00212.98 C -ATOM 2851 C LYS A 440 175.248 157.583 97.249 1.00212.98 C -ATOM 2852 O LYS A 440 175.836 157.433 96.173 1.00212.98 O -ATOM 2853 CB LYS A 440 174.668 159.997 97.426 1.00212.98 C -ATOM 2854 CG LYS A 440 173.681 161.047 97.903 1.00212.98 C -ATOM 2855 CD LYS A 440 174.396 162.348 98.234 1.00212.98 C -ATOM 2856 CE LYS A 440 173.473 163.326 98.940 1.00212.98 C -ATOM 2857 NZ LYS A 440 174.206 164.532 99.415 1.00212.98 N1+ -ATOM 2858 N LEU A 441 175.581 156.900 98.346 1.00208.62 N -ATOM 2859 CA LEU A 441 176.622 155.886 98.328 1.00208.62 C -ATOM 2860 C LEU A 441 176.106 154.470 98.539 1.00208.62 C -ATOM 2861 O LEU A 441 176.853 153.520 98.287 1.00208.62 O -ATOM 2862 CB LEU A 441 177.684 156.191 99.395 1.00208.62 C -ATOM 2863 CG LEU A 441 178.213 157.627 99.429 1.00208.62 C -ATOM 2864 CD1 LEU A 441 179.189 157.817 100.579 1.00208.62 C -ATOM 2865 CD2 LEU A 441 178.866 157.991 98.104 1.00208.62 C -ATOM 2866 N ASP A 442 174.856 154.300 98.977 1.00210.02 N -ATOM 2867 CA ASP A 442 174.326 152.977 99.286 1.00210.02 C -ATOM 2868 C ASP A 442 173.016 152.667 98.572 1.00210.02 C -ATOM 2869 O ASP A 442 172.342 151.697 98.940 1.00210.02 O -ATOM 2870 CB ASP A 442 174.142 152.829 100.798 1.00210.02 C -ATOM 2871 CG ASP A 442 175.457 152.868 101.546 1.00210.02 C -ATOM 2872 OD1 ASP A 442 176.486 152.453 100.974 1.00210.02 O -ATOM 2873 OD2 ASP A 442 175.466 153.330 102.703 1.00210.02 O1- -ATOM 2874 N SER A 443 172.631 153.455 97.571 1.00212.15 N -ATOM 2875 CA SER A 443 171.451 153.170 96.764 1.00212.15 C -ATOM 2876 C SER A 443 171.892 152.985 95.321 1.00212.15 C -ATOM 2877 O SER A 443 172.468 153.900 94.723 1.00212.15 O -ATOM 2878 CB SER A 443 170.415 154.290 96.875 1.00212.15 C -ATOM 2879 OG SER A 443 170.870 155.474 96.244 1.00212.15 O -ATOM 2880 N LYS A 444 171.620 151.808 94.767 1.00213.59 N -ATOM 2881 CA LYS A 444 171.995 151.472 93.404 1.00213.59 C -ATOM 2882 C LYS A 444 170.754 151.040 92.637 1.00213.59 C -ATOM 2883 O LYS A 444 169.690 150.800 93.216 1.00213.59 O -ATOM 2884 CB LYS A 444 173.057 150.364 93.369 1.00213.59 C -ATOM 2885 CG LYS A 444 174.358 150.724 94.067 1.00213.59 C -ATOM 2886 CD LYS A 444 175.319 149.547 94.084 1.00213.59 C -ATOM 2887 CE LYS A 444 176.633 149.918 94.752 1.00213.59 C -ATOM 2888 NZ LYS A 444 177.564 148.758 94.826 1.00213.59 N1+ -ATOM 2889 N VAL A 445 170.901 150.953 91.315 1.00210.96 N -ATOM 2890 CA VAL A 445 169.809 150.501 90.462 1.00210.96 C -ATOM 2891 C VAL A 445 169.572 149.016 90.696 1.00210.96 C -ATOM 2892 O VAL A 445 170.524 148.223 90.740 1.00210.96 O -ATOM 2893 CB VAL A 445 170.119 150.796 88.987 1.00210.96 C -ATOM 2894 CG1 VAL A 445 168.866 150.644 88.138 1.00210.96 C -ATOM 2895 CG2 VAL A 445 170.703 152.194 88.838 1.00210.96 C -ATOM 2896 N SER A 446 168.295 148.646 90.865 1.00213.68 N -ATOM 2897 CA SER A 446 167.839 147.290 91.203 1.00213.68 C -ATOM 2898 C SER A 446 168.468 146.770 92.496 1.00213.68 C -ATOM 2899 O SER A 446 168.762 145.579 92.621 1.00213.68 O -ATOM 2900 CB SER A 446 168.072 146.299 90.053 1.00213.68 C -ATOM 2901 OG SER A 446 169.441 145.954 89.941 1.00213.68 O -ATOM 2902 N GLY A 447 168.675 147.653 93.459 1.00219.73 N -ATOM 2903 CA GLY A 447 169.080 147.248 94.790 1.00219.73 C -ATOM 2904 C GLY A 447 170.583 147.294 94.998 1.00219.73 C -ATOM 2905 O GLY A 447 171.378 147.211 94.055 1.00219.73 O -ATOM 2906 N ASN A 448 170.980 147.431 96.262 1.00227.61 N -ATOM 2907 CA ASN A 448 172.373 147.359 96.682 1.00227.61 C -ATOM 2908 C ASN A 448 172.541 146.138 97.574 1.00227.61 C -ATOM 2909 O ASN A 448 171.778 145.952 98.528 1.00227.61 O -ATOM 2910 CB ASN A 448 172.797 148.630 97.424 1.00227.61 C -ATOM 2911 CG ASN A 448 174.275 148.643 97.764 1.00227.61 C -ATOM 2912 OD1 ASN A 448 175.084 148.003 97.092 1.00227.61 O -ATOM 2913 ND2 ASN A 448 174.635 149.373 98.813 1.00227.61 N -ATOM 2914 N TYR A 449 173.539 145.309 97.264 1.00236.99 N -ATOM 2915 CA TYR A 449 173.682 143.995 97.879 1.00236.99 C -ATOM 2916 C TYR A 449 174.962 143.883 98.705 1.00236.99 C -ATOM 2917 O TYR A 449 175.486 142.785 98.900 1.00236.99 O -ATOM 2918 CB TYR A 449 173.645 142.906 96.808 1.00236.99 C -ATOM 2919 CG TYR A 449 172.307 142.774 96.116 1.00236.99 C -ATOM 2920 CD1 TYR A 449 171.261 142.073 96.705 1.00236.99 C -ATOM 2921 CD2 TYR A 449 172.089 143.358 94.872 1.00236.99 C -ATOM 2922 CE1 TYR A 449 170.034 141.953 96.071 1.00236.99 C -ATOM 2923 CE2 TYR A 449 170.868 143.245 94.231 1.00236.99 C -ATOM 2924 CZ TYR A 449 169.845 142.541 94.835 1.00236.99 C -ATOM 2925 OH TYR A 449 168.629 142.426 94.200 1.00236.99 O -ATOM 2926 N ASN A 450 175.476 145.007 99.197 1.00228.41 N -ATOM 2927 CA ASN A 450 176.739 145.020 99.924 1.00228.41 C -ATOM 2928 C ASN A 450 176.572 144.887 101.433 1.00228.41 C -ATOM 2929 O ASN A 450 177.577 144.859 102.150 1.00228.41 O -ATOM 2930 CB ASN A 450 177.514 146.303 99.607 1.00228.41 C -ATOM 2931 CG ASN A 450 177.965 146.370 98.161 1.00228.41 C -ATOM 2932 OD1 ASN A 450 177.969 147.437 97.548 1.00228.41 O -ATOM 2933 ND2 ASN A 450 178.347 145.225 97.608 1.00228.41 N -ATOM 2934 N TYR A 451 175.341 144.803 101.932 1.00222.33 N -ATOM 2935 CA TYR A 451 175.079 144.739 103.363 1.00222.33 C -ATOM 2936 C TYR A 451 174.188 143.545 103.670 1.00222.33 C -ATOM 2937 O TYR A 451 173.206 143.293 102.965 1.00222.33 O -ATOM 2938 CB TYR A 451 174.442 146.043 103.855 1.00222.33 C -ATOM 2939 CG TYR A 451 175.239 147.261 103.449 1.00222.33 C -ATOM 2940 CD1 TYR A 451 176.551 147.426 103.881 1.00222.33 C -ATOM 2941 CD2 TYR A 451 174.698 148.226 102.607 1.00222.33 C -ATOM 2942 CE1 TYR A 451 177.295 148.530 103.506 1.00222.33 C -ATOM 2943 CE2 TYR A 451 175.437 149.335 102.222 1.00222.33 C -ATOM 2944 CZ TYR A 451 176.734 149.480 102.678 1.00222.33 C -ATOM 2945 OH TYR A 451 177.478 150.575 102.306 1.00222.33 O -ATOM 2946 N LEU A 452 174.538 142.815 104.727 1.00239.26 N -ATOM 2947 CA LEU A 452 173.921 141.537 105.047 1.00239.26 C -ATOM 2948 C LEU A 452 173.263 141.591 106.418 1.00239.26 C -ATOM 2949 O LEU A 452 173.819 142.155 107.366 1.00239.26 O -ATOM 2950 CB LEU A 452 174.958 140.413 105.003 1.00239.26 C -ATOM 2951 CG LEU A 452 175.606 140.221 103.631 1.00239.26 C -ATOM 2952 CD1 LEU A 452 176.821 139.315 103.720 1.00239.26 C -ATOM 2953 CD2 LEU A 452 174.593 139.669 102.639 1.00239.26 C -ATOM 2954 N TYR A 453 172.075 140.995 106.513 1.00233.04 N -ATOM 2955 CA TYR A 453 171.266 141.014 107.724 1.00233.04 C -ATOM 2956 C TYR A 453 170.737 139.603 107.955 1.00233.04 C -ATOM 2957 O TYR A 453 171.069 138.672 107.218 1.00233.04 O -ATOM 2958 CB TYR A 453 170.126 142.038 107.610 1.00233.04 C -ATOM 2959 CG TYR A 453 170.557 143.403 107.097 1.00233.04 C -ATOM 2960 CD1 TYR A 453 170.992 144.392 107.972 1.00233.04 C -ATOM 2961 CD2 TYR A 453 170.519 143.703 105.735 1.00233.04 C -ATOM 2962 CE1 TYR A 453 171.387 145.637 107.506 1.00233.04 C -ATOM 2963 CE2 TYR A 453 170.916 144.942 105.261 1.00233.04 C -ATOM 2964 CZ TYR A 453 171.345 145.905 106.151 1.00233.04 C -ATOM 2965 OH TYR A 453 171.735 147.140 105.684 1.00233.04 O -ATOM 2966 N ARG A 454 169.909 139.433 108.986 1.00245.11 N -ATOM 2967 CA ARG A 454 169.234 138.162 109.225 1.00245.11 C -ATOM 2968 C ARG A 454 167.801 138.433 109.657 1.00245.11 C -ATOM 2969 O ARG A 454 167.389 139.581 109.845 1.00245.11 O -ATOM 2970 CB ARG A 454 169.929 137.307 110.299 1.00245.11 C -ATOM 2971 CG ARG A 454 171.292 136.742 109.917 1.00245.11 C -ATOM 2972 CD ARG A 454 171.937 135.974 111.063 1.00245.11 C -ATOM 2973 NE ARG A 454 173.393 136.032 111.000 1.00245.11 N -ATOM 2974 CZ ARG A 454 174.203 135.052 111.374 1.00245.11 C -ATOM 2975 NH1 ARG A 454 173.734 133.906 111.836 1.00245.11 N1+ -ATOM 2976 NH2 ARG A 454 175.518 135.227 111.285 1.00245.11 N -ATOM 2977 N LEU A 455 167.035 137.353 109.807 1.00243.71 N -ATOM 2978 CA LEU A 455 165.719 137.412 110.423 1.00243.71 C -ATOM 2979 C LEU A 455 165.633 136.641 111.732 1.00243.71 C -ATOM 2980 O LEU A 455 164.646 136.798 112.459 1.00243.71 O -ATOM 2981 CB LEU A 455 164.645 136.881 109.460 1.00243.71 C -ATOM 2982 CG LEU A 455 164.004 137.899 108.516 1.00243.71 C -ATOM 2983 CD1 LEU A 455 163.082 137.208 107.520 1.00243.71 C -ATOM 2984 CD2 LEU A 455 163.252 138.964 109.301 1.00243.71 C -ATOM 2985 N PHE A 456 166.634 135.823 112.054 1.00245.03 N -ATOM 2986 CA PHE A 456 166.560 134.936 113.205 1.00245.03 C -ATOM 2987 C PHE A 456 167.971 134.570 113.648 1.00245.03 C -ATOM 2988 O PHE A 456 168.895 134.508 112.834 1.00245.03 O -ATOM 2989 CB PHE A 456 165.746 133.677 112.865 1.00245.03 C -ATOM 2990 CG PHE A 456 165.714 132.646 113.960 1.00245.03 C -ATOM 2991 CD1 PHE A 456 164.947 132.845 115.099 1.00245.03 C -ATOM 2992 CD2 PHE A 456 166.454 131.477 113.849 1.00245.03 C -ATOM 2993 CE1 PHE A 456 164.919 131.896 116.108 1.00245.03 C -ATOM 2994 CE2 PHE A 456 166.432 130.525 114.853 1.00245.03 C -ATOM 2995 CZ PHE A 456 165.663 130.734 115.984 1.00245.03 C -ATOM 2996 N ARG A 457 168.125 134.361 114.955 1.00242.26 N -ATOM 2997 CA ARG A 457 169.286 133.682 115.513 1.00242.26 C -ATOM 2998 C ARG A 457 168.805 132.899 116.727 1.00242.26 C -ATOM 2999 O ARG A 457 167.744 133.187 117.289 1.00242.26 O -ATOM 3000 CB ARG A 457 170.412 134.664 115.871 1.00242.26 C -ATOM 3001 CG ARG A 457 171.809 134.052 115.898 1.00242.26 C -ATOM 3002 CD ARG A 457 172.806 134.940 116.627 1.00242.26 C -ATOM 3003 NE ARG A 457 173.984 134.200 117.066 1.00242.26 N -ATOM 3004 CZ ARG A 457 174.057 133.496 118.187 1.00242.26 C -ATOM 3005 NH1 ARG A 457 173.034 133.417 119.023 1.00242.26 N1+ -ATOM 3006 NH2 ARG A 457 175.186 132.858 118.480 1.00242.26 N -ATOM 3007 N LYS A 458 169.590 131.892 117.120 1.00245.24 N -ATOM 3008 CA LYS A 458 169.131 130.909 118.097 1.00245.24 C -ATOM 3009 C LYS A 458 169.007 131.466 119.512 1.00245.24 C -ATOM 3010 O LYS A 458 168.279 130.884 120.324 1.00245.24 O -ATOM 3011 CB LYS A 458 170.066 129.698 118.095 1.00245.24 C -ATOM 3012 CG LYS A 458 170.030 128.900 116.801 1.00245.24 C -ATOM 3013 CD LYS A 458 170.952 127.695 116.858 1.00245.24 C -ATOM 3014 CE LYS A 458 170.844 126.862 115.591 1.00245.24 C -ATOM 3015 NZ LYS A 458 171.674 125.629 115.667 1.00245.24 N1+ -ATOM 3016 N SER A 459 169.685 132.568 119.830 1.00238.37 N -ATOM 3017 CA SER A 459 169.603 133.136 121.168 1.00238.37 C -ATOM 3018 C SER A 459 169.864 134.633 121.106 1.00238.37 C -ATOM 3019 O SER A 459 170.452 135.144 120.149 1.00238.37 O -ATOM 3020 CB SER A 459 170.595 132.465 122.127 1.00238.37 C -ATOM 3021 OG SER A 459 171.933 132.785 121.785 1.00238.37 O -ATOM 3022 N ASN A 460 169.413 135.334 122.144 1.00222.56 N -ATOM 3023 CA ASN A 460 169.712 136.750 122.288 1.00222.56 C -ATOM 3024 C ASN A 460 171.165 136.915 122.706 1.00222.56 C -ATOM 3025 O ASN A 460 171.634 136.248 123.634 1.00222.56 O -ATOM 3026 CB ASN A 460 168.788 137.402 123.316 1.00222.56 C -ATOM 3027 CG ASN A 460 167.342 137.436 122.866 1.00222.56 C -ATOM 3028 OD1 ASN A 460 167.037 137.193 121.699 1.00222.56 O -ATOM 3029 ND2 ASN A 460 166.442 137.746 123.792 1.00222.56 N -ATOM 3030 N LEU A 461 171.876 137.798 122.016 1.00205.60 N -ATOM 3031 CA LEU A 461 173.303 137.950 122.238 1.00205.60 C -ATOM 3032 C LEU A 461 173.593 138.788 123.477 1.00205.60 C -ATOM 3033 O LEU A 461 172.871 139.733 123.806 1.00205.60 O -ATOM 3034 CB LEU A 461 173.969 138.583 121.017 1.00205.60 C -ATOM 3035 CG LEU A 461 174.377 137.610 119.908 1.00205.60 C -ATOM 3036 CD1 LEU A 461 175.258 138.308 118.888 1.00205.60 C -ATOM 3037 CD2 LEU A 461 175.089 136.386 120.483 1.00205.60 C -ATOM 3038 N LYS A 462 174.669 138.421 124.163 1.00188.48 N -ATOM 3039 CA LYS A 462 175.264 139.251 125.191 1.00188.48 C -ATOM 3040 C LYS A 462 175.915 140.463 124.516 1.00188.48 C -ATOM 3041 O LYS A 462 176.213 140.411 123.317 1.00188.48 O -ATOM 3042 CB LYS A 462 176.287 138.430 125.982 1.00188.48 C -ATOM 3043 CG LYS A 462 175.977 136.936 126.060 1.00188.48 C -ATOM 3044 CD LYS A 462 174.799 136.630 126.998 1.00188.48 C -ATOM 3045 CE LYS A 462 174.499 135.139 127.037 1.00188.48 C -ATOM 3046 NZ LYS A 462 173.296 134.807 127.860 1.00188.48 N1+ -ATOM 3047 N PRO A 463 176.097 141.579 125.240 1.00173.81 N -ATOM 3048 CA PRO A 463 176.600 142.805 124.588 1.00173.81 C -ATOM 3049 C PRO A 463 178.004 142.665 124.009 1.00173.81 C -ATOM 3050 O PRO A 463 178.906 142.112 124.644 1.00173.81 O -ATOM 3051 CB PRO A 463 176.561 143.850 125.714 1.00173.81 C -ATOM 3052 CG PRO A 463 176.376 143.072 126.978 1.00173.81 C -ATOM 3053 CD PRO A 463 175.569 141.886 126.583 1.00173.81 C -ATOM 3054 N PHE A 464 178.162 143.182 122.784 1.00162.16 N -ATOM 3055 CA PHE A 464 179.416 143.206 122.016 1.00162.16 C -ATOM 3056 C PHE A 464 179.992 141.802 121.800 1.00162.16 C -ATOM 3057 O PHE A 464 181.131 141.508 122.166 1.00162.16 O -ATOM 3058 CB PHE A 464 180.470 144.110 122.670 1.00162.16 C -ATOM 3059 CG PHE A 464 180.045 145.542 122.852 1.00162.16 C -ATOM 3060 CD1 PHE A 464 179.542 146.292 121.797 1.00162.16 C -ATOM 3061 CD2 PHE A 464 180.174 146.143 124.095 1.00162.16 C -ATOM 3062 CE1 PHE A 464 179.168 147.620 121.989 1.00162.16 C -ATOM 3063 CE2 PHE A 464 179.803 147.461 124.294 1.00162.16 C -ATOM 3064 CZ PHE A 464 179.300 148.201 123.242 1.00162.16 C -ATOM 3065 N GLU A 465 179.187 140.926 121.204 1.00182.97 N -ATOM 3066 CA GLU A 465 179.682 139.655 120.692 1.00182.97 C -ATOM 3067 C GLU A 465 179.569 139.603 119.176 1.00182.97 C -ATOM 3068 O GLU A 465 178.636 140.159 118.587 1.00182.97 O -ATOM 3069 CB GLU A 465 178.964 138.456 121.310 1.00182.97 C -ATOM 3070 CG GLU A 465 179.259 138.277 122.776 1.00182.97 C -ATOM 3071 CD GLU A 465 178.530 137.096 123.364 1.00182.97 C -ATOM 3072 OE1 GLU A 465 177.699 136.503 122.651 1.00182.97 O -ATOM 3073 OE2 GLU A 465 178.821 136.737 124.524 1.00182.97 O1- -ATOM 3074 N ARG A 466 180.522 138.913 118.554 1.00190.91 N -ATOM 3075 CA ARG A 466 180.729 139.017 117.118 1.00190.91 C -ATOM 3076 C ARG A 466 180.527 137.677 116.422 1.00190.91 C -ATOM 3077 O ARG A 466 181.363 137.265 115.610 1.00190.91 O -ATOM 3078 CB ARG A 466 182.133 139.556 116.849 1.00190.91 C -ATOM 3079 CG ARG A 466 182.313 140.970 117.361 1.00190.91 C -ATOM 3080 CD ARG A 466 183.667 141.558 117.025 1.00190.91 C -ATOM 3081 NE ARG A 466 183.763 142.918 117.540 1.00190.91 N -ATOM 3082 CZ ARG A 466 183.332 143.993 116.896 1.00190.91 C -ATOM 3083 NH1 ARG A 466 182.831 143.912 115.675 1.00190.91 N1+ -ATOM 3084 NH2 ARG A 466 183.392 145.177 117.498 1.00190.91 N -ATOM 3085 N ASP A 467 179.435 136.987 116.751 1.00242.02 N -ATOM 3086 CA ASP A 467 179.112 135.697 116.148 1.00242.02 C -ATOM 3087 C ASP A 467 178.770 135.893 114.675 1.00242.02 C -ATOM 3088 O ASP A 467 177.672 136.346 114.335 1.00242.02 O -ATOM 3089 CB ASP A 467 177.956 135.045 116.899 1.00242.02 C -ATOM 3090 CG ASP A 467 178.408 134.338 118.160 1.00242.02 C -ATOM 3091 OD1 ASP A 467 179.569 134.543 118.574 1.00242.02 O -ATOM 3092 OD2 ASP A 467 177.601 133.584 118.741 1.00242.02 O1- -ATOM 3093 N ILE A 468 179.714 135.554 113.804 1.00261.47 N -ATOM 3094 CA ILE A 468 179.562 135.725 112.368 1.00261.47 C -ATOM 3095 C ILE A 468 179.307 134.386 111.680 1.00261.47 C -ATOM 3096 O ILE A 468 179.482 134.267 110.468 1.00261.47 O -ATOM 3097 CB ILE A 468 180.781 136.441 111.763 1.00261.47 C -ATOM 3098 CG1 ILE A 468 182.063 135.664 112.071 1.00261.47 C -ATOM 3099 CG2 ILE A 468 180.885 137.856 112.302 1.00261.47 C -ATOM 3100 CD1 ILE A 468 183.303 136.259 111.438 1.00261.47 C -ATOM 3101 N SER A 469 178.904 133.376 112.447 1.00278.72 N -ATOM 3102 CA SER A 469 178.632 132.060 111.888 1.00278.72 C -ATOM 3103 C SER A 469 177.361 132.080 111.048 1.00278.72 C -ATOM 3104 O SER A 469 176.365 132.713 111.410 1.00278.72 O -ATOM 3105 CB SER A 469 178.506 131.028 113.007 1.00278.72 C -ATOM 3106 OG SER A 469 177.401 131.322 113.845 1.00278.72 O -ATOM 3107 N THR A 470 177.403 131.378 109.919 1.00285.53 N -ATOM 3108 CA THR A 470 176.293 131.313 108.975 1.00285.53 C -ATOM 3109 C THR A 470 175.686 129.914 108.930 1.00285.53 C -ATOM 3110 O THR A 470 175.310 129.416 107.867 1.00285.53 O -ATOM 3111 CB THR A 470 176.743 131.743 107.581 1.00285.53 C -ATOM 3112 OG1 THR A 470 177.724 130.821 107.089 1.00285.53 O -ATOM 3113 CG2 THR A 470 177.350 133.136 107.627 1.00285.53 C -ATOM 3114 N GLU A 471 175.598 129.264 110.088 1.00280.46 N -ATOM 3115 CA GLU A 471 175.026 127.927 110.157 1.00280.46 C -ATOM 3116 C GLU A 471 173.514 127.981 109.975 1.00280.46 C -ATOM 3117 O GLU A 471 172.835 128.848 110.532 1.00280.46 O -ATOM 3118 CB GLU A 471 175.378 127.267 111.490 1.00280.46 C -ATOM 3119 CG GLU A 471 176.868 127.034 111.683 1.00280.46 C -ATOM 3120 CD GLU A 471 177.180 126.271 112.954 1.00280.46 C -ATOM 3121 OE1 GLU A 471 176.285 126.160 113.818 1.00280.46 O -ATOM 3122 OE2 GLU A 471 178.321 125.781 113.089 1.00280.46 O1- -ATOM 3123 N ILE A 472 172.993 127.038 109.189 1.00257.24 N -ATOM 3124 CA ILE A 472 171.586 127.054 108.805 1.00257.24 C -ATOM 3125 C ILE A 472 170.726 126.645 109.995 1.00257.24 C -ATOM 3126 O ILE A 472 170.974 125.619 110.643 1.00257.24 O -ATOM 3127 CB ILE A 472 171.364 126.145 107.584 1.00257.24 C -ATOM 3128 CG1 ILE A 472 171.730 126.896 106.302 1.00257.24 C -ATOM 3129 CG2 ILE A 472 169.929 125.635 107.500 1.00257.24 C -ATOM 3130 CD1 ILE A 472 171.899 126.005 105.096 1.00257.24 C -ATOM 3131 N TYR A 473 169.722 127.465 110.301 1.00254.08 N -ATOM 3132 CA TYR A 473 168.837 127.210 111.427 1.00254.08 C -ATOM 3133 C TYR A 473 167.806 126.151 111.066 1.00254.08 C -ATOM 3134 O TYR A 473 167.097 126.276 110.062 1.00254.08 O -ATOM 3135 CB TYR A 473 168.134 128.499 111.848 1.00254.08 C -ATOM 3136 CG TYR A 473 169.061 129.681 111.947 1.00254.08 C -ATOM 3137 CD1 TYR A 473 170.137 129.669 112.827 1.00254.08 C -ATOM 3138 CD2 TYR A 473 168.873 130.803 111.149 1.00254.08 C -ATOM 3139 CE1 TYR A 473 170.992 130.746 112.920 1.00254.08 C -ATOM 3140 CE2 TYR A 473 169.725 131.884 111.231 1.00254.08 C -ATOM 3141 CZ TYR A 473 170.781 131.849 112.121 1.00254.08 C -ATOM 3142 OH TYR A 473 171.633 132.917 112.215 1.00254.08 O -ATOM 3143 N GLN A 474 167.723 125.108 111.890 1.00223.19 N -ATOM 3144 CA GLN A 474 166.697 124.078 111.738 1.00223.19 C -ATOM 3145 C GLN A 474 165.478 124.512 112.546 1.00223.19 C -ATOM 3146 O GLN A 474 165.277 124.121 113.698 1.00223.19 O -ATOM 3147 CB GLN A 474 167.229 122.721 112.183 1.00223.19 C -ATOM 3148 CG GLN A 474 168.645 122.432 111.710 1.00223.19 C -ATOM 3149 CD GLN A 474 168.945 120.948 111.634 1.00223.19 C -ATOM 3150 OE1 GLN A 474 168.094 120.114 111.944 1.00223.19 O -ATOM 3151 NE2 GLN A 474 170.161 120.610 111.219 1.00223.19 N -ATOM 3152 N ALA A 475 164.659 125.363 111.919 1.00221.11 N -ATOM 3153 CA ALA A 475 163.473 125.892 112.588 1.00221.11 C -ATOM 3154 C ALA A 475 162.412 124.816 112.776 1.00221.11 C -ATOM 3155 O ALA A 475 161.726 124.785 113.804 1.00221.11 O -ATOM 3156 CB ALA A 475 162.908 127.072 111.797 1.00221.11 C -ATOM 3157 N GLY A 476 162.261 123.931 111.799 1.00214.28 N -ATOM 3158 CA GLY A 476 161.353 122.809 111.899 1.00214.28 C -ATOM 3159 C GLY A 476 162.053 121.558 112.381 1.00214.28 C -ATOM 3160 O GLY A 476 163.134 121.602 112.975 1.00214.28 O -ATOM 3161 N ASN A 477 161.421 120.419 112.114 1.00200.01 N -ATOM 3162 CA ASN A 477 161.980 119.120 112.459 1.00200.01 C -ATOM 3163 C ASN A 477 162.845 118.540 111.348 1.00200.01 C -ATOM 3164 O ASN A 477 163.301 117.399 111.469 1.00200.01 O -ATOM 3165 CB ASN A 477 160.856 118.138 112.804 1.00200.01 C -ATOM 3166 CG ASN A 477 160.044 118.582 114.005 1.00200.01 C -ATOM 3167 OD1 ASN A 477 160.558 119.245 114.906 1.00200.01 O -ATOM 3168 ND2 ASN A 477 158.767 118.218 114.024 1.00200.01 N -ATOM 3169 N LYS A 478 163.072 119.292 110.278 1.00200.44 N -ATOM 3170 CA LYS A 478 163.843 118.785 109.151 1.00200.44 C -ATOM 3171 C LYS A 478 165.331 118.763 109.488 1.00200.44 C -ATOM 3172 O LYS A 478 165.879 119.785 109.918 1.00200.44 O -ATOM 3173 CB LYS A 478 163.603 119.646 107.912 1.00200.44 C -ATOM 3174 CG LYS A 478 162.145 119.759 107.499 1.00200.44 C -ATOM 3175 CD LYS A 478 161.985 120.700 106.315 1.00200.44 C -ATOM 3176 CE LYS A 478 160.522 120.903 105.959 1.00200.44 C -ATOM 3177 NZ LYS A 478 160.358 121.796 104.779 1.00200.44 N1+ -ATOM 3178 N PRO A 479 166.014 117.630 109.314 1.00199.96 N -ATOM 3179 CA PRO A 479 167.478 117.625 109.433 1.00199.96 C -ATOM 3180 C PRO A 479 168.127 118.272 108.219 1.00199.96 C -ATOM 3181 O PRO A 479 168.461 117.589 107.245 1.00199.96 O -ATOM 3182 CB PRO A 479 167.824 116.135 109.546 1.00199.96 C -ATOM 3183 CG PRO A 479 166.668 115.418 108.931 1.00199.96 C -ATOM 3184 CD PRO A 479 165.455 116.278 109.133 1.00199.96 C -ATOM 3185 N CYS A 480 168.275 119.601 108.271 1.00206.99 N -ATOM 3186 CA CYS A 480 168.692 120.380 107.106 1.00206.99 C -ATOM 3187 C CYS A 480 170.128 120.058 106.703 1.00206.99 C -ATOM 3188 O CYS A 480 170.373 119.555 105.599 1.00206.99 O -ATOM 3189 CB CYS A 480 168.539 121.872 107.407 1.00206.99 C -ATOM 3190 SG CYS A 480 166.912 122.341 108.050 1.00206.99 S -ATOM 3191 N ASN A 481 171.083 120.341 107.602 1.00198.69 N -ATOM 3192 CA ASN A 481 172.506 119.990 107.467 1.00198.69 C -ATOM 3193 C ASN A 481 173.135 120.567 106.197 1.00198.69 C -ATOM 3194 O ASN A 481 173.840 119.879 105.455 1.00198.69 O -ATOM 3195 CB ASN A 481 172.709 118.472 107.541 1.00198.69 C -ATOM 3196 CG ASN A 481 172.453 117.918 108.928 1.00198.69 C -ATOM 3197 OD1 ASN A 481 172.855 118.511 109.930 1.00198.69 O -ATOM 3198 ND2 ASN A 481 171.780 116.775 108.994 1.00198.69 N -ATOM 3199 N GLY A 482 172.873 121.849 105.948 1.00198.69 N -ATOM 3200 CA GLY A 482 173.421 122.550 104.811 1.00198.69 C -ATOM 3201 C GLY A 482 172.454 122.760 103.663 1.00198.69 C -ATOM 3202 O GLY A 482 172.738 123.574 102.776 1.00198.69 O -ATOM 3203 N VAL A 483 171.327 122.056 103.655 1.00202.47 N -ATOM 3204 CA VAL A 483 170.307 122.231 102.627 1.00202.47 C -ATOM 3205 C VAL A 483 169.390 123.362 103.077 1.00202.47 C -ATOM 3206 O VAL A 483 168.686 123.237 104.080 1.00202.47 O -ATOM 3207 CB VAL A 483 169.520 120.937 102.388 1.00202.47 C -ATOM 3208 CG1 VAL A 483 168.523 121.126 101.254 1.00202.47 C -ATOM 3209 CG2 VAL A 483 170.468 119.787 102.087 1.00202.47 C -ATOM 3210 N ALA A 484 169.401 124.467 102.338 1.00211.49 N -ATOM 3211 CA ALA A 484 168.619 125.643 102.691 1.00211.49 C -ATOM 3212 C ALA A 484 167.212 125.556 102.113 1.00211.49 C -ATOM 3213 O ALA A 484 166.982 124.935 101.071 1.00211.49 O -ATOM 3214 CB ALA A 484 169.306 126.917 102.196 1.00211.49 C -ATOM 3215 N GLY A 485 166.270 126.188 102.802 1.00229.03 N -ATOM 3216 CA GLY A 485 164.890 126.197 102.354 1.00229.03 C -ATOM 3217 C GLY A 485 163.963 126.600 103.489 1.00229.03 C -ATOM 3218 O GLY A 485 164.382 127.232 104.456 1.00229.03 O -ATOM 3219 N PHE A 486 162.695 126.225 103.333 1.00228.78 N -ATOM 3220 CA PHE A 486 161.698 126.489 104.362 1.00228.78 C -ATOM 3221 C PHE A 486 161.920 125.561 105.551 1.00228.78 C -ATOM 3222 O PHE A 486 162.179 124.366 105.373 1.00228.78 O -ATOM 3223 CB PHE A 486 160.297 126.312 103.788 1.00228.78 C -ATOM 3224 CG PHE A 486 160.093 127.013 102.478 1.00228.78 C -ATOM 3225 CD1 PHE A 486 160.138 128.398 102.405 1.00228.78 C -ATOM 3226 CD2 PHE A 486 159.881 126.289 101.314 1.00228.78 C -ATOM 3227 CE1 PHE A 486 159.957 129.049 101.197 1.00228.78 C -ATOM 3228 CE2 PHE A 486 159.698 126.935 100.102 1.00228.78 C -ATOM 3229 CZ PHE A 486 159.737 128.317 100.045 1.00228.78 C -ATOM 3230 N ASN A 487 161.860 126.139 106.762 1.00229.08 N -ATOM 3231 CA ASN A 487 162.287 125.546 108.041 1.00229.08 C -ATOM 3232 C ASN A 487 163.766 125.148 108.044 1.00229.08 C -ATOM 3233 O ASN A 487 164.199 124.357 108.888 1.00229.08 O -ATOM 3234 CB ASN A 487 161.414 124.350 108.452 1.00229.08 C -ATOM 3235 CG ASN A 487 159.946 124.708 108.552 1.00229.08 C -ATOM 3236 OD1 ASN A 487 159.581 125.883 108.558 1.00229.08 O -ATOM 3237 ND2 ASN A 487 159.094 123.692 108.636 1.00229.08 N -ATOM 3238 N CYS A 488 164.541 125.690 107.110 1.00236.51 N -ATOM 3239 CA CYS A 488 165.972 125.460 106.970 1.00236.51 C -ATOM 3240 C CYS A 488 166.638 126.780 106.604 1.00236.51 C -ATOM 3241 O CYS A 488 167.423 126.863 105.658 1.00236.51 O -ATOM 3242 CB CYS A 488 166.255 124.387 105.923 1.00236.51 C -ATOM 3243 SG CYS A 488 165.790 122.710 106.400 1.00236.51 S -ATOM 3244 N TYR A 489 166.280 127.835 107.338 1.00249.15 N -ATOM 3245 CA TYR A 489 166.551 129.208 106.923 1.00249.15 C -ATOM 3246 C TYR A 489 168.043 129.513 106.950 1.00249.15 C -ATOM 3247 O TYR A 489 168.689 129.411 107.999 1.00249.15 O -ATOM 3248 CB TYR A 489 165.801 130.186 107.825 1.00249.15 C -ATOM 3249 CG TYR A 489 164.299 130.019 107.816 1.00249.15 C -ATOM 3250 CD1 TYR A 489 163.524 130.586 106.810 1.00249.15 C -ATOM 3251 CD2 TYR A 489 163.654 129.303 108.819 1.00249.15 C -ATOM 3252 CE1 TYR A 489 162.147 130.438 106.799 1.00249.15 C -ATOM 3253 CE2 TYR A 489 162.278 129.151 108.817 1.00249.15 C -ATOM 3254 CZ TYR A 489 161.531 129.720 107.804 1.00249.15 C -ATOM 3255 OH TYR A 489 160.164 129.571 107.798 1.00249.15 O -ATOM 3256 N PHE A 490 168.586 129.861 105.786 1.00271.84 N -ATOM 3257 CA PHE A 490 169.926 130.416 105.723 1.00271.84 C -ATOM 3258 C PHE A 490 169.942 131.764 106.438 1.00271.84 C -ATOM 3259 O PHE A 490 168.984 132.535 106.320 1.00271.84 O -ATOM 3260 CB PHE A 490 170.376 130.581 104.270 1.00271.84 C -ATOM 3261 CG PHE A 490 171.814 130.997 104.119 1.00271.84 C -ATOM 3262 CD1 PHE A 490 172.837 130.070 104.263 1.00271.84 C -ATOM 3263 CD2 PHE A 490 172.143 132.315 103.834 1.00271.84 C -ATOM 3264 CE1 PHE A 490 174.163 130.451 104.129 1.00271.84 C -ATOM 3265 CE2 PHE A 490 173.466 132.701 103.696 1.00271.84 C -ATOM 3266 CZ PHE A 490 174.476 131.768 103.844 1.00271.84 C -ATOM 3267 N PRO A 491 170.986 132.052 107.225 1.00273.52 N -ATOM 3268 CA PRO A 491 171.022 133.308 107.986 1.00273.52 C -ATOM 3269 C PRO A 491 171.066 134.571 107.137 1.00273.52 C -ATOM 3270 O PRO A 491 170.147 135.393 107.205 1.00273.52 O -ATOM 3271 CB PRO A 491 172.303 133.165 108.817 1.00273.52 C -ATOM 3272 CG PRO A 491 172.538 131.712 108.912 1.00273.52 C -ATOM 3273 CD PRO A 491 172.084 131.149 107.610 1.00273.52 C -ATOM 3274 N LEU A 492 172.090 134.707 106.298 1.00272.27 N -ATOM 3275 CA LEU A 492 172.397 135.989 105.678 1.00272.27 C -ATOM 3276 C LEU A 492 171.426 136.304 104.546 1.00272.27 C -ATOM 3277 O LEU A 492 171.253 135.509 103.616 1.00272.27 O -ATOM 3278 CB LEU A 492 173.835 135.996 105.163 1.00272.27 C -ATOM 3279 CG LEU A 492 174.915 136.096 106.244 1.00272.27 C -ATOM 3280 CD1 LEU A 492 176.299 136.133 105.619 1.00272.27 C -ATOM 3281 CD2 LEU A 492 174.690 137.312 107.134 1.00272.27 C -ATOM 3282 N ARG A 493 170.791 137.469 104.641 1.00251.45 N -ATOM 3283 CA ARG A 493 169.853 137.982 103.657 1.00251.45 C -ATOM 3284 C ARG A 493 170.267 139.404 103.300 1.00251.45 C -ATOM 3285 O ARG A 493 171.125 140.005 103.953 1.00251.45 O -ATOM 3286 CB ARG A 493 168.413 137.966 104.191 1.00251.45 C -ATOM 3287 CG ARG A 493 167.897 136.589 104.583 1.00251.45 C -ATOM 3288 CD ARG A 493 166.588 136.691 105.353 1.00251.45 C -ATOM 3289 NE ARG A 493 166.223 135.430 105.989 1.00251.45 N -ATOM 3290 CZ ARG A 493 165.568 134.446 105.389 1.00251.45 C -ATOM 3291 NH1 ARG A 493 165.179 134.542 104.128 1.00251.45 N1+ -ATOM 3292 NH2 ARG A 493 165.294 133.338 106.072 1.00251.45 N -ATOM 3293 N SER A 494 169.635 139.952 102.266 1.00237.29 N -ATOM 3294 CA SER A 494 169.920 141.304 101.812 1.00237.29 C -ATOM 3295 C SER A 494 168.615 142.068 101.640 1.00237.29 C -ATOM 3296 O SER A 494 167.547 141.481 101.451 1.00237.29 O -ATOM 3297 CB SER A 494 170.713 141.303 100.498 1.00237.29 C -ATOM 3298 OG SER A 494 170.190 140.354 99.587 1.00237.29 O -ATOM 3299 N TYR A 495 168.715 143.396 101.710 1.00227.06 N -ATOM 3300 CA TYR A 495 167.537 144.251 101.652 1.00227.06 C -ATOM 3301 C TYR A 495 167.353 144.946 100.310 1.00227.06 C -ATOM 3302 O TYR A 495 166.232 145.381 100.018 1.00227.06 O -ATOM 3303 CB TYR A 495 167.587 145.306 102.766 1.00227.06 C -ATOM 3304 CG TYR A 495 167.244 144.771 104.143 1.00227.06 C -ATOM 3305 CD1 TYR A 495 166.687 143.504 104.302 1.00227.06 C -ATOM 3306 CD2 TYR A 495 167.467 145.537 105.282 1.00227.06 C -ATOM 3307 CE1 TYR A 495 166.373 143.013 105.557 1.00227.06 C -ATOM 3308 CE2 TYR A 495 167.155 145.053 106.542 1.00227.06 C -ATOM 3309 CZ TYR A 495 166.608 143.792 106.672 1.00227.06 C -ATOM 3310 OH TYR A 495 166.294 143.305 107.920 1.00227.06 O -ATOM 3311 N SER A 496 168.420 145.054 99.506 1.00228.67 N -ATOM 3312 CA SER A 496 168.406 145.584 98.136 1.00228.67 C -ATOM 3313 C SER A 496 167.881 147.025 98.097 1.00228.67 C -ATOM 3314 O SER A 496 166.799 147.314 97.582 1.00228.67 O -ATOM 3315 CB SER A 496 167.606 144.673 97.194 1.00228.67 C -ATOM 3316 OG SER A 496 166.212 144.882 97.343 1.00228.67 O -ATOM 3317 N PHE A 497 168.683 147.917 98.681 1.00220.56 N -ATOM 3318 CA PHE A 497 168.325 149.328 98.795 1.00220.56 C -ATOM 3319 C PHE A 497 168.270 149.988 97.420 1.00220.56 C -ATOM 3320 O PHE A 497 169.260 149.990 96.681 1.00220.56 O -ATOM 3321 CB PHE A 497 169.328 150.050 99.690 1.00220.56 C -ATOM 3322 CG PHE A 497 169.398 149.504 101.086 1.00220.56 C -ATOM 3323 CD1 PHE A 497 168.305 149.593 101.935 1.00220.56 C -ATOM 3324 CD2 PHE A 497 170.558 148.900 101.550 1.00220.56 C -ATOM 3325 CE1 PHE A 497 168.366 149.091 103.223 1.00220.56 C -ATOM 3326 CE2 PHE A 497 170.627 148.395 102.838 1.00220.56 C -ATOM 3327 CZ PHE A 497 169.529 148.491 103.674 1.00220.56 C -ATOM 3328 N ARG A 498 167.109 150.557 97.086 1.00217.03 N -ATOM 3329 CA ARG A 498 166.812 151.219 95.827 1.00217.03 C -ATOM 3330 C ARG A 498 166.549 152.707 96.052 1.00217.03 C -ATOM 3331 O ARG A 498 166.098 153.101 97.132 1.00217.03 O -ATOM 3332 CB ARG A 498 165.587 150.579 95.160 1.00217.03 C -ATOM 3333 CG ARG A 498 165.809 149.148 94.703 1.00217.03 C -ATOM 3334 CD ARG A 498 164.584 148.597 93.992 1.00217.03 C -ATOM 3335 NE ARG A 498 164.780 147.217 93.565 1.00217.03 N -ATOM 3336 CZ ARG A 498 163.838 146.461 93.017 1.00217.03 C -ATOM 3337 NH1 ARG A 498 162.614 146.921 92.814 1.00217.03 N1+ -ATOM 3338 NH2 ARG A 498 164.132 145.213 92.665 1.00217.03 N -ATOM 3339 N PRO A 499 166.834 153.564 95.061 1.00213.74 N -ATOM 3340 CA PRO A 499 166.519 154.996 95.222 1.00213.74 C -ATOM 3341 C PRO A 499 165.030 155.307 95.224 1.00213.74 C -ATOM 3342 O PRO A 499 164.648 156.397 95.669 1.00213.74 O -ATOM 3343 CB PRO A 499 167.220 155.649 94.022 1.00213.74 C -ATOM 3344 CG PRO A 499 167.358 154.555 93.022 1.00213.74 C -ATOM 3345 CD PRO A 499 167.587 153.308 93.820 1.00213.74 C -ATOM 3346 N THR A 500 164.182 154.399 94.748 1.00212.93 N -ATOM 3347 CA THR A 500 162.740 154.599 94.754 1.00212.93 C -ATOM 3348 C THR A 500 162.077 154.080 96.023 1.00212.93 C -ATOM 3349 O THR A 500 160.846 154.109 96.118 1.00212.93 O -ATOM 3350 CB THR A 500 162.104 153.926 93.533 1.00212.93 C -ATOM 3351 OG1 THR A 500 162.204 152.502 93.663 1.00212.93 O -ATOM 3352 CG2 THR A 500 162.807 154.365 92.258 1.00212.93 C -ATOM 3353 N TYR A 501 162.858 153.605 96.990 1.00214.43 N -ATOM 3354 CA TYR A 501 162.308 153.116 98.244 1.00214.43 C -ATOM 3355 C TYR A 501 161.824 154.273 99.114 1.00214.43 C -ATOM 3356 O TYR A 501 162.147 155.442 98.885 1.00214.43 O -ATOM 3357 CB TYR A 501 163.354 152.310 99.016 1.00214.43 C -ATOM 3358 CG TYR A 501 163.438 150.846 98.644 1.00214.43 C -ATOM 3359 CD1 TYR A 501 162.758 150.342 97.540 1.00214.43 C -ATOM 3360 CD2 TYR A 501 164.196 149.965 99.407 1.00214.43 C -ATOM 3361 CE1 TYR A 501 162.836 149.001 97.204 1.00214.43 C -ATOM 3362 CE2 TYR A 501 164.279 148.626 99.081 1.00214.43 C -ATOM 3363 CZ TYR A 501 163.599 148.149 97.979 1.00214.43 C -ATOM 3364 OH TYR A 501 163.682 146.815 97.653 1.00214.43 O -ATOM 3365 N GLY A 502 161.035 153.928 100.129 1.00201.79 N -ATOM 3366 CA GLY A 502 160.656 154.901 101.128 1.00201.79 C -ATOM 3367 C GLY A 502 161.814 155.260 102.038 1.00201.79 C -ATOM 3368 O GLY A 502 162.842 154.582 102.078 1.00201.79 O -ATOM 3369 N VAL A 503 161.630 156.358 102.779 1.00198.70 N -ATOM 3370 CA VAL A 503 162.680 156.872 103.658 1.00198.70 C -ATOM 3371 C VAL A 503 162.946 155.905 104.806 1.00198.70 C -ATOM 3372 O VAL A 503 164.088 155.753 105.257 1.00198.70 O -ATOM 3373 CB VAL A 503 162.302 158.275 104.167 1.00198.70 C -ATOM 3374 CG1 VAL A 503 163.507 158.967 104.792 1.00198.70 C -ATOM 3375 CG2 VAL A 503 161.730 159.113 103.034 1.00198.70 C -ATOM 3376 N GLY A 504 161.901 155.229 105.291 1.00195.68 N -ATOM 3377 CA GLY A 504 162.100 154.186 106.282 1.00195.68 C -ATOM 3378 C GLY A 504 162.795 152.960 105.725 1.00195.68 C -ATOM 3379 O GLY A 504 163.449 152.222 106.468 1.00195.68 O -ATOM 3380 N HIS A 505 162.667 152.722 104.420 1.00203.16 N -ATOM 3381 CA HIS A 505 163.380 151.647 103.745 1.00203.16 C -ATOM 3382 C HIS A 505 164.685 152.108 103.111 1.00203.16 C -ATOM 3383 O HIS A 505 165.428 151.276 102.581 1.00203.16 O -ATOM 3384 CB HIS A 505 162.486 151.001 102.683 1.00203.16 C -ATOM 3385 CG HIS A 505 161.266 150.342 103.246 1.00203.16 C -ATOM 3386 ND1 HIS A 505 161.330 149.385 104.236 1.00203.16 N -ATOM 3387 CD2 HIS A 505 159.952 150.500 102.960 1.00203.16 C -ATOM 3388 CE1 HIS A 505 160.108 148.982 104.536 1.00203.16 C -ATOM 3389 NE2 HIS A 505 159.254 149.643 103.775 1.00203.16 N -ATOM 3390 N GLN A 506 164.976 153.406 103.147 1.00202.81 N -ATOM 3391 CA GLN A 506 166.251 153.900 102.657 1.00202.81 C -ATOM 3392 C GLN A 506 167.369 153.522 103.631 1.00202.81 C -ATOM 3393 O GLN A 506 167.144 153.447 104.842 1.00202.81 O -ATOM 3394 CB GLN A 506 166.196 155.415 102.472 1.00202.81 C -ATOM 3395 CG GLN A 506 165.690 155.849 101.103 1.00202.81 C -ATOM 3396 CD GLN A 506 165.450 157.342 101.015 1.00202.81 C -ATOM 3397 OE1 GLN A 506 166.076 158.126 101.728 1.00202.81 O -ATOM 3398 NE2 GLN A 506 164.538 157.743 100.138 1.00202.81 N -ATOM 3399 N PRO A 507 168.573 153.249 103.126 1.00198.66 N -ATOM 3400 CA PRO A 507 169.675 152.877 104.021 1.00198.66 C -ATOM 3401 C PRO A 507 170.189 154.064 104.821 1.00198.66 C -ATOM 3402 O PRO A 507 170.109 155.218 104.391 1.00198.66 O -ATOM 3403 CB PRO A 507 170.747 152.351 103.060 1.00198.66 C -ATOM 3404 CG PRO A 507 170.465 153.042 101.775 1.00198.66 C -ATOM 3405 CD PRO A 507 168.973 153.184 101.708 1.00198.66 C -ATOM 3406 N TYR A 508 170.725 153.765 106.005 1.00183.17 N -ATOM 3407 CA TYR A 508 171.301 154.766 106.889 1.00183.17 C -ATOM 3408 C TYR A 508 172.686 154.324 107.328 1.00183.17 C -ATOM 3409 O TYR A 508 172.891 153.157 107.689 1.00183.17 O -ATOM 3410 CB TYR A 508 170.442 154.988 108.142 1.00183.17 C -ATOM 3411 CG TYR A 508 169.189 155.807 107.945 1.00183.17 C -ATOM 3412 CD1 TYR A 508 168.075 155.269 107.313 1.00183.17 C -ATOM 3413 CD2 TYR A 508 169.111 157.112 108.416 1.00183.17 C -ATOM 3414 CE1 TYR A 508 166.922 156.012 107.140 1.00183.17 C -ATOM 3415 CE2 TYR A 508 167.963 157.864 108.250 1.00183.17 C -ATOM 3416 CZ TYR A 508 166.872 157.308 107.612 1.00183.17 C -ATOM 3417 OH TYR A 508 165.728 158.053 107.442 1.00183.17 O -ATOM 3418 N ARG A 509 173.625 155.271 107.309 1.00169.56 N -ATOM 3419 CA ARG A 509 174.925 155.101 107.945 1.00169.56 C -ATOM 3420 C ARG A 509 174.795 155.507 109.406 1.00169.56 C -ATOM 3421 O ARG A 509 174.512 156.673 109.709 1.00169.56 O -ATOM 3422 CB ARG A 509 176.001 155.934 107.246 1.00169.56 C -ATOM 3423 CG ARG A 509 176.761 155.180 106.168 1.00169.56 C -ATOM 3424 CD ARG A 509 177.545 156.092 105.239 1.00169.56 C -ATOM 3425 NE ARG A 509 177.875 155.409 103.992 1.00169.56 N -ATOM 3426 CZ ARG A 509 179.056 155.463 103.392 1.00169.56 C -ATOM 3427 NH1 ARG A 509 180.058 156.163 103.899 1.00169.56 N1+ -ATOM 3428 NH2 ARG A 509 179.239 154.793 102.258 1.00169.56 N -ATOM 3429 N VAL A 510 174.973 154.542 110.307 1.00144.29 N -ATOM 3430 CA VAL A 510 174.841 154.749 111.742 1.00144.29 C -ATOM 3431 C VAL A 510 176.169 154.395 112.393 1.00144.29 C -ATOM 3432 O VAL A 510 176.714 153.307 112.163 1.00144.29 O -ATOM 3433 CB VAL A 510 173.698 153.906 112.339 1.00144.29 C -ATOM 3434 CG1 VAL A 510 173.505 154.232 113.812 1.00144.29 C -ATOM 3435 CG2 VAL A 510 172.404 154.114 111.570 1.00144.29 C -ATOM 3436 N VAL A 511 176.689 155.320 113.193 1.00127.39 N -ATOM 3437 CA VAL A 511 177.925 155.139 113.941 1.00127.39 C -ATOM 3438 C VAL A 511 177.612 155.285 115.424 1.00127.39 C -ATOM 3439 O VAL A 511 177.044 156.297 115.852 1.00127.39 O -ATOM 3440 CB VAL A 511 179.006 156.143 113.500 1.00127.39 C -ATOM 3441 CG1 VAL A 511 180.225 156.057 114.406 1.00127.39 C -ATOM 3442 CG2 VAL A 511 179.399 155.883 112.057 1.00127.39 C -ATOM 3443 N VAL A 512 177.971 154.266 116.195 1.00119.82 N -ATOM 3444 CA VAL A 512 177.872 154.289 117.647 1.00119.82 C -ATOM 3445 C VAL A 512 179.266 154.541 118.204 1.00119.82 C -ATOM 3446 O VAL A 512 180.200 153.771 117.941 1.00119.82 O -ATOM 3447 CB VAL A 512 177.281 152.980 118.192 1.00119.82 C -ATOM 3448 CG1 VAL A 512 177.439 152.910 119.703 1.00119.82 C -ATOM 3449 CG2 VAL A 512 175.817 152.860 117.801 1.00119.82 C -ATOM 3450 N LEU A 513 179.408 155.632 118.950 1.00115.23 N -ATOM 3451 CA LEU A 513 180.644 155.969 119.639 1.00115.23 C -ATOM 3452 C LEU A 513 180.467 155.636 121.113 1.00115.23 C -ATOM 3453 O LEU A 513 179.549 156.154 121.761 1.00115.23 O -ATOM 3454 CB LEU A 513 180.980 157.450 119.465 1.00115.23 C -ATOM 3455 CG LEU A 513 181.121 157.994 118.043 1.00115.23 C -ATOM 3456 CD1 LEU A 513 181.288 159.504 118.069 1.00115.23 C -ATOM 3457 CD2 LEU A 513 182.291 157.342 117.337 1.00115.23 C -ATOM 3458 N SER A 514 181.333 154.775 121.638 1.00118.87 N -ATOM 3459 CA SER A 514 181.306 154.396 123.042 1.00118.87 C -ATOM 3460 C SER A 514 182.535 154.965 123.733 1.00118.87 C -ATOM 3461 O SER A 514 183.668 154.752 123.278 1.00118.87 O -ATOM 3462 CB SER A 514 181.254 152.876 123.208 1.00118.87 C -ATOM 3463 OG SER A 514 182.508 152.290 122.918 1.00118.87 O -ATOM 3464 N PHE A 515 182.303 155.688 124.823 1.00124.16 N -ATOM 3465 CA PHE A 515 183.345 156.337 125.599 1.00124.16 C -ATOM 3466 C PHE A 515 183.518 155.613 126.926 1.00124.16 C -ATOM 3467 O PHE A 515 182.622 154.906 127.396 1.00124.16 O -ATOM 3468 CB PHE A 515 183.008 157.812 125.852 1.00124.16 C -ATOM 3469 CG PHE A 515 182.536 158.549 124.631 1.00124.16 C -ATOM 3470 CD1 PHE A 515 183.235 158.468 123.435 1.00124.16 C -ATOM 3471 CD2 PHE A 515 181.387 159.322 124.682 1.00124.16 C -ATOM 3472 CE1 PHE A 515 182.794 159.144 122.312 1.00124.16 C -ATOM 3473 CE2 PHE A 515 180.940 160.000 123.563 1.00124.16 C -ATOM 3474 CZ PHE A 515 181.646 159.913 122.377 1.00124.16 C -ATOM 3475 N GLU A 516 184.687 155.797 127.531 1.00135.93 N -ATOM 3476 CA GLU A 516 185.022 155.162 128.802 1.00135.93 C -ATOM 3477 C GLU A 516 185.235 156.255 129.845 1.00135.93 C -ATOM 3478 O GLU A 516 186.361 156.705 130.071 1.00135.93 O -ATOM 3479 CB GLU A 516 186.252 154.274 128.657 1.00135.93 C -ATOM 3480 CG GLU A 516 186.081 153.156 127.644 1.00135.93 C -ATOM 3481 CD GLU A 516 187.329 152.313 127.495 1.00135.93 C -ATOM 3482 OE1 GLU A 516 188.439 152.884 127.503 1.00135.93 O -ATOM 3483 OE2 GLU A 516 187.201 151.078 127.375 1.00135.93 O1- -ATOM 3484 N LEU A 517 184.145 156.680 130.480 1.00148.16 N -ATOM 3485 CA LEU A 517 184.216 157.615 131.599 1.00148.16 C -ATOM 3486 C LEU A 517 184.638 156.825 132.829 1.00148.16 C -ATOM 3487 O LEU A 517 183.808 156.218 133.510 1.00148.16 O -ATOM 3488 CB LEU A 517 182.876 158.309 131.812 1.00148.16 C -ATOM 3489 CG LEU A 517 182.677 159.630 131.069 1.00148.16 C -ATOM 3490 CD1 LEU A 517 181.237 160.092 131.197 1.00148.16 C -ATOM 3491 CD2 LEU A 517 183.634 160.691 131.588 1.00148.16 C -ATOM 3492 N LEU A 518 185.935 156.830 133.118 1.00161.83 N -ATOM 3493 CA LEU A 518 186.510 155.964 134.133 1.00161.83 C -ATOM 3494 C LEU A 518 187.434 156.774 135.032 1.00161.83 C -ATOM 3495 O LEU A 518 187.963 157.817 134.641 1.00161.83 O -ATOM 3496 CB LEU A 518 187.278 154.798 133.485 1.00161.83 C -ATOM 3497 CG LEU A 518 187.579 153.539 134.303 1.00161.83 C -ATOM 3498 CD1 LEU A 518 186.303 152.968 134.902 1.00161.83 C -ATOM 3499 CD2 LEU A 518 188.290 152.500 133.449 1.00161.83 C -ATOM 3500 N HIS A 519 187.620 156.275 136.254 1.00170.73 N -ATOM 3501 CA HIS A 519 188.571 156.849 137.209 1.00170.73 C -ATOM 3502 C HIS A 519 189.973 156.290 136.945 1.00170.73 C -ATOM 3503 O HIS A 519 190.579 155.607 137.769 1.00170.73 O -ATOM 3504 CB HIS A 519 188.108 156.561 138.633 1.00170.73 C -ATOM 3505 CG HIS A 519 188.492 157.613 139.625 1.00170.73 C -ATOM 3506 ND1 HIS A 519 187.974 158.890 139.594 1.00170.73 N -ATOM 3507 CD2 HIS A 519 189.323 157.571 140.694 1.00170.73 C -ATOM 3508 CE1 HIS A 519 188.478 159.593 140.592 1.00170.73 C -ATOM 3509 NE2 HIS A 519 189.298 158.815 141.276 1.00170.73 N -ATOM 3510 N ALA A 520 190.479 156.603 135.759 1.00158.27 N -ATOM 3511 CA ALA A 520 191.658 155.985 135.176 1.00158.27 C -ATOM 3512 C ALA A 520 192.438 157.048 134.418 1.00158.27 C -ATOM 3513 O ALA A 520 191.899 158.121 134.123 1.00158.27 O -ATOM 3514 CB ALA A 520 191.257 154.836 134.237 1.00158.27 C -ATOM 3515 N PRO A 521 193.726 156.808 134.141 1.00149.15 N -ATOM 3516 CA PRO A 521 194.454 157.690 133.217 1.00149.15 C -ATOM 3517 C PRO A 521 193.831 157.693 131.827 1.00149.15 C -ATOM 3518 O PRO A 521 193.392 156.660 131.319 1.00149.15 O -ATOM 3519 CB PRO A 521 195.864 157.093 133.198 1.00149.15 C -ATOM 3520 CG PRO A 521 196.007 156.462 134.530 1.00149.15 C -ATOM 3521 CD PRO A 521 194.648 155.915 134.870 1.00149.15 C -ATOM 3522 N ALA A 522 193.805 158.873 131.211 1.00150.12 N -ATOM 3523 CA ALA A 522 193.086 159.096 129.967 1.00150.12 C -ATOM 3524 C ALA A 522 194.039 159.541 128.867 1.00150.12 C -ATOM 3525 O ALA A 522 195.056 160.192 129.125 1.00150.12 O -ATOM 3526 CB ALA A 522 191.984 160.146 130.150 1.00150.12 C -ATOM 3527 N THR A 523 193.697 159.178 127.630 1.00154.00 N -ATOM 3528 CA THR A 523 194.470 159.553 126.452 1.00154.00 C -ATOM 3529 C THR A 523 193.742 160.509 125.521 1.00154.00 C -ATOM 3530 O THR A 523 194.392 161.320 124.860 1.00154.00 O -ATOM 3531 CB THR A 523 194.868 158.305 125.652 1.00154.00 C -ATOM 3532 OG1 THR A 523 193.703 157.739 125.036 1.00154.00 O -ATOM 3533 CG2 THR A 523 195.514 157.265 126.556 1.00154.00 C -ATOM 3534 N VAL A 524 192.416 160.433 125.455 1.00154.59 N -ATOM 3535 CA VAL A 524 191.610 161.260 124.563 1.00154.59 C -ATOM 3536 C VAL A 524 191.133 162.479 125.336 1.00154.59 C -ATOM 3537 O VAL A 524 190.541 162.342 126.411 1.00154.59 O -ATOM 3538 CB VAL A 524 190.416 160.466 124.006 1.00154.59 C -ATOM 3539 CG1 VAL A 524 189.552 161.343 123.122 1.00154.59 C -ATOM 3540 CG2 VAL A 524 190.894 159.247 123.249 1.00154.59 C -ATOM 3541 N CYS A 525 191.382 163.671 124.796 1.00165.55 N -ATOM 3542 CA CYS A 525 190.930 164.906 125.421 1.00165.55 C -ATOM 3543 C CYS A 525 190.429 165.867 124.351 1.00165.55 C -ATOM 3544 O CYS A 525 190.581 165.632 123.149 1.00165.55 O -ATOM 3545 CB CYS A 525 192.037 165.550 126.264 1.00165.55 C -ATOM 3546 SG CYS A 525 192.302 164.740 127.863 1.00165.55 S -ATOM 3547 N GLY A 526 189.823 166.961 124.806 1.00164.24 N -ATOM 3548 CA GLY A 526 189.178 167.908 123.926 1.00164.24 C -ATOM 3549 C GLY A 526 190.117 168.946 123.345 1.00164.24 C -ATOM 3550 O GLY A 526 191.336 168.899 123.543 1.00164.24 O -ATOM 3551 N PRO A 527 189.555 169.906 122.599 1.00163.66 N -ATOM 3552 CA PRO A 527 190.400 170.922 121.949 1.00163.66 C -ATOM 3553 C PRO A 527 191.036 171.908 122.911 1.00163.66 C -ATOM 3554 O PRO A 527 192.088 172.473 122.585 1.00163.66 O -ATOM 3555 CB PRO A 527 189.424 171.628 120.996 1.00163.66 C -ATOM 3556 CG PRO A 527 188.082 171.409 121.610 1.00163.66 C -ATOM 3557 CD PRO A 527 188.140 170.039 122.216 1.00163.66 C -ATOM 3558 N LYS A 528 190.428 172.151 124.070 1.00164.35 N -ATOM 3559 CA LYS A 528 191.012 173.064 125.041 1.00164.35 C -ATOM 3560 C LYS A 528 192.254 172.442 125.672 1.00164.35 C -ATOM 3561 O LYS A 528 192.342 171.225 125.857 1.00164.35 O -ATOM 3562 CB LYS A 528 189.986 173.435 126.113 1.00164.35 C -ATOM 3563 CG LYS A 528 189.267 172.252 126.737 1.00164.35 C -ATOM 3564 CD LYS A 528 188.480 172.675 127.969 1.00164.35 C -ATOM 3565 CE LYS A 528 189.396 173.192 129.065 1.00164.35 C -ATOM 3566 NZ LYS A 528 188.635 173.851 130.161 1.00164.35 N1+ -ATOM 3567 N LYS A 529 193.226 173.289 125.985 1.00158.05 N -ATOM 3568 CA LYS A 529 194.552 172.850 126.395 1.00158.05 C -ATOM 3569 C LYS A 529 194.824 173.273 127.835 1.00158.05 C -ATOM 3570 O LYS A 529 193.968 173.841 128.517 1.00158.05 O -ATOM 3571 CB LYS A 529 195.615 173.398 125.439 1.00158.05 C -ATOM 3572 CG LYS A 529 195.430 172.924 124.005 1.00158.05 C -ATOM 3573 CD LYS A 529 196.466 173.519 123.068 1.00158.05 C -ATOM 3574 CE LYS A 529 196.243 173.039 121.642 1.00158.05 C -ATOM 3575 NZ LYS A 529 197.291 173.538 120.711 1.00158.05 N1+ -ATOM 3576 N SER A 530 196.041 172.989 128.291 1.00158.19 N -ATOM 3577 CA SER A 530 196.412 173.131 129.691 1.00158.19 C -ATOM 3578 C SER A 530 197.121 174.454 129.942 1.00158.19 C -ATOM 3579 O SER A 530 197.878 174.938 129.096 1.00158.19 O -ATOM 3580 CB SER A 530 197.312 171.975 130.131 1.00158.19 C -ATOM 3581 OG SER A 530 198.570 172.037 129.482 1.00158.19 O -ATOM 3582 N THR A 531 196.869 175.032 131.112 1.00156.46 N -ATOM 3583 CA THR A 531 197.538 176.237 131.568 1.00156.46 C -ATOM 3584 C THR A 531 198.650 175.861 132.547 1.00156.46 C -ATOM 3585 O THR A 531 198.953 174.683 132.757 1.00156.46 O -ATOM 3586 CB THR A 531 196.527 177.196 132.198 1.00156.46 C -ATOM 3587 OG1 THR A 531 196.099 176.678 133.464 1.00156.46 O -ATOM 3588 CG2 THR A 531 195.317 177.363 131.292 1.00156.46 C -ATOM 3589 N ASN A 532 199.270 176.869 133.154 1.00153.12 N -ATOM 3590 CA ASN A 532 200.361 176.634 134.086 1.00153.12 C -ATOM 3591 C ASN A 532 199.825 176.200 135.449 1.00153.12 C -ATOM 3592 O ASN A 532 198.674 176.460 135.808 1.00153.12 O -ATOM 3593 CB ASN A 532 201.221 177.890 134.232 1.00153.12 C -ATOM 3594 CG ASN A 532 202.626 177.583 134.713 1.00153.12 C -ATOM 3595 OD1 ASN A 532 203.131 176.476 134.523 1.00153.12 O -ATOM 3596 ND2 ASN A 532 203.263 178.562 135.344 1.00153.12 N -ATOM 3597 N LEU A 533 200.686 175.532 136.213 1.00152.59 N -ATOM 3598 CA LEU A 533 200.315 175.023 137.526 1.00152.59 C -ATOM 3599 C LEU A 533 200.393 176.121 138.579 1.00152.59 C -ATOM 3600 O LEU A 533 201.273 176.986 138.534 1.00152.59 O -ATOM 3601 CB LEU A 533 201.228 173.860 137.918 1.00152.59 C -ATOM 3602 CG LEU A 533 200.865 173.026 139.149 1.00152.59 C -ATOM 3603 CD1 LEU A 533 199.395 172.638 139.126 1.00152.59 C -ATOM 3604 CD2 LEU A 533 201.743 171.789 139.227 1.00152.59 C -ATOM 3605 N VAL A 534 199.461 176.083 139.528 1.00149.51 N -ATOM 3606 CA VAL A 534 199.466 176.964 140.689 1.00149.51 C -ATOM 3607 C VAL A 534 199.498 176.082 141.931 1.00149.51 C -ATOM 3608 O VAL A 534 198.651 175.194 142.090 1.00149.51 O -ATOM 3609 CB VAL A 534 198.250 177.905 140.696 1.00149.51 C -ATOM 3610 CG1 VAL A 534 197.996 178.465 142.088 1.00149.51 C -ATOM 3611 CG2 VAL A 534 198.459 179.033 139.702 1.00149.51 C -ATOM 3612 N LYS A 535 200.477 176.318 142.801 1.00142.55 N -ATOM 3613 CA LYS A 535 200.657 175.542 144.017 1.00142.55 C -ATOM 3614 C LYS A 535 200.466 176.433 145.236 1.00142.55 C -ATOM 3615 O LYS A 535 200.728 177.640 145.184 1.00142.55 O -ATOM 3616 CB LYS A 535 202.048 174.900 144.061 1.00142.55 C -ATOM 3617 CG LYS A 535 202.233 173.744 143.095 1.00142.55 C -ATOM 3618 CD LYS A 535 203.649 173.199 143.157 1.00142.55 C -ATOM 3619 CE LYS A 535 203.752 171.860 142.452 1.00142.55 C -ATOM 3620 NZ LYS A 535 205.112 171.268 142.579 1.00142.55 N1+ -ATOM 3621 N ASN A 536 199.986 175.814 146.323 1.00140.88 N -ATOM 3622 CA ASN A 536 199.843 176.429 147.651 1.00140.88 C -ATOM 3623 C ASN A 536 198.930 177.655 147.638 1.00140.88 C -ATOM 3624 O ASN A 536 199.141 178.606 148.395 1.00140.88 O -ATOM 3625 CB ASN A 536 201.210 176.785 148.250 1.00140.88 C -ATOM 3626 CG ASN A 536 202.013 175.558 148.639 1.00140.88 C -ATOM 3627 OD1 ASN A 536 201.476 174.600 149.194 1.00140.88 O -ATOM 3628 ND2 ASN A 536 203.307 175.579 148.341 1.00140.88 N -ATOM 3629 N LYS A 537 197.906 177.643 146.787 1.00146.78 N -ATOM 3630 CA LYS A 537 197.001 178.777 146.662 1.00146.78 C -ATOM 3631 C LYS A 537 195.644 178.270 146.192 1.00146.78 C -ATOM 3632 O LYS A 537 195.568 177.412 145.308 1.00146.78 O -ATOM 3633 CB LYS A 537 197.573 179.828 145.698 1.00146.78 C -ATOM 3634 CG LYS A 537 196.654 181.005 145.392 1.00146.78 C -ATOM 3635 CD LYS A 537 197.424 182.200 144.837 1.00146.78 C -ATOM 3636 CE LYS A 537 198.355 181.808 143.698 1.00146.78 C -ATOM 3637 NZ LYS A 537 198.863 182.996 142.960 1.00146.78 N1+ -ATOM 3638 N CYS A 538 194.580 178.798 146.799 1.00158.23 N -ATOM 3639 CA CYS A 538 193.225 178.330 146.527 1.00158.23 C -ATOM 3640 C CYS A 538 192.776 178.794 145.147 1.00158.23 C -ATOM 3641 O CYS A 538 192.639 179.998 144.906 1.00158.23 O -ATOM 3642 CB CYS A 538 192.276 178.848 147.607 1.00158.23 C -ATOM 3643 SG CYS A 538 190.521 178.503 147.348 1.00158.23 S -ATOM 3644 N VAL A 539 192.571 177.842 144.230 1.00162.63 N -ATOM 3645 CA VAL A 539 192.109 178.134 142.877 1.00162.63 C -ATOM 3646 C VAL A 539 191.022 177.147 142.473 1.00162.63 C -ATOM 3647 O VAL A 539 190.862 176.074 143.062 1.00162.63 O -ATOM 3648 CB VAL A 539 193.237 178.096 141.811 1.00162.63 C -ATOM 3649 CG1 VAL A 539 194.311 179.146 142.072 1.00162.63 C -ATOM 3650 CG2 VAL A 539 193.853 176.707 141.736 1.00162.63 C -ATOM 3651 N ASN A 540 190.258 177.543 141.459 1.00168.37 N -ATOM 3652 CA ASN A 540 189.440 176.604 140.711 1.00168.37 C -ATOM 3653 C ASN A 540 190.342 175.766 139.814 1.00168.37 C -ATOM 3654 O ASN A 540 191.352 176.246 139.297 1.00168.37 O -ATOM 3655 CB ASN A 540 188.399 177.355 139.877 1.00168.37 C -ATOM 3656 CG ASN A 540 187.247 176.472 139.429 1.00168.37 C -ATOM 3657 OD1 ASN A 540 187.442 175.462 138.754 1.00168.37 O -ATOM 3658 ND2 ASN A 540 186.033 176.859 139.801 1.00168.37 N -ATOM 3659 N PHE A 541 189.975 174.503 139.628 1.00176.69 N -ATOM 3660 CA PHE A 541 190.808 173.587 138.865 1.00176.69 C -ATOM 3661 C PHE A 541 189.942 172.662 138.022 1.00176.69 C -ATOM 3662 O PHE A 541 188.777 172.392 138.338 1.00176.69 O -ATOM 3663 CB PHE A 541 191.745 172.766 139.776 1.00176.69 C -ATOM 3664 CG PHE A 541 191.028 171.893 140.775 1.00176.69 C -ATOM 3665 CD1 PHE A 541 190.675 172.392 142.019 1.00176.69 C -ATOM 3666 CD2 PHE A 541 190.730 170.569 140.481 1.00176.69 C -ATOM 3667 CE1 PHE A 541 190.026 171.595 142.939 1.00176.69 C -ATOM 3668 CE2 PHE A 541 190.074 169.774 141.391 1.00176.69 C -ATOM 3669 CZ PHE A 541 189.720 170.286 142.620 1.00176.69 C -ATOM 3670 N ASN A 542 190.560 172.161 136.952 1.00173.31 N -ATOM 3671 CA ASN A 542 189.953 171.203 136.027 1.00173.31 C -ATOM 3672 C ASN A 542 191.042 170.197 135.658 1.00173.31 C -ATOM 3673 O ASN A 542 191.869 170.465 134.780 1.00173.31 O -ATOM 3674 CB ASN A 542 189.397 171.906 134.793 1.00173.31 C -ATOM 3675 CG ASN A 542 188.526 171.001 133.938 1.00173.31 C -ATOM 3676 OD1 ASN A 542 188.307 169.834 134.263 1.00173.31 O -ATOM 3677 ND2 ASN A 542 188.030 171.539 132.830 1.00173.31 N -ATOM 3678 N PHE A 543 191.042 169.048 136.332 1.00172.49 N -ATOM 3679 CA PHE A 543 192.019 167.982 136.114 1.00172.49 C -ATOM 3680 C PHE A 543 191.329 166.834 135.380 1.00172.49 C -ATOM 3681 O PHE A 543 190.652 166.014 136.008 1.00172.49 O -ATOM 3682 CB PHE A 543 192.611 167.504 137.438 1.00172.49 C -ATOM 3683 CG PHE A 543 193.727 168.366 137.958 1.00172.49 C -ATOM 3684 CD1 PHE A 543 193.469 169.628 138.470 1.00172.49 C -ATOM 3685 CD2 PHE A 543 195.035 167.906 137.945 1.00172.49 C -ATOM 3686 CE1 PHE A 543 194.496 170.421 138.954 1.00172.49 C -ATOM 3687 CE2 PHE A 543 196.068 168.692 138.426 1.00172.49 C -ATOM 3688 CZ PHE A 543 195.796 169.951 138.932 1.00172.49 C -ATOM 3689 N ASN A 544 191.527 166.786 134.053 1.00174.41 N -ATOM 3690 CA ASN A 544 190.997 165.742 133.160 1.00174.41 C -ATOM 3691 C ASN A 544 189.479 165.604 133.264 1.00174.41 C -ATOM 3692 O ASN A 544 188.940 164.497 133.328 1.00174.41 O -ATOM 3693 CB ASN A 544 191.685 164.395 133.401 1.00174.41 C -ATOM 3694 CG ASN A 544 193.169 164.442 133.110 1.00174.41 C -ATOM 3695 OD1 ASN A 544 193.682 165.441 132.609 1.00174.41 O -ATOM 3696 ND2 ASN A 544 193.868 163.355 133.416 1.00174.41 N -ATOM 3697 N GLY A 545 188.783 166.739 133.282 1.00185.00 N -ATOM 3698 CA GLY A 545 187.349 166.759 133.461 1.00185.00 C -ATOM 3699 C GLY A 545 186.894 166.772 134.903 1.00185.00 C -ATOM 3700 O GLY A 545 185.694 166.940 135.156 1.00185.00 O -ATOM 3701 N LEU A 546 187.811 166.604 135.852 1.00181.77 N -ATOM 3702 CA LEU A 546 187.498 166.645 137.278 1.00181.77 C -ATOM 3703 C LEU A 546 187.583 168.104 137.711 1.00181.77 C -ATOM 3704 O LEU A 546 188.673 168.642 137.907 1.00181.77 O -ATOM 3705 CB LEU A 546 188.454 165.736 138.049 1.00181.77 C -ATOM 3706 CG LEU A 546 188.313 165.404 139.539 1.00181.77 C -ATOM 3707 CD1 LEU A 546 188.946 164.051 139.797 1.00181.77 C -ATOM 3708 CD2 LEU A 546 188.986 166.434 140.428 1.00181.77 C -ATOM 3709 N LYS A 547 186.430 168.754 137.826 1.00180.81 N -ATOM 3710 CA LYS A 547 186.363 170.168 138.158 1.00180.81 C -ATOM 3711 C LYS A 547 186.180 170.353 139.659 1.00180.81 C -ATOM 3712 O LYS A 547 185.654 169.478 140.351 1.00180.81 O -ATOM 3713 CB LYS A 547 185.209 170.837 137.409 1.00180.81 C -ATOM 3714 CG LYS A 547 185.346 170.805 135.894 1.00180.81 C -ATOM 3715 CD LYS A 547 184.311 171.698 135.225 1.00180.81 C -ATOM 3716 CE LYS A 547 184.416 171.636 133.708 1.00180.81 C -ATOM 3717 NZ LYS A 547 183.546 172.648 133.044 1.00180.81 N1+ -ATOM 3718 N GLY A 548 186.624 171.499 140.160 1.00179.56 N -ATOM 3719 CA GLY A 548 186.396 171.807 141.558 1.00179.56 C -ATOM 3720 C GLY A 548 187.118 173.070 141.980 1.00179.56 C -ATOM 3721 O GLY A 548 187.651 173.812 141.156 1.00179.56 O -ATOM 3722 N THR A 549 187.124 173.290 143.294 1.00169.75 N -ATOM 3723 CA THR A 549 187.798 174.419 143.922 1.00169.75 C -ATOM 3724 C THR A 549 188.620 173.899 145.091 1.00169.75 C -ATOM 3725 O THR A 549 188.082 173.207 145.961 1.00169.75 O -ATOM 3726 CB THR A 549 186.785 175.463 144.410 1.00169.75 C -ATOM 3727 OG1 THR A 549 186.119 176.056 143.288 1.00169.75 O -ATOM 3728 CG2 THR A 549 187.469 176.543 145.228 1.00169.75 C -ATOM 3729 N GLY A 550 189.909 174.225 145.121 1.00162.59 N -ATOM 3730 CA GLY A 550 190.737 173.714 146.200 1.00162.59 C -ATOM 3731 C GLY A 550 192.098 174.371 146.242 1.00162.59 C -ATOM 3732 O GLY A 550 192.470 175.156 145.364 1.00162.59 O -ATOM 3733 N VAL A 551 192.827 174.051 147.307 1.00154.36 N -ATOM 3734 CA VAL A 551 194.228 174.420 147.450 1.00154.36 C -ATOM 3735 C VAL A 551 195.046 173.207 147.027 1.00154.36 C -ATOM 3736 O VAL A 551 194.930 172.133 147.629 1.00154.36 O -ATOM 3737 CB VAL A 551 194.561 174.818 148.896 1.00154.36 C -ATOM 3738 CG1 VAL A 551 196.042 175.108 149.033 1.00154.36 C -ATOM 3739 CG2 VAL A 551 193.712 175.978 149.369 1.00154.36 C -ATOM 3740 N LEU A 552 195.871 173.369 145.994 1.00154.43 N -ATOM 3741 CA LEU A 552 196.652 172.255 145.457 1.00154.43 C -ATOM 3742 C LEU A 552 198.043 172.278 146.084 1.00154.43 C -ATOM 3743 O LEU A 552 199.014 172.779 145.514 1.00154.43 O -ATOM 3744 CB LEU A 552 196.714 172.328 143.938 1.00154.43 C -ATOM 3745 CG LEU A 552 195.392 172.616 143.228 1.00154.43 C -ATOM 3746 CD1 LEU A 552 195.631 172.819 141.744 1.00154.43 C -ATOM 3747 CD2 LEU A 552 194.395 171.494 143.468 1.00154.43 C -ATOM 3748 N THR A 553 198.132 171.714 147.286 1.00151.08 N -ATOM 3749 CA THR A 553 199.410 171.649 147.978 1.00151.08 C -ATOM 3750 C THR A 553 200.265 170.510 147.435 1.00151.08 C -ATOM 3751 O THR A 553 199.777 169.578 146.791 1.00151.08 O -ATOM 3752 CB THR A 553 199.221 171.442 149.482 1.00151.08 C -ATOM 3753 OG1 THR A 553 198.487 170.234 149.711 1.00151.08 O -ATOM 3754 CG2 THR A 553 198.485 172.600 150.103 1.00151.08 C -ATOM 3755 N GLU A 554 201.561 170.596 147.714 1.00147.64 N -ATOM 3756 CA GLU A 554 202.458 169.475 147.486 1.00147.64 C -ATOM 3757 C GLU A 554 202.228 168.425 148.564 1.00147.64 C -ATOM 3758 O GLU A 554 201.989 168.756 149.729 1.00147.64 O -ATOM 3759 CB GLU A 554 203.911 169.947 147.500 1.00147.64 C -ATOM 3760 CG GLU A 554 204.281 170.828 146.319 1.00147.64 C -ATOM 3761 CD GLU A 554 205.751 170.746 145.965 1.00147.64 C -ATOM 3762 OE1 GLU A 554 206.588 170.767 146.891 1.00147.64 O -ATOM 3763 OE2 GLU A 554 206.070 170.668 144.760 1.00147.64 O1- -ATOM 3764 N SER A 555 202.295 167.154 148.175 1.00154.20 N -ATOM 3765 CA SER A 555 201.980 166.061 149.081 1.00154.20 C -ATOM 3766 C SER A 555 203.059 164.991 149.021 1.00154.20 C -ATOM 3767 O SER A 555 203.769 164.843 148.023 1.00154.20 O -ATOM 3768 CB SER A 555 200.620 165.433 148.758 1.00154.20 C -ATOM 3769 OG SER A 555 200.681 164.661 147.571 1.00154.20 O -ATOM 3770 N ASN A 556 203.168 164.242 150.118 1.00162.64 N -ATOM 3771 CA ASN A 556 204.065 163.101 150.217 1.00162.64 C -ATOM 3772 C ASN A 556 203.316 161.777 150.121 1.00162.64 C -ATOM 3773 O ASN A 556 203.850 160.739 150.530 1.00162.64 O -ATOM 3774 CB ASN A 556 204.860 163.165 151.522 1.00162.64 C -ATOM 3775 CG ASN A 556 203.997 162.921 152.746 1.00162.64 C -ATOM 3776 OD1 ASN A 556 202.877 163.422 152.841 1.00162.64 O -ATOM 3777 ND2 ASN A 556 204.517 162.146 153.690 1.00162.64 N -ATOM 3778 N LYS A 557 202.089 161.802 149.599 1.00154.14 N -ATOM 3779 CA LYS A 557 201.263 160.606 149.477 1.00154.14 C -ATOM 3780 C LYS A 557 201.893 159.658 148.465 1.00154.14 C -ATOM 3781 O LYS A 557 201.919 159.941 147.262 1.00154.14 O -ATOM 3782 CB LYS A 557 199.844 160.989 149.071 1.00154.14 C -ATOM 3783 CG LYS A 557 198.984 161.446 150.238 1.00154.14 C -ATOM 3784 CD LYS A 557 197.684 162.062 149.760 1.00154.14 C -ATOM 3785 CE LYS A 557 196.767 162.389 150.926 1.00154.14 C -ATOM 3786 NZ LYS A 557 195.610 163.216 150.490 1.00154.14 N1+ -ATOM 3787 N LYS A 558 202.408 158.536 148.960 1.00155.23 N -ATOM 3788 CA LYS A 558 203.210 157.620 148.164 1.00155.23 C -ATOM 3789 C LYS A 558 202.338 156.833 147.199 1.00155.23 C -ATOM 3790 O LYS A 558 201.879 155.731 147.518 1.00155.23 O -ATOM 3791 CB LYS A 558 203.985 156.679 149.087 1.00155.23 C -ATOM 3792 CG LYS A 558 204.545 157.390 150.306 1.00155.23 C -ATOM 3793 CD LYS A 558 204.883 156.431 151.431 1.00155.23 C -ATOM 3794 CE LYS A 558 205.084 157.204 152.727 1.00155.23 C -ATOM 3795 NZ LYS A 558 205.283 156.332 153.916 1.00155.23 N1+ -ATOM 3796 N PHE A 559 202.100 157.404 146.022 1.00144.06 N -ATOM 3797 CA PHE A 559 201.283 156.749 145.012 1.00144.06 C -ATOM 3798 C PHE A 559 202.035 155.574 144.403 1.00144.06 C -ATOM 3799 O PHE A 559 203.214 155.688 144.054 1.00144.06 O -ATOM 3800 CB PHE A 559 200.899 157.734 143.911 1.00144.06 C -ATOM 3801 CG PHE A 559 199.575 158.407 144.119 1.00144.06 C -ATOM 3802 CD1 PHE A 559 199.222 158.907 145.360 1.00144.06 C -ATOM 3803 CD2 PHE A 559 198.673 158.522 143.070 1.00144.06 C -ATOM 3804 CE1 PHE A 559 198.001 159.530 145.549 1.00144.06 C -ATOM 3805 CE2 PHE A 559 197.447 159.137 143.253 1.00144.06 C -ATOM 3806 CZ PHE A 559 197.112 159.641 144.495 1.00144.06 C -ATOM 3807 N LEU A 560 201.351 154.445 144.282 1.00136.42 N -ATOM 3808 CA LEU A 560 201.867 153.341 143.499 1.00136.42 C -ATOM 3809 C LEU A 560 201.844 153.724 142.016 1.00136.42 C -ATOM 3810 O LEU A 560 201.039 154.567 141.610 1.00136.42 O -ATOM 3811 CB LEU A 560 201.033 152.091 143.774 1.00136.42 C -ATOM 3812 CG LEU A 560 201.017 151.784 145.277 1.00136.42 C -ATOM 3813 CD1 LEU A 560 200.076 150.649 145.614 1.00136.42 C -ATOM 3814 CD2 LEU A 560 202.422 151.476 145.780 1.00136.42 C -ATOM 3815 N PRO A 561 202.748 153.157 141.198 1.00130.70 N -ATOM 3816 CA PRO A 561 202.880 153.621 139.799 1.00130.70 C -ATOM 3817 C PRO A 561 201.645 153.425 138.925 1.00130.70 C -ATOM 3818 O PRO A 561 201.511 154.127 137.916 1.00130.70 O -ATOM 3819 CB PRO A 561 204.063 152.800 139.270 1.00130.70 C -ATOM 3820 CG PRO A 561 204.861 152.484 140.473 1.00130.70 C -ATOM 3821 CD PRO A 561 203.862 152.261 141.568 1.00130.70 C -ATOM 3822 N PHE A 562 200.744 152.509 139.271 1.00129.92 N -ATOM 3823 CA PHE A 562 199.482 152.398 138.554 1.00129.92 C -ATOM 3824 C PHE A 562 198.415 153.342 139.088 1.00129.92 C -ATOM 3825 O PHE A 562 197.433 153.607 138.384 1.00129.92 O -ATOM 3826 CB PHE A 562 198.954 150.958 138.608 1.00129.92 C -ATOM 3827 CG PHE A 562 199.009 150.331 139.978 1.00129.92 C -ATOM 3828 CD1 PHE A 562 197.983 150.530 140.893 1.00129.92 C -ATOM 3829 CD2 PHE A 562 200.080 149.529 140.344 1.00129.92 C -ATOM 3830 CE1 PHE A 562 198.031 149.953 142.146 1.00129.92 C -ATOM 3831 CE2 PHE A 562 200.134 148.956 141.596 1.00129.92 C -ATOM 3832 CZ PHE A 562 199.106 149.161 142.494 1.00129.92 C -ATOM 3833 N GLN A 563 198.582 153.847 140.308 1.00138.02 N -ATOM 3834 CA GLN A 563 197.552 154.659 140.940 1.00138.02 C -ATOM 3835 C GLN A 563 197.515 156.051 140.322 1.00138.02 C -ATOM 3836 O GLN A 563 198.555 156.693 140.144 1.00138.02 O -ATOM 3837 CB GLN A 563 197.803 154.750 142.444 1.00138.02 C -ATOM 3838 CG GLN A 563 197.506 153.463 143.198 1.00138.02 C -ATOM 3839 CD GLN A 563 197.902 153.536 144.659 1.00138.02 C -ATOM 3840 OE1 GLN A 563 198.751 154.339 145.046 1.00138.02 O -ATOM 3841 NE2 GLN A 563 197.292 152.689 145.480 1.00138.02 N -ATOM 3842 N GLN A 564 196.311 156.514 139.996 1.00146.15 N -ATOM 3843 CA GLN A 564 196.105 157.807 139.356 1.00146.15 C -ATOM 3844 C GLN A 564 195.531 158.846 140.305 1.00146.15 C -ATOM 3845 O GLN A 564 196.018 159.979 140.350 1.00146.15 O -ATOM 3846 CB GLN A 564 195.185 157.639 138.138 1.00146.15 C -ATOM 3847 CG GLN A 564 194.859 158.926 137.394 1.00146.15 C -ATOM 3848 CD GLN A 564 196.091 159.661 136.902 1.00146.15 C -ATOM 3849 OE1 GLN A 564 197.012 159.060 136.350 1.00146.15 O -ATOM 3850 NE2 GLN A 564 196.105 160.976 137.089 1.00146.15 N -ATOM 3851 N PHE A 565 194.507 158.489 141.075 1.00151.38 N -ATOM 3852 CA PHE A 565 193.898 159.398 142.032 1.00151.38 C -ATOM 3853 C PHE A 565 193.814 158.721 143.393 1.00151.38 C -ATOM 3854 O PHE A 565 193.785 157.494 143.499 1.00151.38 O -ATOM 3855 CB PHE A 565 192.498 159.838 141.584 1.00151.38 C -ATOM 3856 CG PHE A 565 192.460 160.451 140.213 1.00151.38 C -ATOM 3857 CD1 PHE A 565 193.212 161.577 139.920 1.00151.38 C -ATOM 3858 CD2 PHE A 565 191.663 159.905 139.218 1.00151.38 C -ATOM 3859 CE1 PHE A 565 193.176 162.148 138.658 1.00151.38 C -ATOM 3860 CE2 PHE A 565 191.619 160.470 137.953 1.00151.38 C -ATOM 3861 CZ PHE A 565 192.378 161.593 137.674 1.00151.38 C -ATOM 3862 N GLY A 566 193.782 159.541 144.439 1.00148.31 N -ATOM 3863 CA GLY A 566 193.629 159.053 145.794 1.00148.31 C -ATOM 3864 C GLY A 566 192.405 159.641 146.461 1.00148.31 C -ATOM 3865 O GLY A 566 192.266 160.865 146.539 1.00148.31 O -ATOM 3866 N ARG A 567 191.515 158.786 146.952 1.00146.83 N -ATOM 3867 CA ARG A 567 190.219 159.219 147.443 1.00146.83 C -ATOM 3868 C ARG A 567 190.244 159.383 148.962 1.00146.83 C -ATOM 3869 O ARG A 567 191.247 159.126 149.630 1.00146.83 O -ATOM 3870 CB ARG A 567 189.135 158.235 147.003 1.00146.83 C -ATOM 3871 CG ARG A 567 188.778 158.366 145.533 1.00146.83 C -ATOM 3872 CD ARG A 567 187.432 157.751 145.213 1.00146.83 C -ATOM 3873 NE ARG A 567 187.008 158.076 143.856 1.00146.83 N -ATOM 3874 CZ ARG A 567 185.867 158.678 143.548 1.00146.83 C -ATOM 3875 NH1 ARG A 567 185.003 159.041 144.481 1.00146.83 N1+ -ATOM 3876 NH2 ARG A 567 185.587 158.922 142.271 1.00146.83 N -ATOM 3877 N ASP A 568 189.113 159.821 149.507 1.00143.13 N -ATOM 3878 CA ASP A 568 188.958 160.142 150.918 1.00143.13 C -ATOM 3879 C ASP A 568 188.117 159.069 151.606 1.00143.13 C -ATOM 3880 O ASP A 568 187.756 158.049 151.011 1.00143.13 O -ATOM 3881 CB ASP A 568 188.329 161.530 151.075 1.00143.13 C -ATOM 3882 CG ASP A 568 188.815 162.260 152.313 1.00143.13 C -ATOM 3883 OD1 ASP A 568 189.735 161.749 152.986 1.00143.13 O -ATOM 3884 OD2 ASP A 568 188.276 163.346 152.612 1.00143.13 O1- -ATOM 3885 N ILE A 569 187.820 159.307 152.886 1.00134.47 N -ATOM 3886 CA ILE A 569 186.957 158.404 153.642 1.00134.47 C -ATOM 3887 C ILE A 569 185.522 158.480 153.130 1.00134.47 C -ATOM 3888 O ILE A 569 184.827 157.461 153.035 1.00134.47 O -ATOM 3889 CB ILE A 569 187.041 158.726 155.146 1.00134.47 C -ATOM 3890 CG1 ILE A 569 188.500 158.850 155.590 1.00134.47 C -ATOM 3891 CG2 ILE A 569 186.328 157.662 155.971 1.00134.47 C -ATOM 3892 CD1 ILE A 569 189.302 157.573 155.441 1.00134.47 C -ATOM 3893 N ALA A 570 185.062 159.680 152.773 1.00122.42 N -ATOM 3894 CA ALA A 570 183.697 159.899 152.316 1.00122.42 C -ATOM 3895 C ALA A 570 183.537 159.708 150.813 1.00122.42 C -ATOM 3896 O ALA A 570 182.563 160.220 150.242 1.00122.42 O -ATOM 3897 CB ALA A 570 183.224 161.297 152.718 1.00122.42 C -ATOM 3898 N ASP A 571 184.472 158.983 150.179 1.00139.51 N -ATOM 3899 CA ASP A 571 184.474 158.656 148.746 1.00139.51 C -ATOM 3900 C ASP A 571 184.462 159.946 147.915 1.00139.51 C -ATOM 3901 O ASP A 571 183.632 160.143 147.025 1.00139.51 O -ATOM 3902 CB ASP A 571 183.309 157.708 148.400 1.00139.51 C -ATOM 3903 CG ASP A 571 183.372 157.128 146.976 1.00139.51 C -ATOM 3904 OD1 ASP A 571 184.292 157.452 146.197 1.00139.51 O -ATOM 3905 OD2 ASP A 571 182.475 156.327 146.636 1.00139.51 O1- -ATOM 3906 N THR A 572 185.361 160.863 148.259 1.00144.00 N -ATOM 3907 CA THR A 572 185.567 162.101 147.525 1.00144.00 C -ATOM 3908 C THR A 572 187.027 162.194 147.102 1.00144.00 C -ATOM 3909 O THR A 572 187.905 161.576 147.708 1.00144.00 O -ATOM 3910 CB THR A 572 185.186 163.327 148.366 1.00144.00 C -ATOM 3911 OG1 THR A 572 185.883 163.283 149.617 1.00144.00 O -ATOM 3912 CG2 THR A 572 183.687 163.355 148.628 1.00144.00 C -ATOM 3913 N THR A 573 187.280 162.973 146.051 1.00149.37 N -ATOM 3914 CA THR A 573 188.634 163.112 145.527 1.00149.37 C -ATOM 3915 C THR A 573 189.492 163.938 146.479 1.00149.37 C -ATOM 3916 O THR A 573 189.095 165.025 146.908 1.00149.37 O -ATOM 3917 CB THR A 573 188.601 163.760 144.142 1.00149.37 C -ATOM 3918 OG1 THR A 573 187.611 163.111 143.335 1.00149.37 O -ATOM 3919 CG2 THR A 573 189.957 163.637 143.458 1.00149.37 C -ATOM 3920 N ASP A 574 190.672 163.422 146.804 1.00154.07 N -ATOM 3921 CA ASP A 574 191.545 164.055 147.787 1.00154.07 C -ATOM 3922 C ASP A 574 192.938 164.349 147.250 1.00154.07 C -ATOM 3923 O ASP A 574 193.523 165.372 147.606 1.00154.07 O -ATOM 3924 CB ASP A 574 191.641 163.166 149.040 1.00154.07 C -ATOM 3925 CG ASP A 574 192.303 163.870 150.208 1.00154.07 C -ATOM 3926 OD1 ASP A 574 191.913 165.017 150.511 1.00154.07 O -ATOM 3927 OD2 ASP A 574 193.207 163.273 150.831 1.00154.07 O1- -ATOM 3928 N ALA A 575 193.486 163.482 146.403 1.00150.68 N -ATOM 3929 CA ALA A 575 194.798 163.708 145.816 1.00150.68 C -ATOM 3930 C ALA A 575 194.764 163.312 144.350 1.00150.68 C -ATOM 3931 O ALA A 575 194.091 162.350 143.976 1.00150.68 O -ATOM 3932 CB ALA A 575 195.888 162.918 146.548 1.00150.68 C -ATOM 3933 N VAL A 576 195.497 164.050 143.523 1.00148.48 N -ATOM 3934 CA VAL A 576 195.520 163.794 142.091 1.00148.48 C -ATOM 3935 C VAL A 576 196.958 163.652 141.618 1.00148.48 C -ATOM 3936 O VAL A 576 197.896 164.172 142.233 1.00148.48 O -ATOM 3937 CB VAL A 576 194.804 164.907 141.294 1.00148.48 C -ATOM 3938 CG1 VAL A 576 193.300 164.832 141.498 1.00148.48 C -ATOM 3939 CG2 VAL A 576 195.335 166.271 141.703 1.00148.48 C -ATOM 3940 N ARG A 577 197.126 162.928 140.518 1.00149.67 N -ATOM 3941 CA ARG A 577 198.361 162.938 139.750 1.00149.67 C -ATOM 3942 C ARG A 577 198.175 163.907 138.593 1.00149.67 C -ATOM 3943 O ARG A 577 197.198 163.802 137.843 1.00149.67 O -ATOM 3944 CB ARG A 577 198.720 161.549 139.225 1.00149.67 C -ATOM 3945 CG ARG A 577 200.076 161.490 138.533 1.00149.67 C -ATOM 3946 CD ARG A 577 200.405 160.087 138.027 1.00149.67 C -ATOM 3947 NE ARG A 577 200.569 159.091 139.077 1.00149.67 N -ATOM 3948 CZ ARG A 577 201.698 158.878 139.738 1.00149.67 C -ATOM 3949 NH1 ARG A 577 202.796 159.567 139.474 1.00149.67 N1+ -ATOM 3950 NH2 ARG A 577 201.733 157.933 140.673 1.00149.67 N -ATOM 3951 N ASP A 578 199.088 164.856 138.473 1.00162.80 N -ATOM 3952 CA ASP A 578 199.064 165.796 137.362 1.00162.80 C -ATOM 3953 C ASP A 578 199.373 165.042 136.071 1.00162.80 C -ATOM 3954 O ASP A 578 200.347 164.282 136.024 1.00162.80 O -ATOM 3955 CB ASP A 578 200.090 166.897 137.624 1.00162.80 C -ATOM 3956 CG ASP A 578 199.752 168.205 136.947 1.00162.80 C -ATOM 3957 OD1 ASP A 578 198.627 168.363 136.436 1.00162.80 O -ATOM 3958 OD2 ASP A 578 200.633 169.089 136.937 1.00162.80 O1- -ATOM 3959 N PRO A 579 198.557 165.182 135.019 1.00167.61 N -ATOM 3960 CA PRO A 579 198.779 164.372 133.810 1.00167.61 C -ATOM 3961 C PRO A 579 199.955 164.798 132.938 1.00167.61 C -ATOM 3962 O PRO A 579 200.139 164.237 131.854 1.00167.61 O -ATOM 3963 CB PRO A 579 197.455 164.520 133.047 1.00167.61 C -ATOM 3964 CG PRO A 579 196.855 165.776 133.566 1.00167.61 C -ATOM 3965 CD PRO A 579 197.228 165.814 135.010 1.00167.61 C -ATOM 3966 N GLN A 580 200.758 165.769 133.376 1.00168.88 N -ATOM 3967 CA GLN A 580 201.973 166.142 132.664 1.00168.88 C -ATOM 3968 C GLN A 580 203.227 165.796 133.457 1.00168.88 C -ATOM 3969 O GLN A 580 204.091 165.072 132.956 1.00168.88 O -ATOM 3970 CB GLN A 580 201.943 167.635 132.311 1.00168.88 C -ATOM 3971 CG GLN A 580 200.820 168.006 131.359 1.00168.88 C -ATOM 3972 CD GLN A 580 200.838 169.470 130.972 1.00168.88 C -ATOM 3973 OE1 GLN A 580 201.561 170.271 131.565 1.00168.88 O -ATOM 3974 NE2 GLN A 580 200.036 169.830 129.977 1.00168.88 N -ATOM 3975 N THR A 581 203.350 166.281 134.689 1.00154.75 N -ATOM 3976 CA THR A 581 204.437 165.892 135.577 1.00154.75 C -ATOM 3977 C THR A 581 203.894 164.978 136.671 1.00154.75 C -ATOM 3978 O THR A 581 202.785 165.177 137.173 1.00154.75 O -ATOM 3979 CB THR A 581 205.161 167.126 136.154 1.00154.75 C -ATOM 3980 OG1 THR A 581 206.320 166.713 136.893 1.00154.75 O -ATOM 3981 CG2 THR A 581 204.254 168.016 137.014 1.00154.75 C -ATOM 3982 N LEU A 582 204.658 163.943 137.012 1.00151.84 N -ATOM 3983 CA LEU A 582 204.126 162.824 137.780 1.00151.84 C -ATOM 3984 C LEU A 582 204.198 163.028 139.290 1.00151.84 C -ATOM 3985 O LEU A 582 204.214 162.042 140.035 1.00151.84 O -ATOM 3986 CB LEU A 582 204.839 161.529 137.388 1.00151.84 C -ATOM 3987 CG LEU A 582 204.634 161.068 135.943 1.00151.84 C -ATOM 3988 CD1 LEU A 582 205.192 159.668 135.755 1.00151.84 C -ATOM 3989 CD2 LEU A 582 203.163 161.121 135.546 1.00151.84 C -ATOM 3990 N GLU A 583 204.240 164.270 139.760 1.00150.43 N -ATOM 3991 CA GLU A 583 204.125 164.513 141.187 1.00150.43 C -ATOM 3992 C GLU A 583 202.665 164.400 141.624 1.00150.43 C -ATOM 3993 O GLU A 583 201.745 164.318 140.806 1.00150.43 O -ATOM 3994 CB GLU A 583 204.688 165.884 141.548 1.00150.43 C -ATOM 3995 CG GLU A 583 203.883 167.045 141.005 1.00150.43 C -ATOM 3996 CD GLU A 583 204.603 168.365 141.167 1.00150.43 C -ATOM 3997 OE1 GLU A 583 204.889 168.745 142.321 1.00150.43 O -ATOM 3998 OE2 GLU A 583 204.881 169.024 140.145 1.00150.43 O1- -ATOM 3999 N ILE A 584 202.455 164.399 142.937 1.00146.57 N -ATOM 4000 CA ILE A 584 201.134 164.218 143.530 1.00146.57 C -ATOM 4001 C ILE A 584 200.708 165.529 144.172 1.00146.57 C -ATOM 4002 O ILE A 584 201.465 166.119 144.954 1.00146.57 O -ATOM 4003 CB ILE A 584 201.128 163.074 144.559 1.00146.57 C -ATOM 4004 CG1 ILE A 584 201.825 161.837 143.988 1.00146.57 C -ATOM 4005 CG2 ILE A 584 199.705 162.738 144.975 1.00146.57 C -ATOM 4006 CD1 ILE A 584 201.160 161.279 142.746 1.00146.57 C -ATOM 4007 N LEU A 585 199.501 165.983 143.846 1.00153.07 N -ATOM 4008 CA LEU A 585 198.962 167.230 144.374 1.00153.07 C -ATOM 4009 C LEU A 585 197.796 166.916 145.303 1.00153.07 C -ATOM 4010 O LEU A 585 196.830 166.260 144.896 1.00153.07 O -ATOM 4011 CB LEU A 585 198.519 168.160 143.245 1.00153.07 C -ATOM 4012 CG LEU A 585 199.491 168.339 142.076 1.00153.07 C -ATOM 4013 CD1 LEU A 585 198.904 169.282 141.039 1.00153.07 C -ATOM 4014 CD2 LEU A 585 200.841 168.849 142.561 1.00153.07 C -ATOM 4015 N ASP A 586 197.894 167.385 146.545 1.00157.33 N -ATOM 4016 CA ASP A 586 196.838 167.224 147.535 1.00157.33 C -ATOM 4017 C ASP A 586 195.836 168.358 147.372 1.00157.33 C -ATOM 4018 O ASP A 586 196.200 169.534 147.491 1.00157.33 O -ATOM 4019 CB ASP A 586 197.424 167.225 148.947 1.00157.33 C -ATOM 4020 CG ASP A 586 196.461 166.690 149.992 1.00157.33 C -ATOM 4021 OD1 ASP A 586 195.343 166.276 149.632 1.00157.33 O -ATOM 4022 OD2 ASP A 586 196.826 166.692 151.187 1.00157.33 O1- -ATOM 4023 N ILE A 587 194.582 168.007 147.094 1.00157.81 N -ATOM 4024 CA ILE A 587 193.510 168.988 146.960 1.00157.81 C -ATOM 4025 C ILE A 587 192.917 169.165 148.353 1.00157.81 C -ATOM 4026 O ILE A 587 191.967 168.485 148.745 1.00157.81 O -ATOM 4027 CB ILE A 587 192.461 168.556 145.942 1.00157.81 C -ATOM 4028 CG1 ILE A 587 193.133 168.103 144.646 1.00157.81 C -ATOM 4029 CG2 ILE A 587 191.485 169.693 145.693 1.00157.81 C -ATOM 4030 CD1 ILE A 587 192.162 167.742 143.554 1.00157.81 C -ATOM 4031 N THR A 588 193.500 170.062 149.113 1.00152.55 N -ATOM 4032 CA THR A 588 192.846 170.445 150.351 1.00152.55 C -ATOM 4033 C THR A 588 191.658 171.348 150.025 1.00152.55 C -ATOM 4034 O THR A 588 191.719 172.118 149.066 1.00152.55 O -ATOM 4035 CB THR A 588 193.833 171.177 151.264 1.00152.55 C -ATOM 4036 OG1 THR A 588 195.071 170.456 151.297 1.00152.55 O -ATOM 4037 CG2 THR A 588 193.297 171.284 152.684 1.00152.55 C -ATOM 4038 N PRO A 589 190.541 171.226 150.737 1.00143.74 N -ATOM 4039 CA PRO A 589 189.529 172.286 150.672 1.00143.74 C -ATOM 4040 C PRO A 589 190.105 173.590 151.203 1.00143.74 C -ATOM 4041 O PRO A 589 190.922 173.593 152.127 1.00143.74 O -ATOM 4042 CB PRO A 589 188.397 171.753 151.556 1.00143.74 C -ATOM 4043 CG PRO A 589 188.557 170.269 151.498 1.00143.74 C -ATOM 4044 CD PRO A 589 190.039 170.025 151.426 1.00143.74 C -ATOM 4045 N CYS A 590 189.695 174.698 150.586 1.00152.18 N -ATOM 4046 CA CYS A 590 190.217 176.007 150.955 1.00152.18 C -ATOM 4047 C CYS A 590 189.755 176.383 152.357 1.00152.18 C -ATOM 4048 O CYS A 590 188.711 175.922 152.824 1.00152.18 O -ATOM 4049 CB CYS A 590 189.776 177.067 149.945 1.00152.18 C -ATOM 4050 SG CYS A 590 190.227 176.695 148.231 1.00152.18 S -ATOM 4051 N SER A 591 190.562 177.213 153.026 1.00145.39 N -ATOM 4052 CA SER A 591 190.434 177.435 154.464 1.00145.39 C -ATOM 4053 C SER A 591 189.113 178.106 154.819 1.00145.39 C -ATOM 4054 O SER A 591 188.671 179.048 154.156 1.00145.39 O -ATOM 4055 CB SER A 591 191.602 178.279 154.973 1.00145.39 C -ATOM 4056 OG SER A 591 191.528 178.453 156.378 1.00145.39 O -ATOM 4057 N PHE A 592 188.481 177.600 155.871 1.00122.72 N -ATOM 4058 CA PHE A 592 187.103 177.935 156.187 1.00122.72 C -ATOM 4059 C PHE A 592 186.912 177.857 157.694 1.00122.72 C -ATOM 4060 O PHE A 592 187.840 177.555 158.447 1.00122.72 O -ATOM 4061 CB PHE A 592 186.128 177.009 155.442 1.00122.72 C -ATOM 4062 CG PHE A 592 186.212 175.561 155.857 1.00122.72 C -ATOM 4063 CD1 PHE A 592 187.150 174.721 155.279 1.00122.72 C -ATOM 4064 CD2 PHE A 592 185.346 175.035 156.807 1.00122.72 C -ATOM 4065 CE1 PHE A 592 187.239 173.402 155.643 1.00122.72 C -ATOM 4066 CE2 PHE A 592 185.432 173.710 157.176 1.00122.72 C -ATOM 4067 CZ PHE A 592 186.383 172.897 156.590 1.00122.72 C -ATOM 4068 N GLY A 593 185.696 178.144 158.127 1.00117.70 N -ATOM 4069 CA GLY A 593 185.356 177.978 159.526 1.00117.70 C -ATOM 4070 C GLY A 593 184.117 178.765 159.872 1.00117.70 C -ATOM 4071 O GLY A 593 183.649 179.608 159.106 1.00117.70 O -ATOM 4072 N GLY A 594 183.593 178.476 161.060 1.00 97.09 N -ATOM 4073 CA GLY A 594 182.387 179.143 161.518 1.00 97.09 C -ATOM 4074 C GLY A 594 182.673 180.549 162.020 1.00 97.09 C -ATOM 4075 O GLY A 594 183.670 180.804 162.696 1.00 97.09 O -ATOM 4076 N VAL A 595 181.777 181.469 161.677 1.00 80.39 N -ATOM 4077 CA VAL A 595 181.835 182.846 162.152 1.00 80.39 C -ATOM 4078 C VAL A 595 180.789 182.999 163.244 1.00 80.39 C -ATOM 4079 O VAL A 595 179.604 182.727 163.020 1.00 80.39 O -ATOM 4080 CB VAL A 595 181.583 183.851 161.016 1.00 80.39 C -ATOM 4081 CG1 VAL A 595 181.563 185.272 161.559 1.00 80.39 C -ATOM 4082 CG2 VAL A 595 182.622 183.709 159.933 1.00 80.39 C -ATOM 4083 N SER A 596 181.216 183.429 164.426 1.00 63.06 N -ATOM 4084 CA SER A 596 180.306 183.739 165.514 1.00 63.06 C -ATOM 4085 C SER A 596 180.378 185.228 165.813 1.00 63.06 C -ATOM 4086 O SER A 596 181.466 185.805 165.889 1.00 63.06 O -ATOM 4087 CB SER A 596 180.644 182.928 166.765 1.00 63.06 C -ATOM 4088 OG SER A 596 180.454 181.543 166.535 1.00 63.06 O -ATOM 4089 N VAL A 597 179.216 185.846 165.970 1.00 56.60 N -ATOM 4090 CA VAL A 597 179.112 187.271 166.248 1.00 56.60 C -ATOM 4091 C VAL A 597 178.671 187.423 167.695 1.00 56.60 C -ATOM 4092 O VAL A 597 177.566 187.003 168.062 1.00 56.60 O -ATOM 4093 CB VAL A 597 178.137 187.963 165.282 1.00 56.60 C -ATOM 4094 CG1 VAL A 597 177.765 189.350 165.781 1.00 56.60 C -ATOM 4095 CG2 VAL A 597 178.742 188.034 163.889 1.00 56.60 C -ATOM 4096 N ILE A 598 179.548 187.977 168.525 1.00 56.63 N -ATOM 4097 CA ILE A 598 179.238 188.310 169.908 1.00 56.63 C -ATOM 4098 C ILE A 598 178.880 189.785 169.934 1.00 56.63 C -ATOM 4099 O ILE A 598 179.703 190.639 169.577 1.00 56.63 O -ATOM 4100 CB ILE A 598 180.409 188.013 170.864 1.00 56.63 C -ATOM 4101 CG1 ILE A 598 180.771 186.518 170.921 1.00 56.63 C -ATOM 4102 CG2 ILE A 598 180.104 188.541 172.257 1.00 56.63 C -ATOM 4103 CD1 ILE A 598 181.802 186.038 169.904 1.00 56.63 C -ATOM 4104 N THR A 599 177.652 190.086 170.338 1.00 62.77 N -ATOM 4105 CA THR A 599 177.167 191.453 170.313 1.00 62.77 C -ATOM 4106 C THR A 599 176.331 191.721 171.554 1.00 62.77 C -ATOM 4107 O THR A 599 175.761 190.790 172.138 1.00 62.77 O -ATOM 4108 CB THR A 599 176.336 191.727 169.045 1.00 62.77 C -ATOM 4109 OG1 THR A 599 175.840 193.071 169.060 1.00 62.77 O -ATOM 4110 CG2 THR A 599 175.168 190.751 168.923 1.00 62.77 C -ATOM 4111 N PRO A 600 176.272 192.974 172.003 1.00 65.39 N -ATOM 4112 CA PRO A 600 175.183 193.375 172.899 1.00 65.39 C -ATOM 4113 C PRO A 600 173.936 193.699 172.094 1.00 65.39 C -ATOM 4114 O PRO A 600 173.914 193.489 170.876 1.00 65.39 O -ATOM 4115 CB PRO A 600 175.749 194.605 173.614 1.00 65.39 C -ATOM 4116 CG PRO A 600 176.715 195.181 172.644 1.00 65.39 C -ATOM 4117 CD PRO A 600 177.294 194.027 171.866 1.00 65.39 C -ATOM 4118 N GLY A 601 172.892 194.194 172.751 1.00 91.62 N -ATOM 4119 CA GLY A 601 171.672 194.527 172.037 1.00 91.62 C -ATOM 4120 C GLY A 601 171.860 195.737 171.137 1.00 91.62 C -ATOM 4121 O GLY A 601 172.595 196.672 171.460 1.00 91.62 O -ATOM 4122 N THR A 602 171.186 195.709 169.983 1.00 98.24 N -ATOM 4123 CA THR A 602 171.203 196.854 169.079 1.00 98.24 C -ATOM 4124 C THR A 602 170.435 198.041 169.644 1.00 98.24 C -ATOM 4125 O THR A 602 170.634 199.169 169.183 1.00 98.24 O -ATOM 4126 CB THR A 602 170.630 196.468 167.716 1.00 98.24 C -ATOM 4127 OG1 THR A 602 169.294 195.979 167.878 1.00 98.24 O -ATOM 4128 CG2 THR A 602 171.486 195.391 167.069 1.00 98.24 C -ATOM 4129 N ASN A 603 169.555 197.803 170.620 1.00112.20 N -ATOM 4130 CA ASN A 603 168.987 198.891 171.406 1.00112.20 C -ATOM 4131 C ASN A 603 170.062 199.603 172.219 1.00112.20 C -ATOM 4132 O ASN A 603 169.979 200.818 172.433 1.00112.20 O -ATOM 4133 CB ASN A 603 167.885 198.339 172.316 1.00112.20 C -ATOM 4134 CG ASN A 603 167.388 199.355 173.326 1.00112.20 C -ATOM 4135 OD1 ASN A 603 167.862 199.402 174.462 1.00112.20 O -ATOM 4136 ND2 ASN A 603 166.424 200.171 172.919 1.00112.20 N -ATOM 4137 N THR A 604 171.087 198.872 172.660 1.00108.43 N -ATOM 4138 CA THR A 604 172.149 199.444 173.482 1.00108.43 C -ATOM 4139 C THR A 604 173.279 200.029 172.637 1.00108.43 C -ATOM 4140 O THR A 604 173.584 201.222 172.741 1.00108.43 O -ATOM 4141 CB THR A 604 172.697 198.382 174.443 1.00108.43 C -ATOM 4142 OG1 THR A 604 171.669 197.990 175.360 1.00108.43 O -ATOM 4143 CG2 THR A 604 173.880 198.931 175.226 1.00108.43 C -ATOM 4144 N SER A 605 173.908 199.208 171.797 1.00103.98 N -ATOM 4145 CA SER A 605 175.082 199.641 171.052 1.00103.98 C -ATOM 4146 C SER A 605 175.174 198.861 169.747 1.00103.98 C -ATOM 4147 O SER A 605 174.344 197.997 169.452 1.00103.98 O -ATOM 4148 CB SER A 605 176.354 199.466 171.882 1.00103.98 C -ATOM 4149 OG SER A 605 177.509 199.571 171.069 1.00103.98 O -ATOM 4150 N ASN A 606 176.208 199.174 168.964 1.00104.01 N -ATOM 4151 CA ASN A 606 176.421 198.556 167.664 1.00104.01 C -ATOM 4152 C ASN A 606 177.782 197.888 167.522 1.00104.01 C -ATOM 4153 O ASN A 606 178.097 197.396 166.431 1.00104.01 O -ATOM 4154 CB ASN A 606 176.254 199.595 166.548 1.00104.01 C -ATOM 4155 CG ASN A 606 174.802 199.891 166.240 1.00104.01 C -ATOM 4156 OD1 ASN A 606 173.898 199.291 166.821 1.00104.01 O -ATOM 4157 ND2 ASN A 606 174.569 200.819 165.320 1.00104.01 N -ATOM 4158 N GLN A 607 178.598 197.863 168.573 1.00 90.63 N -ATOM 4159 CA GLN A 607 179.913 197.242 168.478 1.00 90.63 C -ATOM 4160 C GLN A 607 179.789 195.724 168.453 1.00 90.63 C -ATOM 4161 O GLN A 607 178.923 195.142 169.112 1.00 90.63 O -ATOM 4162 CB GLN A 607 180.797 197.681 169.642 1.00 90.63 C -ATOM 4163 CG GLN A 607 181.024 199.179 169.708 1.00 90.63 C -ATOM 4164 CD GLN A 607 182.300 199.538 170.437 1.00 90.63 C -ATOM 4165 OE1 GLN A 607 183.173 198.694 170.637 1.00 90.63 O -ATOM 4166 NE2 GLN A 607 182.416 200.798 170.839 1.00 90.63 N -ATOM 4167 N VAL A 608 180.658 195.085 167.674 1.00 75.12 N -ATOM 4168 CA VAL A 608 180.584 193.654 167.407 1.00 75.12 C -ATOM 4169 C VAL A 608 181.967 193.046 167.603 1.00 75.12 C -ATOM 4170 O VAL A 608 182.949 193.530 167.029 1.00 75.12 O -ATOM 4171 CB VAL A 608 180.059 193.383 165.980 1.00 75.12 C -ATOM 4172 CG1 VAL A 608 180.391 191.976 165.520 1.00 75.12 C -ATOM 4173 CG2 VAL A 608 178.556 193.608 165.913 1.00 75.12 C -ATOM 4174 N ALA A 609 182.045 191.997 168.419 1.00 65.85 N -ATOM 4175 CA ALA A 609 183.224 191.146 168.477 1.00 65.85 C -ATOM 4176 C ALA A 609 182.964 189.898 167.644 1.00 65.85 C -ATOM 4177 O ALA A 609 181.837 189.405 167.582 1.00 65.85 O -ATOM 4178 CB ALA A 609 183.563 190.762 169.918 1.00 65.85 C -ATOM 4179 N VAL A 610 183.995 189.409 166.958 1.00 65.28 N -ATOM 4180 CA VAL A 610 183.835 188.298 166.028 1.00 65.28 C -ATOM 4181 C VAL A 610 184.788 187.182 166.436 1.00 65.28 C -ATOM 4182 O VAL A 610 185.985 187.421 166.641 1.00 65.28 O -ATOM 4183 CB VAL A 610 184.087 188.730 164.569 1.00 65.28 C -ATOM 4184 CG1 VAL A 610 183.838 187.577 163.637 1.00 65.28 C -ATOM 4185 CG2 VAL A 610 183.212 189.909 164.175 1.00 65.28 C -ATOM 4186 N LEU A 611 184.256 185.967 166.554 1.00 65.19 N -ATOM 4187 CA LEU A 611 185.027 184.781 166.902 1.00 65.19 C -ATOM 4188 C LEU A 611 185.069 183.831 165.713 1.00 65.19 C -ATOM 4189 O LEU A 611 184.030 183.511 165.126 1.00 65.19 O -ATOM 4190 CB LEU A 611 184.425 184.076 168.120 1.00 65.19 C -ATOM 4191 CG LEU A 611 184.825 182.618 168.355 1.00 65.19 C -ATOM 4192 CD1 LEU A 611 186.201 182.532 168.992 1.00 65.19 C -ATOM 4193 CD2 LEU A 611 183.791 181.908 169.211 1.00 65.19 C -ATOM 4194 N TYR A 612 186.271 183.393 165.356 1.00 79.07 N -ATOM 4195 CA TYR A 612 186.471 182.388 164.322 1.00 79.07 C -ATOM 4196 C TYR A 612 186.836 181.075 164.998 1.00 79.07 C -ATOM 4197 O TYR A 612 187.833 181.001 165.727 1.00 79.07 O -ATOM 4198 CB TYR A 612 187.551 182.834 163.340 1.00 79.07 C -ATOM 4199 CG TYR A 612 187.288 184.219 162.809 1.00 79.07 C -ATOM 4200 CD1 TYR A 612 186.209 184.461 161.969 1.00 79.07 C -ATOM 4201 CD2 TYR A 612 188.108 185.285 163.154 1.00 79.07 C -ATOM 4202 CE1 TYR A 612 185.951 185.727 161.486 1.00 79.07 C -ATOM 4203 CE2 TYR A 612 187.864 186.557 162.673 1.00 79.07 C -ATOM 4204 CZ TYR A 612 186.787 186.771 161.837 1.00 79.07 C -ATOM 4205 OH TYR A 612 186.539 188.035 161.357 1.00 79.07 O -ATOM 4206 N GLN A 613 186.028 180.047 164.752 1.00 81.68 N -ATOM 4207 CA GLN A 613 186.044 178.833 165.556 1.00 81.68 C -ATOM 4208 C GLN A 613 187.183 177.915 165.128 1.00 81.68 C -ATOM 4209 O GLN A 613 187.213 177.441 163.988 1.00 81.68 O -ATOM 4210 CB GLN A 613 184.701 178.117 165.437 1.00 81.68 C -ATOM 4211 CG GLN A 613 183.529 178.936 165.952 1.00 81.68 C -ATOM 4212 CD GLN A 613 182.189 178.309 165.627 1.00 81.68 C -ATOM 4213 OE1 GLN A 613 182.112 177.139 165.256 1.00 81.68 O -ATOM 4214 NE2 GLN A 613 181.123 179.089 165.765 1.00 81.68 N -ATOM 4215 N GLY A 614 188.114 177.665 166.047 1.00 93.58 N -ATOM 4216 CA GLY A 614 189.153 176.678 165.848 1.00 93.58 C -ATOM 4217 C GLY A 614 190.323 177.114 164.997 1.00 93.58 C -ATOM 4218 O GLY A 614 191.205 176.291 164.726 1.00 93.58 O -ATOM 4219 N VAL A 615 190.368 178.372 164.569 1.00106.71 N -ATOM 4220 CA VAL A 615 191.405 178.862 163.670 1.00106.71 C -ATOM 4221 C VAL A 615 192.408 179.671 164.480 1.00106.71 C -ATOM 4222 O VAL A 615 192.020 180.529 165.283 1.00106.71 O -ATOM 4223 CB VAL A 615 190.796 179.701 162.534 1.00106.71 C -ATOM 4224 CG1 VAL A 615 191.851 180.048 161.498 1.00106.71 C -ATOM 4225 CG2 VAL A 615 189.636 178.952 161.897 1.00106.71 C -ATOM 4226 N ASN A 616 193.694 179.387 164.281 1.00117.65 N -ATOM 4227 CA ASN A 616 194.757 180.049 165.026 1.00117.65 C -ATOM 4228 C ASN A 616 194.871 181.517 164.630 1.00117.65 C -ATOM 4229 O ASN A 616 194.752 181.873 163.457 1.00117.65 O -ATOM 4230 CB ASN A 616 196.088 179.346 164.773 1.00117.65 C -ATOM 4231 CG ASN A 616 196.928 179.220 166.023 1.00117.65 C -ATOM 4232 OD1 ASN A 616 196.704 179.923 167.009 1.00117.65 O -ATOM 4233 ND2 ASN A 616 197.909 178.320 165.982 1.00117.65 N -ATOM 4234 N CYS A 617 195.151 182.367 165.626 1.00115.49 N -ATOM 4235 CA CYS A 617 195.160 183.816 165.433 1.00115.49 C -ATOM 4236 C CYS A 617 196.309 184.302 164.562 1.00115.49 C -ATOM 4237 O CYS A 617 196.229 185.414 164.029 1.00115.49 O -ATOM 4238 CB CYS A 617 195.218 184.527 166.785 1.00115.49 C -ATOM 4239 SG CYS A 617 193.655 184.533 167.680 1.00115.49 S -ATOM 4240 N THR A 618 197.365 183.508 164.401 1.00128.23 N -ATOM 4241 CA THR A 618 198.392 183.840 163.425 1.00128.23 C -ATOM 4242 C THR A 618 197.912 183.570 162.008 1.00128.23 C -ATOM 4243 O THR A 618 198.380 184.213 161.062 1.00128.23 O -ATOM 4244 CB THR A 618 199.663 183.036 163.700 1.00128.23 C -ATOM 4245 OG1 THR A 618 199.407 181.646 163.462 1.00128.23 O -ATOM 4246 CG2 THR A 618 200.099 183.215 165.144 1.00128.23 C -ATOM 4247 N GLU A 619 196.979 182.633 161.848 1.00128.76 N -ATOM 4248 CA GLU A 619 196.541 182.179 160.539 1.00128.76 C -ATOM 4249 C GLU A 619 195.352 182.967 159.995 1.00128.76 C -ATOM 4250 O GLU A 619 195.147 182.959 158.776 1.00128.76 O -ATOM 4251 CB GLU A 619 196.190 180.682 160.606 1.00128.76 C -ATOM 4252 CG GLU A 619 196.121 179.955 159.263 1.00128.76 C -ATOM 4253 CD GLU A 619 195.407 178.624 159.355 1.00128.76 C -ATOM 4254 OE1 GLU A 619 195.301 178.084 160.476 1.00128.76 O -ATOM 4255 OE2 GLU A 619 194.947 178.121 158.309 1.00128.76 O1- -ATOM 4256 N VAL A 620 194.604 183.679 160.859 1.00127.87 N -ATOM 4257 CA VAL A 620 193.321 184.269 160.430 1.00127.87 C -ATOM 4258 C VAL A 620 193.360 185.274 159.279 1.00127.87 C -ATOM 4259 O VAL A 620 192.468 185.191 158.426 1.00127.87 O -ATOM 4260 CB VAL A 620 192.527 184.772 161.647 1.00127.87 C -ATOM 4261 CG1 VAL A 620 192.181 183.623 162.564 1.00127.87 C -ATOM 4262 CG2 VAL A 620 193.261 185.828 162.462 1.00127.87 C -ATOM 4263 N PRO A 621 194.320 186.235 159.159 1.00138.40 N -ATOM 4264 CA PRO A 621 194.180 187.203 158.044 1.00138.40 C -ATOM 4265 C PRO A 621 194.354 186.579 156.666 1.00138.40 C -ATOM 4266 O PRO A 621 193.800 187.081 155.681 1.00138.40 O -ATOM 4267 CB PRO A 621 195.276 188.241 158.329 1.00138.40 C -ATOM 4268 CG PRO A 621 195.702 188.007 159.715 1.00138.40 C -ATOM 4269 CD PRO A 621 195.582 186.536 159.870 1.00138.40 C -ATOM 4270 N VAL A 622 195.106 185.482 156.581 1.00143.31 N -ATOM 4271 CA VAL A 622 195.071 184.645 155.389 1.00143.31 C -ATOM 4272 C VAL A 622 193.769 183.851 155.334 1.00143.31 C -ATOM 4273 O VAL A 622 193.200 183.632 154.257 1.00143.31 O -ATOM 4274 CB VAL A 622 196.303 183.720 155.362 1.00143.31 C -ATOM 4275 CG1 VAL A 622 196.438 183.026 154.012 1.00143.31 C -ATOM 4276 CG2 VAL A 622 197.564 184.501 155.704 1.00143.31 C -ATOM 4277 N ALA A 623 193.274 183.413 156.497 1.00142.92 N -ATOM 4278 CA ALA A 623 192.254 182.368 156.539 1.00142.92 C -ATOM 4279 C ALA A 623 190.859 182.887 156.208 1.00142.92 C -ATOM 4280 O ALA A 623 190.011 182.106 155.760 1.00142.92 O -ATOM 4281 CB ALA A 623 192.243 181.690 157.907 1.00142.92 C -ATOM 4282 N ILE A 624 190.576 184.171 156.471 1.00146.83 N -ATOM 4283 CA ILE A 624 189.195 184.650 156.359 1.00146.83 C -ATOM 4284 C ILE A 624 188.748 184.680 154.906 1.00146.83 C -ATOM 4285 O ILE A 624 187.848 183.932 154.506 1.00146.83 O -ATOM 4286 CB ILE A 624 189.021 186.027 157.023 1.00146.83 C -ATOM 4287 CG1 ILE A 624 189.400 185.941 158.494 1.00146.83 C -ATOM 4288 CG2 ILE A 624 187.589 186.522 156.863 1.00146.83 C -ATOM 4289 CD1 ILE A 624 188.568 184.981 159.266 1.00146.83 C -ATOM 4290 N HIS A 625 189.373 185.530 154.093 1.00156.21 N -ATOM 4291 CA HIS A 625 189.076 185.501 152.671 1.00156.21 C -ATOM 4292 C HIS A 625 190.268 186.020 151.876 1.00156.21 C -ATOM 4293 O HIS A 625 190.313 187.215 151.562 1.00156.21 O -ATOM 4294 CB HIS A 625 187.837 186.346 152.390 1.00156.21 C -ATOM 4295 CG HIS A 625 187.343 186.249 150.988 1.00156.21 C -ATOM 4296 ND1 HIS A 625 187.167 187.353 150.189 1.00156.21 N -ATOM 4297 CD2 HIS A 625 186.921 185.189 150.263 1.00156.21 C -ATOM 4298 CE1 HIS A 625 186.685 186.979 149.020 1.00156.21 C -ATOM 4299 NE2 HIS A 625 186.529 185.671 149.039 1.00156.21 N -ATOM 4300 N ALA A 626 191.178 185.117 151.487 1.00160.51 N -ATOM 4301 CA ALA A 626 192.451 185.400 150.785 1.00160.51 C -ATOM 4302 C ALA A 626 193.203 186.501 151.537 1.00160.51 C -ATOM 4303 O ALA A 626 193.393 186.378 152.755 1.00160.51 O -ATOM 4304 CB ALA A 626 192.161 185.685 149.319 1.00160.51 C -ATOM 4305 N ASP A 627 193.635 187.573 150.873 1.00161.73 N -ATOM 4306 CA ASP A 627 194.260 188.717 151.537 1.00161.73 C -ATOM 4307 C ASP A 627 193.341 189.925 151.371 1.00161.73 C -ATOM 4308 O ASP A 627 193.502 190.712 150.433 1.00161.73 O -ATOM 4309 CB ASP A 627 195.650 188.986 150.967 1.00161.73 C -ATOM 4310 CG ASP A 627 196.375 190.107 151.696 1.00161.73 C -ATOM 4311 OD1 ASP A 627 196.090 190.326 152.893 1.00161.73 O -ATOM 4312 OD2 ASP A 627 197.233 190.768 151.073 1.00161.73 O1- -ATOM 4313 N GLN A 628 192.379 190.053 152.296 1.00166.72 N -ATOM 4314 CA GLN A 628 191.458 191.195 152.408 1.00166.72 C -ATOM 4315 C GLN A 628 190.650 191.425 151.131 1.00166.72 C -ATOM 4316 O GLN A 628 190.456 192.561 150.692 1.00166.72 O -ATOM 4317 CB GLN A 628 192.209 192.470 152.803 1.00166.72 C -ATOM 4318 CG GLN A 628 193.026 192.335 154.072 1.00166.72 C -ATOM 4319 CD GLN A 628 194.260 193.213 154.057 1.00166.72 C -ATOM 4320 OE1 GLN A 628 194.642 193.748 153.016 1.00166.72 O -ATOM 4321 NE2 GLN A 628 194.900 193.353 155.211 1.00166.72 N -ATOM 4322 N LEU A 629 190.175 190.337 150.518 1.00162.67 N -ATOM 4323 CA LEU A 629 189.387 190.483 149.297 1.00162.67 C -ATOM 4324 C LEU A 629 187.974 190.980 149.597 1.00162.67 C -ATOM 4325 O LEU A 629 187.313 191.549 148.721 1.00162.67 O -ATOM 4326 CB LEU A 629 189.347 189.170 148.518 1.00162.67 C -ATOM 4327 CG LEU A 629 190.537 188.792 147.640 1.00162.67 C -ATOM 4328 CD1 LEU A 629 190.179 187.589 146.780 1.00162.67 C -ATOM 4329 CD2 LEU A 629 190.956 189.971 146.783 1.00162.67 C -ATOM 4330 N THR A 630 187.480 190.761 150.838 1.00153.03 N -ATOM 4331 CA THR A 630 186.266 191.455 151.264 1.00153.03 C -ATOM 4332 C THR A 630 186.622 192.676 152.091 1.00153.03 C -ATOM 4333 O THR A 630 187.548 192.615 152.912 1.00153.03 O -ATOM 4334 CB THR A 630 185.340 190.550 152.080 1.00153.03 C -ATOM 4335 OG1 THR A 630 185.991 190.137 153.291 1.00153.03 O -ATOM 4336 CG2 THR A 630 184.840 189.364 151.283 1.00153.03 C -ATOM 4337 N PRO A 631 185.935 193.800 151.884 1.00145.75 N -ATOM 4338 CA PRO A 631 186.090 194.927 152.815 1.00145.75 C -ATOM 4339 C PRO A 631 185.385 194.708 154.144 1.00145.75 C -ATOM 4340 O PRO A 631 185.681 195.418 155.113 1.00145.75 O -ATOM 4341 CB PRO A 631 185.481 196.102 152.039 1.00145.75 C -ATOM 4342 CG PRO A 631 184.496 195.459 151.115 1.00145.75 C -ATOM 4343 CD PRO A 631 185.112 194.152 150.715 1.00145.75 C -ATOM 4344 N THR A 632 184.455 193.749 154.214 1.00132.81 N -ATOM 4345 CA THR A 632 183.595 193.620 155.389 1.00132.81 C -ATOM 4346 C THR A 632 184.335 193.036 156.592 1.00132.81 C -ATOM 4347 O THR A 632 184.022 193.377 157.739 1.00132.81 O -ATOM 4348 CB THR A 632 182.339 192.803 155.043 1.00132.81 C -ATOM 4349 OG1 THR A 632 181.430 192.819 156.150 1.00132.81 O -ATOM 4350 CG2 THR A 632 182.648 191.357 154.637 1.00132.81 C -ATOM 4351 N TRP A 633 185.309 192.157 156.363 1.00129.04 N -ATOM 4352 CA TRP A 633 186.064 191.544 157.447 1.00129.04 C -ATOM 4353 C TRP A 633 187.540 191.909 157.416 1.00129.04 C -ATOM 4354 O TRP A 633 188.348 191.213 158.035 1.00129.04 O -ATOM 4355 CB TRP A 633 185.899 190.022 157.422 1.00129.04 C -ATOM 4356 CG TRP A 633 184.479 189.569 157.558 1.00129.04 C -ATOM 4357 CD1 TRP A 633 183.551 190.044 158.438 1.00129.04 C -ATOM 4358 CD2 TRP A 633 183.828 188.535 156.809 1.00129.04 C -ATOM 4359 NE1 TRP A 633 182.360 189.380 158.276 1.00129.04 N -ATOM 4360 CE2 TRP A 633 182.504 188.448 157.283 1.00129.04 C -ATOM 4361 CE3 TRP A 633 184.235 187.679 155.780 1.00129.04 C -ATOM 4362 CZ2 TRP A 633 181.584 187.539 156.764 1.00129.04 C -ATOM 4363 CZ3 TRP A 633 183.319 186.777 155.265 1.00129.04 C -ATOM 4364 CH2 TRP A 633 182.009 186.714 155.758 1.00129.04 C -ATOM 4365 N ARG A 634 187.908 192.976 156.706 1.00131.09 N -ATOM 4366 CA ARG A 634 189.310 193.376 156.627 1.00131.09 C -ATOM 4367 C ARG A 634 189.798 193.948 157.954 1.00131.09 C -ATOM 4368 O ARG A 634 190.859 193.558 158.463 1.00131.09 O -ATOM 4369 CB ARG A 634 189.484 194.393 155.500 1.00131.09 C -ATOM 4370 CG ARG A 634 190.841 195.064 155.437 1.00131.09 C -ATOM 4371 CD ARG A 634 190.773 196.296 154.549 1.00131.09 C -ATOM 4372 NE ARG A 634 192.059 196.968 154.421 1.00131.09 N -ATOM 4373 CZ ARG A 634 192.880 196.815 153.391 1.00131.09 C -ATOM 4374 NH1 ARG A 634 192.570 196.031 152.371 1.00131.09 N1+ -ATOM 4375 NH2 ARG A 634 194.036 197.473 153.378 1.00131.09 N -ATOM 4376 N VAL A 635 189.025 194.873 158.530 1.00123.04 N -ATOM 4377 CA VAL A 635 189.405 195.506 159.791 1.00123.04 C -ATOM 4378 C VAL A 635 189.328 194.502 160.941 1.00123.04 C -ATOM 4379 O VAL A 635 190.167 194.515 161.849 1.00123.04 O -ATOM 4380 CB VAL A 635 188.546 196.770 160.029 1.00123.04 C -ATOM 4381 CG1 VAL A 635 187.047 196.468 159.974 1.00123.04 C -ATOM 4382 CG2 VAL A 635 188.916 197.469 161.337 1.00123.04 C -ATOM 4383 N TYR A 636 188.359 193.583 160.894 1.00113.41 N -ATOM 4384 CA TYR A 636 188.275 192.550 161.922 1.00113.41 C -ATOM 4385 C TYR A 636 189.361 191.496 161.745 1.00113.41 C -ATOM 4386 O TYR A 636 189.808 190.890 162.724 1.00113.41 O -ATOM 4387 CB TYR A 636 186.891 191.903 161.918 1.00113.41 C -ATOM 4388 CG TYR A 636 185.773 192.842 162.311 1.00113.41 C -ATOM 4389 CD1 TYR A 636 185.476 193.070 163.650 1.00113.41 C -ATOM 4390 CD2 TYR A 636 185.008 193.489 161.348 1.00113.41 C -ATOM 4391 CE1 TYR A 636 184.454 193.924 164.021 1.00113.41 C -ATOM 4392 CE2 TYR A 636 183.981 194.345 161.709 1.00113.41 C -ATOM 4393 CZ TYR A 636 183.710 194.558 163.047 1.00113.41 C -ATOM 4394 OH TYR A 636 182.692 195.408 163.410 1.00113.41 O -ATOM 4395 N SER A 637 189.786 191.245 160.504 1.00125.26 N -ATOM 4396 CA SER A 637 190.839 190.262 160.272 1.00125.26 C -ATOM 4397 C SER A 637 192.194 190.787 160.726 1.00125.26 C -ATOM 4398 O SER A 637 192.968 190.058 161.358 1.00125.26 O -ATOM 4399 CB SER A 637 190.883 189.872 158.795 1.00125.26 C -ATOM 4400 OG SER A 637 191.214 190.986 157.985 1.00125.26 O -ATOM 4401 N THR A 638 192.502 192.049 160.408 1.00124.05 N -ATOM 4402 CA THR A 638 193.757 192.635 160.874 1.00124.05 C -ATOM 4403 C THR A 638 193.724 192.882 162.378 1.00124.05 C -ATOM 4404 O THR A 638 194.671 192.537 163.094 1.00124.05 O -ATOM 4405 CB THR A 638 194.051 193.932 160.117 1.00124.05 C -ATOM 4406 OG1 THR A 638 193.005 194.881 160.359 1.00124.05 O -ATOM 4407 CG2 THR A 638 194.179 193.669 158.624 1.00124.05 C -ATOM 4408 N GLY A 639 192.637 193.467 162.874 1.00116.65 N -ATOM 4409 CA GLY A 639 192.385 193.570 164.297 1.00116.65 C -ATOM 4410 C GLY A 639 193.209 194.571 165.079 1.00116.65 C -ATOM 4411 O GLY A 639 194.297 194.980 164.661 1.00116.65 O -ATOM 4412 N SER A 640 192.675 194.975 166.228 1.00104.77 N -ATOM 4413 CA SER A 640 193.397 195.753 167.222 1.00104.77 C -ATOM 4414 C SER A 640 193.460 195.071 168.578 1.00104.77 C -ATOM 4415 O SER A 640 194.444 195.250 169.299 1.00104.77 O -ATOM 4416 CB SER A 640 192.758 197.140 167.391 1.00104.77 C -ATOM 4417 OG SER A 640 193.398 197.873 168.421 1.00104.77 O -ATOM 4418 N ASN A 641 192.439 194.298 168.942 1.00 90.99 N -ATOM 4419 CA ASN A 641 192.442 193.471 170.142 1.00 90.99 C -ATOM 4420 C ASN A 641 192.200 192.030 169.719 1.00 90.99 C -ATOM 4421 O ASN A 641 191.084 191.675 169.327 1.00 90.99 O -ATOM 4422 CB ASN A 641 191.373 193.930 171.135 1.00 90.99 C -ATOM 4423 CG ASN A 641 191.567 195.364 171.577 1.00 90.99 C -ATOM 4424 OD1 ASN A 641 192.694 195.844 171.692 1.00 90.99 O -ATOM 4425 ND2 ASN A 641 190.464 196.059 171.831 1.00 90.99 N -ATOM 4426 N VAL A 642 193.242 191.207 169.800 1.00 84.31 N -ATOM 4427 CA VAL A 642 193.214 189.835 169.307 1.00 84.31 C -ATOM 4428 C VAL A 642 193.515 188.904 170.471 1.00 84.31 C -ATOM 4429 O VAL A 642 194.522 189.083 171.165 1.00 84.31 O -ATOM 4430 CB VAL A 642 194.233 189.623 168.169 1.00 84.31 C -ATOM 4431 CG1 VAL A 642 194.261 188.171 167.728 1.00 84.31 C -ATOM 4432 CG2 VAL A 642 193.928 190.538 166.994 1.00 84.31 C -ATOM 4433 N PHE A 643 192.652 187.910 170.686 1.00 78.07 N -ATOM 4434 CA PHE A 643 192.866 186.927 171.735 1.00 78.07 C -ATOM 4435 C PHE A 643 192.639 185.531 171.174 1.00 78.07 C -ATOM 4436 O PHE A 643 191.824 185.341 170.267 1.00 78.07 O -ATOM 4437 CB PHE A 643 191.943 187.186 172.930 1.00 78.07 C -ATOM 4438 CG PHE A 643 192.361 186.475 174.180 1.00 78.07 C -ATOM 4439 CD1 PHE A 643 193.644 186.628 174.684 1.00 78.07 C -ATOM 4440 CD2 PHE A 643 191.469 185.664 174.860 1.00 78.07 C -ATOM 4441 CE1 PHE A 643 194.032 185.973 175.840 1.00 78.07 C -ATOM 4442 CE2 PHE A 643 191.849 185.004 176.014 1.00 78.07 C -ATOM 4443 CZ PHE A 643 193.132 185.161 176.506 1.00 78.07 C -ATOM 4444 N GLN A 644 193.380 184.560 171.702 1.00 80.30 N -ATOM 4445 CA GLN A 644 193.291 183.169 171.268 1.00 80.30 C -ATOM 4446 C GLN A 644 192.769 182.327 172.426 1.00 80.30 C -ATOM 4447 O GLN A 644 193.454 182.159 173.440 1.00 80.30 O -ATOM 4448 CB GLN A 644 194.648 182.660 170.784 1.00 80.30 C -ATOM 4449 CG GLN A 644 194.720 181.151 170.575 1.00 80.30 C -ATOM 4450 CD GLN A 644 193.885 180.670 169.405 1.00 80.30 C -ATOM 4451 OE1 GLN A 644 193.743 181.363 168.400 1.00 80.30 O -ATOM 4452 NE2 GLN A 644 193.324 179.473 169.534 1.00 80.30 N -ATOM 4453 N THR A 645 191.552 181.815 172.279 1.00 78.61 N -ATOM 4454 CA THR A 645 190.974 180.857 173.206 1.00 78.61 C -ATOM 4455 C THR A 645 190.937 179.481 172.555 1.00 78.61 C -ATOM 4456 O THR A 645 191.208 179.320 171.362 1.00 78.61 O -ATOM 4457 CB THR A 645 189.561 181.279 173.614 1.00 78.61 C -ATOM 4458 OG1 THR A 645 188.696 181.207 172.474 1.00 78.61 O -ATOM 4459 CG2 THR A 645 189.563 182.698 174.135 1.00 78.61 C -ATOM 4460 N ARG A 646 190.561 178.481 173.357 1.00 79.35 N -ATOM 4461 CA ARG A 646 190.395 177.126 172.842 1.00 79.35 C -ATOM 4462 C ARG A 646 189.235 177.019 171.861 1.00 79.35 C -ATOM 4463 O ARG A 646 189.214 176.093 171.044 1.00 79.35 O -ATOM 4464 CB ARG A 646 190.197 176.145 173.997 1.00 79.35 C -ATOM 4465 CG ARG A 646 191.484 175.788 174.720 1.00 79.35 C -ATOM 4466 CD ARG A 646 191.274 174.654 175.708 1.00 79.35 C -ATOM 4467 NE ARG A 646 192.536 174.041 176.103 1.00 79.35 N -ATOM 4468 CZ ARG A 646 193.121 173.044 175.454 1.00 79.35 C -ATOM 4469 NH1 ARG A 646 192.582 172.516 174.367 1.00 79.35 N1+ -ATOM 4470 NH2 ARG A 646 194.276 172.564 175.907 1.00 79.35 N -ATOM 4471 N ALA A 647 188.271 177.941 171.929 1.00 74.66 N -ATOM 4472 CA ALA A 647 187.260 178.033 170.884 1.00 74.66 C -ATOM 4473 C ALA A 647 187.855 178.524 169.570 1.00 74.66 C -ATOM 4474 O ALA A 647 187.420 178.090 168.498 1.00 74.66 O -ATOM 4475 CB ALA A 647 186.124 178.952 171.330 1.00 74.66 C -ATOM 4476 N GLY A 648 188.839 179.407 169.623 1.00 77.34 N -ATOM 4477 CA GLY A 648 189.421 179.931 168.401 1.00 77.34 C -ATOM 4478 C GLY A 648 189.899 181.361 168.600 1.00 77.34 C -ATOM 4479 O GLY A 648 190.289 181.748 169.699 1.00 77.34 O -ATOM 4480 N CYS A 649 189.858 182.132 167.519 1.00 82.18 N -ATOM 4481 CA CYS A 649 190.393 183.488 167.514 1.00 82.18 C -ATOM 4482 C CYS A 649 189.264 184.490 167.722 1.00 82.18 C -ATOM 4483 O CYS A 649 188.369 184.602 166.880 1.00 82.18 O -ATOM 4484 CB CYS A 649 191.126 183.776 166.205 1.00 82.18 C -ATOM 4485 SG CYS A 649 192.296 185.146 166.302 1.00 82.18 S -ATOM 4486 N LEU A 650 189.312 185.223 168.832 1.00 69.10 N -ATOM 4487 CA LEU A 650 188.323 186.248 169.144 1.00 69.10 C -ATOM 4488 C LEU A 650 188.958 187.613 168.913 1.00 69.10 C -ATOM 4489 O LEU A 650 189.926 187.980 169.592 1.00 69.10 O -ATOM 4490 CB LEU A 650 187.830 186.109 170.581 1.00 69.10 C -ATOM 4491 CG LEU A 650 186.862 187.191 171.053 1.00 69.10 C -ATOM 4492 CD1 LEU A 650 185.455 186.911 170.555 1.00 69.10 C -ATOM 4493 CD2 LEU A 650 186.889 187.293 172.562 1.00 69.10 C -ATOM 4494 N ILE A 651 188.430 188.359 167.943 1.00 74.38 N -ATOM 4495 CA ILE A 651 188.949 189.673 167.584 1.00 74.38 C -ATOM 4496 C ILE A 651 187.826 190.691 167.728 1.00 74.38 C -ATOM 4497 O ILE A 651 186.699 190.452 167.278 1.00 74.38 O -ATOM 4498 CB ILE A 651 189.531 189.697 166.158 1.00 74.38 C -ATOM 4499 CG1 ILE A 651 190.404 188.462 165.900 1.00 74.38 C -ATOM 4500 CG2 ILE A 651 190.346 190.954 165.957 1.00 74.38 C -ATOM 4501 CD1 ILE A 651 191.082 188.435 164.549 1.00 74.38 C -ATOM 4502 N GLY A 652 188.136 191.825 168.352 1.00 69.99 N -ATOM 4503 CA GLY A 652 187.176 192.884 168.582 1.00 69.99 C -ATOM 4504 C GLY A 652 186.782 193.062 170.029 1.00 69.99 C -ATOM 4505 O GLY A 652 186.066 194.020 170.345 1.00 69.99 O -ATOM 4506 N ALA A 653 187.224 192.176 170.918 1.00 73.02 N -ATOM 4507 CA ALA A 653 186.927 192.262 172.339 1.00 73.02 C -ATOM 4508 C ALA A 653 188.231 192.383 173.112 1.00 73.02 C -ATOM 4509 O ALA A 653 189.140 191.566 172.933 1.00 73.02 O -ATOM 4510 CB ALA A 653 186.138 191.040 172.814 1.00 73.02 C -ATOM 4511 N GLU A 654 188.319 193.400 173.963 1.00 77.20 N -ATOM 4512 CA GLU A 654 189.518 193.608 174.763 1.00 77.20 C -ATOM 4513 C GLU A 654 189.573 192.583 175.889 1.00 77.20 C -ATOM 4514 O GLU A 654 188.586 192.374 176.598 1.00 77.20 O -ATOM 4515 CB GLU A 654 189.530 195.028 175.327 1.00 77.20 C -ATOM 4516 CG GLU A 654 190.558 195.273 176.419 1.00 77.20 C -ATOM 4517 CD GLU A 654 190.369 196.613 177.101 1.00 77.20 C -ATOM 4518 OE1 GLU A 654 189.333 197.265 176.856 1.00 77.20 O -ATOM 4519 OE2 GLU A 654 191.257 197.015 177.882 1.00 77.20 O1- -ATOM 4520 N TYR A 655 190.720 191.926 176.045 1.00 76.49 N -ATOM 4521 CA TYR A 655 190.862 190.929 177.095 1.00 76.49 C -ATOM 4522 C TYR A 655 191.147 191.599 178.432 1.00 76.49 C -ATOM 4523 O TYR A 655 192.016 192.470 178.531 1.00 76.49 O -ATOM 4524 CB TYR A 655 191.974 189.937 176.765 1.00 76.49 C -ATOM 4525 CG TYR A 655 192.073 188.822 177.779 1.00 76.49 C -ATOM 4526 CD1 TYR A 655 191.031 187.917 177.946 1.00 76.49 C -ATOM 4527 CD2 TYR A 655 193.199 188.683 178.582 1.00 76.49 C -ATOM 4528 CE1 TYR A 655 191.111 186.899 178.879 1.00 76.49 C -ATOM 4529 CE2 TYR A 655 193.290 187.667 179.516 1.00 76.49 C -ATOM 4530 CZ TYR A 655 192.242 186.778 179.659 1.00 76.49 C -ATOM 4531 OH TYR A 655 192.324 185.765 180.586 1.00 76.49 O -ATOM 4532 N VAL A 656 190.408 191.188 179.458 1.00 77.69 N -ATOM 4533 CA VAL A 656 190.577 191.677 180.820 1.00 77.69 C -ATOM 4534 C VAL A 656 190.817 190.470 181.715 1.00 77.69 C -ATOM 4535 O VAL A 656 190.034 189.514 181.693 1.00 77.69 O -ATOM 4536 CB VAL A 656 189.347 192.479 181.289 1.00 77.69 C -ATOM 4537 CG1 VAL A 656 189.430 192.788 182.774 1.00 77.69 C -ATOM 4538 CG2 VAL A 656 189.209 193.763 180.486 1.00 77.69 C -ATOM 4539 N ASN A 657 191.897 190.509 182.497 1.00100.48 N -ATOM 4540 CA ASN A 657 192.240 189.373 183.344 1.00100.48 C -ATOM 4541 C ASN A 657 191.461 189.344 184.654 1.00100.48 C -ATOM 4542 O ASN A 657 191.632 188.400 185.432 1.00100.48 O -ATOM 4543 CB ASN A 657 193.746 189.353 183.626 1.00100.48 C -ATOM 4544 CG ASN A 657 194.282 190.694 184.084 1.00100.48 C -ATOM 4545 OD1 ASN A 657 193.533 191.655 184.261 1.00100.48 O -ATOM 4546 ND2 ASN A 657 195.594 190.764 184.275 1.00100.48 N -ATOM 4547 N ASN A 658 190.622 190.341 184.919 1.00 79.60 N -ATOM 4548 CA ASN A 658 189.678 190.243 186.020 1.00 79.60 C -ATOM 4549 C ASN A 658 188.583 189.237 185.675 1.00 79.60 C -ATOM 4550 O ASN A 658 188.323 188.939 184.508 1.00 79.60 O -ATOM 4551 CB ASN A 658 189.063 191.606 186.330 1.00 79.60 C -ATOM 4552 CG ASN A 658 190.109 192.676 186.566 1.00 79.60 C -ATOM 4553 OD1 ASN A 658 191.298 192.382 186.679 1.00 79.60 O -ATOM 4554 ND2 ASN A 658 189.670 193.926 186.643 1.00 79.60 N -ATOM 4555 N SER A 659 187.938 188.709 186.710 1.00 65.72 N -ATOM 4556 CA SER A 659 186.920 187.681 186.547 1.00 65.72 C -ATOM 4557 C SER A 659 185.588 188.184 187.083 1.00 65.72 C -ATOM 4558 O SER A 659 185.511 188.660 188.220 1.00 65.72 O -ATOM 4559 CB SER A 659 187.327 186.389 187.259 1.00 65.72 C -ATOM 4560 OG SER A 659 187.576 186.621 188.634 1.00 65.72 O -ATOM 4561 N TYR A 660 184.549 188.079 186.259 1.00 62.52 N -ATOM 4562 CA TYR A 660 183.182 188.395 186.644 1.00 62.52 C -ATOM 4563 C TYR A 660 182.295 187.203 186.308 1.00 62.52 C -ATOM 4564 O TYR A 660 182.769 186.155 185.860 1.00 62.52 O -ATOM 4565 CB TYR A 660 182.673 189.661 185.941 1.00 62.52 C -ATOM 4566 CG TYR A 660 183.702 190.759 185.801 1.00 62.52 C -ATOM 4567 CD1 TYR A 660 184.213 191.406 186.920 1.00 62.52 C -ATOM 4568 CD2 TYR A 660 184.155 191.156 184.548 1.00 62.52 C -ATOM 4569 CE1 TYR A 660 185.153 192.414 186.795 1.00 62.52 C -ATOM 4570 CE2 TYR A 660 185.094 192.162 184.413 1.00 62.52 C -ATOM 4571 CZ TYR A 660 185.588 192.787 185.539 1.00 62.52 C -ATOM 4572 OH TYR A 660 186.522 193.789 185.410 1.00 62.52 O -ATOM 4573 N GLU A 661 180.994 187.366 186.531 1.00 66.75 N -ATOM 4574 CA GLU A 661 180.045 186.335 186.149 1.00 66.75 C -ATOM 4575 C GLU A 661 179.876 186.309 184.632 1.00 66.75 C -ATOM 4576 O GLU A 661 180.125 187.296 183.934 1.00 66.75 O -ATOM 4577 CB GLU A 661 178.696 186.564 186.831 1.00 66.75 C -ATOM 4578 CG GLU A 661 178.753 186.522 188.351 1.00 66.75 C -ATOM 4579 CD GLU A 661 179.117 185.151 188.892 1.00 66.75 C -ATOM 4580 OE1 GLU A 661 178.708 184.138 188.285 1.00 66.75 O -ATOM 4581 OE2 GLU A 661 179.814 185.086 189.927 1.00 66.75 O1- -ATOM 4582 N CYS A 662 179.450 185.156 184.123 1.00 63.92 N -ATOM 4583 CA CYS A 662 179.335 184.955 182.684 1.00 63.92 C -ATOM 4584 C CYS A 662 178.112 185.691 182.151 1.00 63.92 C -ATOM 4585 O CYS A 662 176.983 185.424 182.576 1.00 63.92 O -ATOM 4586 CB CYS A 662 179.250 183.466 182.359 1.00 63.92 C -ATOM 4587 SG CYS A 662 179.568 183.074 180.625 1.00 63.92 S -ATOM 4588 N ASP A 663 178.340 186.617 181.219 1.00 58.57 N -ATOM 4589 CA ASP A 663 177.271 187.383 180.588 1.00 58.57 C -ATOM 4590 C ASP A 663 176.918 186.826 179.212 1.00 58.57 C -ATOM 4591 O ASP A 663 175.768 186.453 178.964 1.00 58.57 O -ATOM 4592 CB ASP A 663 177.685 188.857 180.485 1.00 58.57 C -ATOM 4593 CG ASP A 663 176.521 189.771 180.170 1.00 58.57 C -ATOM 4594 OD1 ASP A 663 175.362 189.351 180.362 1.00 58.57 O -ATOM 4595 OD2 ASP A 663 176.766 190.913 179.728 1.00 58.57 O1- -ATOM 4596 N ILE A 664 177.894 186.766 178.311 1.00 49.48 N -ATOM 4597 CA ILE A 664 177.723 186.139 177.003 1.00 49.48 C -ATOM 4598 C ILE A 664 178.682 184.959 176.913 1.00 49.48 C -ATOM 4599 O ILE A 664 179.900 185.164 176.809 1.00 49.48 O -ATOM 4600 CB ILE A 664 177.964 187.134 175.858 1.00 49.48 C -ATOM 4601 CG1 ILE A 664 177.068 188.363 176.011 1.00 49.48 C -ATOM 4602 CG2 ILE A 664 177.731 186.461 174.517 1.00 49.48 C -ATOM 4603 CD1 ILE A 664 177.305 189.424 174.961 1.00 49.48 C -ATOM 4604 N PRO A 665 178.192 183.717 176.952 1.00 41.76 N -ATOM 4605 CA PRO A 665 179.103 182.564 176.967 1.00 41.76 C -ATOM 4606 C PRO A 665 179.767 182.292 175.625 1.00 41.76 C -ATOM 4607 O PRO A 665 179.128 181.808 174.686 1.00 41.76 O -ATOM 4608 CB PRO A 665 178.191 181.403 177.384 1.00 41.76 C -ATOM 4609 CG PRO A 665 176.817 181.834 177.005 1.00 41.76 C -ATOM 4610 CD PRO A 665 176.783 183.325 177.130 1.00 41.76 C -ATOM 4611 N ILE A 666 181.059 182.602 175.530 1.00 36.67 N -ATOM 4612 CA ILE A 666 181.814 182.271 174.327 1.00 36.67 C -ATOM 4613 C ILE A 666 182.199 180.798 174.330 1.00 36.67 C -ATOM 4614 O ILE A 666 181.940 180.071 173.364 1.00 36.67 O -ATOM 4615 CB ILE A 666 183.049 183.182 174.203 1.00 36.67 C -ATOM 4616 CG1 ILE A 666 182.619 184.618 173.907 1.00 36.67 C -ATOM 4617 CG2 ILE A 666 183.994 182.669 173.125 1.00 36.67 C -ATOM 4618 CD1 ILE A 666 183.771 185.579 173.774 1.00 36.67 C -ATOM 4619 N GLY A 667 182.802 180.332 175.410 1.00 34.61 N -ATOM 4620 CA GLY A 667 183.147 178.930 175.553 1.00 34.61 C -ATOM 4621 C GLY A 667 184.524 178.754 176.161 1.00 34.61 C -ATOM 4622 O GLY A 667 185.317 179.694 176.246 1.00 34.61 O -ATOM 4623 N ALA A 668 184.795 177.514 176.600 1.00 32.51 N -ATOM 4624 CA ALA A 668 186.069 177.082 177.194 1.00 32.51 C -ATOM 4625 C ALA A 668 186.453 177.923 178.410 1.00 32.51 C -ATOM 4626 O ALA A 668 187.626 178.229 178.631 1.00 32.51 O -ATOM 4627 CB ALA A 668 187.198 177.071 176.158 1.00 32.51 C -ATOM 4628 N GLY A 669 185.456 178.299 179.206 1.00 41.48 N -ATOM 4629 CA GLY A 669 185.679 179.142 180.358 1.00 41.48 C -ATOM 4630 C GLY A 669 185.776 180.621 180.062 1.00 41.48 C -ATOM 4631 O GLY A 669 186.038 181.402 180.985 1.00 41.48 O -ATOM 4632 N ILE A 670 185.572 181.033 178.815 1.00 39.98 N -ATOM 4633 CA ILE A 670 185.703 182.426 178.405 1.00 39.98 C -ATOM 4634 C ILE A 670 184.313 182.982 178.132 1.00 39.98 C -ATOM 4635 O ILE A 670 183.522 182.369 177.403 1.00 39.98 O -ATOM 4636 CB ILE A 670 186.606 182.564 177.167 1.00 39.98 C -ATOM 4637 CG1 ILE A 670 187.936 181.847 177.401 1.00 39.98 C -ATOM 4638 CG2 ILE A 670 186.843 184.028 176.835 1.00 39.98 C -ATOM 4639 CD1 ILE A 670 188.778 182.457 178.498 1.00 39.98 C -ATOM 4640 N CYS A 671 184.017 184.137 178.726 1.00 54.74 N -ATOM 4641 CA CYS A 671 182.769 184.852 178.509 1.00 54.74 C -ATOM 4642 C CYS A 671 183.084 186.281 178.088 1.00 54.74 C -ATOM 4643 O CYS A 671 184.235 186.722 178.124 1.00 54.74 O -ATOM 4644 CB CYS A 671 181.889 184.840 179.766 1.00 54.74 C -ATOM 4645 SG CYS A 671 181.588 183.190 180.442 1.00 54.74 S -ATOM 4646 N ALA A 672 182.047 187.010 177.678 1.00 57.04 N -ATOM 4647 CA ALA A 672 182.207 188.378 177.207 1.00 57.04 C -ATOM 4648 C ALA A 672 181.057 189.233 177.718 1.00 57.04 C -ATOM 4649 O ALA A 672 179.981 188.730 178.048 1.00 57.04 O -ATOM 4650 CB ALA A 672 182.273 188.449 175.677 1.00 57.04 C -ATOM 4651 N SER A 673 181.300 190.540 177.774 1.00 72.13 N -ATOM 4652 CA SER A 673 180.302 191.481 178.265 1.00 72.13 C -ATOM 4653 C SER A 673 180.579 192.859 177.679 1.00 72.13 C -ATOM 4654 O SER A 673 181.588 193.081 177.008 1.00 72.13 O -ATOM 4655 CB SER A 673 180.291 191.541 179.795 1.00 72.13 C -ATOM 4656 OG SER A 673 181.509 192.069 180.289 1.00 72.13 O -ATOM 4657 N TYR A 674 179.655 193.781 177.940 1.00 94.23 N -ATOM 4658 CA TYR A 674 179.757 195.176 177.523 1.00 94.23 C -ATOM 4659 C TYR A 674 179.939 196.025 178.774 1.00 94.23 C -ATOM 4660 O TYR A 674 179.037 196.094 179.615 1.00 94.23 O -ATOM 4661 CB TYR A 674 178.509 195.599 176.751 1.00 94.23 C -ATOM 4662 CG TYR A 674 178.696 196.811 175.872 1.00 94.23 C -ATOM 4663 CD1 TYR A 674 179.782 196.909 175.012 1.00 94.23 C -ATOM 4664 CD2 TYR A 674 177.783 197.859 175.900 1.00 94.23 C -ATOM 4665 CE1 TYR A 674 179.956 198.016 174.203 1.00 94.23 C -ATOM 4666 CE2 TYR A 674 177.948 198.971 175.096 1.00 94.23 C -ATOM 4667 CZ TYR A 674 179.035 199.041 174.248 1.00 94.23 C -ATOM 4668 OH TYR A 674 179.208 200.145 173.446 1.00 94.23 O -ATOM 4669 N GLN A 675 181.096 196.674 178.901 1.00109.42 N -ATOM 4670 CA GLN A 675 181.416 197.402 180.122 1.00109.42 C -ATOM 4671 C GLN A 675 182.178 198.678 179.793 1.00109.42 C -ATOM 4672 O GLN A 675 182.736 198.834 178.705 1.00109.42 O -ATOM 4673 CB GLN A 675 182.232 196.542 181.099 1.00109.42 C -ATOM 4674 CG GLN A 675 181.390 195.604 181.953 1.00109.42 C -ATOM 4675 CD GLN A 675 182.191 194.925 183.044 1.00109.42 C -ATOM 4676 OE1 GLN A 675 183.287 195.364 183.389 1.00109.42 O -ATOM 4677 NE2 GLN A 675 181.647 193.845 183.591 1.00109.42 N -ATOM 4678 N THR A 676 182.193 199.593 180.762 1.00135.62 N -ATOM 4679 CA THR A 676 182.880 200.878 180.625 1.00135.62 C -ATOM 4680 C THR A 676 184.318 200.778 181.140 1.00135.62 C -ATOM 4681 O THR A 676 184.740 201.491 182.049 1.00135.62 O -ATOM 4682 CB THR A 676 182.114 201.970 181.364 1.00135.62 C -ATOM 4683 OG1 THR A 676 182.282 201.796 182.777 1.00135.62 O -ATOM 4684 CG2 THR A 676 180.636 201.900 181.035 1.00135.62 C -ATOM 4685 N GLN A 677 185.076 199.868 180.532 1.00138.84 N -ATOM 4686 CA GLN A 677 186.443 199.606 180.965 1.00138.84 C -ATOM 4687 C GLN A 677 187.461 200.556 180.349 1.00138.84 C -ATOM 4688 O GLN A 677 188.639 200.494 180.718 1.00138.84 O -ATOM 4689 CB GLN A 677 186.822 198.159 180.643 1.00138.84 C -ATOM 4690 CG GLN A 677 186.026 197.135 181.430 1.00138.84 C -ATOM 4691 CD GLN A 677 186.287 197.219 182.921 1.00138.84 C -ATOM 4692 OE1 GLN A 677 185.367 197.422 183.714 1.00138.84 O -ATOM 4693 NE2 GLN A 677 187.546 197.060 183.311 1.00138.84 N -ATOM 4694 N THR A 678 187.049 201.424 179.431 1.00154.59 N -ATOM 4695 CA THR A 678 187.962 202.397 178.841 1.00154.59 C -ATOM 4696 C THR A 678 187.562 203.815 179.232 1.00154.59 C -ATOM 4697 O THR A 678 186.886 204.023 180.240 1.00154.59 O -ATOM 4698 CB THR A 678 188.001 202.288 177.303 1.00154.59 C -ATOM 4699 OG1 THR A 678 186.760 202.747 176.755 1.00154.59 O -ATOM 4700 CG2 THR A 678 188.243 200.849 176.871 1.00154.59 C -ATOM 4701 N SER A 689 183.073 205.501 176.374 1.00149.05 N -ATOM 4702 CA SER A 689 184.050 204.712 177.116 1.00149.05 C -ATOM 4703 C SER A 689 183.615 203.254 177.213 1.00149.05 C -ATOM 4704 O SER A 689 184.230 202.458 177.922 1.00149.05 O -ATOM 4705 CB SER A 689 184.256 205.294 178.515 1.00149.05 C -ATOM 4706 OG SER A 689 183.027 205.394 179.212 1.00149.05 O -ATOM 4707 N GLN A 690 182.550 202.912 176.493 1.00124.21 N -ATOM 4708 CA GLN A 690 182.026 201.555 176.503 1.00124.21 C -ATOM 4709 C GLN A 690 182.780 200.679 175.511 1.00124.21 C -ATOM 4710 O GLN A 690 183.174 201.135 174.434 1.00124.21 O -ATOM 4711 CB GLN A 690 180.537 201.560 176.163 1.00124.21 C -ATOM 4712 CG GLN A 690 179.649 202.204 177.209 1.00124.21 C -ATOM 4713 CD GLN A 690 178.906 201.180 178.041 1.00124.21 C -ATOM 4714 OE1 GLN A 690 179.394 200.071 178.261 1.00124.21 O -ATOM 4715 NE2 GLN A 690 177.719 201.545 178.510 1.00124.21 N -ATOM 4716 N SER A 691 182.972 199.413 175.878 1.00 98.79 N -ATOM 4717 CA SER A 691 183.668 198.470 175.014 1.00 98.79 C -ATOM 4718 C SER A 691 183.247 197.052 175.369 1.00 98.79 C -ATOM 4719 O SER A 691 182.723 196.787 176.457 1.00 98.79 O -ATOM 4720 CB SER A 691 185.190 198.618 175.129 1.00 98.79 C -ATOM 4721 OG SER A 691 185.617 198.462 176.470 1.00 98.79 O -ATOM 4722 N ILE A 692 183.503 196.141 174.435 1.00 77.22 N -ATOM 4723 CA ILE A 692 183.235 194.721 174.629 1.00 77.22 C -ATOM 4724 C ILE A 692 184.491 194.074 175.197 1.00 77.22 C -ATOM 4725 O ILE A 692 185.545 194.067 174.551 1.00 77.22 O -ATOM 4726 CB ILE A 692 182.817 194.044 173.316 1.00 77.22 C -ATOM 4727 CG1 ILE A 692 181.510 194.640 172.797 1.00 77.22 C -ATOM 4728 CG2 ILE A 692 182.675 192.544 173.513 1.00 77.22 C -ATOM 4729 CD1 ILE A 692 181.079 194.082 171.464 1.00 77.22 C -ATOM 4730 N ILE A 693 184.379 193.529 176.402 1.00 69.60 N -ATOM 4731 CA ILE A 693 185.502 192.891 177.073 1.00 69.60 C -ATOM 4732 C ILE A 693 185.258 191.392 177.137 1.00 69.60 C -ATOM 4733 O ILE A 693 184.116 190.917 177.121 1.00 69.60 O -ATOM 4734 CB ILE A 693 185.738 193.465 178.484 1.00 69.60 C -ATOM 4735 CG1 ILE A 693 184.465 193.366 179.323 1.00 69.60 C -ATOM 4736 CG2 ILE A 693 186.211 194.904 178.396 1.00 69.60 C -ATOM 4737 CD1 ILE A 693 184.678 193.671 180.783 1.00 69.60 C -ATOM 4738 N ALA A 694 186.356 190.647 177.197 1.00 62.91 N -ATOM 4739 CA ALA A 694 186.345 189.199 177.329 1.00 62.91 C -ATOM 4740 C ALA A 694 187.141 188.810 178.563 1.00 62.91 C -ATOM 4741 O ALA A 694 188.188 189.399 178.848 1.00 62.91 O -ATOM 4742 CB ALA A 694 186.932 188.522 176.091 1.00 62.91 C -ATOM 4743 N TYR A 695 186.646 187.816 179.293 1.00 55.11 N -ATOM 4744 CA TYR A 695 187.257 187.439 180.557 1.00 55.11 C -ATOM 4745 C TYR A 695 187.046 185.954 180.804 1.00 55.11 C -ATOM 4746 O TYR A 695 186.361 185.261 180.047 1.00 55.11 O -ATOM 4747 CB TYR A 695 186.690 188.268 181.718 1.00 55.11 C -ATOM 4748 CG TYR A 695 185.176 188.322 181.785 1.00 55.11 C -ATOM 4749 CD1 TYR A 695 184.452 187.340 182.454 1.00 55.11 C -ATOM 4750 CD2 TYR A 695 184.472 189.364 181.195 1.00 55.11 C -ATOM 4751 CE1 TYR A 695 183.073 187.386 182.519 1.00 55.11 C -ATOM 4752 CE2 TYR A 695 183.092 189.419 181.256 1.00 55.11 C -ATOM 4753 CZ TYR A 695 182.399 188.428 181.919 1.00 55.11 C -ATOM 4754 OH TYR A 695 181.027 188.479 181.984 1.00 55.11 O -ATOM 4755 N THR A 696 187.659 185.472 181.882 1.00 50.64 N -ATOM 4756 CA THR A 696 187.398 184.139 182.402 1.00 50.64 C -ATOM 4757 C THR A 696 186.285 184.236 183.437 1.00 50.64 C -ATOM 4758 O THR A 696 186.295 185.139 184.279 1.00 50.64 O -ATOM 4759 CB THR A 696 188.659 183.542 183.028 1.00 50.64 C -ATOM 4760 OG1 THR A 696 189.779 183.781 182.167 1.00 50.64 O -ATOM 4761 CG2 THR A 696 188.498 182.045 183.231 1.00 50.64 C -ATOM 4762 N MET A 697 185.321 183.323 183.358 1.00 47.32 N -ATOM 4763 CA MET A 697 184.172 183.370 184.251 1.00 47.32 C -ATOM 4764 C MET A 697 184.571 182.993 185.673 1.00 47.32 C -ATOM 4765 O MET A 697 185.419 182.123 185.891 1.00 47.32 O -ATOM 4766 CB MET A 697 183.067 182.442 183.747 1.00 47.32 C -ATOM 4767 CG MET A 697 183.535 181.047 183.375 1.00 47.32 C -ATOM 4768 SD MET A 697 182.167 179.965 182.922 1.00 47.32 S -ATOM 4769 CE MET A 697 181.097 180.163 184.344 1.00 47.32 C -ATOM 4770 N SER A 698 183.959 183.665 186.642 1.00 51.99 N -ATOM 4771 CA SER A 698 184.245 183.450 188.053 1.00 51.99 C -ATOM 4772 C SER A 698 183.228 182.477 188.633 1.00 51.99 C -ATOM 4773 O SER A 698 182.017 182.693 188.514 1.00 51.99 O -ATOM 4774 CB SER A 698 184.214 184.771 188.823 1.00 51.99 C -ATOM 4775 OG SER A 698 184.414 184.560 190.209 1.00 51.99 O -ATOM 4776 N LEU A 699 183.725 181.405 189.253 1.00 43.44 N -ATOM 4777 CA LEU A 699 182.835 180.400 189.825 1.00 43.44 C -ATOM 4778 C LEU A 699 182.161 180.913 191.092 1.00 43.44 C -ATOM 4779 O LEU A 699 180.988 180.612 191.343 1.00 43.44 O -ATOM 4780 CB LEU A 699 183.612 179.117 190.111 1.00 43.44 C -ATOM 4781 CG LEU A 699 184.410 178.551 188.937 1.00 43.44 C -ATOM 4782 CD1 LEU A 699 185.199 177.329 189.366 1.00 43.44 C -ATOM 4783 CD2 LEU A 699 183.495 178.219 187.774 1.00 43.44 C -ATOM 4784 N GLY A 700 182.878 181.681 191.894 1.00 47.44 N -ATOM 4785 CA GLY A 700 182.319 182.217 193.117 1.00 47.44 C -ATOM 4786 C GLY A 700 183.413 182.720 194.033 1.00 47.44 C -ATOM 4787 O GLY A 700 184.602 182.648 193.724 1.00 47.44 O -ATOM 4788 N ALA A 701 182.975 183.241 195.175 1.00 51.54 N -ATOM 4789 CA ALA A 701 183.906 183.757 196.169 1.00 51.54 C -ATOM 4790 C ALA A 701 184.610 182.611 196.884 1.00 51.54 C -ATOM 4791 O ALA A 701 183.976 181.629 197.280 1.00 51.54 O -ATOM 4792 CB ALA A 701 183.170 184.639 197.176 1.00 51.54 C -ATOM 4793 N GLU A 702 185.924 182.738 197.046 1.00 55.40 N -ATOM 4794 CA GLU A 702 186.692 181.727 197.758 1.00 55.40 C -ATOM 4795 C GLU A 702 186.438 181.842 199.255 1.00 55.40 C -ATOM 4796 O GLU A 702 186.547 182.928 199.831 1.00 55.40 O -ATOM 4797 CB GLU A 702 188.181 181.887 197.459 1.00 55.40 C -ATOM 4798 CG GLU A 702 189.055 180.783 198.028 1.00 55.40 C -ATOM 4799 CD GLU A 702 189.118 179.567 197.126 1.00 55.40 C -ATOM 4800 OE1 GLU A 702 189.112 179.743 195.889 1.00 55.40 O -ATOM 4801 OE2 GLU A 702 189.178 178.435 197.652 1.00 55.40 O1- -ATOM 4802 N ASN A 703 186.098 180.721 199.886 1.00 54.23 N -ATOM 4803 CA ASN A 703 185.776 180.705 201.302 1.00 54.23 C -ATOM 4804 C ASN A 703 186.435 179.496 201.946 1.00 54.23 C -ATOM 4805 O ASN A 703 186.608 178.451 201.313 1.00 54.23 O -ATOM 4806 CB ASN A 703 184.258 180.672 201.527 1.00 54.23 C -ATOM 4807 CG ASN A 703 183.874 180.916 202.972 1.00 54.23 C -ATOM 4808 OD1 ASN A 703 184.670 181.424 203.761 1.00 54.23 O -ATOM 4809 ND2 ASN A 703 182.646 180.556 203.326 1.00 54.23 N -ATOM 4810 N SER A 704 186.819 179.656 203.209 1.00 56.27 N -ATOM 4811 CA SER A 704 187.372 178.570 204.005 1.00 56.27 C -ATOM 4812 C SER A 704 186.567 178.469 205.287 1.00 56.27 C -ATOM 4813 O SER A 704 186.517 179.426 206.066 1.00 56.27 O -ATOM 4814 CB SER A 704 188.852 178.805 204.316 1.00 56.27 C -ATOM 4815 OG SER A 704 189.043 180.059 204.947 1.00 56.27 O -ATOM 4816 N VAL A 705 185.937 177.320 205.503 1.00 51.31 N -ATOM 4817 CA VAL A 705 185.210 177.077 206.741 1.00 51.31 C -ATOM 4818 C VAL A 705 186.220 176.861 207.856 1.00 51.31 C -ATOM 4819 O VAL A 705 187.147 176.053 207.723 1.00 51.31 O -ATOM 4820 CB VAL A 705 184.275 175.866 206.601 1.00 51.31 C -ATOM 4821 CG1 VAL A 705 183.356 175.765 207.809 1.00 51.31 C -ATOM 4822 CG2 VAL A 705 183.469 175.960 205.318 1.00 51.31 C -ATOM 4823 N ALA A 706 186.044 177.581 208.964 1.00 56.14 N -ATOM 4824 CA ALA A 706 186.955 177.478 210.104 1.00 56.14 C -ATOM 4825 C ALA A 706 186.651 176.191 210.871 1.00 56.14 C -ATOM 4826 O ALA A 706 186.036 176.184 211.940 1.00 56.14 O -ATOM 4827 CB ALA A 706 186.846 178.707 210.992 1.00 56.14 C -ATOM 4828 N TYR A 707 187.100 175.081 210.290 1.00 46.32 N -ATOM 4829 CA TYR A 707 186.875 173.770 210.878 1.00 46.32 C -ATOM 4830 C TYR A 707 187.749 173.577 212.105 1.00 46.32 C -ATOM 4831 O TYR A 707 188.939 173.900 212.099 1.00 46.32 O -ATOM 4832 CB TYR A 707 187.169 172.671 209.853 1.00 46.32 C -ATOM 4833 CG TYR A 707 187.064 171.259 210.400 1.00 46.32 C -ATOM 4834 CD1 TYR A 707 185.834 170.628 210.516 1.00 46.32 C -ATOM 4835 CD2 TYR A 707 188.204 170.551 210.788 1.00 46.32 C -ATOM 4836 CE1 TYR A 707 185.737 169.340 211.015 1.00 46.32 C -ATOM 4837 CE2 TYR A 707 188.112 169.270 211.294 1.00 46.32 C -ATOM 4838 CZ TYR A 707 186.879 168.669 211.402 1.00 46.32 C -ATOM 4839 OH TYR A 707 186.787 167.390 211.898 1.00 46.32 O -ATOM 4840 N SER A 708 187.155 173.011 213.149 1.00 53.96 N -ATOM 4841 CA SER A 708 187.920 172.593 214.310 1.00 53.96 C -ATOM 4842 C SER A 708 187.229 171.405 214.956 1.00 53.96 C -ATOM 4843 O SER A 708 186.003 171.268 214.908 1.00 53.96 O -ATOM 4844 CB SER A 708 188.093 173.720 215.331 1.00 53.96 C -ATOM 4845 OG SER A 708 189.125 173.413 216.253 1.00 53.96 O -ATOM 4846 N ASN A 709 188.041 170.563 215.577 1.00 52.43 N -ATOM 4847 CA ASN A 709 187.632 169.318 216.203 1.00 52.43 C -ATOM 4848 C ASN A 709 187.157 169.484 217.645 1.00 52.43 C -ATOM 4849 O ASN A 709 186.963 168.482 218.340 1.00 52.43 O -ATOM 4850 CB ASN A 709 188.776 168.306 216.034 1.00 52.43 C -ATOM 4851 CG ASN A 709 190.067 168.735 216.719 1.00 52.43 C -ATOM 4852 OD1 ASN A 709 190.111 169.721 217.446 1.00 52.43 O -ATOM 4853 ND2 ASN A 709 191.149 168.027 216.383 1.00 52.43 N -ATOM 4854 N ASN A 710 186.989 170.722 218.118 1.00 51.45 N -ATOM 4855 CA ASN A 710 186.198 170.941 219.322 1.00 51.45 C -ATOM 4856 C ASN A 710 185.375 172.220 219.227 1.00 51.45 C -ATOM 4857 O ASN A 710 184.997 172.778 220.262 1.00 51.45 O -ATOM 4858 CB ASN A 710 187.077 170.980 220.577 1.00 51.45 C -ATOM 4859 CG ASN A 710 188.172 172.018 220.492 1.00 51.45 C -ATOM 4860 OD1 ASN A 710 188.507 172.498 219.411 1.00 51.45 O -ATOM 4861 ND2 ASN A 710 188.741 172.367 221.639 1.00 51.45 N -ATOM 4862 N SER A 711 185.090 172.701 218.020 1.00 46.57 N -ATOM 4863 CA SER A 711 184.363 173.946 217.825 1.00 46.57 C -ATOM 4864 C SER A 711 183.180 173.723 216.895 1.00 46.57 C -ATOM 4865 O SER A 711 183.278 172.982 215.912 1.00 46.57 O -ATOM 4866 CB SER A 711 185.277 175.033 217.260 1.00 46.57 C -ATOM 4867 OG SER A 711 184.537 176.169 216.857 1.00 46.57 O -ATOM 4868 N ILE A 712 182.058 174.365 217.220 1.00 46.25 N -ATOM 4869 CA ILE A 712 180.836 174.269 216.438 1.00 46.25 C -ATOM 4870 C ILE A 712 180.294 175.680 216.230 1.00 46.25 C -ATOM 4871 O ILE A 712 180.672 176.625 216.924 1.00 46.25 O -ATOM 4872 CB ILE A 712 179.790 173.346 217.117 1.00 46.25 C -ATOM 4873 CG1 ILE A 712 178.889 172.672 216.078 1.00 46.25 C -ATOM 4874 CG2 ILE A 712 178.966 174.098 218.155 1.00 46.25 C -ATOM 4875 CD1 ILE A 712 177.961 171.636 216.656 1.00 46.25 C -ATOM 4876 N ALA A 713 179.435 175.825 215.224 1.00 42.81 N -ATOM 4877 CA ALA A 713 178.765 177.086 214.930 1.00 42.81 C -ATOM 4878 C ALA A 713 177.265 176.840 214.925 1.00 42.81 C -ATOM 4879 O ALA A 713 176.764 176.069 214.100 1.00 42.81 O -ATOM 4880 CB ALA A 713 179.223 177.657 213.588 1.00 42.81 C -ATOM 4881 N ILE A 714 176.555 177.491 215.833 1.00 39.62 N -ATOM 4882 CA ILE A 714 175.115 177.303 215.999 1.00 39.62 C -ATOM 4883 C ILE A 714 174.417 178.614 215.664 1.00 39.62 C -ATOM 4884 O ILE A 714 174.860 179.672 216.125 1.00 39.62 O -ATOM 4885 CB ILE A 714 174.755 176.830 217.422 1.00 39.62 C -ATOM 4886 CG1 ILE A 714 175.161 175.370 217.598 1.00 39.62 C -ATOM 4887 CG2 ILE A 714 173.273 176.989 217.724 1.00 39.62 C -ATOM 4888 CD1 ILE A 714 174.981 174.866 218.990 1.00 39.62 C -ATOM 4889 N PRO A 715 173.376 178.600 214.830 1.00 39.68 N -ATOM 4890 CA PRO A 715 172.622 179.830 214.578 1.00 39.68 C -ATOM 4891 C PRO A 715 171.793 180.238 215.785 1.00 39.68 C -ATOM 4892 O PRO A 715 171.246 179.397 216.501 1.00 39.68 O -ATOM 4893 CB PRO A 715 171.730 179.459 213.390 1.00 39.68 C -ATOM 4894 CG PRO A 715 171.570 177.985 213.498 1.00 39.68 C -ATOM 4895 CD PRO A 715 172.880 177.474 214.022 1.00 39.68 C -ATOM 4896 N THR A 716 171.703 181.549 216.003 1.00 43.39 N -ATOM 4897 CA THR A 716 170.881 182.111 217.064 1.00 43.39 C -ATOM 4898 C THR A 716 169.642 182.814 216.534 1.00 43.39 C -ATOM 4899 O THR A 716 168.856 183.339 217.328 1.00 43.39 O -ATOM 4900 CB THR A 716 171.695 183.094 217.912 1.00 43.39 C -ATOM 4901 OG1 THR A 716 171.801 184.345 217.221 1.00 43.39 O -ATOM 4902 CG2 THR A 716 173.089 182.550 218.174 1.00 43.39 C -ATOM 4903 N ASN A 717 169.448 182.837 215.219 1.00 43.78 N -ATOM 4904 CA ASN A 717 168.322 183.535 214.617 1.00 43.78 C -ATOM 4905 C ASN A 717 168.045 182.910 213.258 1.00 43.78 C -ATOM 4906 O ASN A 717 168.871 182.178 212.708 1.00 43.78 O -ATOM 4907 CB ASN A 717 168.598 185.037 214.494 1.00 43.78 C -ATOM 4908 CG ASN A 717 167.334 185.848 214.343 1.00 43.78 C -ATOM 4909 OD1 ASN A 717 166.442 185.787 215.189 1.00 43.78 O -ATOM 4910 ND2 ASN A 717 167.235 186.592 213.249 1.00 43.78 N -ATOM 4911 N PHE A 718 166.865 183.212 212.721 1.00 33.98 N -ATOM 4912 CA PHE A 718 166.393 182.612 211.485 1.00 33.98 C -ATOM 4913 C PHE A 718 165.802 183.692 210.590 1.00 33.98 C -ATOM 4914 O PHE A 718 165.788 184.879 210.927 1.00 33.98 O -ATOM 4915 CB PHE A 718 165.368 181.506 211.770 1.00 33.98 C -ATOM 4916 CG PHE A 718 164.208 181.941 212.639 1.00 33.98 C -ATOM 4917 CD1 PHE A 718 163.063 182.496 212.080 1.00 33.98 C -ATOM 4918 CD2 PHE A 718 164.256 181.771 214.015 1.00 33.98 C -ATOM 4919 CE1 PHE A 718 162.005 182.892 212.876 1.00 33.98 C -ATOM 4920 CE2 PHE A 718 163.197 182.164 214.816 1.00 33.98 C -ATOM 4921 CZ PHE A 718 162.071 182.723 214.244 1.00 33.98 C -ATOM 4922 N THR A 719 165.309 183.252 209.435 1.00 33.42 N -ATOM 4923 CA THR A 719 164.552 184.085 208.517 1.00 33.42 C -ATOM 4924 C THR A 719 163.646 183.178 207.696 1.00 33.42 C -ATOM 4925 O THR A 719 163.884 181.971 207.569 1.00 33.42 O -ATOM 4926 CB THR A 719 165.468 184.924 207.610 1.00 33.42 C -ATOM 4927 OG1 THR A 719 164.675 185.813 206.813 1.00 33.42 O -ATOM 4928 CG2 THR A 719 166.302 184.037 206.698 1.00 33.42 C -ATOM 4929 N ILE A 720 162.586 183.773 207.158 1.00 27.22 N -ATOM 4930 CA ILE A 720 161.596 183.063 206.358 1.00 27.22 C -ATOM 4931 C ILE A 720 161.694 183.589 204.935 1.00 27.22 C -ATOM 4932 O ILE A 720 161.504 184.787 204.695 1.00 27.22 O -ATOM 4933 CB ILE A 720 160.177 183.246 206.918 1.00 27.22 C -ATOM 4934 CG1 ILE A 720 160.141 182.918 208.413 1.00 27.22 C -ATOM 4935 CG2 ILE A 720 159.187 182.387 206.154 1.00 27.22 C -ATOM 4936 CD1 ILE A 720 160.543 181.501 208.742 1.00 27.22 C -ATOM 4937 N SER A 721 161.988 182.699 203.992 1.00 28.00 N -ATOM 4938 CA SER A 721 162.173 183.077 202.597 1.00 28.00 C -ATOM 4939 C SER A 721 161.155 182.344 201.741 1.00 28.00 C -ATOM 4940 O SER A 721 161.034 181.118 201.828 1.00 28.00 O -ATOM 4941 CB SER A 721 163.593 182.761 202.122 1.00 28.00 C -ATOM 4942 OG SER A 721 164.556 183.468 202.883 1.00 28.00 O -ATOM 4943 N VAL A 722 160.424 183.086 200.919 1.00 27.93 N -ATOM 4944 CA VAL A 722 159.421 182.499 200.045 1.00 27.93 C -ATOM 4945 C VAL A 722 159.916 182.695 198.618 1.00 27.93 C -ATOM 4946 O VAL A 722 160.014 183.828 198.131 1.00 27.93 O -ATOM 4947 CB VAL A 722 158.036 183.122 200.259 1.00 27.93 C -ATOM 4948 CG1 VAL A 722 157.039 182.543 199.271 1.00 27.93 C -ATOM 4949 CG2 VAL A 722 157.579 182.933 201.699 1.00 27.93 C -ATOM 4950 N THR A 723 160.243 181.594 197.955 1.00 34.67 N -ATOM 4951 CA THR A 723 160.828 181.608 196.622 1.00 34.67 C -ATOM 4952 C THR A 723 159.783 181.263 195.567 1.00 34.67 C -ATOM 4953 O THR A 723 158.701 180.756 195.866 1.00 34.67 O -ATOM 4954 CB THR A 723 162.002 180.629 196.542 1.00 34.67 C -ATOM 4955 OG1 THR A 723 161.503 179.287 196.542 1.00 34.67 O -ATOM 4956 CG2 THR A 723 162.928 180.815 197.730 1.00 34.67 C -ATOM 4957 N THR A 724 160.133 181.528 194.311 1.00 29.50 N -ATOM 4958 CA THR A 724 159.237 181.338 193.178 1.00 29.50 C -ATOM 4959 C THR A 724 159.803 180.271 192.252 1.00 29.50 C -ATOM 4960 O THR A 724 160.984 180.319 191.894 1.00 29.50 O -ATOM 4961 CB THR A 724 159.043 182.652 192.414 1.00 29.50 C -ATOM 4962 OG1 THR A 724 158.693 183.693 193.333 1.00 29.50 O -ATOM 4963 CG2 THR A 724 157.942 182.517 191.375 1.00 29.50 C -ATOM 4964 N GLU A 725 158.962 179.312 191.866 1.00 40.15 N -ATOM 4965 CA GLU A 725 159.339 178.281 190.905 1.00 40.15 C -ATOM 4966 C GLU A 725 158.277 178.201 189.820 1.00 40.15 C -ATOM 4967 O GLU A 725 157.086 178.130 190.125 1.00 40.15 O -ATOM 4968 CB GLU A 725 159.505 176.921 191.588 1.00 40.15 C -ATOM 4969 CG GLU A 725 159.852 175.790 190.639 1.00 40.15 C -ATOM 4970 CD GLU A 725 160.471 174.608 191.351 1.00 40.15 C -ATOM 4971 OE1 GLU A 725 159.953 174.219 192.418 1.00 40.15 O -ATOM 4972 OE2 GLU A 725 161.478 174.067 190.847 1.00 40.15 O1- -ATOM 4973 N ILE A 726 158.700 178.207 188.558 1.00 30.85 N -ATOM 4974 CA ILE A 726 157.786 178.239 187.420 1.00 30.85 C -ATOM 4975 C ILE A 726 157.956 176.953 186.625 1.00 30.85 C -ATOM 4976 O ILE A 726 159.079 176.599 186.246 1.00 30.85 O -ATOM 4977 CB ILE A 726 158.039 179.471 186.533 1.00 30.85 C -ATOM 4978 CG1 ILE A 726 157.918 180.749 187.362 1.00 30.85 C -ATOM 4979 CG2 ILE A 726 157.067 179.502 185.366 1.00 30.85 C -ATOM 4980 CD1 ILE A 726 158.387 181.985 186.648 1.00 30.85 C -ATOM 4981 N LEU A 727 156.846 176.256 186.367 1.00 25.79 N -ATOM 4982 CA LEU A 727 156.895 174.984 185.658 1.00 25.79 C -ATOM 4983 C LEU A 727 155.850 174.952 184.548 1.00 25.79 C -ATOM 4984 O LEU A 727 154.660 175.198 184.812 1.00 25.79 O -ATOM 4985 CB LEU A 727 156.673 173.818 186.627 1.00 25.79 C -ATOM 4986 CG LEU A 727 157.859 173.452 187.517 1.00 25.79 C -ATOM 4987 CD1 LEU A 727 157.416 172.533 188.636 1.00 25.79 C -ATOM 4988 CD2 LEU A 727 158.959 172.804 186.695 1.00 25.79 C -ATOM 4989 N PRO A 728 156.243 174.661 183.308 1.00 27.63 N -ATOM 4990 CA PRO A 728 155.252 174.465 182.244 1.00 27.63 C -ATOM 4991 C PRO A 728 154.444 173.195 182.457 1.00 27.63 C -ATOM 4992 O PRO A 728 154.916 172.221 183.047 1.00 27.63 O -ATOM 4993 CB PRO A 728 156.106 174.370 180.973 1.00 27.63 C -ATOM 4994 CG PRO A 728 157.423 174.969 181.346 1.00 27.63 C -ATOM 4995 CD PRO A 728 157.617 174.624 182.785 1.00 27.63 C -ATOM 4996 N VAL A 729 153.205 173.214 181.962 1.00 24.26 N -ATOM 4997 CA VAL A 729 152.258 172.121 182.149 1.00 24.26 C -ATOM 4998 C VAL A 729 151.756 171.578 180.814 1.00 24.26 C -ATOM 4999 O VAL A 729 151.867 170.379 180.539 1.00 24.26 O -ATOM 5000 CB VAL A 729 151.073 172.550 183.045 1.00 24.26 C -ATOM 5001 CG1 VAL A 729 149.981 171.495 183.039 1.00 24.26 C -ATOM 5002 CG2 VAL A 729 151.546 172.812 184.464 1.00 24.26 C -ATOM 5003 N SER A 730 151.202 172.446 179.970 1.00 31.34 N -ATOM 5004 CA SER A 730 150.595 172.005 178.720 1.00 31.34 C -ATOM 5005 C SER A 730 150.683 173.120 177.690 1.00 31.34 C -ATOM 5006 O SER A 730 150.361 174.269 177.999 1.00 31.34 O -ATOM 5007 CB SER A 730 149.134 171.600 178.935 1.00 31.34 C -ATOM 5008 OG SER A 730 148.398 172.655 179.531 1.00 31.34 O -ATOM 5009 N MET A 731 151.098 172.782 176.471 1.00 38.71 N -ATOM 5010 CA MET A 731 151.286 173.794 175.442 1.00 38.71 C -ATOM 5011 C MET A 731 150.012 173.957 174.613 1.00 38.71 C -ATOM 5012 O MET A 731 148.931 173.492 174.984 1.00 38.71 O -ATOM 5013 CB MET A 731 152.474 173.455 174.546 1.00 38.71 C -ATOM 5014 CG MET A 731 152.371 172.147 173.790 1.00 38.71 C -ATOM 5015 SD MET A 731 153.798 171.983 172.707 1.00 38.71 S -ATOM 5016 CE MET A 731 153.916 170.215 172.560 1.00 38.71 C -ATOM 5017 N THR A 732 150.138 174.642 173.477 1.00 32.36 N -ATOM 5018 CA THR A 732 149.017 174.887 172.581 1.00 32.36 C -ATOM 5019 C THR A 732 148.670 173.623 171.802 1.00 32.36 C -ATOM 5020 O THR A 732 149.554 172.962 171.248 1.00 32.36 O -ATOM 5021 CB THR A 732 149.364 176.026 171.619 1.00 32.36 C -ATOM 5022 OG1 THR A 732 149.729 177.192 172.367 1.00 32.36 O -ATOM 5023 CG2 THR A 732 148.190 176.364 170.722 1.00 32.36 C -ATOM 5024 N LYS A 733 147.382 173.284 171.768 1.00 34.71 N -ATOM 5025 CA LYS A 733 146.888 172.155 170.989 1.00 34.71 C -ATOM 5026 C LYS A 733 146.629 172.609 169.557 1.00 34.71 C -ATOM 5027 O LYS A 733 145.882 173.567 169.333 1.00 34.71 O -ATOM 5028 CB LYS A 733 145.609 171.595 171.608 1.00 34.71 C -ATOM 5029 CG LYS A 733 145.786 171.016 172.998 1.00 34.71 C -ATOM 5030 CD LYS A 733 144.489 171.070 173.788 1.00 34.71 C -ATOM 5031 CE LYS A 733 143.369 170.338 173.072 1.00 34.71 C -ATOM 5032 NZ LYS A 733 142.089 170.414 173.825 1.00 34.71 N1+ -ATOM 5033 N THR A 734 147.241 171.927 168.593 1.00 40.86 N -ATOM 5034 CA THR A 734 147.101 172.271 167.185 1.00 40.86 C -ATOM 5035 C THR A 734 146.447 171.128 166.419 1.00 40.86 C -ATOM 5036 O THR A 734 146.347 169.996 166.899 1.00 40.86 O -ATOM 5037 CB THR A 734 148.456 172.606 166.545 1.00 40.86 C -ATOM 5038 OG1 THR A 734 149.241 171.414 166.430 1.00 40.86 O -ATOM 5039 CG2 THR A 734 149.214 173.631 167.375 1.00 40.86 C -ATOM 5040 N SER A 735 146.000 171.448 165.206 1.00 42.56 N -ATOM 5041 CA SER A 735 145.442 170.469 164.286 1.00 42.56 C -ATOM 5042 C SER A 735 145.719 170.942 162.867 1.00 42.56 C -ATOM 5043 O SER A 735 145.735 172.147 162.600 1.00 42.56 O -ATOM 5044 CB SER A 735 143.938 170.278 164.508 1.00 42.56 C -ATOM 5045 OG SER A 735 143.480 169.091 163.885 1.00 42.56 O -ATOM 5046 N VAL A 736 145.953 169.993 161.964 1.00 43.64 N -ATOM 5047 CA VAL A 736 146.371 170.290 160.599 1.00 43.64 C -ATOM 5048 C VAL A 736 145.372 169.679 159.626 1.00 43.64 C -ATOM 5049 O VAL A 736 145.097 168.475 159.684 1.00 43.64 O -ATOM 5050 CB VAL A 736 147.792 169.766 160.314 1.00 43.64 C -ATOM 5051 CG1 VAL A 736 148.162 169.993 158.859 1.00 43.64 C -ATOM 5052 CG2 VAL A 736 148.806 170.439 161.224 1.00 43.64 C -ATOM 5053 N ASP A 737 144.833 170.511 158.736 1.00 58.14 N -ATOM 5054 CA ASP A 737 144.082 170.037 157.575 1.00 58.14 C -ATOM 5055 C ASP A 737 145.100 169.704 156.492 1.00 58.14 C -ATOM 5056 O ASP A 737 145.631 170.599 155.826 1.00 58.14 O -ATOM 5057 CB ASP A 737 143.086 171.091 157.105 1.00 58.14 C -ATOM 5058 CG ASP A 737 142.006 170.520 156.199 1.00 58.14 C -ATOM 5059 OD1 ASP A 737 142.109 169.343 155.793 1.00 58.14 O -ATOM 5060 OD2 ASP A 737 141.049 171.258 155.884 1.00 58.14 O1- -ATOM 5061 N CYS A 738 145.367 168.404 156.320 1.00 62.92 N -ATOM 5062 CA CYS A 738 146.453 167.953 155.452 1.00 62.92 C -ATOM 5063 C CYS A 738 146.170 168.250 153.985 1.00 62.92 C -ATOM 5064 O CYS A 738 147.062 168.703 153.260 1.00 62.92 O -ATOM 5065 CB CYS A 738 146.691 166.458 155.654 1.00 62.92 C -ATOM 5066 SG CYS A 738 145.481 165.401 154.824 1.00 62.92 S -ATOM 5067 N THR A 739 144.931 168.019 153.541 1.00 57.62 N -ATOM 5068 CA THR A 739 144.580 168.214 152.137 1.00 57.62 C -ATOM 5069 C THR A 739 144.634 169.689 151.747 1.00 57.62 C -ATOM 5070 O THR A 739 145.208 170.042 150.709 1.00 57.62 O -ATOM 5071 CB THR A 739 143.191 167.630 151.871 1.00 57.62 C -ATOM 5072 OG1 THR A 739 143.228 166.211 152.060 1.00 57.62 O -ATOM 5073 CG2 THR A 739 142.737 167.917 150.449 1.00 57.62 C -ATOM 5074 N MET A 740 144.084 170.567 152.591 1.00 57.13 N -ATOM 5075 CA MET A 740 144.104 171.995 152.294 1.00 57.13 C -ATOM 5076 C MET A 740 145.506 172.586 152.442 1.00 57.13 C -ATOM 5077 O MET A 740 145.881 173.477 151.667 1.00 57.13 O -ATOM 5078 CB MET A 740 143.079 172.718 153.177 1.00 57.13 C -ATOM 5079 CG MET A 740 143.266 174.223 153.323 1.00 57.13 C -ATOM 5080 SD MET A 740 142.502 175.156 151.979 1.00 57.13 S -ATOM 5081 CE MET A 740 140.949 175.636 152.718 1.00 57.13 C -ATOM 5082 N TYR A 741 146.309 172.080 153.387 1.00 41.51 N -ATOM 5083 CA TYR A 741 147.689 172.550 153.498 1.00 41.51 C -ATOM 5084 C TYR A 741 148.526 172.132 152.294 1.00 41.51 C -ATOM 5085 O TYR A 741 149.296 172.937 151.756 1.00 41.51 O -ATOM 5086 CB TYR A 741 148.343 172.043 154.785 1.00 41.51 C -ATOM 5087 CG TYR A 741 149.834 172.314 154.806 1.00 41.51 C -ATOM 5088 CD1 TYR A 741 150.321 173.609 154.942 1.00 41.51 C -ATOM 5089 CD2 TYR A 741 150.755 171.278 154.670 1.00 41.51 C -ATOM 5090 CE1 TYR A 741 151.682 173.865 154.947 1.00 41.51 C -ATOM 5091 CE2 TYR A 741 152.116 171.526 154.672 1.00 41.51 C -ATOM 5092 CZ TYR A 741 152.572 172.819 154.813 1.00 41.51 C -ATOM 5093 OH TYR A 741 153.925 173.063 154.819 1.00 41.51 O -ATOM 5094 N ILE A 742 148.400 170.876 151.862 1.00 74.85 N -ATOM 5095 CA ILE A 742 149.251 170.382 150.786 1.00 74.85 C -ATOM 5096 C ILE A 742 148.803 170.948 149.445 1.00 74.85 C -ATOM 5097 O ILE A 742 149.591 171.575 148.727 1.00 74.85 O -ATOM 5098 CB ILE A 742 149.270 168.843 150.780 1.00 74.85 C -ATOM 5099 CG1 ILE A 742 150.073 168.323 151.972 1.00 74.85 C -ATOM 5100 CG2 ILE A 742 149.873 168.313 149.488 1.00 74.85 C -ATOM 5101 CD1 ILE A 742 150.087 166.819 152.088 1.00 74.85 C -ATOM 5102 N CYS A 743 147.535 170.749 149.086 1.00 71.93 N -ATOM 5103 CA CYS A 743 147.106 171.183 147.765 1.00 71.93 C -ATOM 5104 C CYS A 743 146.449 172.555 147.781 1.00 71.93 C -ATOM 5105 O CYS A 743 146.997 173.521 147.242 1.00 71.93 O -ATOM 5106 CB CYS A 743 146.137 170.155 147.187 1.00 71.93 C -ATOM 5107 SG CYS A 743 146.869 168.528 147.022 1.00 71.93 S -ATOM 5108 N GLY A 744 145.278 172.648 148.401 1.00 78.53 N -ATOM 5109 CA GLY A 744 144.571 173.907 148.507 1.00 78.53 C -ATOM 5110 C GLY A 744 143.789 174.200 147.243 1.00 78.53 C -ATOM 5111 O GLY A 744 144.398 174.376 146.182 1.00 78.53 O -ATOM 5112 N ASP A 745 142.457 174.268 147.347 1.00 91.95 N -ATOM 5113 CA ASP A 745 141.536 174.690 146.283 1.00 91.95 C -ATOM 5114 C ASP A 745 141.666 173.882 144.986 1.00 91.95 C -ATOM 5115 O ASP A 745 141.272 174.364 143.920 1.00 91.95 O -ATOM 5116 CB ASP A 745 141.700 176.184 145.971 1.00 91.95 C -ATOM 5117 CG ASP A 745 141.386 177.067 147.160 1.00 91.95 C -ATOM 5118 OD1 ASP A 745 141.050 176.526 148.234 1.00 91.95 O -ATOM 5119 OD2 ASP A 745 141.479 178.305 147.021 1.00 91.95 O1- -ATOM 5120 N SER A 746 142.208 172.663 145.030 1.00 96.25 N -ATOM 5121 CA SER A 746 142.542 171.936 143.806 1.00 96.25 C -ATOM 5122 C SER A 746 142.077 170.490 143.926 1.00 96.25 C -ATOM 5123 O SER A 746 142.719 169.671 144.599 1.00 96.25 O -ATOM 5124 CB SER A 746 144.040 172.006 143.516 1.00 96.25 C -ATOM 5125 OG SER A 746 144.404 171.065 142.523 1.00 96.25 O -ATOM 5126 N THR A 747 140.972 170.178 143.241 1.00101.82 N -ATOM 5127 CA THR A 747 140.426 168.826 143.255 1.00101.82 C -ATOM 5128 C THR A 747 141.339 167.839 142.539 1.00101.82 C -ATOM 5129 O THR A 747 141.394 166.664 142.922 1.00101.82 O -ATOM 5130 CB THR A 747 139.040 168.816 142.612 1.00101.82 C -ATOM 5131 OG1 THR A 747 139.065 169.603 141.415 1.00101.82 O -ATOM 5132 CG2 THR A 747 138.010 169.395 143.567 1.00101.82 C -ATOM 5133 N GLU A 748 142.058 168.294 141.508 1.00103.61 N -ATOM 5134 CA GLU A 748 143.003 167.422 140.815 1.00103.61 C -ATOM 5135 C GLU A 748 144.167 167.038 141.721 1.00103.61 C -ATOM 5136 O GLU A 748 144.606 165.879 141.721 1.00103.61 O -ATOM 5137 CB GLU A 748 143.517 168.102 139.548 1.00103.61 C -ATOM 5138 CG GLU A 748 142.438 168.504 138.559 1.00103.61 C -ATOM 5139 CD GLU A 748 142.110 169.982 138.630 1.00103.61 C -ATOM 5140 OE1 GLU A 748 142.806 170.711 139.367 1.00103.61 O -ATOM 5141 OE2 GLU A 748 141.159 170.416 137.947 1.00103.61 O1- -ATOM 5142 N CYS A 749 144.666 167.989 142.516 1.00 99.84 N -ATOM 5143 CA CYS A 749 145.719 167.660 143.470 1.00 99.84 C -ATOM 5144 C CYS A 749 145.190 166.778 144.592 1.00 99.84 C -ATOM 5145 O CYS A 749 145.925 165.935 145.110 1.00 99.84 O -ATOM 5146 CB CYS A 749 146.354 168.924 144.047 1.00 99.84 C -ATOM 5147 SG CYS A 749 147.728 168.586 145.186 1.00 99.84 S -ATOM 5148 N SER A 750 143.924 166.962 144.989 1.00 95.28 N -ATOM 5149 CA SER A 750 143.334 166.061 145.980 1.00 95.28 C -ATOM 5150 C SER A 750 143.236 164.630 145.451 1.00 95.28 C -ATOM 5151 O SER A 750 143.555 163.669 146.168 1.00 95.28 O -ATOM 5152 CB SER A 750 141.957 166.571 146.401 1.00 95.28 C -ATOM 5153 OG SER A 750 141.297 165.624 147.222 1.00 95.28 O -ATOM 5154 N ASN A 751 142.825 164.479 144.187 1.00 99.87 N -ATOM 5155 CA ASN A 751 142.750 163.160 143.564 1.00 99.87 C -ATOM 5156 C ASN A 751 144.129 162.537 143.386 1.00 99.87 C -ATOM 5157 O ASN A 751 144.271 161.313 143.486 1.00 99.87 O -ATOM 5158 CB ASN A 751 142.034 163.257 142.217 1.00 99.87 C -ATOM 5159 CG ASN A 751 140.582 163.671 142.357 1.00 99.87 C -ATOM 5160 OD1 ASN A 751 139.875 163.205 143.249 1.00 99.87 O -ATOM 5161 ND2 ASN A 751 140.132 164.555 141.475 1.00 99.87 N -ATOM 5162 N LEU A 752 145.150 163.354 143.113 1.00 98.98 N -ATOM 5163 CA LEU A 752 146.518 162.842 143.101 1.00 98.98 C -ATOM 5164 C LEU A 752 146.996 162.480 144.503 1.00 98.98 C -ATOM 5165 O LEU A 752 147.786 161.544 144.667 1.00 98.98 O -ATOM 5166 CB LEU A 752 147.458 163.868 142.471 1.00 98.98 C -ATOM 5167 CG LEU A 752 147.477 163.930 140.944 1.00 98.98 C -ATOM 5168 CD1 LEU A 752 148.221 165.167 140.469 1.00 98.98 C -ATOM 5169 CD2 LEU A 752 148.099 162.670 140.365 1.00 98.98 C -ATOM 5170 N LEU A 753 146.530 163.210 145.518 1.00 86.59 N -ATOM 5171 CA LEU A 753 146.933 162.980 146.899 1.00 86.59 C -ATOM 5172 C LEU A 753 146.300 161.726 147.483 1.00 86.59 C -ATOM 5173 O LEU A 753 146.840 161.165 148.443 1.00 86.59 O -ATOM 5174 CB LEU A 753 146.567 164.205 147.743 1.00 86.59 C -ATOM 5175 CG LEU A 753 147.095 164.359 149.171 1.00 86.59 C -ATOM 5176 CD1 LEU A 753 148.584 164.074 149.231 1.00 86.59 C -ATOM 5177 CD2 LEU A 753 146.795 165.754 149.690 1.00 86.59 C -ATOM 5178 N LEU A 754 145.174 161.268 146.923 1.00 89.21 N -ATOM 5179 CA LEU A 754 144.548 160.039 147.408 1.00 89.21 C -ATOM 5180 C LEU A 754 145.386 158.787 147.152 1.00 89.21 C -ATOM 5181 O LEU A 754 145.152 157.763 147.802 1.00 89.21 O -ATOM 5182 CB LEU A 754 143.167 159.856 146.774 1.00 89.21 C -ATOM 5183 CG LEU A 754 142.080 160.861 147.154 1.00 89.21 C -ATOM 5184 CD1 LEU A 754 140.761 160.492 146.495 1.00 89.21 C -ATOM 5185 CD2 LEU A 754 141.925 160.942 148.664 1.00 89.21 C -ATOM 5186 N GLN A 755 146.350 158.837 146.231 1.00 89.67 N -ATOM 5187 CA GLN A 755 147.158 157.668 145.904 1.00 89.67 C -ATOM 5188 C GLN A 755 148.300 157.419 146.883 1.00 89.67 C -ATOM 5189 O GLN A 755 148.894 156.336 146.844 1.00 89.67 O -ATOM 5190 CB GLN A 755 147.738 157.804 144.493 1.00 89.67 C -ATOM 5191 CG GLN A 755 146.799 158.438 143.482 1.00 89.67 C -ATOM 5192 CD GLN A 755 145.611 157.555 143.159 1.00 89.67 C -ATOM 5193 OE1 GLN A 755 145.738 156.335 143.068 1.00 89.67 O -ATOM 5194 NE2 GLN A 755 144.448 158.170 142.980 1.00 89.67 N -ATOM 5195 N TYR A 756 148.627 158.380 147.749 1.00 80.39 N -ATOM 5196 CA TYR A 756 149.830 158.255 148.568 1.00 80.39 C -ATOM 5197 C TYR A 756 149.652 157.309 149.752 1.00 80.39 C -ATOM 5198 O TYR A 756 150.596 156.595 150.106 1.00 80.39 O -ATOM 5199 CB TYR A 756 150.279 159.634 149.050 1.00 80.39 C -ATOM 5200 CG TYR A 756 151.152 160.349 148.046 1.00 80.39 C -ATOM 5201 CD1 TYR A 756 150.598 160.955 146.924 1.00 80.39 C -ATOM 5202 CD2 TYR A 756 152.530 160.409 148.214 1.00 80.39 C -ATOM 5203 CE1 TYR A 756 151.392 161.605 145.999 1.00 80.39 C -ATOM 5204 CE2 TYR A 756 153.333 161.058 147.294 1.00 80.39 C -ATOM 5205 CZ TYR A 756 152.758 161.654 146.190 1.00 80.39 C -ATOM 5206 OH TYR A 756 153.551 162.301 145.274 1.00 80.39 O -ATOM 5207 N GLY A 757 148.477 157.283 150.376 1.00 80.26 N -ATOM 5208 CA GLY A 757 148.245 156.333 151.447 1.00 80.26 C -ATOM 5209 C GLY A 757 147.616 156.890 152.709 1.00 80.26 C -ATOM 5210 O GLY A 757 146.691 157.706 152.647 1.00 80.26 O -ATOM 5211 N SER A 758 148.115 156.449 153.867 1.00 70.44 N -ATOM 5212 CA SER A 758 147.520 156.757 155.162 1.00 70.44 C -ATOM 5213 C SER A 758 148.343 157.760 155.964 1.00 70.44 C -ATOM 5214 O SER A 758 148.258 157.780 157.200 1.00 70.44 O -ATOM 5215 CB SER A 758 147.327 155.471 155.966 1.00 70.44 C -ATOM 5216 OG SER A 758 148.575 154.920 156.348 1.00 70.44 O -ATOM 5217 N PHE A 759 149.138 158.591 155.282 1.00 68.38 N -ATOM 5218 CA PHE A 759 149.983 159.565 155.968 1.00 68.38 C -ATOM 5219 C PHE A 759 149.152 160.633 156.669 1.00 68.38 C -ATOM 5220 O PHE A 759 149.476 161.037 157.794 1.00 68.38 O -ATOM 5221 CB PHE A 759 150.949 160.206 154.972 1.00 68.38 C -ATOM 5222 CG PHE A 759 152.212 159.421 154.760 1.00 68.38 C -ATOM 5223 CD1 PHE A 759 152.853 158.811 155.827 1.00 68.38 C -ATOM 5224 CD2 PHE A 759 152.754 159.288 153.491 1.00 68.38 C -ATOM 5225 CE1 PHE A 759 154.017 158.085 155.633 1.00 68.38 C -ATOM 5226 CE2 PHE A 759 153.918 158.565 153.288 1.00 68.38 C -ATOM 5227 CZ PHE A 759 154.550 157.964 154.361 1.00 68.38 C -ATOM 5228 N CYS A 760 148.073 161.088 156.023 1.00 69.26 N -ATOM 5229 CA CYS A 760 147.201 162.097 156.620 1.00 69.26 C -ATOM 5230 C CYS A 760 146.513 161.569 157.872 1.00 69.26 C -ATOM 5231 O CYS A 760 146.400 162.284 158.877 1.00 69.26 O -ATOM 5232 CB CYS A 760 146.164 162.558 155.597 1.00 69.26 C -ATOM 5233 SG CYS A 760 145.116 163.915 156.159 1.00 69.26 S -ATOM 5234 N THR A 761 146.073 160.308 157.839 1.00 64.11 N -ATOM 5235 CA THR A 761 145.480 159.692 159.020 1.00 64.11 C -ATOM 5236 C THR A 761 146.510 159.485 160.122 1.00 64.11 C -ATOM 5237 O THR A 761 146.173 159.615 161.306 1.00 64.11 O -ATOM 5238 CB THR A 761 144.829 158.361 158.652 1.00 64.11 C -ATOM 5239 OG1 THR A 761 145.831 157.455 158.179 1.00 64.11 O -ATOM 5240 CG2 THR A 761 143.788 158.565 157.564 1.00 64.11 C -ATOM 5241 N GLN A 762 147.762 159.187 159.751 1.00 62.05 N -ATOM 5242 CA GLN A 762 148.841 159.071 160.733 1.00 62.05 C -ATOM 5243 C GLN A 762 149.072 160.389 161.466 1.00 62.05 C -ATOM 5244 O GLN A 762 149.161 160.421 162.703 1.00 62.05 O -ATOM 5245 CB GLN A 762 150.131 158.630 160.042 1.00 62.05 C -ATOM 5246 CG GLN A 762 150.282 157.136 159.833 1.00 62.05 C -ATOM 5247 CD GLN A 762 151.629 156.777 159.228 1.00 62.05 C -ATOM 5248 OE1 GLN A 762 151.926 155.608 158.994 1.00 62.05 O -ATOM 5249 NE2 GLN A 762 152.452 157.788 158.976 1.00 62.05 N -ATOM 5250 N LEU A 763 149.155 161.493 160.716 1.00 57.15 N -ATOM 5251 CA LEU A 763 149.394 162.789 161.349 1.00 57.15 C -ATOM 5252 C LEU A 763 148.185 163.267 162.146 1.00 57.15 C -ATOM 5253 O LEU A 763 148.358 163.886 163.206 1.00 57.15 O -ATOM 5254 CB LEU A 763 149.800 163.835 160.311 1.00 57.15 C -ATOM 5255 CG LEU A 763 150.935 163.449 159.360 1.00 57.15 C -ATOM 5256 CD1 LEU A 763 151.274 164.584 158.417 1.00 57.15 C -ATOM 5257 CD2 LEU A 763 152.174 162.974 160.108 1.00 57.15 C -ATOM 5258 N LYS A 764 146.966 162.975 161.672 1.00 51.98 N -ATOM 5259 CA LYS A 764 145.768 163.308 162.440 1.00 51.98 C -ATOM 5260 C LYS A 764 145.714 162.538 163.754 1.00 51.98 C -ATOM 5261 O LYS A 764 145.371 163.107 164.797 1.00 51.98 O -ATOM 5262 CB LYS A 764 144.513 163.031 161.614 1.00 51.98 C -ATOM 5263 CG LYS A 764 144.121 164.153 160.672 1.00 51.98 C -ATOM 5264 CD LYS A 764 142.774 163.874 160.025 1.00 51.98 C -ATOM 5265 CE LYS A 764 142.333 165.027 159.140 1.00 51.98 C -ATOM 5266 NZ LYS A 764 141.103 164.694 158.371 1.00 51.98 N1+ -ATOM 5267 N ARG A 765 146.073 161.248 163.725 1.00 50.74 N -ATOM 5268 CA ARG A 765 146.093 160.439 164.940 1.00 50.74 C -ATOM 5269 C ARG A 765 147.151 160.928 165.927 1.00 50.74 C -ATOM 5270 O ARG A 765 146.884 161.016 167.134 1.00 50.74 O -ATOM 5271 CB ARG A 765 146.319 158.973 164.568 1.00 50.74 C -ATOM 5272 CG ARG A 765 146.763 158.069 165.704 1.00 50.74 C -ATOM 5273 CD ARG A 765 147.521 156.868 165.165 1.00 50.74 C -ATOM 5274 NE ARG A 765 146.790 156.210 164.088 1.00 50.74 N -ATOM 5275 CZ ARG A 765 147.347 155.443 163.161 1.00 50.74 C -ATOM 5276 NH1 ARG A 765 148.651 155.217 163.143 1.00 50.74 N1+ -ATOM 5277 NH2 ARG A 765 146.578 154.890 162.228 1.00 50.74 N -ATOM 5278 N ALA A 766 148.342 161.283 165.426 1.00 41.36 N -ATOM 5279 CA ALA A 766 149.404 161.785 166.299 1.00 41.36 C -ATOM 5280 C ALA A 766 149.032 163.121 166.939 1.00 41.36 C -ATOM 5281 O ALA A 766 149.235 163.317 168.147 1.00 41.36 O -ATOM 5282 CB ALA A 766 150.709 161.913 165.515 1.00 41.36 C -ATOM 5283 N LEU A 767 148.462 164.042 166.154 1.00 35.36 N -ATOM 5284 CA LEU A 767 148.081 165.338 166.706 1.00 35.36 C -ATOM 5285 C LEU A 767 146.890 165.227 167.651 1.00 35.36 C -ATOM 5286 O LEU A 767 146.812 165.979 168.630 1.00 35.36 O -ATOM 5287 CB LEU A 767 147.786 166.318 165.574 1.00 35.36 C -ATOM 5288 CG LEU A 767 149.042 166.803 164.850 1.00 35.36 C -ATOM 5289 CD1 LEU A 767 148.674 167.559 163.593 1.00 35.36 C -ATOM 5290 CD2 LEU A 767 149.893 167.663 165.768 1.00 35.36 C -ATOM 5291 N THR A 768 145.976 164.283 167.396 1.00 39.31 N -ATOM 5292 CA THR A 768 144.880 164.036 168.327 1.00 39.31 C -ATOM 5293 C THR A 768 145.393 163.478 169.650 1.00 39.31 C -ATOM 5294 O THR A 768 144.906 163.864 170.721 1.00 39.31 O -ATOM 5295 CB THR A 768 143.868 163.079 167.696 1.00 39.31 C -ATOM 5296 OG1 THR A 768 143.570 163.512 166.364 1.00 39.31 O -ATOM 5297 CG2 THR A 768 142.582 163.050 168.504 1.00 39.31 C -ATOM 5298 N GLY A 769 146.387 162.583 169.592 1.00 37.31 N -ATOM 5299 CA GLY A 769 146.995 162.079 170.816 1.00 37.31 C -ATOM 5300 C GLY A 769 147.699 163.159 171.617 1.00 37.31 C -ATOM 5301 O GLY A 769 147.592 163.201 172.847 1.00 37.31 O -ATOM 5302 N ILE A 770 148.405 164.063 170.926 1.00 32.16 N -ATOM 5303 CA ILE A 770 149.060 165.190 171.596 1.00 32.16 C -ATOM 5304 C ILE A 770 148.028 166.114 172.245 1.00 32.16 C -ATOM 5305 O ILE A 770 148.188 166.534 173.402 1.00 32.16 O -ATOM 5306 CB ILE A 770 149.959 165.948 170.598 1.00 32.16 C -ATOM 5307 CG1 ILE A 770 151.158 165.089 170.199 1.00 32.16 C -ATOM 5308 CG2 ILE A 770 150.443 167.271 171.177 1.00 32.16 C -ATOM 5309 CD1 ILE A 770 152.055 165.741 169.171 1.00 32.16 C -ATOM 5310 N ALA A 771 146.942 166.416 171.522 1.00 33.42 N -ATOM 5311 CA ALA A 771 145.915 167.317 172.040 1.00 33.42 C -ATOM 5312 C ALA A 771 145.156 166.714 173.218 1.00 33.42 C -ATOM 5313 O ALA A 771 144.720 167.450 174.109 1.00 33.42 O -ATOM 5314 CB ALA A 771 144.944 167.696 170.924 1.00 33.42 C -ATOM 5315 N VAL A 772 144.982 165.391 173.239 1.00 34.27 N -ATOM 5316 CA VAL A 772 144.405 164.741 174.414 1.00 34.27 C -ATOM 5317 C VAL A 772 145.390 164.779 175.582 1.00 34.27 C -ATOM 5318 O VAL A 772 145.001 165.021 176.737 1.00 34.27 O -ATOM 5319 CB VAL A 772 143.970 163.306 174.052 1.00 34.27 C -ATOM 5320 CG1 VAL A 772 143.698 162.459 175.289 1.00 34.27 C -ATOM 5321 CG2 VAL A 772 142.733 163.344 173.170 1.00 34.27 C -ATOM 5322 N GLU A 773 146.683 164.581 175.292 1.00 40.60 N -ATOM 5323 CA GLU A 773 147.706 164.534 176.334 1.00 40.60 C -ATOM 5324 C GLU A 773 147.879 165.879 177.038 1.00 40.60 C -ATOM 5325 O GLU A 773 148.166 165.905 178.240 1.00 40.60 O -ATOM 5326 CB GLU A 773 149.027 164.052 175.722 1.00 40.60 C -ATOM 5327 CG GLU A 773 150.235 164.053 176.649 1.00 40.60 C -ATOM 5328 CD GLU A 773 151.546 163.999 175.897 1.00 40.60 C -ATOM 5329 OE1 GLU A 773 151.753 163.036 175.129 1.00 40.60 O -ATOM 5330 OE2 GLU A 773 152.368 164.922 176.069 1.00 40.60 O1- -ATOM 5331 N GLN A 774 147.680 166.998 176.325 1.00 36.37 N -ATOM 5332 CA GLN A 774 147.767 168.312 176.977 1.00 36.37 C -ATOM 5333 C GLN A 774 146.676 168.502 178.033 1.00 36.37 C -ATOM 5334 O GLN A 774 146.950 168.971 179.150 1.00 36.37 O -ATOM 5335 CB GLN A 774 147.689 169.440 175.946 1.00 36.37 C -ATOM 5336 CG GLN A 774 148.710 169.372 174.832 1.00 36.37 C -ATOM 5337 CD GLN A 774 150.119 169.168 175.336 1.00 36.37 C -ATOM 5338 OE1 GLN A 774 150.648 169.986 176.083 1.00 36.37 O -ATOM 5339 NE2 GLN A 774 150.739 168.069 174.928 1.00 36.37 N -ATOM 5340 N ASP A 775 145.434 168.130 177.701 1.00 34.59 N -ATOM 5341 CA ASP A 775 144.346 168.208 178.671 1.00 34.59 C -ATOM 5342 C ASP A 775 144.539 167.221 179.814 1.00 34.59 C -ATOM 5343 O ASP A 775 144.179 167.526 180.958 1.00 34.59 O -ATOM 5344 CB ASP A 775 143.004 167.959 177.985 1.00 34.59 C -ATOM 5345 CG ASP A 775 142.634 169.059 177.014 1.00 34.59 C -ATOM 5346 OD1 ASP A 775 143.193 170.168 177.133 1.00 34.59 O -ATOM 5347 OD2 ASP A 775 141.781 168.815 176.135 1.00 34.59 O1- -ATOM 5348 N LYS A 776 145.112 166.047 179.524 1.00 35.36 N -ATOM 5349 CA LYS A 776 145.429 165.097 180.588 1.00 35.36 C -ATOM 5350 C LYS A 776 146.490 165.652 181.534 1.00 35.36 C -ATOM 5351 O LYS A 776 146.406 165.447 182.750 1.00 35.36 O -ATOM 5352 CB LYS A 776 145.889 163.768 179.993 1.00 35.36 C -ATOM 5353 CG LYS A 776 146.042 162.662 181.023 1.00 35.36 C -ATOM 5354 CD LYS A 776 146.538 161.374 180.398 1.00 35.36 C -ATOM 5355 CE LYS A 776 146.589 160.259 181.429 1.00 35.36 C -ATOM 5356 NZ LYS A 776 147.059 158.976 180.841 1.00 35.36 N1+ -ATOM 5357 N ASN A 777 147.484 166.364 180.992 1.00 31.57 N -ATOM 5358 CA ASN A 777 148.512 166.996 181.818 1.00 31.57 C -ATOM 5359 C ASN A 777 147.916 168.070 182.718 1.00 31.57 C -ATOM 5360 O ASN A 777 148.250 168.152 183.908 1.00 31.57 O -ATOM 5361 CB ASN A 777 149.601 167.601 180.933 1.00 31.57 C -ATOM 5362 CG ASN A 777 150.462 166.555 180.269 1.00 31.57 C -ATOM 5363 OD1 ASN A 777 150.354 165.366 180.564 1.00 31.57 O -ATOM 5364 ND2 ASN A 777 151.325 166.992 179.360 1.00 31.57 N -ATOM 5365 N THR A 778 147.028 168.902 182.160 1.00 30.69 N -ATOM 5366 CA THR A 778 146.379 169.947 182.953 1.00 30.69 C -ATOM 5367 C THR A 778 145.506 169.351 184.056 1.00 30.69 C -ATOM 5368 O THR A 778 145.530 169.824 185.203 1.00 30.69 O -ATOM 5369 CB THR A 778 145.556 170.858 182.039 1.00 30.69 C -ATOM 5370 OG1 THR A 778 146.412 171.431 181.043 1.00 30.69 O -ATOM 5371 CG2 THR A 778 144.909 171.983 182.828 1.00 30.69 C -ATOM 5372 N GLN A 779 144.764 168.283 183.734 1.00 34.74 N -ATOM 5373 CA GLN A 779 143.932 167.607 184.727 1.00 34.74 C -ATOM 5374 C GLN A 779 144.773 166.965 185.826 1.00 34.74 C -ATOM 5375 O GLN A 779 144.427 167.061 187.010 1.00 34.74 O -ATOM 5376 CB GLN A 779 143.058 166.553 184.046 1.00 34.74 C -ATOM 5377 CG GLN A 779 141.815 166.168 184.830 1.00 34.74 C -ATOM 5378 CD GLN A 779 140.600 166.985 184.438 1.00 34.74 C -ATOM 5379 OE1 GLN A 779 140.505 167.475 183.313 1.00 34.74 O -ATOM 5380 NE2 GLN A 779 139.662 167.134 185.366 1.00 34.74 N -ATOM 5381 N GLU A 780 145.888 166.325 185.456 1.00 37.42 N -ATOM 5382 CA GLU A 780 146.744 165.669 186.441 1.00 37.42 C -ATOM 5383 C GLU A 780 147.430 166.675 187.356 1.00 37.42 C -ATOM 5384 O GLU A 780 147.620 166.401 188.547 1.00 37.42 O -ATOM 5385 CB GLU A 780 147.789 164.802 185.743 1.00 37.42 C -ATOM 5386 CG GLU A 780 147.276 163.456 185.277 1.00 37.42 C -ATOM 5387 CD GLU A 780 148.364 162.621 184.635 1.00 37.42 C -ATOM 5388 OE1 GLU A 780 149.504 163.118 184.518 1.00 37.42 O -ATOM 5389 OE2 GLU A 780 148.081 161.467 184.251 1.00 37.42 O1- -ATOM 5390 N VAL A 781 147.825 167.832 186.821 1.00 28.84 N -ATOM 5391 CA VAL A 781 148.469 168.837 187.662 1.00 28.84 C -ATOM 5392 C VAL A 781 147.458 169.488 188.600 1.00 28.84 C -ATOM 5393 O VAL A 781 147.667 169.536 189.817 1.00 28.84 O -ATOM 5394 CB VAL A 781 149.201 169.882 186.800 1.00 28.84 C -ATOM 5395 CG1 VAL A 781 149.662 171.044 187.657 1.00 28.84 C -ATOM 5396 CG2 VAL A 781 150.403 169.252 186.131 1.00 28.84 C -ATOM 5397 N PHE A 782 146.333 169.968 188.065 1.00 30.60 N -ATOM 5398 CA PHE A 782 145.489 170.826 188.891 1.00 30.60 C -ATOM 5399 C PHE A 782 144.354 170.090 189.596 1.00 30.60 C -ATOM 5400 O PHE A 782 144.028 170.429 190.739 1.00 30.60 O -ATOM 5401 CB PHE A 782 144.929 171.972 188.049 1.00 30.60 C -ATOM 5402 CG PHE A 782 145.955 173.002 187.686 1.00 30.60 C -ATOM 5403 CD1 PHE A 782 146.371 173.936 188.622 1.00 30.60 C -ATOM 5404 CD2 PHE A 782 146.516 173.029 186.420 1.00 30.60 C -ATOM 5405 CE1 PHE A 782 147.321 174.885 188.299 1.00 30.60 C -ATOM 5406 CE2 PHE A 782 147.467 173.976 186.090 1.00 30.60 C -ATOM 5407 CZ PHE A 782 147.870 174.905 187.032 1.00 30.60 C -ATOM 5408 N ALA A 783 143.737 169.095 188.961 1.00 32.76 N -ATOM 5409 CA ALA A 783 142.570 168.428 189.544 1.00 32.76 C -ATOM 5410 C ALA A 783 143.020 167.314 190.491 1.00 32.76 C -ATOM 5411 O ALA A 783 142.863 166.120 190.232 1.00 32.76 O -ATOM 5412 CB ALA A 783 141.659 167.897 188.445 1.00 32.76 C -ATOM 5413 N GLN A 784 143.590 167.735 191.619 1.00 38.76 N -ATOM 5414 CA GLN A 784 144.024 166.821 192.667 1.00 38.76 C -ATOM 5415 C GLN A 784 143.156 166.908 193.914 1.00 38.76 C -ATOM 5416 O GLN A 784 143.468 166.264 194.921 1.00 38.76 O -ATOM 5417 CB GLN A 784 145.486 167.085 193.031 1.00 38.76 C -ATOM 5418 CG GLN A 784 146.467 166.738 191.930 1.00 38.76 C -ATOM 5419 CD GLN A 784 147.889 166.637 192.434 1.00 38.76 C -ATOM 5420 OE1 GLN A 784 148.180 166.991 193.575 1.00 38.76 O -ATOM 5421 NE2 GLN A 784 148.784 166.147 191.586 1.00 38.76 N -ATOM 5422 N VAL A 785 142.078 167.683 193.872 1.00 49.57 N -ATOM 5423 CA VAL A 785 141.199 167.862 195.018 1.00 49.57 C -ATOM 5424 C VAL A 785 139.820 167.325 194.647 1.00 49.57 C -ATOM 5425 O VAL A 785 139.441 167.284 193.472 1.00 49.57 O -ATOM 5426 CB VAL A 785 141.159 169.349 195.462 1.00 49.57 C -ATOM 5427 CG1 VAL A 785 140.357 170.219 194.494 1.00 49.57 C -ATOM 5428 CG2 VAL A 785 140.670 169.499 196.901 1.00 49.57 C -ATOM 5429 N LYS A 786 139.092 166.849 195.657 1.00 64.25 N -ATOM 5430 CA LYS A 786 137.759 166.299 195.446 1.00 64.25 C -ATOM 5431 C LYS A 786 136.681 167.371 195.552 1.00 64.25 C -ATOM 5432 O LYS A 786 135.838 167.500 194.659 1.00 64.25 O -ATOM 5433 CB LYS A 786 137.486 165.180 196.455 1.00 64.25 C -ATOM 5434 CG LYS A 786 138.648 164.227 196.664 1.00 64.25 C -ATOM 5435 CD LYS A 786 138.338 163.227 197.765 1.00 64.25 C -ATOM 5436 CE LYS A 786 139.516 162.306 198.030 1.00 64.25 C -ATOM 5437 NZ LYS A 786 139.225 161.344 199.128 1.00 64.25 N1+ -ATOM 5438 N GLN A 787 136.698 168.142 196.633 1.00 64.23 N -ATOM 5439 CA GLN A 787 135.705 169.173 196.885 1.00 64.23 C -ATOM 5440 C GLN A 787 136.350 170.547 196.781 1.00 64.23 C -ATOM 5441 O GLN A 787 137.496 170.739 197.199 1.00 64.23 O -ATOM 5442 CB GLN A 787 135.073 168.998 198.267 1.00 64.23 C -ATOM 5443 CG GLN A 787 134.528 167.606 198.524 1.00 64.23 C -ATOM 5444 CD GLN A 787 133.967 167.452 199.921 1.00 64.23 C -ATOM 5445 OE1 GLN A 787 134.161 168.312 200.779 1.00 64.23 O -ATOM 5446 NE2 GLN A 787 133.266 166.350 200.158 1.00 64.23 N -ATOM 5447 N ILE A 788 135.608 171.499 196.224 1.00 61.06 N -ATOM 5448 CA ILE A 788 136.086 172.871 196.100 1.00 61.06 C -ATOM 5449 C ILE A 788 135.923 173.546 197.457 1.00 61.06 C -ATOM 5450 O ILE A 788 134.806 173.857 197.876 1.00 61.06 O -ATOM 5451 CB ILE A 788 135.334 173.634 195.005 1.00 61.06 C -ATOM 5452 CG1 ILE A 788 135.475 172.918 193.661 1.00 61.06 C -ATOM 5453 CG2 ILE A 788 135.850 175.060 194.900 1.00 61.06 C -ATOM 5454 CD1 ILE A 788 136.902 172.793 193.182 1.00 61.06 C -ATOM 5455 N TYR A 789 137.035 173.748 198.157 1.00 58.02 N -ATOM 5456 CA TYR A 789 137.011 174.412 199.450 1.00 58.02 C -ATOM 5457 C TYR A 789 136.974 175.924 199.273 1.00 58.02 C -ATOM 5458 O TYR A 789 137.591 176.480 198.360 1.00 58.02 O -ATOM 5459 CB TYR A 789 138.235 174.025 200.281 1.00 58.02 C -ATOM 5460 CG TYR A 789 138.345 172.550 200.591 1.00 58.02 C -ATOM 5461 CD1 TYR A 789 137.577 171.972 201.592 1.00 58.02 C -ATOM 5462 CD2 TYR A 789 139.231 171.738 199.892 1.00 58.02 C -ATOM 5463 CE1 TYR A 789 137.680 170.624 201.885 1.00 58.02 C -ATOM 5464 CE2 TYR A 789 139.341 170.389 200.177 1.00 58.02 C -ATOM 5465 CZ TYR A 789 138.562 169.839 201.174 1.00 58.02 C -ATOM 5466 OH TYR A 789 138.667 168.498 201.461 1.00 58.02 O -ATOM 5467 N LYS A 790 136.242 176.591 200.161 1.00 84.99 N -ATOM 5468 CA LYS A 790 136.195 178.046 200.173 1.00 84.99 C -ATOM 5469 C LYS A 790 136.602 178.562 201.546 1.00 84.99 C -ATOM 5470 O LYS A 790 136.419 177.889 202.564 1.00 84.99 O -ATOM 5471 CB LYS A 790 134.807 178.589 199.797 1.00 84.99 C -ATOM 5472 CG LYS A 790 133.650 178.019 200.593 1.00 84.99 C -ATOM 5473 CD LYS A 790 132.348 178.697 200.195 1.00 84.99 C -ATOM 5474 CE LYS A 790 131.138 177.894 200.636 1.00 84.99 C -ATOM 5475 NZ LYS A 790 129.870 178.479 200.118 1.00 84.99 N1+ -ATOM 5476 N THR A 791 137.165 179.767 201.553 1.00 91.80 N -ATOM 5477 CA THR A 791 137.726 180.345 202.763 1.00 91.80 C -ATOM 5478 C THR A 791 136.626 180.838 203.704 1.00 91.80 C -ATOM 5479 O THR A 791 135.514 181.143 203.266 1.00 91.80 O -ATOM 5480 CB THR A 791 138.652 181.504 202.405 1.00 91.80 C -ATOM 5481 OG1 THR A 791 138.009 182.355 201.447 1.00 91.80 O -ATOM 5482 CG2 THR A 791 139.946 180.982 201.827 1.00 91.80 C -ATOM 5483 N PRO A 792 136.909 180.908 205.010 1.00100.53 N -ATOM 5484 CA PRO A 792 136.010 181.627 205.911 1.00100.53 C -ATOM 5485 C PRO A 792 136.023 183.114 205.606 1.00100.53 C -ATOM 5486 O PRO A 792 137.019 183.646 205.085 1.00100.53 O -ATOM 5487 CB PRO A 792 136.595 181.333 207.305 1.00100.53 C -ATOM 5488 CG PRO A 792 138.006 180.936 207.053 1.00100.53 C -ATOM 5489 CD PRO A 792 137.976 180.209 205.750 1.00100.53 C -ATOM 5490 N PRO A 793 134.926 183.828 205.894 1.00104.62 N -ATOM 5491 CA PRO A 793 134.863 185.259 205.541 1.00104.62 C -ATOM 5492 C PRO A 793 135.799 186.150 206.345 1.00104.62 C -ATOM 5493 O PRO A 793 136.101 187.260 205.890 1.00104.62 O -ATOM 5494 CB PRO A 793 133.395 185.622 205.805 1.00104.62 C -ATOM 5495 CG PRO A 793 132.926 184.604 206.788 1.00104.62 C -ATOM 5496 CD PRO A 793 133.646 183.341 206.438 1.00104.62 C -ATOM 5497 N ILE A 794 136.264 185.713 207.510 1.00 97.57 N -ATOM 5498 CA ILE A 794 137.192 186.495 208.319 1.00 97.57 C -ATOM 5499 C ILE A 794 138.607 186.062 207.954 1.00 97.57 C -ATOM 5500 O ILE A 794 139.004 184.922 208.208 1.00 97.57 O -ATOM 5501 CB ILE A 794 136.923 186.321 209.818 1.00 97.57 C -ATOM 5502 CG1 ILE A 794 135.448 186.593 210.125 1.00 97.57 C -ATOM 5503 CG2 ILE A 794 137.823 187.242 210.628 1.00 97.57 C -ATOM 5504 CD1 ILE A 794 135.087 186.444 211.587 1.00 97.57 C -ATOM 5505 N LYS A 795 139.372 186.976 207.358 1.00 88.92 N -ATOM 5506 CA LYS A 795 140.708 186.661 206.855 1.00 88.92 C -ATOM 5507 C LYS A 795 141.759 187.008 207.911 1.00 88.92 C -ATOM 5508 O LYS A 795 142.525 187.967 207.794 1.00 88.92 O -ATOM 5509 CB LYS A 795 140.967 187.395 205.546 1.00 88.92 C -ATOM 5510 CG LYS A 795 139.925 187.138 204.471 1.00 88.92 C -ATOM 5511 CD LYS A 795 139.909 185.679 204.060 1.00 88.92 C -ATOM 5512 CE LYS A 795 138.903 185.423 202.950 1.00 88.92 C -ATOM 5513 NZ LYS A 795 137.508 185.710 203.372 1.00 88.92 N1+ -ATOM 5514 N TYR A 796 141.783 186.193 208.963 1.00 65.77 N -ATOM 5515 CA TYR A 796 142.771 186.316 210.034 1.00 65.77 C -ATOM 5516 C TYR A 796 143.306 184.922 210.343 1.00 65.77 C -ATOM 5517 O TYR A 796 142.619 184.117 210.977 1.00 65.77 O -ATOM 5518 CB TYR A 796 142.172 186.954 211.282 1.00 65.77 C -ATOM 5519 CG TYR A 796 143.127 186.968 212.453 1.00 65.77 C -ATOM 5520 CD1 TYR A 796 144.265 187.766 212.433 1.00 65.77 C -ATOM 5521 CD2 TYR A 796 142.910 186.160 213.563 1.00 65.77 C -ATOM 5522 CE1 TYR A 796 145.148 187.778 213.497 1.00 65.77 C -ATOM 5523 CE2 TYR A 796 143.791 186.161 214.630 1.00 65.77 C -ATOM 5524 CZ TYR A 796 144.907 186.972 214.591 1.00 65.77 C -ATOM 5525 OH TYR A 796 145.784 186.978 215.651 1.00 65.77 O -ATOM 5526 N PHE A 797 144.528 184.634 209.901 1.00 52.25 N -ATOM 5527 CA PHE A 797 145.179 183.354 210.170 1.00 52.25 C -ATOM 5528 C PHE A 797 146.485 183.629 210.907 1.00 52.25 C -ATOM 5529 O PHE A 797 147.556 183.666 210.299 1.00 52.25 O -ATOM 5530 CB PHE A 797 145.418 182.581 208.871 1.00 52.25 C -ATOM 5531 CG PHE A 797 144.221 182.524 207.970 1.00 52.25 C -ATOM 5532 CD1 PHE A 797 143.187 181.639 208.227 1.00 52.25 C -ATOM 5533 CD2 PHE A 797 144.130 183.355 206.865 1.00 52.25 C -ATOM 5534 CE1 PHE A 797 142.082 181.583 207.399 1.00 52.25 C -ATOM 5535 CE2 PHE A 797 143.028 183.305 206.032 1.00 52.25 C -ATOM 5536 CZ PHE A 797 142.003 182.418 206.300 1.00 52.25 C -ATOM 5537 N GLY A 798 146.388 183.806 212.224 1.00 47.08 N -ATOM 5538 CA GLY A 798 147.558 183.971 213.071 1.00 47.08 C -ATOM 5539 C GLY A 798 148.372 185.222 212.828 1.00 47.08 C -ATOM 5540 O GLY A 798 149.540 185.273 213.220 1.00 47.08 O -ATOM 5541 N GLY A 799 147.792 186.238 212.192 1.00 43.55 N -ATOM 5542 CA GLY A 799 148.525 187.424 211.813 1.00 43.55 C -ATOM 5543 C GLY A 799 149.158 187.365 210.440 1.00 43.55 C -ATOM 5544 O GLY A 799 149.667 188.389 209.967 1.00 43.55 O -ATOM 5545 N PHE A 800 149.148 186.204 209.791 1.00 37.35 N -ATOM 5546 CA PHE A 800 149.654 186.089 208.433 1.00 37.35 C -ATOM 5547 C PHE A 800 148.681 186.740 207.455 1.00 37.35 C -ATOM 5548 O PHE A 800 147.463 186.717 207.650 1.00 37.35 O -ATOM 5549 CB PHE A 800 149.865 184.620 208.057 1.00 37.35 C -ATOM 5550 CG PHE A 800 150.971 183.933 208.823 1.00 37.35 C -ATOM 5551 CD1 PHE A 800 150.745 183.407 210.088 1.00 37.35 C -ATOM 5552 CD2 PHE A 800 152.229 183.794 208.263 1.00 37.35 C -ATOM 5553 CE1 PHE A 800 151.758 182.771 210.783 1.00 37.35 C -ATOM 5554 CE2 PHE A 800 153.247 183.158 208.952 1.00 37.35 C -ATOM 5555 CZ PHE A 800 153.009 182.647 210.214 1.00 37.35 C -ATOM 5556 N ASN A 801 149.227 187.326 206.394 1.00 51.54 N -ATOM 5557 CA ASN A 801 148.439 188.044 205.399 1.00 51.54 C -ATOM 5558 C ASN A 801 148.460 187.268 204.089 1.00 51.54 C -ATOM 5559 O ASN A 801 149.528 187.066 203.500 1.00 51.54 O -ATOM 5560 CB ASN A 801 148.976 189.461 205.197 1.00 51.54 C -ATOM 5561 CG ASN A 801 147.972 190.376 204.522 1.00 51.54 C -ATOM 5562 OD1 ASN A 801 146.843 189.977 204.239 1.00 51.54 O -ATOM 5563 ND2 ASN A 801 148.378 191.614 204.264 1.00 51.54 N -ATOM 5564 N PHE A 802 147.281 186.839 203.634 1.00 46.72 N -ATOM 5565 CA PHE A 802 147.147 186.095 202.386 1.00 46.72 C -ATOM 5566 C PHE A 802 146.262 186.815 201.378 1.00 46.72 C -ATOM 5567 O PHE A 802 145.693 186.171 200.494 1.00 46.72 O -ATOM 5568 CB PHE A 802 146.593 184.694 202.648 1.00 46.72 C -ATOM 5569 CG PHE A 802 147.448 183.869 203.551 1.00 46.72 C -ATOM 5570 CD1 PHE A 802 148.641 183.336 203.096 1.00 46.72 C -ATOM 5571 CD2 PHE A 802 147.055 183.616 204.853 1.00 46.72 C -ATOM 5572 CE1 PHE A 802 149.432 182.572 203.925 1.00 46.72 C -ATOM 5573 CE2 PHE A 802 147.839 182.851 205.686 1.00 46.72 C -ATOM 5574 CZ PHE A 802 149.032 182.333 205.220 1.00 46.72 C -ATOM 5575 N SER A 803 146.145 188.140 201.482 1.00 49.74 N -ATOM 5576 CA SER A 803 145.220 188.883 200.633 1.00 49.74 C -ATOM 5577 C SER A 803 145.687 188.981 199.186 1.00 49.74 C -ATOM 5578 O SER A 803 144.884 189.329 198.314 1.00 49.74 O -ATOM 5579 CB SER A 803 145.007 190.284 201.201 1.00 49.74 C -ATOM 5580 OG SER A 803 146.099 191.127 200.882 1.00 49.74 O -ATOM 5581 N GLN A 804 146.955 188.686 198.909 1.00 48.93 N -ATOM 5582 CA GLN A 804 147.477 188.780 197.554 1.00 48.93 C -ATOM 5583 C GLN A 804 147.466 187.453 196.811 1.00 48.93 C -ATOM 5584 O GLN A 804 147.608 187.448 195.583 1.00 48.93 O -ATOM 5585 CB GLN A 804 148.900 189.334 197.583 1.00 48.93 C -ATOM 5586 CG GLN A 804 148.999 190.691 198.243 1.00 48.93 C -ATOM 5587 CD GLN A 804 149.580 190.606 199.636 1.00 48.93 C -ATOM 5588 OE1 GLN A 804 149.778 189.516 200.171 1.00 48.93 O -ATOM 5589 NE2 GLN A 804 149.871 191.756 200.229 1.00 48.93 N -ATOM 5590 N ILE A 805 147.311 186.334 197.514 1.00 43.77 N -ATOM 5591 CA ILE A 805 147.179 185.037 196.865 1.00 43.77 C -ATOM 5592 C ILE A 805 145.763 184.481 196.952 1.00 43.77 C -ATOM 5593 O ILE A 805 145.435 183.551 196.199 1.00 43.77 O -ATOM 5594 CB ILE A 805 148.190 184.014 197.425 1.00 43.77 C -ATOM 5595 CG1 ILE A 805 147.878 183.682 198.884 1.00 43.77 C -ATOM 5596 CG2 ILE A 805 149.608 184.544 197.290 1.00 43.77 C -ATOM 5597 CD1 ILE A 805 148.865 182.723 199.513 1.00 43.77 C -ATOM 5598 N LEU A 806 144.924 185.002 197.841 1.00 54.19 N -ATOM 5599 CA LEU A 806 143.516 184.647 197.863 1.00 54.19 C -ATOM 5600 C LEU A 806 142.790 185.337 196.710 1.00 54.19 C -ATOM 5601 O LEU A 806 143.214 186.406 196.262 1.00 54.19 O -ATOM 5602 CB LEU A 806 142.895 185.053 199.195 1.00 54.19 C -ATOM 5603 CG LEU A 806 143.117 184.065 200.340 1.00 54.19 C -ATOM 5604 CD1 LEU A 806 142.373 184.524 201.574 1.00 54.19 C -ATOM 5605 CD2 LEU A 806 142.679 182.669 199.935 1.00 54.19 C -ATOM 5606 N PRO A 807 141.714 184.736 196.194 1.00 60.64 N -ATOM 5607 CA PRO A 807 140.993 185.349 195.071 1.00 60.64 C -ATOM 5608 C PRO A 807 140.313 186.656 195.446 1.00 60.64 C -ATOM 5609 O PRO A 807 139.838 186.844 196.568 1.00 60.64 O -ATOM 5610 CB PRO A 807 139.955 184.287 194.694 1.00 60.64 C -ATOM 5611 CG PRO A 807 140.530 183.025 195.169 1.00 60.64 C -ATOM 5612 CD PRO A 807 141.263 183.353 196.429 1.00 60.64 C -ATOM 5613 N ASP A 808 140.268 187.564 194.472 1.00 98.45 N -ATOM 5614 CA ASP A 808 139.631 188.858 194.647 1.00 98.45 C -ATOM 5615 C ASP A 808 138.282 188.835 193.948 1.00 98.45 C -ATOM 5616 O ASP A 808 138.240 188.733 192.713 1.00 98.45 O -ATOM 5617 CB ASP A 808 140.508 189.972 194.081 1.00 98.45 C -ATOM 5618 CG ASP A 808 139.979 191.355 194.406 1.00 98.45 C -ATOM 5619 OD1 ASP A 808 139.304 191.505 195.446 1.00 98.45 O -ATOM 5620 OD2 ASP A 808 140.240 192.293 193.624 1.00 98.45 O1- -ATOM 5621 N PRO A 809 137.163 188.912 194.678 1.00110.68 N -ATOM 5622 CA PRO A 809 135.844 188.890 194.021 1.00110.68 C -ATOM 5623 C PRO A 809 135.521 190.152 193.235 1.00110.68 C -ATOM 5624 O PRO A 809 134.564 190.135 192.448 1.00110.68 O -ATOM 5625 CB PRO A 809 134.868 188.707 195.194 1.00110.68 C -ATOM 5626 CG PRO A 809 135.720 188.268 196.359 1.00110.68 C -ATOM 5627 CD PRO A 809 137.044 188.922 196.143 1.00110.68 C -ATOM 5628 N SER A 810 136.270 191.242 193.432 1.00119.13 N -ATOM 5629 CA SER A 810 136.059 192.453 192.645 1.00119.13 C -ATOM 5630 C SER A 810 136.445 192.254 191.185 1.00119.13 C -ATOM 5631 O SER A 810 135.855 192.884 190.300 1.00119.13 O -ATOM 5632 CB SER A 810 136.849 193.613 193.249 1.00119.13 C -ATOM 5633 OG SER A 810 136.904 194.711 192.354 1.00119.13 O -ATOM 5634 N LYS A 811 137.434 191.405 190.918 1.00110.62 N -ATOM 5635 CA LYS A 811 137.774 191.056 189.549 1.00110.62 C -ATOM 5636 C LYS A 811 136.662 190.205 188.934 1.00110.62 C -ATOM 5637 O LYS A 811 136.011 189.424 189.635 1.00110.62 O -ATOM 5638 CB LYS A 811 139.097 190.294 189.506 1.00110.62 C -ATOM 5639 CG LYS A 811 140.249 190.975 190.228 1.00110.62 C -ATOM 5640 CD LYS A 811 140.807 192.134 189.420 1.00110.62 C -ATOM 5641 CE LYS A 811 142.002 192.765 190.116 1.00110.62 C -ATOM 5642 NZ LYS A 811 143.034 191.751 190.469 1.00110.62 N1+ -ATOM 5643 N PRO A 812 136.406 190.354 187.628 1.00117.73 N -ATOM 5644 CA PRO A 812 135.396 189.489 186.992 1.00117.73 C -ATOM 5645 C PRO A 812 135.833 188.039 186.884 1.00117.73 C -ATOM 5646 O PRO A 812 135.004 187.135 187.047 1.00117.73 O -ATOM 5647 CB PRO A 812 135.194 190.144 185.619 1.00117.73 C -ATOM 5648 CG PRO A 812 136.485 190.837 185.341 1.00117.73 C -ATOM 5649 CD PRO A 812 136.988 191.320 186.677 1.00117.73 C -ATOM 5650 N SER A 813 137.109 187.788 186.612 1.00 96.04 N -ATOM 5651 CA SER A 813 137.672 186.450 186.712 1.00 96.04 C -ATOM 5652 C SER A 813 138.284 186.291 188.096 1.00 96.04 C -ATOM 5653 O SER A 813 139.102 187.117 188.514 1.00 96.04 O -ATOM 5654 CB SER A 813 138.724 186.216 185.627 1.00 96.04 C -ATOM 5655 OG SER A 813 139.169 184.871 185.629 1.00 96.04 O -ATOM 5656 N LYS A 814 137.892 185.231 188.804 1.00 81.89 N -ATOM 5657 CA LYS A 814 138.280 185.048 190.204 1.00 81.89 C -ATOM 5658 C LYS A 814 139.750 184.643 190.276 1.00 81.89 C -ATOM 5659 O LYS A 814 140.107 183.481 190.479 1.00 81.89 O -ATOM 5660 CB LYS A 814 137.380 184.020 190.879 1.00 81.89 C -ATOM 5661 CG LYS A 814 135.923 184.443 190.962 1.00 81.89 C -ATOM 5662 CD LYS A 814 135.081 183.387 191.654 1.00 81.89 C -ATOM 5663 CE LYS A 814 133.623 183.804 191.724 1.00 81.89 C -ATOM 5664 NZ LYS A 814 132.798 182.784 192.425 1.00 81.89 N1+ -ATOM 5665 N ARG A 815 140.617 185.641 190.121 1.00 56.48 N -ATOM 5666 CA ARG A 815 142.060 185.465 190.129 1.00 56.48 C -ATOM 5667 C ARG A 815 142.666 186.421 191.143 1.00 56.48 C -ATOM 5668 O ARG A 815 142.172 187.537 191.325 1.00 56.48 O -ATOM 5669 CB ARG A 815 142.659 185.726 188.743 1.00 56.48 C -ATOM 5670 CG ARG A 815 142.362 184.648 187.719 1.00 56.48 C -ATOM 5671 CD ARG A 815 143.518 184.482 186.755 1.00 56.48 C -ATOM 5672 NE ARG A 815 143.792 185.717 186.031 1.00 56.48 N -ATOM 5673 CZ ARG A 815 143.344 185.985 184.813 1.00 56.48 C -ATOM 5674 NH1 ARG A 815 142.580 185.129 184.154 1.00 56.48 N1+ -ATOM 5675 NH2 ARG A 815 143.667 187.142 184.242 1.00 56.48 N -ATOM 5676 N SER A 816 143.736 185.981 191.799 1.00 50.06 N -ATOM 5677 CA SER A 816 144.403 186.822 192.778 1.00 50.06 C -ATOM 5678 C SER A 816 145.274 187.867 192.082 1.00 50.06 C -ATOM 5679 O SER A 816 145.422 187.880 190.856 1.00 50.06 O -ATOM 5680 CB SER A 816 145.241 185.976 193.734 1.00 50.06 C -ATOM 5681 OG SER A 816 146.254 185.268 193.052 1.00 50.06 O -ATOM 5682 N PHE A 817 145.849 188.761 192.892 1.00 46.55 N -ATOM 5683 CA PHE A 817 146.681 189.838 192.361 1.00 46.55 C -ATOM 5684 C PHE A 817 147.971 189.294 191.752 1.00 46.55 C -ATOM 5685 O PHE A 817 148.408 189.760 190.691 1.00 46.55 O -ATOM 5686 CB PHE A 817 146.978 190.852 193.468 1.00 46.55 C -ATOM 5687 CG PHE A 817 148.011 191.881 193.100 1.00 46.55 C -ATOM 5688 CD1 PHE A 817 147.770 192.791 192.083 1.00 46.55 C -ATOM 5689 CD2 PHE A 817 149.213 191.952 193.788 1.00 46.55 C -ATOM 5690 CE1 PHE A 817 148.716 193.745 191.746 1.00 46.55 C -ATOM 5691 CE2 PHE A 817 150.164 192.903 193.458 1.00 46.55 C -ATOM 5692 CZ PHE A 817 149.914 193.801 192.435 1.00 46.55 C -ATOM 5693 N ILE A 818 148.575 188.290 192.392 1.00 40.69 N -ATOM 5694 CA ILE A 818 149.791 187.683 191.857 1.00 40.69 C -ATOM 5695 C ILE A 818 149.490 186.902 190.579 1.00 40.69 C -ATOM 5696 O ILE A 818 150.284 186.919 189.632 1.00 40.69 O -ATOM 5697 CB ILE A 818 150.465 186.812 192.935 1.00 40.69 C -ATOM 5698 CG1 ILE A 818 150.700 187.647 194.199 1.00 40.69 C -ATOM 5699 CG2 ILE A 818 151.778 186.220 192.431 1.00 40.69 C -ATOM 5700 CD1 ILE A 818 151.594 186.994 195.238 1.00 40.69 C -ATOM 5701 N GLU A 819 148.330 186.236 190.516 1.00 43.44 N -ATOM 5702 CA GLU A 819 147.929 185.556 189.284 1.00 43.44 C -ATOM 5703 C GLU A 819 147.647 186.547 188.161 1.00 43.44 C -ATOM 5704 O GLU A 819 147.932 186.260 186.993 1.00 43.44 O -ATOM 5705 CB GLU A 819 146.705 184.674 189.527 1.00 43.44 C -ATOM 5706 CG GLU A 819 146.952 183.481 190.429 1.00 43.44 C -ATOM 5707 CD GLU A 819 145.700 182.656 190.650 1.00 43.44 C -ATOM 5708 OE1 GLU A 819 144.619 183.089 190.201 1.00 43.44 O -ATOM 5709 OE2 GLU A 819 145.794 181.577 191.270 1.00 43.44 O1- -ATOM 5710 N ASP A 820 147.090 187.715 188.494 1.00 51.52 N -ATOM 5711 CA ASP A 820 146.891 188.758 187.491 1.00 51.52 C -ATOM 5712 C ASP A 820 148.222 189.296 186.982 1.00 51.52 C -ATOM 5713 O ASP A 820 148.368 189.568 185.783 1.00 51.52 O -ATOM 5714 CB ASP A 820 146.038 189.889 188.065 1.00 51.52 C -ATOM 5715 CG ASP A 820 144.554 189.652 187.873 1.00 51.52 C -ATOM 5716 OD1 ASP A 820 144.189 188.918 186.931 1.00 51.52 O -ATOM 5717 OD2 ASP A 820 143.753 190.202 188.657 1.00 51.52 O1- -ATOM 5718 N LEU A 821 149.205 189.439 187.878 1.00 42.12 N -ATOM 5719 CA LEU A 821 150.551 189.825 187.457 1.00 42.12 C -ATOM 5720 C LEU A 821 151.177 188.774 186.546 1.00 42.12 C -ATOM 5721 O LEU A 821 151.762 189.115 185.511 1.00 42.12 O -ATOM 5722 CB LEU A 821 151.440 190.062 188.676 1.00 42.12 C -ATOM 5723 CG LEU A 821 151.147 191.290 189.535 1.00 42.12 C -ATOM 5724 CD1 LEU A 821 152.152 191.387 190.668 1.00 42.12 C -ATOM 5725 CD2 LEU A 821 151.164 192.553 188.692 1.00 42.12 C -ATOM 5726 N LEU A 822 151.042 187.492 186.904 1.00 41.05 N -ATOM 5727 CA LEU A 822 151.601 186.410 186.093 1.00 41.05 C -ATOM 5728 C LEU A 822 150.911 186.297 184.740 1.00 41.05 C -ATOM 5729 O LEU A 822 151.542 185.899 183.755 1.00 41.05 O -ATOM 5730 CB LEU A 822 151.499 185.079 186.839 1.00 41.05 C -ATOM 5731 CG LEU A 822 152.351 184.879 188.092 1.00 41.05 C -ATOM 5732 CD1 LEU A 822 151.967 183.587 188.787 1.00 41.05 C -ATOM 5733 CD2 LEU A 822 153.828 184.886 187.753 1.00 41.05 C -ATOM 5734 N PHE A 823 149.622 186.635 184.672 1.00 46.17 N -ATOM 5735 CA PHE A 823 148.944 186.680 183.383 1.00 46.17 C -ATOM 5736 C PHE A 823 149.369 187.894 182.569 1.00 46.17 C -ATOM 5737 O PHE A 823 149.417 187.824 181.336 1.00 46.17 O -ATOM 5738 CB PHE A 823 147.430 186.674 183.588 1.00 46.17 C -ATOM 5739 CG PHE A 823 146.817 185.307 183.517 1.00 46.17 C -ATOM 5740 CD1 PHE A 823 147.082 184.361 184.497 1.00 46.17 C -ATOM 5741 CD2 PHE A 823 145.978 184.965 182.468 1.00 46.17 C -ATOM 5742 CE1 PHE A 823 146.520 183.098 184.432 1.00 46.17 C -ATOM 5743 CE2 PHE A 823 145.413 183.704 182.396 1.00 46.17 C -ATOM 5744 CZ PHE A 823 145.684 182.770 183.380 1.00 46.17 C -ATOM 5745 N ASN A 824 149.680 189.011 183.232 1.00 44.06 N -ATOM 5746 CA ASN A 824 150.102 190.205 182.509 1.00 44.06 C -ATOM 5747 C ASN A 824 151.535 190.111 181.995 1.00 44.06 C -ATOM 5748 O ASN A 824 151.863 190.761 180.996 1.00 44.06 O -ATOM 5749 CB ASN A 824 149.950 191.442 183.395 1.00 44.06 C -ATOM 5750 CG ASN A 824 148.504 191.855 183.572 1.00 44.06 C -ATOM 5751 OD1 ASN A 824 147.613 191.347 182.892 1.00 44.06 O -ATOM 5752 ND2 ASN A 824 148.262 192.787 184.487 1.00 44.06 N -ATOM 5753 N LYS A 825 152.403 189.336 182.656 1.00 47.50 N -ATOM 5754 CA LYS A 825 153.788 189.248 182.192 1.00 47.50 C -ATOM 5755 C LYS A 825 153.905 188.432 180.910 1.00 47.50 C -ATOM 5756 O LYS A 825 154.681 188.786 180.015 1.00 47.50 O -ATOM 5757 CB LYS A 825 154.696 188.660 183.276 1.00 47.50 C -ATOM 5758 CG LYS A 825 154.811 189.457 184.579 1.00 47.50 C -ATOM 5759 CD LYS A 825 155.527 190.796 184.424 1.00 47.50 C -ATOM 5760 CE LYS A 825 154.570 191.984 184.489 1.00 47.50 C -ATOM 5761 NZ LYS A 825 155.293 193.282 184.429 1.00 47.50 N1+ -ATOM 5762 N VAL A 826 153.152 187.342 180.796 1.00 50.96 N -ATOM 5763 CA VAL A 826 153.208 186.510 179.599 1.00 50.96 C -ATOM 5764 C VAL A 826 152.353 187.152 178.515 1.00 50.96 C -ATOM 5765 O VAL A 826 151.153 187.379 178.705 1.00 50.96 O -ATOM 5766 CB VAL A 826 152.750 185.074 179.893 1.00 50.96 C -ATOM 5767 CG1 VAL A 826 152.447 184.327 178.601 1.00 50.96 C -ATOM 5768 CG2 VAL A 826 153.819 184.336 180.657 1.00 50.96 C -ATOM 5769 N THR A 827 152.976 187.461 177.380 1.00 65.72 N -ATOM 5770 CA THR A 827 152.259 187.911 176.189 1.00 65.72 C -ATOM 5771 C THR A 827 151.791 186.658 175.463 1.00 65.72 C -ATOM 5772 O THR A 827 152.593 185.885 174.937 1.00 65.72 O -ATOM 5773 CB THR A 827 153.146 188.778 175.306 1.00 65.72 C -ATOM 5774 OG1 THR A 827 154.355 188.072 175.001 1.00 65.72 O -ATOM 5775 CG2 THR A 827 153.488 190.080 176.014 1.00 65.72 C -ATOM 5776 N LEU A 828 150.474 186.442 175.471 1.00 84.96 N -ATOM 5777 CA LEU A 828 149.862 185.257 174.881 1.00 84.96 C -ATOM 5778 C LEU A 828 150.076 185.201 173.373 1.00 84.96 C -ATOM 5779 O LEU A 828 150.214 184.108 172.813 1.00 84.96 O -ATOM 5780 CB LEU A 828 148.370 185.211 175.215 1.00 84.96 C -ATOM 5781 CG LEU A 828 147.694 183.848 175.072 1.00 84.96 C -ATOM 5782 CD1 LEU A 828 148.378 182.826 175.965 1.00 84.96 C -ATOM 5783 CD2 LEU A 828 146.219 183.953 175.419 1.00 84.96 C -ATOM 5784 N ALA A 829 150.115 186.375 172.733 1.00119.58 N -ATOM 5785 CA ALA A 829 150.430 186.582 171.303 1.00119.58 C -ATOM 5786 C ALA A 829 149.388 185.836 170.470 1.00119.58 C -ATOM 5787 O ALA A 829 148.198 186.180 170.553 1.00119.58 O -ATOM 5788 CB ALA A 829 151.887 186.212 171.028 1.00119.58 C -ATOM 5789 N ASP A 830 149.778 184.857 169.655 1.00142.03 N -ATOM 5790 CA ASP A 830 148.819 184.071 168.892 1.00142.03 C -ATOM 5791 C ASP A 830 147.976 183.204 169.823 1.00142.03 C -ATOM 5792 O ASP A 830 148.372 182.905 170.953 1.00142.03 O -ATOM 5793 CB ASP A 830 149.543 183.201 167.864 1.00142.03 C -ATOM 5794 CG ASP A 830 150.067 184.003 166.687 1.00142.03 C -ATOM 5795 OD1 ASP A 830 149.658 185.174 166.533 1.00142.03 O -ATOM 5796 OD2 ASP A 830 150.891 183.465 165.918 1.00142.03 O1- -ATOM 5797 N ALA A 831 146.782 182.840 169.336 1.00158.72 N -ATOM 5798 CA ALA A 831 145.695 182.168 170.061 1.00158.72 C -ATOM 5799 C ALA A 831 145.168 182.990 171.231 1.00158.72 C -ATOM 5800 O ALA A 831 144.561 182.434 172.153 1.00158.72 O -ATOM 5801 CB ALA A 831 146.071 180.757 170.539 1.00158.72 C -ATOM 5802 N GLY A 832 145.381 184.304 171.224 1.00167.75 N -ATOM 5803 CA GLY A 832 144.708 185.153 172.190 1.00167.75 C -ATOM 5804 C GLY A 832 143.246 185.328 171.821 1.00167.75 C -ATOM 5805 O GLY A 832 142.909 185.602 170.666 1.00167.75 O -ATOM 5806 N PHE A 833 142.377 185.188 172.832 1.00164.50 N -ATOM 5807 CA PHE A 833 140.908 185.097 172.703 1.00164.50 C -ATOM 5808 C PHE A 833 140.616 183.946 171.736 1.00164.50 C -ATOM 5809 O PHE A 833 141.211 182.870 171.883 1.00164.50 O -ATOM 5810 CB PHE A 833 140.318 186.458 172.329 1.00164.50 C -ATOM 5811 CG PHE A 833 138.828 186.553 172.520 1.00164.50 C -ATOM 5812 CD1 PHE A 833 138.246 186.200 173.729 1.00164.50 C -ATOM 5813 CD2 PHE A 833 138.012 186.991 171.487 1.00164.50 C -ATOM 5814 CE1 PHE A 833 136.875 186.284 173.906 1.00164.50 C -ATOM 5815 CE2 PHE A 833 136.640 187.078 171.656 1.00164.50 C -ATOM 5816 CZ PHE A 833 136.071 186.724 172.867 1.00164.50 C -ATOM 5817 N ILE A 834 139.732 184.115 170.757 1.00149.30 N -ATOM 5818 CA ILE A 834 139.497 183.112 169.727 1.00149.30 C -ATOM 5819 C ILE A 834 139.396 183.815 168.377 1.00149.30 C -ATOM 5820 O ILE A 834 138.811 184.899 168.274 1.00149.30 O -ATOM 5821 CB ILE A 834 138.243 182.258 170.032 1.00149.30 C -ATOM 5822 CG1 ILE A 834 138.060 181.153 168.984 1.00149.30 C -ATOM 5823 CG2 ILE A 834 136.986 183.113 170.237 1.00149.30 C -ATOM 5824 CD1 ILE A 834 137.007 180.152 169.326 1.00149.30 C -ATOM 5825 N LYS A 835 140.032 183.234 167.360 1.00116.51 N -ATOM 5826 CA LYS A 835 139.898 183.716 165.986 1.00116.51 C -ATOM 5827 C LYS A 835 138.766 182.954 165.294 1.00116.51 C -ATOM 5828 O LYS A 835 138.974 182.075 164.454 1.00116.51 O -ATOM 5829 CB LYS A 835 141.220 183.573 165.241 1.00116.51 C -ATOM 5830 CG LYS A 835 142.183 184.737 165.440 1.00116.51 C -ATOM 5831 CD LYS A 835 141.606 186.037 164.898 1.00116.51 C -ATOM 5832 CE LYS A 835 142.554 187.207 165.120 1.00116.51 C -ATOM 5833 NZ LYS A 835 142.868 187.414 166.562 1.00116.51 N1+ -ATOM 5834 N GLN A 836 137.542 183.310 165.682 1.00129.82 N -ATOM 5835 CA GLN A 836 136.350 182.764 165.047 1.00129.82 C -ATOM 5836 C GLN A 836 136.222 183.289 163.625 1.00129.82 C -ATOM 5837 O GLN A 836 136.716 184.368 163.290 1.00129.82 O -ATOM 5838 CB GLN A 836 135.095 183.127 165.840 1.00129.82 C -ATOM 5839 CG GLN A 836 134.960 182.421 167.172 1.00129.82 C -ATOM 5840 CD GLN A 836 133.697 182.814 167.914 1.00129.82 C -ATOM 5841 OE1 GLN A 836 132.940 183.675 167.466 1.00129.82 O -ATOM 5842 NE2 GLN A 836 133.465 182.182 169.058 1.00129.82 N -ATOM 5843 N TYR A 837 135.565 182.505 162.777 1.00114.25 N -ATOM 5844 CA TYR A 837 135.452 182.892 161.377 1.00114.25 C -ATOM 5845 C TYR A 837 134.404 183.982 161.210 1.00114.25 C -ATOM 5846 O TYR A 837 133.388 184.009 161.909 1.00114.25 O -ATOM 5847 CB TYR A 837 135.128 181.688 160.492 1.00114.25 C -ATOM 5848 CG TYR A 837 136.313 180.778 160.214 1.00114.25 C -ATOM 5849 CD1 TYR A 837 136.224 179.778 159.262 1.00114.25 C -ATOM 5850 CD2 TYR A 837 137.519 180.921 160.899 1.00114.25 C -ATOM 5851 CE1 TYR A 837 137.293 178.960 159.000 1.00114.25 C -ATOM 5852 CE2 TYR A 837 138.582 180.096 160.653 1.00114.25 C -ATOM 5853 CZ TYR A 837 138.468 179.115 159.702 1.00114.25 C -ATOM 5854 OH TYR A 837 139.535 178.286 159.443 1.00114.25 O -ATOM 5855 N GLY A 838 134.665 184.889 160.275 1.00146.10 N -ATOM 5856 CA GLY A 838 133.941 186.139 160.196 1.00146.10 C -ATOM 5857 C GLY A 838 134.870 187.272 160.570 1.00146.10 C -ATOM 5858 O GLY A 838 134.809 188.367 160.002 1.00146.10 O -ATOM 5859 N ASP A 839 135.749 187.000 161.539 1.00151.88 N -ATOM 5860 CA ASP A 839 136.747 187.980 161.956 1.00151.88 C -ATOM 5861 C ASP A 839 137.901 188.053 160.961 1.00151.88 C -ATOM 5862 O ASP A 839 138.443 189.136 160.711 1.00151.88 O -ATOM 5863 CB ASP A 839 137.247 187.629 163.357 1.00151.88 C -ATOM 5864 CG ASP A 839 136.183 187.830 164.419 1.00151.88 C -ATOM 5865 OD1 ASP A 839 135.315 188.708 164.233 1.00151.88 O -ATOM 5866 OD2 ASP A 839 136.194 187.089 165.424 1.00151.88 O1- -ATOM 5867 N CYS A 840 138.310 186.908 160.405 1.00153.58 N -ATOM 5868 CA CYS A 840 139.261 186.919 159.292 1.00153.58 C -ATOM 5869 C CYS A 840 138.625 187.189 157.933 1.00153.58 C -ATOM 5870 O CYS A 840 139.353 187.369 156.950 1.00153.58 O -ATOM 5871 CB CYS A 840 140.079 185.627 159.245 1.00153.58 C -ATOM 5872 SG CYS A 840 141.214 185.407 160.607 1.00153.58 S -ATOM 5873 N LEU A 841 137.295 187.193 157.829 1.00161.56 N -ATOM 5874 CA LEU A 841 136.689 187.610 156.566 1.00161.56 C -ATOM 5875 C LEU A 841 136.912 189.097 156.314 1.00161.56 C -ATOM 5876 O LEU A 841 137.127 189.513 155.169 1.00161.56 O -ATOM 5877 CB LEU A 841 135.207 187.245 156.536 1.00161.56 C -ATOM 5878 CG LEU A 841 134.948 185.739 156.672 1.00161.56 C -ATOM 5879 CD1 LEU A 841 133.476 185.416 156.458 1.00161.56 C -ATOM 5880 CD2 LEU A 841 135.824 184.915 155.722 1.00161.56 C -ATOM 5881 N GLY A 842 136.868 189.911 157.365 1.00176.08 N -ATOM 5882 CA GLY A 842 137.344 191.280 157.277 1.00176.08 C -ATOM 5883 C GLY A 842 138.858 191.347 157.227 1.00176.08 C -ATOM 5884 O GLY A 842 139.532 190.735 158.061 1.00176.08 O -ATOM 5885 N ASP A 843 139.411 192.084 156.264 1.00178.94 N -ATOM 5886 CA ASP A 843 140.852 192.141 156.068 1.00178.94 C -ATOM 5887 C ASP A 843 141.322 193.582 155.928 1.00178.94 C -ATOM 5888 O ASP A 843 140.618 194.434 155.380 1.00178.94 O -ATOM 5889 CB ASP A 843 141.279 191.342 154.829 1.00178.94 C -ATOM 5890 CG ASP A 843 142.741 190.945 154.868 1.00178.94 C -ATOM 5891 OD1 ASP A 843 143.373 191.105 155.933 1.00178.94 O -ATOM 5892 OD2 ASP A 843 143.258 190.473 153.833 1.00178.94 O1- -ATOM 5893 N ILE A 844 142.530 193.842 156.432 1.00188.03 N -ATOM 5894 CA ILE A 844 143.200 195.126 156.284 1.00188.03 C -ATOM 5895 C ILE A 844 144.603 194.877 155.739 1.00188.03 C -ATOM 5896 O ILE A 844 144.946 193.765 155.333 1.00188.03 O -ATOM 5897 CB ILE A 844 143.255 195.929 157.602 1.00188.03 C -ATOM 5898 CG1 ILE A 844 143.830 195.080 158.736 1.00188.03 C -ATOM 5899 CG2 ILE A 844 141.877 196.461 157.969 1.00188.03 C -ATOM 5900 CD1 ILE A 844 144.477 195.900 159.834 1.00188.03 C -ATOM 5901 N ALA A 845 145.405 195.947 155.713 1.00179.76 N -ATOM 5902 CA ALA A 845 146.734 195.886 155.105 1.00179.76 C -ATOM 5903 C ALA A 845 147.682 194.986 155.892 1.00179.76 C -ATOM 5904 O ALA A 845 148.433 194.199 155.303 1.00179.76 O -ATOM 5905 CB ALA A 845 147.314 197.294 154.977 1.00179.76 C -ATOM 5906 N ALA A 846 147.667 195.086 157.218 1.00174.38 N -ATOM 5907 CA ALA A 846 148.481 194.234 158.075 1.00174.38 C -ATOM 5908 C ALA A 846 147.606 193.138 158.670 1.00174.38 C -ATOM 5909 O ALA A 846 146.633 193.428 159.372 1.00174.38 O -ATOM 5910 CB ALA A 846 149.146 195.048 159.186 1.00174.38 C -ATOM 5911 N ARG A 847 147.963 191.885 158.403 1.00142.54 N -ATOM 5912 CA ARG A 847 147.134 190.741 158.758 1.00142.54 C -ATOM 5913 C ARG A 847 147.835 189.903 159.820 1.00142.54 C -ATOM 5914 O ARG A 847 149.057 189.726 159.778 1.00142.54 O -ATOM 5915 CB ARG A 847 146.815 189.896 157.510 1.00142.54 C -ATOM 5916 CG ARG A 847 145.952 188.666 157.762 1.00142.54 C -ATOM 5917 CD ARG A 847 145.124 188.299 156.546 1.00142.54 C -ATOM 5918 NE ARG A 847 145.949 187.873 155.423 1.00142.54 N -ATOM 5919 CZ ARG A 847 145.482 187.623 154.208 1.00142.54 C -ATOM 5920 NH1 ARG A 847 144.197 187.753 153.921 1.00142.54 N1+ -ATOM 5921 NH2 ARG A 847 146.324 187.231 153.257 1.00142.54 N -ATOM 5922 N ASP A 848 147.052 189.409 160.781 1.00121.19 N -ATOM 5923 CA ASP A 848 147.586 188.610 161.876 1.00121.19 C -ATOM 5924 C ASP A 848 148.099 187.260 161.385 1.00121.19 C -ATOM 5925 O ASP A 848 147.567 186.675 160.434 1.00121.19 O -ATOM 5926 CB ASP A 848 146.512 188.409 162.944 1.00121.19 C -ATOM 5927 CG ASP A 848 146.075 189.713 163.581 1.00121.19 C -ATOM 5928 OD1 ASP A 848 146.699 190.754 163.288 1.00121.19 O -ATOM 5929 OD2 ASP A 848 145.105 189.700 164.367 1.00121.19 O1- -ATOM 5930 N LEU A 849 149.153 186.773 162.047 1.00 94.90 N -ATOM 5931 CA LEU A 849 149.789 185.523 161.642 1.00 94.90 C -ATOM 5932 C LEU A 849 148.900 184.323 161.944 1.00 94.90 C -ATOM 5933 O LEU A 849 148.908 183.336 161.198 1.00 94.90 O -ATOM 5934 CB LEU A 849 151.149 185.368 162.328 1.00 94.90 C -ATOM 5935 CG LEU A 849 152.408 186.038 161.753 1.00 94.90 C -ATOM 5936 CD1 LEU A 849 152.702 185.524 160.346 1.00 94.90 C -ATOM 5937 CD2 LEU A 849 152.376 187.568 161.784 1.00 94.90 C -ATOM 5938 N ILE A 850 148.126 184.392 163.034 1.00 96.45 N -ATOM 5939 CA ILE A 850 147.131 183.359 163.316 1.00 96.45 C -ATOM 5940 C ILE A 850 146.054 183.339 162.236 1.00 96.45 C -ATOM 5941 O ILE A 850 145.609 182.270 161.805 1.00 96.45 O -ATOM 5942 CB ILE A 850 146.538 183.542 164.731 1.00 96.45 C -ATOM 5943 CG1 ILE A 850 145.520 182.435 165.025 1.00 96.45 C -ATOM 5944 CG2 ILE A 850 145.994 184.955 164.970 1.00 96.45 C -ATOM 5945 CD1 ILE A 850 145.051 182.377 166.437 1.00 96.45 C -ATOM 5946 N CYS A 851 145.679 184.515 161.731 1.00 99.76 N -ATOM 5947 CA CYS A 851 144.693 184.609 160.662 1.00 99.76 C -ATOM 5948 C CYS A 851 145.244 184.040 159.351 1.00 99.76 C -ATOM 5949 O CYS A 851 144.535 183.335 158.617 1.00 99.76 O -ATOM 5950 CB CYS A 851 144.281 186.076 160.529 1.00 99.76 C -ATOM 5951 SG CYS A 851 142.712 186.486 159.760 1.00 99.76 S -ATOM 5952 N ALA A 852 146.525 184.301 159.067 1.00 83.45 N -ATOM 5953 CA ALA A 852 147.158 183.772 157.858 1.00 83.45 C -ATOM 5954 C ALA A 852 147.307 182.252 157.914 1.00 83.45 C -ATOM 5955 O ALA A 852 147.010 181.550 156.939 1.00 83.45 O -ATOM 5956 CB ALA A 852 148.515 184.439 157.646 1.00 83.45 C -ATOM 5957 N GLN A 853 147.765 181.719 159.052 1.00 70.93 N -ATOM 5958 CA GLN A 853 147.873 180.271 159.194 1.00 70.93 C -ATOM 5959 C GLN A 853 146.514 179.595 159.333 1.00 70.93 C -ATOM 5960 O GLN A 853 146.410 178.385 159.104 1.00 70.93 O -ATOM 5961 CB GLN A 853 148.763 179.921 160.389 1.00 70.93 C -ATOM 5962 CG GLN A 853 148.133 180.115 161.745 1.00 70.93 C -ATOM 5963 CD GLN A 853 149.160 180.413 162.815 1.00 70.93 C -ATOM 5964 OE1 GLN A 853 150.326 180.668 162.516 1.00 70.93 O -ATOM 5965 NE2 GLN A 853 148.729 180.400 164.069 1.00 70.93 N -ATOM 5966 N LYS A 854 145.477 180.353 159.693 1.00 75.57 N -ATOM 5967 CA LYS A 854 144.118 179.834 159.667 1.00 75.57 C -ATOM 5968 C LYS A 854 143.614 179.721 158.236 1.00 75.57 C -ATOM 5969 O LYS A 854 142.881 178.784 157.900 1.00 75.57 O -ATOM 5970 CB LYS A 854 143.217 180.749 160.492 1.00 75.57 C -ATOM 5971 CG LYS A 854 142.082 180.062 161.208 1.00 75.57 C -ATOM 5972 CD LYS A 854 142.588 179.149 162.310 1.00 75.57 C -ATOM 5973 CE LYS A 854 141.433 178.478 163.035 1.00 75.57 C -ATOM 5974 NZ LYS A 854 140.658 177.572 162.148 1.00 75.57 N1+ -ATOM 5975 N PHE A 855 143.990 180.681 157.382 1.00 81.93 N -ATOM 5976 CA PHE A 855 143.742 180.530 155.949 1.00 81.93 C -ATOM 5977 C PHE A 855 144.559 179.394 155.347 1.00 81.93 C -ATOM 5978 O PHE A 855 144.127 178.775 154.368 1.00 81.93 O -ATOM 5979 CB PHE A 855 144.055 181.821 155.196 1.00 81.93 C -ATOM 5980 CG PHE A 855 143.121 182.951 155.497 1.00 81.93 C -ATOM 5981 CD1 PHE A 855 141.816 182.710 155.901 1.00 81.93 C -ATOM 5982 CD2 PHE A 855 143.543 184.261 155.341 1.00 81.93 C -ATOM 5983 CE1 PHE A 855 140.958 183.759 156.161 1.00 81.93 C -ATOM 5984 CE2 PHE A 855 142.692 185.311 155.600 1.00 81.93 C -ATOM 5985 CZ PHE A 855 141.401 185.061 156.008 1.00 81.93 C -ATOM 5986 N LYS A 856 145.733 179.109 155.906 1.00 59.38 N -ATOM 5987 CA LYS A 856 146.589 178.052 155.378 1.00 59.38 C -ATOM 5988 C LYS A 856 146.176 176.657 155.832 1.00 59.38 C -ATOM 5989 O LYS A 856 146.779 175.678 155.381 1.00 59.38 O -ATOM 5990 CB LYS A 856 148.047 178.311 155.766 1.00 59.38 C -ATOM 5991 CG LYS A 856 148.919 178.829 154.627 1.00 59.38 C -ATOM 5992 CD LYS A 856 148.299 180.030 153.929 1.00 59.38 C -ATOM 5993 CE LYS A 856 148.966 180.295 152.590 1.00 59.38 C -ATOM 5994 NZ LYS A 856 148.330 181.433 151.872 1.00 59.38 N1+ -ATOM 5995 N GLY A 857 145.178 176.537 156.701 1.00 52.93 N -ATOM 5996 CA GLY A 857 144.676 175.244 157.115 1.00 52.93 C -ATOM 5997 C GLY A 857 145.175 174.732 158.446 1.00 52.93 C -ATOM 5998 O GLY A 857 144.901 173.575 158.782 1.00 52.93 O -ATOM 5999 N LEU A 858 145.896 175.547 159.211 1.00 45.48 N -ATOM 6000 CA LEU A 858 146.413 175.155 160.517 1.00 45.48 C -ATOM 6001 C LEU A 858 145.503 175.752 161.584 1.00 45.48 C -ATOM 6002 O LEU A 858 145.425 176.977 161.724 1.00 45.48 O -ATOM 6003 CB LEU A 858 147.850 175.638 160.693 1.00 45.48 C -ATOM 6004 CG LEU A 858 148.832 175.264 159.582 1.00 45.48 C -ATOM 6005 CD1 LEU A 858 150.143 176.009 159.757 1.00 45.48 C -ATOM 6006 CD2 LEU A 858 149.064 173.769 159.547 1.00 45.48 C -ATOM 6007 N THR A 859 144.818 174.896 162.334 1.00 42.00 N -ATOM 6008 CA THR A 859 143.865 175.340 163.337 1.00 42.00 C -ATOM 6009 C THR A 859 144.426 175.118 164.735 1.00 42.00 C -ATOM 6010 O THR A 859 145.258 174.236 164.965 1.00 42.00 O -ATOM 6011 CB THR A 859 142.529 174.604 163.192 1.00 42.00 C -ATOM 6012 OG1 THR A 859 142.655 173.279 163.721 1.00 42.00 O -ATOM 6013 CG2 THR A 859 142.129 174.515 161.728 1.00 42.00 C -ATOM 6014 N VAL A 860 143.952 175.932 165.673 1.00 35.32 N -ATOM 6015 CA VAL A 860 144.333 175.839 167.077 1.00 35.32 C -ATOM 6016 C VAL A 860 143.074 175.524 167.872 1.00 35.32 C -ATOM 6017 O VAL A 860 142.079 176.255 167.787 1.00 35.32 O -ATOM 6018 CB VAL A 860 145.004 177.131 167.571 1.00 35.32 C -ATOM 6019 CG1 VAL A 860 144.953 177.233 169.088 1.00 35.32 C -ATOM 6020 CG2 VAL A 860 146.442 177.193 167.083 1.00 35.32 C -ATOM 6021 N LEU A 861 143.111 174.417 168.635 1.00 35.50 N -ATOM 6022 CA LEU A 861 141.978 173.992 169.440 1.00 35.50 C -ATOM 6023 C LEU A 861 142.042 174.615 170.832 1.00 35.50 C -ATOM 6024 O LEU A 861 143.129 174.784 171.393 1.00 35.50 O -ATOM 6025 CB LEU A 861 141.954 172.470 169.558 1.00 35.50 C -ATOM 6026 CG LEU A 861 142.042 171.696 168.243 1.00 35.50 C -ATOM 6027 CD1 LEU A 861 142.043 170.200 168.504 1.00 35.50 C -ATOM 6028 CD2 LEU A 861 140.899 172.079 167.320 1.00 35.50 C -ATOM 6029 N PRO A 862 140.898 174.977 171.409 1.00 33.38 N -ATOM 6030 CA PRO A 862 140.896 175.552 172.755 1.00 33.38 C -ATOM 6031 C PRO A 862 141.155 174.485 173.803 1.00 33.38 C -ATOM 6032 O PRO A 862 140.883 173.298 173.569 1.00 33.38 O -ATOM 6033 CB PRO A 862 139.480 176.129 172.882 1.00 33.38 C -ATOM 6034 CG PRO A 862 138.661 175.243 172.020 1.00 33.38 C -ATOM 6035 CD PRO A 862 139.539 174.925 170.840 1.00 33.38 C -ATOM 6036 N PRO A 863 141.695 174.859 174.961 1.00 32.16 N -ATOM 6037 CA PRO A 863 141.832 173.891 176.053 1.00 32.16 C -ATOM 6038 C PRO A 863 140.480 173.546 176.655 1.00 32.16 C -ATOM 6039 O PRO A 863 139.514 174.308 176.567 1.00 32.16 O -ATOM 6040 CB PRO A 863 142.722 174.618 177.065 1.00 32.16 C -ATOM 6041 CG PRO A 863 142.474 176.060 176.801 1.00 32.16 C -ATOM 6042 CD PRO A 863 142.258 176.173 175.319 1.00 32.16 C -ATOM 6043 N LEU A 864 140.422 172.359 177.263 1.00 34.36 N -ATOM 6044 CA LEU A 864 139.187 171.911 177.899 1.00 34.36 C -ATOM 6045 C LEU A 864 138.869 172.735 179.140 1.00 34.36 C -ATOM 6046 O LEU A 864 137.708 173.091 179.374 1.00 34.36 O -ATOM 6047 CB LEU A 864 139.290 170.425 178.248 1.00 34.36 C -ATOM 6048 CG LEU A 864 138.148 169.815 179.064 1.00 34.36 C -ATOM 6049 CD1 LEU A 864 136.827 169.936 178.326 1.00 34.36 C -ATOM 6050 CD2 LEU A 864 138.443 168.362 179.400 1.00 34.36 C -ATOM 6051 N LEU A 865 139.882 173.066 179.933 1.00 37.48 N -ATOM 6052 CA LEU A 865 139.688 173.755 181.201 1.00 37.48 C -ATOM 6053 C LEU A 865 139.907 175.252 181.016 1.00 37.48 C -ATOM 6054 O LEU A 865 140.967 175.680 180.547 1.00 37.48 O -ATOM 6055 CB LEU A 865 140.626 173.196 182.270 1.00 37.48 C -ATOM 6056 CG LEU A 865 140.128 171.920 182.953 1.00 37.48 C -ATOM 6057 CD1 LEU A 865 141.194 171.322 183.853 1.00 37.48 C -ATOM 6058 CD2 LEU A 865 138.863 172.211 183.739 1.00 37.48 C -ATOM 6059 N THR A 866 138.898 176.035 181.382 1.00 45.45 N -ATOM 6060 CA THR A 866 138.979 177.487 181.337 1.00 45.45 C -ATOM 6061 C THR A 866 139.926 177.965 182.442 1.00 45.45 C -ATOM 6062 O THR A 866 140.099 177.295 183.466 1.00 45.45 O -ATOM 6063 CB THR A 866 137.556 178.063 181.483 1.00 45.45 C -ATOM 6064 OG1 THR A 866 136.748 177.569 180.410 1.00 45.45 O -ATOM 6065 CG2 THR A 866 137.495 179.594 181.400 1.00 45.45 C -ATOM 6066 N ASP A 867 140.588 179.108 182.201 1.00 49.36 N -ATOM 6067 CA ASP A 867 141.483 179.699 183.194 1.00 49.36 C -ATOM 6068 C ASP A 867 140.755 180.068 184.482 1.00 49.36 C -ATOM 6069 O ASP A 867 141.361 180.050 185.558 1.00 49.36 O -ATOM 6070 CB ASP A 867 142.169 180.933 182.609 1.00 49.36 C -ATOM 6071 CG ASP A 867 143.003 180.609 181.388 1.00 49.36 C -ATOM 6072 OD1 ASP A 867 143.103 179.416 181.035 1.00 49.36 O -ATOM 6073 OD2 ASP A 867 143.554 181.549 180.776 1.00 49.36 O1- -ATOM 6074 N GLU A 868 139.458 180.380 184.396 1.00 56.84 N -ATOM 6075 CA GLU A 868 138.648 180.554 185.599 1.00 56.84 C -ATOM 6076 C GLU A 868 138.536 179.253 186.387 1.00 56.84 C -ATOM 6077 O GLU A 868 138.595 179.260 187.622 1.00 56.84 O -ATOM 6078 CB GLU A 868 137.261 181.069 185.220 1.00 56.84 C -ATOM 6079 CG GLU A 868 136.439 181.559 186.396 1.00 56.84 C -ATOM 6080 CD GLU A 868 135.339 182.511 185.974 1.00 56.84 C -ATOM 6081 OE1 GLU A 868 135.275 182.848 184.774 1.00 56.84 O -ATOM 6082 OE2 GLU A 868 134.536 182.920 186.840 1.00 56.84 O1- -ATOM 6083 N MET A 869 138.393 178.123 185.688 1.00 47.74 N -ATOM 6084 CA MET A 869 138.332 176.829 186.364 1.00 47.74 C -ATOM 6085 C MET A 869 139.680 176.455 186.972 1.00 47.74 C -ATOM 6086 O MET A 869 139.733 175.859 188.057 1.00 47.74 O -ATOM 6087 CB MET A 869 137.869 175.751 185.386 1.00 47.74 C -ATOM 6088 CG MET A 869 136.547 176.062 184.713 1.00 47.74 C -ATOM 6089 SD MET A 869 136.006 174.742 183.616 1.00 47.74 S -ATOM 6090 CE MET A 869 134.241 175.032 183.600 1.00 47.74 C -ATOM 6091 N ILE A 870 140.775 176.800 186.287 1.00 36.74 N -ATOM 6092 CA ILE A 870 142.113 176.578 186.837 1.00 36.74 C -ATOM 6093 C ILE A 870 142.325 177.426 188.088 1.00 36.74 C -ATOM 6094 O ILE A 870 142.884 176.958 189.091 1.00 36.74 O -ATOM 6095 CB ILE A 870 143.181 176.865 185.764 1.00 36.74 C -ATOM 6096 CG1 ILE A 870 142.955 175.985 184.537 1.00 36.74 C -ATOM 6097 CG2 ILE A 870 144.574 176.614 186.302 1.00 36.74 C -ATOM 6098 CD1 ILE A 870 142.970 174.513 184.846 1.00 36.74 C -ATOM 6099 N ALA A 871 141.860 178.678 188.053 1.00 42.60 N -ATOM 6100 CA ALA A 871 141.937 179.546 189.222 1.00 42.60 C -ATOM 6101 C ALA A 871 141.074 179.035 190.368 1.00 42.60 C -ATOM 6102 O ALA A 871 141.458 179.176 191.532 1.00 42.60 O -ATOM 6103 CB ALA A 871 141.533 180.968 188.841 1.00 42.60 C -ATOM 6104 N GLN A 872 139.924 178.426 190.068 1.00 49.70 N -ATOM 6105 CA GLN A 872 139.104 177.847 191.130 1.00 49.70 C -ATOM 6106 C GLN A 872 139.748 176.597 191.726 1.00 49.70 C -ATOM 6107 O GLN A 872 139.636 176.363 192.935 1.00 49.70 O -ATOM 6108 CB GLN A 872 137.695 177.554 190.614 1.00 49.70 C -ATOM 6109 CG GLN A 872 136.866 178.816 190.415 1.00 49.70 C -ATOM 6110 CD GLN A 872 135.393 178.534 190.206 1.00 49.70 C -ATOM 6111 OE1 GLN A 872 134.869 177.528 190.681 1.00 49.70 O -ATOM 6112 NE2 GLN A 872 134.714 179.432 189.502 1.00 49.70 N -ATOM 6113 N TYR A 873 140.441 175.796 190.902 1.00 40.12 N -ATOM 6114 CA TYR A 873 141.232 174.679 191.431 1.00 40.12 C -ATOM 6115 C TYR A 873 142.338 175.159 192.363 1.00 40.12 C -ATOM 6116 O TYR A 873 142.536 174.594 193.447 1.00 40.12 O -ATOM 6117 CB TYR A 873 141.853 173.852 190.304 1.00 40.12 C -ATOM 6118 CG TYR A 873 140.906 173.044 189.450 1.00 40.12 C -ATOM 6119 CD1 TYR A 873 139.597 172.806 189.847 1.00 40.12 C -ATOM 6120 CD2 TYR A 873 141.341 172.483 188.256 1.00 40.12 C -ATOM 6121 CE1 TYR A 873 138.742 172.050 189.067 1.00 40.12 C -ATOM 6122 CE2 TYR A 873 140.492 171.728 187.466 1.00 40.12 C -ATOM 6123 CZ TYR A 873 139.192 171.515 187.879 1.00 40.12 C -ATOM 6124 OH TYR A 873 138.333 170.767 187.106 1.00 40.12 O -ATOM 6125 N THR A 874 143.081 176.193 191.950 1.00 34.85 N -ATOM 6126 CA THR A 874 144.152 176.703 192.807 1.00 34.85 C -ATOM 6127 C THR A 874 143.600 177.367 194.062 1.00 34.85 C -ATOM 6128 O THR A 874 144.214 177.264 195.131 1.00 34.85 O -ATOM 6129 CB THR A 874 145.049 177.683 192.049 1.00 34.85 C -ATOM 6130 OG1 THR A 874 144.286 178.823 191.638 1.00 34.85 O -ATOM 6131 CG2 THR A 874 145.682 177.017 190.842 1.00 34.85 C -ATOM 6132 N SER A 875 142.437 178.016 193.958 1.00 36.63 N -ATOM 6133 CA SER A 875 141.779 178.587 195.128 1.00 36.63 C -ATOM 6134 C SER A 875 141.348 177.507 196.109 1.00 36.63 C -ATOM 6135 O SER A 875 141.523 177.667 197.321 1.00 36.63 O -ATOM 6136 CB SER A 875 140.571 179.409 194.693 1.00 36.63 C -ATOM 6137 OG SER A 875 139.669 179.580 195.771 1.00 36.63 O -ATOM 6138 N ALA A 876 140.791 176.402 195.600 1.00 37.58 N -ATOM 6139 CA ALA A 876 140.387 175.296 196.463 1.00 37.58 C -ATOM 6140 C ALA A 876 141.586 174.649 197.142 1.00 37.58 C -ATOM 6141 O ALA A 876 141.540 174.366 198.346 1.00 37.58 O -ATOM 6142 CB ALA A 876 139.607 174.259 195.658 1.00 37.58 C -ATOM 6143 N LEU A 877 142.675 174.437 196.391 1.00 32.60 N -ATOM 6144 CA LEU A 877 143.884 173.849 196.967 1.00 32.60 C -ATOM 6145 C LEU A 877 144.502 174.751 198.027 1.00 32.60 C -ATOM 6146 O LEU A 877 144.893 174.279 199.102 1.00 32.60 O -ATOM 6147 CB LEU A 877 144.908 173.566 195.870 1.00 32.60 C -ATOM 6148 CG LEU A 877 144.662 172.363 194.967 1.00 32.60 C -ATOM 6149 CD1 LEU A 877 145.519 172.470 193.721 1.00 32.60 C -ATOM 6150 CD2 LEU A 877 144.946 171.073 195.713 1.00 32.60 C -ATOM 6151 N LEU A 878 144.570 176.057 197.757 1.00 32.71 N -ATOM 6152 CA LEU A 878 145.216 176.971 198.689 1.00 32.71 C -ATOM 6153 C LEU A 878 144.351 177.192 199.927 1.00 32.71 C -ATOM 6154 O LEU A 878 144.876 177.292 201.043 1.00 32.71 O -ATOM 6155 CB LEU A 878 145.548 178.277 197.957 1.00 32.71 C -ATOM 6156 CG LEU A 878 146.383 179.418 198.545 1.00 32.71 C -ATOM 6157 CD1 LEU A 878 147.039 180.160 197.392 1.00 32.71 C -ATOM 6158 CD2 LEU A 878 145.559 180.396 199.361 1.00 32.71 C -ATOM 6159 N ALA A 879 143.024 177.233 199.755 1.00 33.51 N -ATOM 6160 CA ALA A 879 142.120 177.352 200.894 1.00 33.51 C -ATOM 6161 C ALA A 879 142.157 176.105 201.767 1.00 33.51 C -ATOM 6162 O ALA A 879 142.127 176.207 203.001 1.00 33.51 O -ATOM 6163 CB ALA A 879 140.698 177.613 200.404 1.00 33.51 C -ATOM 6164 N GLY A 880 142.225 174.924 201.142 1.00 35.28 N -ATOM 6165 CA GLY A 880 142.365 173.698 201.907 1.00 35.28 C -ATOM 6166 C GLY A 880 143.681 173.628 202.656 1.00 35.28 C -ATOM 6167 O GLY A 880 143.719 173.197 203.809 1.00 35.28 O -ATOM 6168 N THR A 881 144.768 174.083 202.018 1.00 35.74 N -ATOM 6169 CA THR A 881 146.071 174.124 202.677 1.00 35.74 C -ATOM 6170 C THR A 881 146.063 175.066 203.876 1.00 35.74 C -ATOM 6171 O THR A 881 146.561 174.708 204.951 1.00 35.74 O -ATOM 6172 CB THR A 881 147.150 174.549 201.679 1.00 35.74 C -ATOM 6173 OG1 THR A 881 147.082 173.718 200.514 1.00 35.74 O -ATOM 6174 CG2 THR A 881 148.533 174.424 202.296 1.00 35.74 C -ATOM 6175 N ILE A 882 145.452 176.245 203.724 1.00 34.52 N -ATOM 6176 CA ILE A 882 145.413 177.226 204.808 1.00 34.52 C -ATOM 6177 C ILE A 882 144.555 176.723 205.967 1.00 34.52 C -ATOM 6178 O ILE A 882 144.978 176.753 207.129 1.00 34.52 O -ATOM 6179 CB ILE A 882 144.918 178.586 204.279 1.00 34.52 C -ATOM 6180 CG1 ILE A 882 146.030 179.282 203.493 1.00 34.52 C -ATOM 6181 CG2 ILE A 882 144.431 179.483 205.415 1.00 34.52 C -ATOM 6182 CD1 ILE A 882 145.690 180.693 203.058 1.00 34.52 C -ATOM 6183 N THR A 883 143.357 176.220 205.672 1.00 40.61 N -ATOM 6184 CA THR A 883 142.431 175.858 206.737 1.00 40.61 C -ATOM 6185 C THR A 883 142.641 174.456 207.299 1.00 40.61 C -ATOM 6186 O THR A 883 142.053 174.142 208.339 1.00 40.61 O -ATOM 6187 CB THR A 883 140.984 175.987 206.250 1.00 40.61 C -ATOM 6188 OG1 THR A 883 140.814 175.242 205.039 1.00 40.61 O -ATOM 6189 CG2 THR A 883 140.633 177.445 206.003 1.00 40.61 C -ATOM 6190 N SER A 884 143.451 173.602 206.664 1.00 39.02 N -ATOM 6191 CA SER A 884 143.602 172.251 207.189 1.00 39.02 C -ATOM 6192 C SER A 884 145.021 171.703 207.204 1.00 39.02 C -ATOM 6193 O SER A 884 145.227 170.650 207.815 1.00 39.02 O -ATOM 6194 CB SER A 884 142.711 171.279 206.401 1.00 39.02 C -ATOM 6195 OG SER A 884 142.980 171.345 205.013 1.00 39.02 O -ATOM 6196 N GLY A 885 145.999 172.345 206.576 1.00 39.00 N -ATOM 6197 CA GLY A 885 147.339 171.779 206.549 1.00 39.00 C -ATOM 6198 C GLY A 885 147.438 170.674 205.522 1.00 39.00 C -ATOM 6199 O GLY A 885 147.007 170.834 204.378 1.00 39.00 O -ATOM 6200 N TRP A 886 148.012 169.543 205.926 1.00 43.53 N -ATOM 6201 CA TRP A 886 148.202 168.402 205.041 1.00 43.53 C -ATOM 6202 C TRP A 886 147.092 167.365 205.146 1.00 43.53 C -ATOM 6203 O TRP A 886 147.147 166.350 204.446 1.00 43.53 O -ATOM 6204 CB TRP A 886 149.556 167.736 205.322 1.00 43.53 C -ATOM 6205 CG TRP A 886 149.819 167.413 206.771 1.00 43.53 C -ATOM 6206 CD1 TRP A 886 149.157 166.505 207.549 1.00 43.53 C -ATOM 6207 CD2 TRP A 886 150.823 167.998 207.608 1.00 43.53 C -ATOM 6208 NE1 TRP A 886 149.685 166.491 208.816 1.00 43.53 N -ATOM 6209 CE2 TRP A 886 150.709 167.399 208.878 1.00 43.53 C -ATOM 6210 CE3 TRP A 886 151.806 168.970 207.407 1.00 43.53 C -ATOM 6211 CZ2 TRP A 886 151.542 167.741 209.942 1.00 43.53 C -ATOM 6212 CZ3 TRP A 886 152.631 169.308 208.464 1.00 43.53 C -ATOM 6213 CH2 TRP A 886 152.494 168.695 209.715 1.00 43.53 C -ATOM 6214 N THR A 887 146.096 167.589 206.007 1.00 40.95 N -ATOM 6215 CA THR A 887 145.097 166.559 206.274 1.00 40.95 C -ATOM 6216 C THR A 887 144.108 166.407 205.127 1.00 40.95 C -ATOM 6217 O THR A 887 143.551 165.319 204.934 1.00 40.95 O -ATOM 6218 CB THR A 887 144.354 166.875 207.569 1.00 40.95 C -ATOM 6219 OG1 THR A 887 143.382 167.898 207.325 1.00 40.95 O -ATOM 6220 CG2 THR A 887 145.327 167.355 208.633 1.00 40.95 C -ATOM 6221 N PHE A 888 143.874 167.471 204.360 1.00 37.54 N -ATOM 6222 CA PHE A 888 142.962 167.385 203.227 1.00 37.54 C -ATOM 6223 C PHE A 888 143.564 166.630 202.049 1.00 37.54 C -ATOM 6224 O PHE A 888 142.819 166.194 201.165 1.00 37.54 O -ATOM 6225 CB PHE A 888 142.521 168.787 202.795 1.00 37.54 C -ATOM 6226 CG PHE A 888 143.471 169.468 201.852 1.00 37.54 C -ATOM 6227 CD1 PHE A 888 144.714 169.898 202.288 1.00 37.54 C -ATOM 6228 CD2 PHE A 888 143.112 169.697 200.532 1.00 37.54 C -ATOM 6229 CE1 PHE A 888 145.588 170.532 201.424 1.00 37.54 C -ATOM 6230 CE2 PHE A 888 143.982 170.330 199.663 1.00 37.54 C -ATOM 6231 CZ PHE A 888 145.220 170.748 200.111 1.00 37.54 C -ATOM 6232 N GLY A 889 144.888 166.465 202.017 1.00 41.50 N -ATOM 6233 CA GLY A 889 145.496 165.606 201.018 1.00 41.50 C -ATOM 6234 C GLY A 889 145.465 164.140 201.389 1.00 41.50 C -ATOM 6235 O GLY A 889 145.561 163.276 200.512 1.00 41.50 O -ATOM 6236 N ALA A 890 145.340 163.836 202.680 1.00 41.43 N -ATOM 6237 CA ALA A 890 145.247 162.457 203.142 1.00 41.43 C -ATOM 6238 C ALA A 890 143.809 161.979 203.276 1.00 41.43 C -ATOM 6239 O ALA A 890 143.557 160.771 203.205 1.00 41.43 O -ATOM 6240 CB ALA A 890 145.963 162.299 204.485 1.00 41.43 C -ATOM 6241 N GLY A 891 142.866 162.895 203.472 1.00 47.67 N -ATOM 6242 CA GLY A 891 141.469 162.534 203.609 1.00 47.67 C -ATOM 6243 C GLY A 891 140.572 163.753 203.634 1.00 47.67 C -ATOM 6244 O GLY A 891 140.763 164.684 202.845 1.00 47.67 O -ATOM 6245 N ALA A 892 139.586 163.759 204.526 1.00 49.73 N -ATOM 6246 CA ALA A 892 138.754 164.938 204.700 1.00 49.73 C -ATOM 6247 C ALA A 892 139.539 166.038 205.407 1.00 49.73 C -ATOM 6248 O ALA A 892 140.544 165.791 206.080 1.00 49.73 O -ATOM 6249 CB ALA A 892 137.491 164.596 205.488 1.00 49.73 C -ATOM 6250 N ALA A 893 139.069 167.271 205.244 1.00 47.68 N -ATOM 6251 CA ALA A 893 139.768 168.430 205.784 1.00 47.68 C -ATOM 6252 C ALA A 893 139.535 168.526 207.287 1.00 47.68 C -ATOM 6253 O ALA A 893 138.389 168.614 207.741 1.00 47.68 O -ATOM 6254 CB ALA A 893 139.305 169.705 205.084 1.00 47.68 C -ATOM 6255 N LEU A 894 140.622 168.510 208.053 1.00 47.01 N -ATOM 6256 CA LEU A 894 140.582 168.673 209.502 1.00 47.01 C -ATOM 6257 C LEU A 894 141.007 170.100 209.822 1.00 47.01 C -ATOM 6258 O LEU A 894 142.158 170.473 209.580 1.00 47.01 O -ATOM 6259 CB LEU A 894 141.506 167.669 210.187 1.00 47.01 C -ATOM 6260 CG LEU A 894 141.195 166.181 210.047 1.00 47.01 C -ATOM 6261 CD1 LEU A 894 142.414 165.351 210.407 1.00 47.01 C -ATOM 6262 CD2 LEU A 894 140.038 165.819 210.940 1.00 47.01 C -ATOM 6263 N GLN A 895 140.085 170.893 210.366 1.00 48.92 N -ATOM 6264 CA GLN A 895 140.392 172.283 210.672 1.00 48.92 C -ATOM 6265 C GLN A 895 141.368 172.382 211.841 1.00 48.92 C -ATOM 6266 O GLN A 895 141.394 171.534 212.736 1.00 48.92 O -ATOM 6267 CB GLN A 895 139.112 173.070 210.966 1.00 48.92 C -ATOM 6268 CG GLN A 895 138.394 172.714 212.257 1.00 48.92 C -ATOM 6269 CD GLN A 895 137.182 171.836 212.023 1.00 48.92 C -ATOM 6270 OE1 GLN A 895 137.015 171.263 210.947 1.00 48.92 O -ATOM 6271 NE2 GLN A 895 136.322 171.734 213.029 1.00 48.92 N -ATOM 6272 N ILE A 896 142.199 173.418 211.801 1.00 41.77 N -ATOM 6273 CA ILE A 896 143.265 173.618 212.779 1.00 41.77 C -ATOM 6274 C ILE A 896 143.605 175.106 212.798 1.00 41.77 C -ATOM 6275 O ILE A 896 143.532 175.765 211.750 1.00 41.77 O -ATOM 6276 CB ILE A 896 144.484 172.729 212.454 1.00 41.77 C -ATOM 6277 CG1 ILE A 896 145.611 172.900 213.478 1.00 41.77 C -ATOM 6278 CG2 ILE A 896 144.985 172.952 211.029 1.00 41.77 C -ATOM 6279 CD1 ILE A 896 146.755 171.944 213.286 1.00 41.77 C -ATOM 6280 N PRO A 897 143.886 175.694 213.964 1.00 40.22 N -ATOM 6281 CA PRO A 897 144.425 177.059 213.988 1.00 40.22 C -ATOM 6282 C PRO A 897 145.771 177.136 213.282 1.00 40.22 C -ATOM 6283 O PRO A 897 146.581 176.207 213.337 1.00 40.22 O -ATOM 6284 CB PRO A 897 144.549 177.362 215.483 1.00 40.22 C -ATOM 6285 CG PRO A 897 143.505 176.511 216.110 1.00 40.22 C -ATOM 6286 CD PRO A 897 143.475 175.246 215.305 1.00 40.22 C -ATOM 6287 N PHE A 898 145.994 178.265 212.608 1.00 32.43 N -ATOM 6288 CA PHE A 898 147.113 178.372 211.681 1.00 32.43 C -ATOM 6289 C PHE A 898 148.445 178.491 212.410 1.00 32.43 C -ATOM 6290 O PHE A 898 149.464 177.995 211.914 1.00 32.43 O -ATOM 6291 CB PHE A 898 146.879 179.555 210.746 1.00 32.43 C -ATOM 6292 CG PHE A 898 147.745 179.546 209.529 1.00 32.43 C -ATOM 6293 CD1 PHE A 898 147.528 178.615 208.528 1.00 32.43 C -ATOM 6294 CD2 PHE A 898 148.733 180.499 209.356 1.00 32.43 C -ATOM 6295 CE1 PHE A 898 148.310 178.603 207.395 1.00 32.43 C -ATOM 6296 CE2 PHE A 898 149.510 180.502 208.218 1.00 32.43 C -ATOM 6297 CZ PHE A 898 149.302 179.545 207.240 1.00 32.43 C -ATOM 6298 N ALA A 899 148.451 179.117 213.591 1.00 37.10 N -ATOM 6299 CA ALA A 899 149.660 179.158 214.409 1.00 37.10 C -ATOM 6300 C ALA A 899 150.053 177.767 214.891 1.00 37.10 C -ATOM 6301 O ALA A 899 151.238 177.418 214.890 1.00 37.10 O -ATOM 6302 CB ALA A 899 149.457 180.100 215.594 1.00 37.10 C -ATOM 6303 N MET A 900 149.068 176.951 215.282 1.00 39.21 N -ATOM 6304 CA MET A 900 149.349 175.577 215.694 1.00 39.21 C -ATOM 6305 C MET A 900 149.819 174.729 214.518 1.00 39.21 C -ATOM 6306 O MET A 900 150.718 173.888 214.670 1.00 39.21 O -ATOM 6307 CB MET A 900 148.107 174.960 216.330 1.00 39.21 C -ATOM 6308 CG MET A 900 147.445 175.834 217.375 1.00 39.21 C -ATOM 6309 SD MET A 900 146.180 174.940 218.293 1.00 39.21 S -ATOM 6310 CE MET A 900 147.007 173.376 218.577 1.00 39.21 C -ATOM 6311 N GLN A 901 149.224 174.945 213.340 1.00 33.54 N -ATOM 6312 CA GLN A 901 149.672 174.253 212.136 1.00 33.54 C -ATOM 6313 C GLN A 901 151.115 174.600 211.809 1.00 33.54 C -ATOM 6314 O GLN A 901 151.927 173.711 211.527 1.00 33.54 O -ATOM 6315 CB GLN A 901 148.767 174.606 210.962 1.00 33.54 C -ATOM 6316 CG GLN A 901 149.238 174.036 209.644 1.00 33.54 C -ATOM 6317 CD GLN A 901 148.466 174.585 208.473 1.00 33.54 C -ATOM 6318 OE1 GLN A 901 147.312 174.984 208.611 1.00 33.54 O -ATOM 6319 NE2 GLN A 901 149.100 174.615 207.308 1.00 33.54 N -ATOM 6320 N MET A 902 151.467 175.882 211.915 1.00 31.47 N -ATOM 6321 CA MET A 902 152.840 176.304 211.676 1.00 31.47 C -ATOM 6322 C MET A 902 153.782 175.785 212.753 1.00 31.47 C -ATOM 6323 O MET A 902 154.970 175.571 212.485 1.00 31.47 O -ATOM 6324 CB MET A 902 152.895 177.831 211.609 1.00 31.47 C -ATOM 6325 CG MET A 902 154.129 178.390 210.930 1.00 31.47 C -ATOM 6326 SD MET A 902 154.101 178.252 209.150 1.00 31.47 S -ATOM 6327 CE MET A 902 152.351 178.472 208.826 1.00 31.47 C -ATOM 6328 N ALA A 903 153.273 175.594 213.973 1.00 35.61 N -ATOM 6329 CA ALA A 903 154.072 174.999 215.038 1.00 35.61 C -ATOM 6330 C ALA A 903 154.449 173.559 214.713 1.00 35.61 C -ATOM 6331 O ALA A 903 155.601 173.153 214.904 1.00 35.61 O -ATOM 6332 CB ALA A 903 153.312 175.075 216.360 1.00 35.61 C -ATOM 6333 N TYR A 904 153.503 172.775 214.191 1.00 42.94 N -ATOM 6334 CA TYR A 904 153.896 171.434 213.753 1.00 42.94 C -ATOM 6335 C TYR A 904 154.713 171.443 212.462 1.00 42.94 C -ATOM 6336 O TYR A 904 155.482 170.500 212.232 1.00 42.94 O -ATOM 6337 CB TYR A 904 152.687 170.507 213.629 1.00 42.94 C -ATOM 6338 CG TYR A 904 152.086 170.224 214.979 1.00 42.94 C -ATOM 6339 CD1 TYR A 904 152.651 169.270 215.818 1.00 42.94 C -ATOM 6340 CD2 TYR A 904 150.963 170.900 215.417 1.00 42.94 C -ATOM 6341 CE1 TYR A 904 152.118 169.017 217.061 1.00 42.94 C -ATOM 6342 CE2 TYR A 904 150.423 170.659 216.653 1.00 42.94 C -ATOM 6343 CZ TYR A 904 151.001 169.716 217.467 1.00 42.94 C -ATOM 6344 OH TYR A 904 150.459 169.479 218.698 1.00 42.94 O -ATOM 6345 N ARG A 905 154.591 172.485 211.631 1.00 27.91 N -ATOM 6346 CA ARG A 905 155.530 172.639 210.518 1.00 27.91 C -ATOM 6347 C ARG A 905 156.955 172.876 211.014 1.00 27.91 C -ATOM 6348 O ARG A 905 157.912 172.359 210.425 1.00 27.91 O -ATOM 6349 CB ARG A 905 155.104 173.774 209.585 1.00 27.91 C -ATOM 6350 CG ARG A 905 153.755 173.598 208.910 1.00 27.91 C -ATOM 6351 CD ARG A 905 153.832 172.723 207.678 1.00 27.91 C -ATOM 6352 NE ARG A 905 152.581 172.749 206.929 1.00 27.91 N -ATOM 6353 CZ ARG A 905 152.439 172.289 205.694 1.00 27.91 C -ATOM 6354 NH1 ARG A 905 153.454 171.757 205.034 1.00 27.91 N1+ -ATOM 6355 NH2 ARG A 905 151.250 172.368 205.105 1.00 27.91 N -ATOM 6356 N PHE A 906 157.120 173.667 212.082 1.00 26.30 N -ATOM 6357 CA PHE A 906 158.442 173.807 212.696 1.00 26.30 C -ATOM 6358 C PHE A 906 158.898 172.508 213.344 1.00 26.30 C -ATOM 6359 O PHE A 906 160.090 172.183 213.315 1.00 26.30 O -ATOM 6360 CB PHE A 906 158.470 174.931 213.731 1.00 26.30 C -ATOM 6361 CG PHE A 906 158.694 176.297 213.151 1.00 26.30 C -ATOM 6362 CD1 PHE A 906 158.858 176.479 211.787 1.00 26.30 C -ATOM 6363 CD2 PHE A 906 158.822 177.391 213.987 1.00 26.30 C -ATOM 6364 CE1 PHE A 906 159.082 177.740 211.267 1.00 26.30 C -ATOM 6365 CE2 PHE A 906 159.045 178.651 213.475 1.00 26.30 C -ATOM 6366 CZ PHE A 906 159.179 178.826 212.113 1.00 26.30 C -ATOM 6367 N ASN A 907 157.973 171.757 213.943 1.00 30.97 N -ATOM 6368 CA ASN A 907 158.319 170.441 214.471 1.00 30.97 C -ATOM 6369 C ASN A 907 158.708 169.449 213.381 1.00 30.97 C -ATOM 6370 O ASN A 907 159.376 168.456 213.686 1.00 30.97 O -ATOM 6371 CB ASN A 907 157.163 169.871 215.292 1.00 30.97 C -ATOM 6372 CG ASN A 907 157.086 170.470 216.680 1.00 30.97 C -ATOM 6373 OD1 ASN A 907 156.108 171.127 217.033 1.00 30.97 O -ATOM 6374 ND2 ASN A 907 158.122 170.243 217.478 1.00 30.97 N -ATOM 6375 N GLY A 908 158.315 169.690 212.133 1.00 28.76 N -ATOM 6376 CA GLY A 908 158.784 168.876 211.031 1.00 28.76 C -ATOM 6377 C GLY A 908 160.226 169.129 210.628 1.00 28.76 C -ATOM 6378 O GLY A 908 160.858 168.254 210.029 1.00 28.76 O -ATOM 6379 N ILE A 909 160.768 170.311 210.942 1.00 29.54 N -ATOM 6380 CA ILE A 909 162.135 170.649 210.552 1.00 29.54 C -ATOM 6381 C ILE A 909 163.116 170.584 211.716 1.00 29.54 C -ATOM 6382 O ILE A 909 164.302 170.889 211.532 1.00 29.54 O -ATOM 6383 CB ILE A 909 162.203 172.035 209.874 1.00 29.54 C -ATOM 6384 CG1 ILE A 909 162.021 173.162 210.893 1.00 29.54 C -ATOM 6385 CG2 ILE A 909 161.162 172.134 208.773 1.00 29.54 C -ATOM 6386 CD1 ILE A 909 161.959 174.545 210.286 1.00 29.54 C -ATOM 6387 N GLY A 910 162.667 170.181 212.902 1.00 28.23 N -ATOM 6388 CA GLY A 910 163.562 169.995 214.026 1.00 28.23 C -ATOM 6389 C GLY A 910 163.669 171.154 214.991 1.00 28.23 C -ATOM 6390 O GLY A 910 164.504 171.101 215.902 1.00 28.23 O -ATOM 6391 N VAL A 911 162.864 172.198 214.824 1.00 27.94 N -ATOM 6392 CA VAL A 911 162.828 173.329 215.745 1.00 27.94 C -ATOM 6393 C VAL A 911 161.563 173.207 216.583 1.00 27.94 C -ATOM 6394 O VAL A 911 160.481 172.943 216.044 1.00 27.94 O -ATOM 6395 CB VAL A 911 162.873 174.665 214.982 1.00 27.94 C -ATOM 6396 CG1 VAL A 911 162.862 175.845 215.940 1.00 27.94 C -ATOM 6397 CG2 VAL A 911 164.097 174.718 214.082 1.00 27.94 C -ATOM 6398 N THR A 912 161.697 173.368 217.899 1.00 36.47 N -ATOM 6399 CA THR A 912 160.561 173.192 218.795 1.00 36.47 C -ATOM 6400 C THR A 912 159.535 174.305 218.603 1.00 36.47 C -ATOM 6401 O THR A 912 159.855 175.410 218.158 1.00 36.47 O -ATOM 6402 CB THR A 912 161.021 173.155 220.252 1.00 36.47 C -ATOM 6403 OG1 THR A 912 161.739 174.355 220.561 1.00 36.47 O -ATOM 6404 CG2 THR A 912 161.917 171.951 220.500 1.00 36.47 C -ATOM 6405 N GLN A 913 158.284 173.990 218.953 1.00 37.95 N -ATOM 6406 CA GLN A 913 157.160 174.889 218.703 1.00 37.95 C -ATOM 6407 C GLN A 913 157.206 176.137 219.579 1.00 37.95 C -ATOM 6408 O GLN A 913 156.588 177.155 219.240 1.00 37.95 O -ATOM 6409 CB GLN A 913 155.856 174.120 218.914 1.00 37.95 C -ATOM 6410 CG GLN A 913 155.855 173.284 220.184 1.00 37.95 C -ATOM 6411 CD GLN A 913 154.656 172.363 220.285 1.00 37.95 C -ATOM 6412 OE1 GLN A 913 153.938 172.148 219.310 1.00 37.95 O -ATOM 6413 NE2 GLN A 913 154.451 171.790 221.464 1.00 37.95 N -ATOM 6414 N ASN A 914 157.933 176.076 220.699 1.00 42.80 N -ATOM 6415 CA ASN A 914 158.063 177.219 221.598 1.00 42.80 C -ATOM 6416 C ASN A 914 158.766 178.410 220.947 1.00 42.80 C -ATOM 6417 O ASN A 914 158.483 179.565 221.299 1.00 42.80 O -ATOM 6418 CB ASN A 914 158.756 176.755 222.890 1.00 42.80 C -ATOM 6419 CG ASN A 914 160.193 176.236 222.677 1.00 42.80 C -ATOM 6420 OD1 ASN A 914 160.772 176.308 221.593 1.00 42.80 O -ATOM 6421 ND2 ASN A 914 160.753 175.665 223.732 1.00 42.80 N -ATOM 6422 N VAL A 915 159.667 178.140 219.994 1.00 38.69 N -ATOM 6423 CA VAL A 915 160.325 179.197 219.227 1.00 38.69 C -ATOM 6424 C VAL A 915 159.301 179.998 218.434 1.00 38.69 C -ATOM 6425 O VAL A 915 159.352 181.234 218.394 1.00 38.69 O -ATOM 6426 CB VAL A 915 161.403 178.587 218.308 1.00 38.69 C -ATOM 6427 CG1 VAL A 915 162.073 179.661 217.464 1.00 38.69 C -ATOM 6428 CG2 VAL A 915 162.434 177.833 219.128 1.00 38.69 C -ATOM 6429 N LEU A 916 158.338 179.311 217.816 1.00 36.78 N -ATOM 6430 CA LEU A 916 157.270 180.012 217.113 1.00 36.78 C -ATOM 6431 C LEU A 916 156.329 180.709 218.080 1.00 36.78 C -ATOM 6432 O LEU A 916 155.909 181.845 217.827 1.00 36.78 O -ATOM 6433 CB LEU A 916 156.489 179.041 216.237 1.00 36.78 C -ATOM 6434 CG LEU A 916 155.574 179.576 215.136 1.00 36.78 C -ATOM 6435 CD1 LEU A 916 155.434 178.416 214.277 1.00 36.78 C -ATOM 6436 CD2 LEU A 916 154.162 180.003 215.553 1.00 36.78 C -ATOM 6437 N TYR A 917 155.960 180.040 219.176 1.00 34.43 N -ATOM 6438 CA TYR A 917 154.977 180.627 220.082 1.00 34.43 C -ATOM 6439 C TYR A 917 155.535 181.821 220.845 1.00 34.43 C -ATOM 6440 O TYR A 917 154.760 182.581 221.434 1.00 34.43 O -ATOM 6441 CB TYR A 917 154.443 179.576 221.055 1.00 34.43 C -ATOM 6442 CG TYR A 917 153.511 178.577 220.406 1.00 34.43 C -ATOM 6443 CD1 TYR A 917 152.419 178.999 219.656 1.00 34.43 C -ATOM 6444 CD2 TYR A 917 153.711 177.213 220.561 1.00 34.43 C -ATOM 6445 CE1 TYR A 917 151.568 178.084 219.061 1.00 34.43 C -ATOM 6446 CE2 TYR A 917 152.867 176.294 219.976 1.00 34.43 C -ATOM 6447 CZ TYR A 917 151.797 176.733 219.230 1.00 34.43 C -ATOM 6448 OH TYR A 917 150.959 175.811 218.651 1.00 34.43 O -ATOM 6449 N GLU A 918 156.854 182.012 220.842 1.00 44.88 N -ATOM 6450 CA GLU A 918 157.411 183.267 221.326 1.00 44.88 C -ATOM 6451 C GLU A 918 157.628 184.298 220.216 1.00 44.88 C -ATOM 6452 O GLU A 918 157.576 185.503 220.485 1.00 44.88 O -ATOM 6453 CB GLU A 918 158.721 182.998 222.065 1.00 44.88 C -ATOM 6454 CG GLU A 918 158.528 182.182 223.329 1.00 44.88 C -ATOM 6455 CD GLU A 918 159.722 181.313 223.648 1.00 44.88 C -ATOM 6456 OE1 GLU A 918 160.666 181.278 222.831 1.00 44.88 O -ATOM 6457 OE2 GLU A 918 159.713 180.657 224.710 1.00 44.88 O1- -ATOM 6458 N ASN A 919 157.873 183.868 218.972 1.00 40.27 N -ATOM 6459 CA ASN A 919 158.269 184.769 217.889 1.00 40.27 C -ATOM 6460 C ASN A 919 157.245 184.832 216.753 1.00 40.27 C -ATOM 6461 O ASN A 919 157.619 185.000 215.584 1.00 40.27 O -ATOM 6462 CB ASN A 919 159.633 184.365 217.331 1.00 40.27 C -ATOM 6463 CG ASN A 919 160.701 184.256 218.404 1.00 40.27 C -ATOM 6464 OD1 ASN A 919 160.579 184.832 219.483 1.00 40.27 O -ATOM 6465 ND2 ASN A 919 161.757 183.510 218.107 1.00 40.27 N -ATOM 6466 N GLN A 920 155.955 184.724 217.090 1.00 41.17 N -ATOM 6467 CA GLN A 920 154.900 184.628 216.080 1.00 41.17 C -ATOM 6468 C GLN A 920 154.764 185.913 215.268 1.00 41.17 C -ATOM 6469 O GLN A 920 154.588 185.866 214.042 1.00 41.17 O -ATOM 6470 CB GLN A 920 153.575 184.282 216.757 1.00 41.17 C -ATOM 6471 CG GLN A 920 152.426 184.027 215.804 1.00 41.17 C -ATOM 6472 CD GLN A 920 151.174 183.576 216.524 1.00 41.17 C -ATOM 6473 OE1 GLN A 920 151.218 183.210 217.698 1.00 41.17 O -ATOM 6474 NE2 GLN A 920 150.048 183.598 215.823 1.00 41.17 N -ATOM 6475 N LYS A 921 154.851 187.068 215.936 1.00 42.29 N -ATOM 6476 CA LYS A 921 154.732 188.353 215.251 1.00 42.29 C -ATOM 6477 C LYS A 921 155.899 188.590 214.300 1.00 42.29 C -ATOM 6478 O LYS A 921 155.706 189.099 213.188 1.00 42.29 O -ATOM 6479 CB LYS A 921 154.642 189.479 216.280 1.00 42.29 C -ATOM 6480 CG LYS A 921 153.380 189.443 217.128 1.00 42.29 C -ATOM 6481 CD LYS A 921 153.411 190.491 218.233 1.00 42.29 C -ATOM 6482 CE LYS A 921 153.702 191.882 217.689 1.00 42.29 C -ATOM 6483 NZ LYS A 921 152.645 192.340 216.748 1.00 42.29 N1+ -ATOM 6484 N LEU A 922 157.111 188.214 214.720 1.00 41.88 N -ATOM 6485 CA LEU A 922 158.286 188.351 213.863 1.00 41.88 C -ATOM 6486 C LEU A 922 158.195 187.440 212.643 1.00 41.88 C -ATOM 6487 O LEU A 922 158.542 187.853 211.527 1.00 41.88 O -ATOM 6488 CB LEU A 922 159.550 188.052 214.668 1.00 41.88 C -ATOM 6489 CG LEU A 922 160.878 188.036 213.913 1.00 41.88 C -ATOM 6490 CD1 LEU A 922 161.183 189.414 213.357 1.00 41.88 C -ATOM 6491 CD2 LEU A 922 161.998 187.562 214.823 1.00 41.88 C -ATOM 6492 N ILE A 923 157.709 186.206 212.836 1.00 36.28 N -ATOM 6493 CA ILE A 923 157.539 185.275 211.718 1.00 36.28 C -ATOM 6494 C ILE A 923 156.502 185.799 210.726 1.00 36.28 C -ATOM 6495 O ILE A 923 156.718 185.766 209.503 1.00 36.28 O -ATOM 6496 CB ILE A 923 157.175 183.876 212.252 1.00 36.28 C -ATOM 6497 CG1 ILE A 923 158.389 183.243 212.930 1.00 36.28 C -ATOM 6498 CG2 ILE A 923 156.671 182.963 211.145 1.00 36.28 C -ATOM 6499 CD1 ILE A 923 158.039 182.131 213.876 1.00 36.28 C -ATOM 6500 N ALA A 924 155.383 186.328 211.238 1.00 37.84 N -ATOM 6501 CA ALA A 924 154.342 186.879 210.372 1.00 37.84 C -ATOM 6502 C ALA A 924 154.831 188.105 209.604 1.00 37.84 C -ATOM 6503 O ALA A 924 154.528 188.256 208.412 1.00 37.84 O -ATOM 6504 CB ALA A 924 153.104 187.224 211.198 1.00 37.84 C -ATOM 6505 N ASN A 925 155.600 188.980 210.265 1.00 41.28 N -ATOM 6506 CA ASN A 925 156.132 190.167 209.599 1.00 41.28 C -ATOM 6507 C ASN A 925 157.137 189.799 208.512 1.00 41.28 C -ATOM 6508 O ASN A 925 157.133 190.403 207.430 1.00 41.28 O -ATOM 6509 CB ASN A 925 156.771 191.100 210.626 1.00 41.28 C -ATOM 6510 CG ASN A 925 155.744 191.856 211.443 1.00 41.28 C -ATOM 6511 OD1 ASN A 925 154.551 191.822 211.146 1.00 41.28 O -ATOM 6512 ND2 ASN A 925 156.204 192.543 212.482 1.00 41.28 N -ATOM 6513 N GLN A 926 157.991 188.801 208.775 1.00 39.45 N -ATOM 6514 CA GLN A 926 158.940 188.345 207.761 1.00 39.45 C -ATOM 6515 C GLN A 926 158.230 187.718 206.566 1.00 39.45 C -ATOM 6516 O GLN A 926 158.631 187.942 205.415 1.00 39.45 O -ATOM 6517 CB GLN A 926 159.929 187.355 208.375 1.00 39.45 C -ATOM 6518 CG GLN A 926 160.963 187.994 209.283 1.00 39.45 C -ATOM 6519 CD GLN A 926 161.788 186.970 210.031 1.00 39.45 C -ATOM 6520 OE1 GLN A 926 161.658 185.768 209.806 1.00 39.45 O -ATOM 6521 NE2 GLN A 926 162.644 187.441 210.929 1.00 39.45 N -ATOM 6522 N PHE A 927 157.166 186.944 206.816 1.00 38.07 N -ATOM 6523 CA PHE A 927 156.410 186.342 205.718 1.00 38.07 C -ATOM 6524 C PHE A 927 155.708 187.399 204.869 1.00 38.07 C -ATOM 6525 O PHE A 927 155.704 187.306 203.632 1.00 38.07 O -ATOM 6526 CB PHE A 927 155.396 185.338 206.264 1.00 38.07 C -ATOM 6527 CG PHE A 927 154.490 184.765 205.214 1.00 38.07 C -ATOM 6528 CD1 PHE A 927 154.979 183.873 204.273 1.00 38.07 C -ATOM 6529 CD2 PHE A 927 153.151 185.119 205.163 1.00 38.07 C -ATOM 6530 CE1 PHE A 927 154.150 183.341 203.303 1.00 38.07 C -ATOM 6531 CE2 PHE A 927 152.316 184.592 204.196 1.00 38.07 C -ATOM 6532 CZ PHE A 927 152.817 183.702 203.265 1.00 38.07 C -ATOM 6533 N ASN A 928 155.118 188.413 205.516 1.00 40.16 N -ATOM 6534 CA ASN A 928 154.461 189.490 204.776 1.00 40.16 C -ATOM 6535 C ASN A 928 155.461 190.303 203.960 1.00 40.16 C -ATOM 6536 O ASN A 928 155.167 190.694 202.821 1.00 40.16 O -ATOM 6537 CB ASN A 928 153.692 190.396 205.735 1.00 40.16 C -ATOM 6538 CG ASN A 928 152.569 189.671 206.445 1.00 40.16 C -ATOM 6539 OD1 ASN A 928 152.220 188.546 206.091 1.00 40.16 O -ATOM 6540 ND2 ASN A 928 152.001 190.311 207.459 1.00 40.16 N -ATOM 6541 N SER A 929 156.652 190.554 204.520 1.00 41.94 N -ATOM 6542 CA SER A 929 157.690 191.266 203.781 1.00 41.94 C -ATOM 6543 C SER A 929 158.181 190.460 202.582 1.00 41.94 C -ATOM 6544 O SER A 929 158.437 191.029 201.513 1.00 41.94 O -ATOM 6545 CB SER A 929 158.853 191.608 204.709 1.00 41.94 C -ATOM 6546 OG SER A 929 158.447 192.516 205.717 1.00 41.94 O -ATOM 6547 N ALA A 930 158.303 189.136 202.737 1.00 40.65 N -ATOM 6548 CA ALA A 930 158.712 188.289 201.617 1.00 40.65 C -ATOM 6549 C ALA A 930 157.663 188.273 200.508 1.00 40.65 C -ATOM 6550 O ALA A 930 158.010 188.316 199.319 1.00 40.65 O -ATOM 6551 CB ALA A 930 158.994 186.870 202.109 1.00 40.65 C -ATOM 6552 N ILE A 931 156.379 188.229 200.879 1.00 44.42 N -ATOM 6553 CA ILE A 931 155.308 188.256 199.881 1.00 44.42 C -ATOM 6554 C ILE A 931 155.283 189.599 199.147 1.00 44.42 C -ATOM 6555 O ILE A 931 155.131 189.648 197.915 1.00 44.42 O -ATOM 6556 CB ILE A 931 153.960 187.927 200.552 1.00 44.42 C -ATOM 6557 CG1 ILE A 931 153.925 186.455 200.966 1.00 44.42 C -ATOM 6558 CG2 ILE A 931 152.789 188.210 199.627 1.00 44.42 C -ATOM 6559 CD1 ILE A 931 153.951 185.486 199.801 1.00 44.42 C -ATOM 6560 N GLY A 932 155.474 190.702 199.882 1.00 47.87 N -ATOM 6561 CA GLY A 932 155.555 192.009 199.243 1.00 47.87 C -ATOM 6562 C GLY A 932 156.754 192.153 198.321 1.00 47.87 C -ATOM 6563 O GLY A 932 156.670 192.802 197.273 1.00 47.87 O -ATOM 6564 N LYS A 933 157.881 191.534 198.688 1.00 52.59 N -ATOM 6565 CA LYS A 933 159.050 191.538 197.811 1.00 52.59 C -ATOM 6566 C LYS A 933 158.802 190.730 196.542 1.00 52.59 C -ATOM 6567 O LYS A 933 159.294 191.095 195.467 1.00 52.59 O -ATOM 6568 CB LYS A 933 160.273 191.004 198.555 1.00 52.59 C -ATOM 6569 CG LYS A 933 160.911 192.006 199.504 1.00 52.59 C -ATOM 6570 CD LYS A 933 162.051 191.374 200.287 1.00 52.59 C -ATOM 6571 CE LYS A 933 162.578 192.316 201.357 1.00 52.59 C -ATOM 6572 NZ LYS A 933 163.639 191.676 202.183 1.00 52.59 N1+ -ATOM 6573 N ILE A 934 158.043 189.632 196.648 1.00 48.71 N -ATOM 6574 CA ILE A 934 157.658 188.869 195.458 1.00 48.71 C -ATOM 6575 C ILE A 934 156.773 189.706 194.540 1.00 48.71 C -ATOM 6576 O ILE A 934 156.944 189.695 193.312 1.00 48.71 O -ATOM 6577 CB ILE A 934 156.968 187.552 195.860 1.00 48.71 C -ATOM 6578 CG1 ILE A 934 157.965 186.621 196.528 1.00 48.71 C -ATOM 6579 CG2 ILE A 934 156.356 186.840 194.655 1.00 48.71 C -ATOM 6580 CD1 ILE A 934 157.322 185.405 197.058 1.00 48.71 C -ATOM 6581 N GLN A 935 155.819 190.445 195.122 1.00 56.05 N -ATOM 6582 CA GLN A 935 154.961 191.315 194.314 1.00 56.05 C -ATOM 6583 C GLN A 935 155.762 192.417 193.629 1.00 56.05 C -ATOM 6584 O GLN A 935 155.521 192.726 192.454 1.00 56.05 O -ATOM 6585 CB GLN A 935 153.852 191.931 195.166 1.00 56.05 C -ATOM 6586 CG GLN A 935 152.941 190.938 195.851 1.00 56.05 C -ATOM 6587 CD GLN A 935 152.173 191.569 196.992 1.00 56.05 C -ATOM 6588 OE1 GLN A 935 152.314 191.170 198.147 1.00 56.05 O -ATOM 6589 NE2 GLN A 935 151.354 192.565 196.673 1.00 56.05 N -ATOM 6590 N ASP A 936 156.737 192.998 194.339 1.00 60.62 N -ATOM 6591 CA ASP A 936 157.598 194.019 193.743 1.00 60.62 C -ATOM 6592 C ASP A 936 158.451 193.449 192.613 1.00 60.62 C -ATOM 6593 O ASP A 936 158.598 194.082 191.559 1.00 60.62 O -ATOM 6594 CB ASP A 936 158.488 194.646 194.815 1.00 60.62 C -ATOM 6595 CG ASP A 936 157.708 195.497 195.796 1.00 60.62 C -ATOM 6596 OD1 ASP A 936 156.542 195.829 195.498 1.00 60.62 O -ATOM 6597 OD2 ASP A 936 158.263 195.837 196.862 1.00 60.62 O1- -ATOM 6598 N SER A 937 159.003 192.246 192.807 1.00 55.85 N -ATOM 6599 CA SER A 937 159.830 191.619 191.778 1.00 55.85 C -ATOM 6600 C SER A 937 159.013 191.244 190.545 1.00 55.85 C -ATOM 6601 O SER A 937 159.481 191.408 189.412 1.00 55.85 O -ATOM 6602 CB SER A 937 160.528 190.386 192.349 1.00 55.85 C -ATOM 6603 OG SER A 937 161.207 189.668 191.335 1.00 55.85 O -ATOM 6604 N LEU A 938 157.787 190.749 190.743 1.00 56.99 N -ATOM 6605 CA LEU A 938 156.953 190.383 189.603 1.00 56.99 C -ATOM 6606 C LEU A 938 156.402 191.609 188.887 1.00 56.99 C -ATOM 6607 O LEU A 938 156.171 191.560 187.674 1.00 56.99 O -ATOM 6608 CB LEU A 938 155.814 189.466 190.048 1.00 56.99 C -ATOM 6609 CG LEU A 938 156.155 187.974 190.103 1.00 56.99 C -ATOM 6610 CD1 LEU A 938 154.967 187.163 190.588 1.00 56.99 C -ATOM 6611 CD2 LEU A 938 156.624 187.479 188.744 1.00 56.99 C -ATOM 6612 N SER A 939 156.185 192.713 189.608 1.00 60.14 N -ATOM 6613 CA SER A 939 155.774 193.944 188.942 1.00 60.14 C -ATOM 6614 C SER A 939 156.936 194.602 188.209 1.00 60.14 C -ATOM 6615 O SER A 939 156.722 195.291 187.206 1.00 60.14 O -ATOM 6616 CB SER A 939 155.166 194.915 189.953 1.00 60.14 C -ATOM 6617 OG SER A 939 153.957 194.406 190.488 1.00 60.14 O -ATOM 6618 N SER A 940 158.166 194.406 188.689 1.00 65.57 N -ATOM 6619 CA SER A 940 159.317 195.040 188.054 1.00 65.57 C -ATOM 6620 C SER A 940 159.809 194.245 186.848 1.00 65.57 C -ATOM 6621 O SER A 940 159.860 194.765 185.728 1.00 65.57 O -ATOM 6622 CB SER A 940 160.445 195.216 189.074 1.00 65.57 C -ATOM 6623 OG SER A 940 161.014 193.966 189.423 1.00 65.57 O -ATOM 6624 N THR A 941 160.176 192.983 187.055 1.00 67.18 N -ATOM 6625 CA THR A 941 160.853 192.191 186.036 1.00 67.18 C -ATOM 6626 C THR A 941 159.871 191.256 185.343 1.00 67.18 C -ATOM 6627 O THR A 941 159.144 190.507 186.004 1.00 67.18 O -ATOM 6628 CB THR A 941 161.998 191.382 186.647 1.00 67.18 C -ATOM 6629 OG1 THR A 941 161.551 190.753 187.854 1.00 67.18 O -ATOM 6630 CG2 THR A 941 163.180 192.287 186.960 1.00 67.18 C -ATOM 6631 N ALA A 942 159.854 191.307 184.012 1.00 69.05 N -ATOM 6632 CA ALA A 942 159.041 190.419 183.193 1.00 69.05 C -ATOM 6633 C ALA A 942 159.832 189.255 182.614 1.00 69.05 C -ATOM 6634 O ALA A 942 159.271 188.458 181.856 1.00 69.05 O -ATOM 6635 CB ALA A 942 158.381 191.206 182.056 1.00 69.05 C -ATOM 6636 N SER A 943 161.113 189.134 182.952 1.00 61.52 N -ATOM 6637 CA SER A 943 161.978 188.104 182.395 1.00 61.52 C -ATOM 6638 C SER A 943 161.967 186.813 183.203 1.00 61.52 C -ATOM 6639 O SER A 943 162.716 185.888 182.873 1.00 61.52 O -ATOM 6640 CB SER A 943 163.414 188.627 182.287 1.00 61.52 C -ATOM 6641 OG SER A 943 163.864 189.136 183.530 1.00 61.52 O -ATOM 6642 N ALA A 944 161.147 186.730 184.251 1.00 52.55 N -ATOM 6643 CA ALA A 944 161.126 185.536 185.088 1.00 52.55 C -ATOM 6644 C ALA A 944 160.381 184.378 184.436 1.00 52.55 C -ATOM 6645 O ALA A 944 160.751 183.217 184.648 1.00 52.55 O -ATOM 6646 CB ALA A 944 160.503 185.858 186.446 1.00 52.55 C -ATOM 6647 N LEU A 945 159.354 184.659 183.637 1.00 41.94 N -ATOM 6648 CA LEU A 945 158.474 183.617 183.100 1.00 41.94 C -ATOM 6649 C LEU A 945 158.951 183.138 181.727 1.00 41.94 C -ATOM 6650 O LEU A 945 158.193 183.004 180.752 1.00 41.94 O -ATOM 6651 CB LEU A 945 157.036 184.128 183.053 1.00 41.94 C -ATOM 6652 CG LEU A 945 156.274 184.175 184.392 1.00 41.94 C -ATOM 6653 CD1 LEU A 945 156.555 185.438 185.212 1.00 41.94 C -ATOM 6654 CD2 LEU A 945 154.780 184.001 184.207 1.00 41.94 C -ATOM 6655 N GLY A 946 160.249 182.822 181.687 1.00 45.65 N -ATOM 6656 CA GLY A 946 160.910 182.524 180.433 1.00 45.65 C -ATOM 6657 C GLY A 946 160.532 181.183 179.848 1.00 45.65 C -ATOM 6658 O GLY A 946 160.508 181.031 178.628 1.00 45.65 O -ATOM 6659 N LYS A 947 160.206 180.204 180.696 1.00 41.14 N -ATOM 6660 CA LYS A 947 159.830 178.885 180.193 1.00 41.14 C -ATOM 6661 C LYS A 947 158.475 178.920 179.492 1.00 41.14 C -ATOM 6662 O LYS A 947 158.316 178.348 178.405 1.00 41.14 O -ATOM 6663 CB LYS A 947 159.821 177.876 181.339 1.00 41.14 C -ATOM 6664 CG LYS A 947 161.030 177.980 182.252 1.00 41.14 C -ATOM 6665 CD LYS A 947 161.014 176.901 183.320 1.00 41.14 C -ATOM 6666 CE LYS A 947 162.154 177.086 184.305 1.00 41.14 C -ATOM 6667 NZ LYS A 947 162.130 176.055 185.376 1.00 41.14 N1+ -ATOM 6668 N LEU A 948 157.498 179.612 180.082 1.00 39.56 N -ATOM 6669 CA LEU A 948 156.186 179.739 179.454 1.00 39.56 C -ATOM 6670 C LEU A 948 156.256 180.611 178.205 1.00 39.56 C -ATOM 6671 O LEU A 948 155.609 180.306 177.186 1.00 39.56 O -ATOM 6672 CB LEU A 948 155.187 180.309 180.458 1.00 39.56 C -ATOM 6673 CG LEU A 948 155.315 179.777 181.888 1.00 39.56 C -ATOM 6674 CD1 LEU A 948 154.407 180.543 182.821 1.00 39.56 C -ATOM 6675 CD2 LEU A 948 155.006 178.293 181.954 1.00 39.56 C -ATOM 6676 N GLN A 949 157.052 181.690 178.260 1.00 42.61 N -ATOM 6677 CA GLN A 949 157.254 182.510 177.069 1.00 42.61 C -ATOM 6678 C GLN A 949 157.960 181.732 175.963 1.00 42.61 C -ATOM 6679 O GLN A 949 157.636 181.907 174.783 1.00 42.61 O -ATOM 6680 CB GLN A 949 158.041 183.770 177.424 1.00 42.61 C -ATOM 6681 CG GLN A 949 157.945 184.866 176.379 1.00 42.61 C -ATOM 6682 CD GLN A 949 156.514 185.285 176.109 1.00 42.61 C -ATOM 6683 OE1 GLN A 949 155.748 185.551 177.035 1.00 42.61 O -ATOM 6684 NE2 GLN A 949 156.145 185.343 174.835 1.00 42.61 N -ATOM 6685 N ASP A 950 158.885 180.839 176.326 1.00 46.62 N -ATOM 6686 CA ASP A 950 159.537 179.981 175.345 1.00 46.62 C -ATOM 6687 C ASP A 950 158.578 178.958 174.759 1.00 46.62 C -ATOM 6688 O ASP A 950 158.713 178.607 173.587 1.00 46.62 O -ATOM 6689 CB ASP A 950 160.734 179.272 175.978 1.00 46.62 C -ATOM 6690 CG ASP A 950 161.977 180.135 176.001 1.00 46.62 C -ATOM 6691 OD1 ASP A 950 161.958 181.222 175.387 1.00 46.62 O -ATOM 6692 OD2 ASP A 950 162.972 179.727 176.634 1.00 46.62 O1- -ATOM 6693 N VAL A 951 157.619 178.468 175.552 1.00 38.95 N -ATOM 6694 CA VAL A 951 156.604 177.546 175.032 1.00 38.95 C -ATOM 6695 C VAL A 951 155.753 178.233 173.965 1.00 38.95 C -ATOM 6696 O VAL A 951 155.542 177.694 172.862 1.00 38.95 O -ATOM 6697 CB VAL A 951 155.741 177.002 176.188 1.00 38.95 C -ATOM 6698 CG1 VAL A 951 154.429 176.427 175.677 1.00 38.95 C -ATOM 6699 CG2 VAL A 951 156.505 175.948 176.970 1.00 38.95 C -ATOM 6700 N VAL A 952 155.293 179.455 174.268 1.00 38.97 N -ATOM 6701 CA VAL A 952 154.493 180.225 173.310 1.00 38.97 C -ATOM 6702 C VAL A 952 155.309 180.561 172.061 1.00 38.97 C -ATOM 6703 O VAL A 952 154.822 180.433 170.925 1.00 38.97 O -ATOM 6704 CB VAL A 952 153.930 181.492 173.982 1.00 38.97 C -ATOM 6705 CG1 VAL A 952 153.102 182.304 173.000 1.00 38.97 C -ATOM 6706 CG2 VAL A 952 153.086 181.118 175.186 1.00 38.97 C -ATOM 6707 N ASN A 953 156.575 180.951 172.251 1.00 42.40 N -ATOM 6708 CA ASN A 953 157.433 181.305 171.125 1.00 42.40 C -ATOM 6709 C ASN A 953 157.775 180.092 170.267 1.00 42.40 C -ATOM 6710 O ASN A 953 157.887 180.214 169.044 1.00 42.40 O -ATOM 6711 CB ASN A 953 158.707 181.979 171.632 1.00 42.40 C -ATOM 6712 CG ASN A 953 158.458 183.384 172.137 1.00 42.40 C -ATOM 6713 OD1 ASN A 953 157.367 183.930 171.977 1.00 42.40 O -ATOM 6714 ND2 ASN A 953 159.470 183.976 172.760 1.00 42.40 N -ATOM 6715 N HIS A 954 157.935 178.915 170.883 1.00 41.81 N -ATOM 6716 CA HIS A 954 158.206 177.698 170.124 1.00 41.81 C -ATOM 6717 C HIS A 954 157.015 177.302 169.265 1.00 41.81 C -ATOM 6718 O HIS A 954 157.189 176.921 168.099 1.00 41.81 O -ATOM 6719 CB HIS A 954 158.576 176.551 171.065 1.00 41.81 C -ATOM 6720 CG HIS A 954 159.972 176.627 171.599 1.00 41.81 C -ATOM 6721 ND1 HIS A 954 160.959 177.380 171.002 1.00 41.81 N -ATOM 6722 CD2 HIS A 954 160.545 176.044 172.678 1.00 41.81 C -ATOM 6723 CE1 HIS A 954 162.080 177.257 171.690 1.00 41.81 C -ATOM 6724 NE2 HIS A 954 161.856 176.452 172.712 1.00 41.81 N -ATOM 6725 N ASN A 955 155.799 177.395 169.823 1.00 43.28 N -ATOM 6726 CA ASN A 955 154.605 177.089 169.033 1.00 43.28 C -ATOM 6727 C ASN A 955 154.428 178.071 167.876 1.00 43.28 C -ATOM 6728 O ASN A 955 154.138 177.660 166.740 1.00 43.28 O -ATOM 6729 CB ASN A 955 153.366 177.084 169.927 1.00 43.28 C -ATOM 6730 CG ASN A 955 153.471 176.083 171.062 1.00 43.28 C -ATOM 6731 OD1 ASN A 955 152.995 176.331 172.169 1.00 43.28 O -ATOM 6732 ND2 ASN A 955 154.100 174.945 170.791 1.00 43.28 N -ATOM 6733 N ALA A 956 154.644 179.368 168.138 1.00 36.51 N -ATOM 6734 CA ALA A 956 154.515 180.376 167.086 1.00 36.51 C -ATOM 6735 C ALA A 956 155.583 180.212 166.008 1.00 36.51 C -ATOM 6736 O ALA A 956 155.290 180.360 164.814 1.00 36.51 O -ATOM 6737 CB ALA A 956 154.580 181.776 167.693 1.00 36.51 C -ATOM 6738 N GLN A 957 156.818 179.887 166.407 1.00 42.93 N -ATOM 6739 CA GLN A 957 157.903 179.690 165.451 1.00 42.93 C -ATOM 6740 C GLN A 957 157.667 178.464 164.580 1.00 42.93 C -ATOM 6741 O GLN A 957 157.928 178.502 163.371 1.00 42.93 O -ATOM 6742 CB GLN A 957 159.233 179.564 166.191 1.00 42.93 C -ATOM 6743 CG GLN A 957 160.003 180.863 166.330 1.00 42.93 C -ATOM 6744 CD GLN A 957 161.238 180.710 167.195 1.00 42.93 C -ATOM 6745 OE1 GLN A 957 161.675 179.596 167.481 1.00 42.93 O -ATOM 6746 NE2 GLN A 957 161.806 181.833 167.619 1.00 42.93 N -ATOM 6747 N ALA A 958 157.171 177.371 165.176 1.00 37.34 N -ATOM 6748 CA ALA A 958 156.872 176.170 164.401 1.00 37.34 C -ATOM 6749 C ALA A 958 155.748 176.415 163.400 1.00 37.34 C -ATOM 6750 O ALA A 958 155.841 175.986 162.240 1.00 37.34 O -ATOM 6751 CB ALA A 958 156.514 175.017 165.336 1.00 37.34 C -ATOM 6752 N LEU A 959 154.697 177.135 163.817 1.00 37.33 N -ATOM 6753 CA LEU A 959 153.598 177.421 162.897 1.00 37.33 C -ATOM 6754 C LEU A 959 154.026 178.370 161.779 1.00 37.33 C -ATOM 6755 O LEU A 959 153.626 178.189 160.621 1.00 37.33 O -ATOM 6756 CB LEU A 959 152.404 177.983 163.667 1.00 37.33 C -ATOM 6757 CG LEU A 959 151.563 176.930 164.396 1.00 37.33 C -ATOM 6758 CD1 LEU A 959 150.335 177.552 165.033 1.00 37.33 C -ATOM 6759 CD2 LEU A 959 151.161 175.808 163.451 1.00 37.33 C -ATOM 6760 N ASN A 960 154.868 179.362 162.092 1.00 39.77 N -ATOM 6761 CA ASN A 960 155.330 180.287 161.058 1.00 39.77 C -ATOM 6762 C ASN A 960 156.287 179.611 160.081 1.00 39.77 C -ATOM 6763 O ASN A 960 156.265 179.914 158.881 1.00 39.77 O -ATOM 6764 CB ASN A 960 155.986 181.507 161.698 1.00 39.77 C -ATOM 6765 CG ASN A 960 154.972 182.518 162.189 1.00 39.77 C -ATOM 6766 OD1 ASN A 960 153.770 182.358 161.981 1.00 39.77 O -ATOM 6767 ND2 ASN A 960 155.451 183.569 162.844 1.00 39.77 N -ATOM 6768 N THR A 961 157.128 178.692 160.569 1.00 44.24 N -ATOM 6769 CA THR A 961 157.999 177.931 159.676 1.00 44.24 C -ATOM 6770 C THR A 961 157.191 177.016 158.760 1.00 44.24 C -ATOM 6771 O THR A 961 157.475 176.922 157.557 1.00 44.24 O -ATOM 6772 CB THR A 961 159.007 177.125 160.498 1.00 44.24 C -ATOM 6773 OG1 THR A 961 159.744 178.011 161.348 1.00 44.24 O -ATOM 6774 CG2 THR A 961 159.986 176.391 159.594 1.00 44.24 C -ATOM 6775 N LEU A 962 156.156 176.364 159.307 1.00 34.67 N -ATOM 6776 CA LEU A 962 155.293 175.516 158.489 1.00 34.67 C -ATOM 6777 C LEU A 962 154.495 176.322 157.469 1.00 34.67 C -ATOM 6778 O LEU A 962 154.181 175.808 156.390 1.00 34.67 O -ATOM 6779 CB LEU A 962 154.351 174.714 159.382 1.00 34.67 C -ATOM 6780 CG LEU A 962 153.776 173.443 158.763 1.00 34.67 C -ATOM 6781 CD1 LEU A 962 154.882 172.454 158.457 1.00 34.67 C -ATOM 6782 CD2 LEU A 962 152.754 172.836 159.702 1.00 34.67 C -ATOM 6783 N VAL A 963 154.153 177.571 157.791 1.00 39.54 N -ATOM 6784 CA VAL A 963 153.513 178.436 156.803 1.00 39.54 C -ATOM 6785 C VAL A 963 154.505 178.836 155.714 1.00 39.54 C -ATOM 6786 O VAL A 963 154.197 178.760 154.518 1.00 39.54 O -ATOM 6787 CB VAL A 963 152.891 179.660 157.500 1.00 39.54 C -ATOM 6788 CG1 VAL A 963 152.617 180.787 156.514 1.00 39.54 C -ATOM 6789 CG2 VAL A 963 151.612 179.253 158.178 1.00 39.54 C -ATOM 6790 N LYS A 964 155.722 179.229 156.103 1.00 42.59 N -ATOM 6791 CA LYS A 964 156.721 179.673 155.137 1.00 42.59 C -ATOM 6792 C LYS A 964 157.290 178.544 154.285 1.00 42.59 C -ATOM 6793 O LYS A 964 157.957 178.831 153.286 1.00 42.59 O -ATOM 6794 CB LYS A 964 157.868 180.393 155.846 1.00 42.59 C -ATOM 6795 CG LYS A 964 157.589 181.851 156.150 1.00 42.59 C -ATOM 6796 CD LYS A 964 158.781 182.506 156.822 1.00 42.59 C -ATOM 6797 CE LYS A 964 158.470 183.936 157.226 1.00 42.59 C -ATOM 6798 NZ LYS A 964 159.611 184.566 157.945 1.00 42.59 N1+ -ATOM 6799 N GLN A 965 157.053 177.281 154.642 1.00 50.66 N -ATOM 6800 CA GLN A 965 157.494 176.186 153.785 1.00 50.66 C -ATOM 6801 C GLN A 965 156.633 175.999 152.539 1.00 50.66 C -ATOM 6802 O GLN A 965 156.999 175.196 151.675 1.00 50.66 O -ATOM 6803 CB GLN A 965 157.539 174.874 154.570 1.00 50.66 C -ATOM 6804 CG GLN A 965 158.772 174.713 155.444 1.00 50.66 C -ATOM 6805 CD GLN A 965 160.021 175.291 154.805 1.00 50.66 C -ATOM 6806 OE1 GLN A 965 160.492 176.361 155.189 1.00 50.66 O -ATOM 6807 NE2 GLN A 965 160.552 174.592 153.810 1.00 50.66 N -ATOM 6808 N LEU A 966 155.505 176.705 152.421 1.00 47.60 N -ATOM 6809 CA LEU A 966 154.686 176.603 151.219 1.00 47.60 C -ATOM 6810 C LEU A 966 155.292 177.340 150.033 1.00 47.60 C -ATOM 6811 O LEU A 966 154.927 177.050 148.889 1.00 47.60 O -ATOM 6812 CB LEU A 966 153.281 177.142 151.487 1.00 47.60 C -ATOM 6813 CG LEU A 966 152.275 176.191 152.133 1.00 47.60 C -ATOM 6814 CD1 LEU A 966 150.897 176.825 152.147 1.00 47.60 C -ATOM 6815 CD2 LEU A 966 152.244 174.861 151.405 1.00 47.60 C -ATOM 6816 N SER A 967 156.202 178.282 150.275 1.00 55.54 N -ATOM 6817 CA SER A 967 156.780 179.078 149.200 1.00 55.54 C -ATOM 6818 C SER A 967 157.908 178.366 148.466 1.00 55.54 C -ATOM 6819 O SER A 967 158.365 178.871 147.435 1.00 55.54 O -ATOM 6820 CB SER A 967 157.296 180.408 149.754 1.00 55.54 C -ATOM 6821 OG SER A 967 158.547 180.240 150.396 1.00 55.54 O -ATOM 6822 N SER A 968 158.368 177.223 148.965 1.00 58.39 N -ATOM 6823 CA SER A 968 159.452 176.496 148.322 1.00 58.39 C -ATOM 6824 C SER A 968 158.955 175.789 147.069 1.00 58.39 C -ATOM 6825 O SER A 968 157.845 175.250 147.040 1.00 58.39 O -ATOM 6826 CB SER A 968 160.062 175.484 149.289 1.00 58.39 C -ATOM 6827 OG SER A 968 160.764 176.141 150.328 1.00 58.39 O -ATOM 6828 N LYS A 969 159.788 175.795 146.027 1.00 68.14 N -ATOM 6829 CA LYS A 969 159.396 175.197 144.757 1.00 68.14 C -ATOM 6830 C LYS A 969 159.671 173.700 144.709 1.00 68.14 C -ATOM 6831 O LYS A 969 158.991 172.985 143.964 1.00 68.14 O -ATOM 6832 CB LYS A 969 160.116 175.896 143.603 1.00 68.14 C -ATOM 6833 CG LYS A 969 159.697 177.341 143.397 1.00 68.14 C -ATOM 6834 CD LYS A 969 160.737 178.105 142.596 1.00 68.14 C -ATOM 6835 CE LYS A 969 160.425 179.590 142.562 1.00 68.14 C -ATOM 6836 NZ LYS A 969 158.960 179.850 142.553 1.00 68.14 N1+ -ATOM 6837 N PHE A 970 160.663 173.228 145.478 1.00 70.33 N -ATOM 6838 CA PHE A 970 161.078 171.818 145.556 1.00 70.33 C -ATOM 6839 C PHE A 970 161.461 171.243 144.193 1.00 70.33 C -ATOM 6840 O PHE A 970 161.230 170.063 143.919 1.00 70.33 O -ATOM 6841 CB PHE A 970 160.005 170.941 146.215 1.00 70.33 C -ATOM 6842 CG PHE A 970 159.714 171.304 147.640 1.00 70.33 C -ATOM 6843 CD1 PHE A 970 160.717 171.271 148.596 1.00 70.33 C -ATOM 6844 CD2 PHE A 970 158.436 171.673 148.026 1.00 70.33 C -ATOM 6845 CE1 PHE A 970 160.451 171.602 149.911 1.00 70.33 C -ATOM 6846 CE2 PHE A 970 158.162 172.006 149.339 1.00 70.33 C -ATOM 6847 CZ PHE A 970 159.171 171.970 150.283 1.00 70.33 C -ATOM 6848 N GLY A 971 162.048 172.069 143.328 1.00 77.16 N -ATOM 6849 CA GLY A 971 162.429 171.646 141.999 1.00 77.16 C -ATOM 6850 C GLY A 971 161.377 171.850 140.930 1.00 77.16 C -ATOM 6851 O GLY A 971 161.687 171.689 139.743 1.00 77.16 O -ATOM 6852 N ALA A 972 160.149 172.199 141.304 1.00 81.99 N -ATOM 6853 CA ALA A 972 159.106 172.445 140.322 1.00 81.99 C -ATOM 6854 C ALA A 972 159.269 173.835 139.710 1.00 81.99 C -ATOM 6855 O ALA A 972 160.075 174.654 140.159 1.00 81.99 O -ATOM 6856 CB ALA A 972 157.724 172.296 140.954 1.00 81.99 C -ATOM 6857 N ILE A 973 158.484 174.096 138.664 1.00 84.81 N -ATOM 6858 CA ILE A 973 158.608 175.360 137.946 1.00 84.81 C -ATOM 6859 C ILE A 973 157.980 176.512 138.725 1.00 84.81 C -ATOM 6860 O ILE A 973 158.407 177.663 138.580 1.00 84.81 O -ATOM 6861 CB ILE A 973 158.002 175.238 136.538 1.00 84.81 C -ATOM 6862 CG1 ILE A 973 156.601 174.626 136.604 1.00 84.81 C -ATOM 6863 CG2 ILE A 973 158.906 174.409 135.641 1.00 84.81 C -ATOM 6864 CD1 ILE A 973 155.776 174.859 135.359 1.00 84.81 C -ATOM 6865 N SER A 974 156.975 176.237 139.553 1.00 79.71 N -ATOM 6866 CA SER A 974 156.338 177.278 140.344 1.00 79.71 C -ATOM 6867 C SER A 974 155.747 176.662 141.602 1.00 79.71 C -ATOM 6868 O SER A 974 155.440 175.468 141.649 1.00 79.71 O -ATOM 6869 CB SER A 974 155.251 178.010 139.548 1.00 79.71 C -ATOM 6870 OG SER A 974 154.639 179.019 140.333 1.00 79.71 O -ATOM 6871 N SER A 975 155.598 177.496 142.632 1.00 78.51 N -ATOM 6872 CA SER A 975 154.980 177.045 143.873 1.00 78.51 C -ATOM 6873 C SER A 975 153.464 176.958 143.760 1.00 78.51 C -ATOM 6874 O SER A 975 152.851 176.087 144.386 1.00 78.51 O -ATOM 6875 CB SER A 975 155.369 177.974 145.023 1.00 78.51 C -ATOM 6876 OG SER A 975 154.961 179.305 144.762 1.00 78.51 O -ATOM 6877 N VAL A 976 152.847 177.838 142.977 1.00 79.83 N -ATOM 6878 CA VAL A 976 151.395 177.853 142.837 1.00 79.83 C -ATOM 6879 C VAL A 976 150.975 176.746 141.879 1.00 79.83 C -ATOM 6880 O VAL A 976 151.470 176.662 140.749 1.00 79.83 O -ATOM 6881 CB VAL A 976 150.908 179.226 142.351 1.00 79.83 C -ATOM 6882 CG1 VAL A 976 149.390 179.286 142.374 1.00 79.83 C -ATOM 6883 CG2 VAL A 976 151.500 180.329 143.211 1.00 79.83 C -ATOM 6884 N LEU A 977 150.054 175.895 142.333 1.00 86.17 N -ATOM 6885 CA LEU A 977 149.656 174.723 141.560 1.00 86.17 C -ATOM 6886 C LEU A 977 148.707 175.068 140.419 1.00 86.17 C -ATOM 6887 O LEU A 977 148.700 174.372 139.395 1.00 86.17 O -ATOM 6888 CB LEU A 977 149.006 173.686 142.474 1.00 86.17 C -ATOM 6889 CG LEU A 977 149.919 172.762 143.284 1.00 86.17 C -ATOM 6890 CD1 LEU A 977 150.497 173.424 144.531 1.00 86.17 C -ATOM 6891 CD2 LEU A 977 149.154 171.525 143.653 1.00 86.17 C -ATOM 6892 N ASN A 978 147.892 176.115 140.586 1.00 98.54 N -ATOM 6893 CA ASN A 978 146.980 176.526 139.524 1.00 98.54 C -ATOM 6894 C ASN A 978 147.733 177.064 138.317 1.00 98.54 C -ATOM 6895 O ASN A 978 147.285 176.880 137.180 1.00 98.54 O -ATOM 6896 CB ASN A 978 145.998 177.572 140.048 1.00 98.54 C -ATOM 6897 CG ASN A 978 145.221 177.086 141.252 1.00 98.54 C -ATOM 6898 OD1 ASN A 978 145.447 177.536 142.375 1.00 98.54 O -ATOM 6899 ND2 ASN A 978 144.300 176.157 141.026 1.00 98.54 N -ATOM 6900 N ASP A 979 148.884 177.705 138.544 1.00100.94 N -ATOM 6901 CA ASP A 979 149.733 178.137 137.439 1.00100.94 C -ATOM 6902 C ASP A 979 150.281 176.946 136.662 1.00100.94 C -ATOM 6903 O ASP A 979 150.309 176.969 135.427 1.00100.94 O -ATOM 6904 CB ASP A 979 150.877 179.005 137.964 1.00100.94 C -ATOM 6905 CG ASP A 979 151.478 179.888 136.889 1.00100.94 C -ATOM 6906 OD1 ASP A 979 150.876 179.995 135.801 1.00100.94 O -ATOM 6907 OD2 ASP A 979 152.554 180.473 137.131 1.00100.94 O1- -ATOM 6908 N ILE A 980 150.698 175.891 137.368 1.00 96.95 N -ATOM 6909 CA ILE A 980 151.205 174.686 136.713 1.00 96.95 C -ATOM 6910 C ILE A 980 150.100 173.998 135.919 1.00 96.95 C -ATOM 6911 O ILE A 980 150.313 173.563 134.778 1.00 96.95 O -ATOM 6912 CB ILE A 980 151.825 173.739 137.757 1.00 96.95 C -ATOM 6913 CG1 ILE A 980 152.943 174.444 138.522 1.00 96.95 C -ATOM 6914 CG2 ILE A 980 152.364 172.478 137.098 1.00 96.95 C -ATOM 6915 CD1 ILE A 980 153.529 173.607 139.634 1.00 96.95 C -ATOM 6916 N PHE A 981 148.899 173.910 136.499 1.00105.77 N -ATOM 6917 CA PHE A 981 147.780 173.275 135.808 1.00105.77 C -ATOM 6918 C PHE A 981 147.306 174.089 134.608 1.00105.77 C -ATOM 6919 O PHE A 981 146.873 173.509 133.606 1.00105.77 O -ATOM 6920 CB PHE A 981 146.624 173.042 136.779 1.00105.77 C -ATOM 6921 CG PHE A 981 146.692 171.723 137.492 1.00105.77 C -ATOM 6922 CD1 PHE A 981 146.936 170.555 136.786 1.00105.77 C -ATOM 6923 CD2 PHE A 981 146.506 171.649 138.863 1.00105.77 C -ATOM 6924 CE1 PHE A 981 146.997 169.335 137.433 1.00105.77 C -ATOM 6925 CE2 PHE A 981 146.565 170.431 139.519 1.00105.77 C -ATOM 6926 CZ PHE A 981 146.812 169.274 138.801 1.00105.77 C -ATOM 6927 N SER A 982 147.375 175.419 134.683 1.00105.05 N -ATOM 6928 CA SER A 982 146.997 176.248 133.546 1.00105.05 C -ATOM 6929 C SER A 982 148.090 176.344 132.489 1.00105.05 C -ATOM 6930 O SER A 982 147.785 176.665 131.336 1.00105.05 O -ATOM 6931 CB SER A 982 146.619 177.651 134.023 1.00105.05 C -ATOM 6932 OG SER A 982 147.709 178.281 134.673 1.00105.05 O -ATOM 6933 N ARG A 983 149.347 176.077 132.845 1.00106.34 N -ATOM 6934 CA ARG A 983 150.441 176.189 131.888 1.00106.34 C -ATOM 6935 C ARG A 983 150.809 174.874 131.219 1.00106.34 C -ATOM 6936 O ARG A 983 151.304 174.892 130.089 1.00106.34 O -ATOM 6937 CB ARG A 983 151.693 176.755 132.570 1.00106.34 C -ATOM 6938 CG ARG A 983 151.676 178.263 132.765 1.00106.34 C -ATOM 6939 CD ARG A 983 153.069 178.866 132.696 1.00106.34 C -ATOM 6940 NE ARG A 983 153.812 178.696 133.939 1.00106.34 N -ATOM 6941 CZ ARG A 983 155.114 178.452 134.004 1.00106.34 C -ATOM 6942 NH1 ARG A 983 155.853 178.346 132.912 1.00106.34 N1+ -ATOM 6943 NH2 ARG A 983 155.690 178.315 135.195 1.00106.34 N -ATOM 6944 N LEU A 984 150.579 173.736 131.866 1.00119.73 N -ATOM 6945 CA LEU A 984 151.090 172.471 131.364 1.00119.73 C -ATOM 6946 C LEU A 984 149.964 171.487 131.081 1.00119.73 C -ATOM 6947 O LEU A 984 148.856 171.597 131.613 1.00119.73 O -ATOM 6948 CB LEU A 984 152.080 171.846 132.356 1.00119.73 C -ATOM 6949 CG LEU A 984 153.374 172.617 132.611 1.00119.73 C -ATOM 6950 CD1 LEU A 984 154.327 171.784 133.447 1.00119.73 C -ATOM 6951 CD2 LEU A 984 154.028 173.015 131.301 1.00119.73 C -ATOM 6952 N ASP A 985 150.274 170.517 130.223 1.00144.00 N -ATOM 6953 CA ASP A 985 149.406 169.371 130.007 1.00144.00 C -ATOM 6954 C ASP A 985 149.465 168.451 131.225 1.00144.00 C -ATOM 6955 O ASP A 985 150.350 168.569 132.078 1.00144.00 O -ATOM 6956 CB ASP A 985 149.823 168.624 128.737 1.00144.00 C -ATOM 6957 CG ASP A 985 148.704 167.782 128.154 1.00144.00 C -ATOM 6958 OD1 ASP A 985 147.533 168.011 128.521 1.00144.00 O -ATOM 6959 OD2 ASP A 985 148.999 166.891 127.331 1.00144.00 O1- -ATOM 6960 N LYS A 986 148.503 167.523 131.294 1.00143.96 N -ATOM 6961 CA LYS A 986 148.296 166.723 132.501 1.00143.96 C -ATOM 6962 C LYS A 986 149.459 165.772 132.764 1.00143.96 C -ATOM 6963 O LYS A 986 149.855 165.580 133.921 1.00143.96 O -ATOM 6964 CB LYS A 986 146.990 165.935 132.383 1.00143.96 C -ATOM 6965 CG LYS A 986 145.724 166.757 132.095 1.00143.96 C -ATOM 6966 CD LYS A 986 145.221 167.576 133.284 1.00143.96 C -ATOM 6967 CE LYS A 986 145.558 169.060 133.148 1.00143.96 C -ATOM 6968 NZ LYS A 986 144.950 169.877 134.230 1.00143.96 N1+ -ATOM 6969 N VAL A 987 150.045 165.214 131.698 1.00147.88 N -ATOM 6970 CA VAL A 987 150.996 164.110 131.824 1.00147.88 C -ATOM 6971 C VAL A 987 152.299 164.567 132.474 1.00147.88 C -ATOM 6972 O VAL A 987 152.881 163.846 133.293 1.00147.88 O -ATOM 6973 CB VAL A 987 151.244 163.468 130.447 1.00147.88 C -ATOM 6974 CG1 VAL A 987 151.942 162.125 130.600 1.00147.88 C -ATOM 6975 CG2 VAL A 987 149.931 163.305 129.697 1.00147.88 C -ATOM 6976 N GLU A 988 152.778 165.764 132.133 1.00139.19 N -ATOM 6977 CA GLU A 988 153.954 166.306 132.805 1.00139.19 C -ATOM 6978 C GLU A 988 153.609 167.262 133.939 1.00139.19 C -ATOM 6979 O GLU A 988 154.467 167.519 134.794 1.00139.19 O -ATOM 6980 CB GLU A 988 154.887 167.007 131.802 1.00139.19 C -ATOM 6981 CG GLU A 988 154.463 168.389 131.295 1.00139.19 C -ATOM 6982 CD GLU A 988 153.246 168.385 130.380 1.00139.19 C -ATOM 6983 OE1 GLU A 988 152.821 167.304 129.916 1.00139.19 O -ATOM 6984 OE2 GLU A 988 152.725 169.484 130.105 1.00139.19 O1- -ATOM 6985 N ALA A 989 152.372 167.766 133.988 1.00127.04 N -ATOM 6986 CA ALA A 989 151.934 168.545 135.140 1.00127.04 C -ATOM 6987 C ALA A 989 151.846 167.684 136.393 1.00127.04 C -ATOM 6988 O ALA A 989 152.144 168.166 137.492 1.00127.04 O -ATOM 6989 CB ALA A 989 150.586 169.203 134.852 1.00127.04 C -ATOM 6990 N GLU A 990 151.453 166.413 136.244 1.00124.51 N -ATOM 6991 CA GLU A 990 151.464 165.489 137.375 1.00124.51 C -ATOM 6992 C GLU A 990 152.881 165.257 137.889 1.00124.51 C -ATOM 6993 O GLU A 990 153.102 165.176 139.103 1.00124.51 O -ATOM 6994 CB GLU A 990 150.814 164.166 136.975 1.00124.51 C -ATOM 6995 CG GLU A 990 149.298 164.223 136.901 1.00124.51 C -ATOM 6996 CD GLU A 990 148.710 163.063 136.124 1.00124.51 C -ATOM 6997 OE1 GLU A 990 149.371 162.007 136.037 1.00124.51 O -ATOM 6998 OE2 GLU A 990 147.587 163.207 135.597 1.00124.51 O1- -ATOM 6999 N VAL A 991 153.855 165.177 136.978 1.00113.76 N -ATOM 7000 CA VAL A 991 155.252 165.008 137.372 1.00113.76 C -ATOM 7001 C VAL A 991 155.771 166.264 138.067 1.00113.76 C -ATOM 7002 O VAL A 991 156.546 166.183 139.028 1.00113.76 O -ATOM 7003 CB VAL A 991 156.102 164.639 136.141 1.00113.76 C -ATOM 7004 CG1 VAL A 991 157.532 164.300 136.541 1.00113.76 C -ATOM 7005 CG2 VAL A 991 155.469 163.477 135.393 1.00113.76 C -ATOM 7006 N GLN A 992 155.346 167.442 137.600 1.00102.94 N -ATOM 7007 CA GLN A 992 155.763 168.691 138.237 1.00102.94 C -ATOM 7008 C GLN A 992 155.147 168.854 139.625 1.00102.94 C -ATOM 7009 O GLN A 992 155.784 169.404 140.531 1.00102.94 O -ATOM 7010 CB GLN A 992 155.397 169.880 137.351 1.00102.94 C -ATOM 7011 CG GLN A 992 156.304 170.062 136.150 1.00102.94 C -ATOM 7012 CD GLN A 992 157.693 170.522 136.537 1.00102.94 C -ATOM 7013 OE1 GLN A 992 157.858 171.541 137.207 1.00102.94 O -ATOM 7014 NE2 GLN A 992 158.703 169.772 136.114 1.00102.94 N -ATOM 7015 N ILE A 993 153.912 168.386 139.810 1.00 95.16 N -ATOM 7016 CA ILE A 993 153.205 168.567 141.076 1.00 95.16 C -ATOM 7017 C ILE A 993 153.525 167.460 142.087 1.00 95.16 C -ATOM 7018 O ILE A 993 153.383 167.678 143.305 1.00 95.16 O -ATOM 7019 CB ILE A 993 151.712 168.734 140.708 1.00 95.16 C -ATOM 7020 CG1 ILE A 993 151.522 170.105 140.057 1.00 95.16 C -ATOM 7021 CG2 ILE A 993 150.743 168.615 141.882 1.00 95.16 C -ATOM 7022 CD1 ILE A 993 150.205 170.284 139.378 1.00 95.16 C -ATOM 7023 N ASP A 994 154.036 166.311 141.621 1.00 89.13 N -ATOM 7024 CA ASP A 994 154.457 165.234 142.518 1.00 89.13 C -ATOM 7025 C ASP A 994 155.591 165.670 143.442 1.00 89.13 C -ATOM 7026 O ASP A 994 155.616 165.296 144.623 1.00 89.13 O -ATOM 7027 CB ASP A 994 154.885 164.022 141.690 1.00 89.13 C -ATOM 7028 CG ASP A 994 154.947 162.751 142.505 1.00 89.13 C -ATOM 7029 OD1 ASP A 994 153.875 162.217 142.857 1.00 89.13 O -ATOM 7030 OD2 ASP A 994 156.069 162.286 142.796 1.00 89.13 O1- -ATOM 7031 N ARG A 995 156.527 166.474 142.925 1.00 88.52 N -ATOM 7032 CA ARG A 995 157.625 166.989 143.741 1.00 88.52 C -ATOM 7033 C ARG A 995 157.120 167.924 144.836 1.00 88.52 C -ATOM 7034 O ARG A 995 157.590 167.858 145.980 1.00 88.52 O -ATOM 7035 CB ARG A 995 158.638 167.708 142.852 1.00 88.52 C -ATOM 7036 CG ARG A 995 159.186 166.855 141.720 1.00 88.52 C -ATOM 7037 CD ARG A 995 160.116 167.656 140.823 1.00 88.52 C -ATOM 7038 NE ARG A 995 160.582 166.873 139.685 1.00 88.52 N -ATOM 7039 CZ ARG A 995 160.949 167.390 138.520 1.00 88.52 C -ATOM 7040 NH1 ARG A 995 160.914 168.694 138.300 1.00 88.52 N1+ -ATOM 7041 NH2 ARG A 995 161.361 166.577 137.551 1.00 88.52 N -ATOM 7042 N LEU A 996 156.157 168.791 144.500 1.00 72.55 N -ATOM 7043 CA LEU A 996 155.561 169.691 145.485 1.00 72.55 C -ATOM 7044 C LEU A 996 154.818 168.921 146.567 1.00 72.55 C -ATOM 7045 O LEU A 996 154.922 169.252 147.757 1.00 72.55 O -ATOM 7046 CB LEU A 996 154.612 170.668 144.791 1.00 72.55 C -ATOM 7047 CG LEU A 996 155.215 171.891 144.107 1.00 72.55 C -ATOM 7048 CD1 LEU A 996 154.137 172.667 143.376 1.00 72.55 C -ATOM 7049 CD2 LEU A 996 155.890 172.771 145.138 1.00 72.55 C -ATOM 7050 N ILE A 997 154.071 167.885 146.166 1.00 72.96 N -ATOM 7051 CA ILE A 997 153.323 167.064 147.117 1.00 72.96 C -ATOM 7052 C ILE A 997 154.274 166.338 148.064 1.00 72.96 C -ATOM 7053 O ILE A 997 154.067 166.329 149.287 1.00 72.96 O -ATOM 7054 CB ILE A 997 152.409 166.082 146.358 1.00 72.96 C -ATOM 7055 CG1 ILE A 997 151.235 166.825 145.720 1.00 72.96 C -ATOM 7056 CG2 ILE A 997 151.889 164.986 147.276 1.00 72.96 C -ATOM 7057 CD1 ILE A 997 150.307 165.929 144.928 1.00 72.96 C -ATOM 7058 N THR A 998 155.356 165.768 147.517 1.00 72.14 N -ATOM 7059 CA THR A 998 156.339 165.054 148.330 1.00 72.14 C -ATOM 7060 C THR A 998 157.053 165.991 149.303 1.00 72.14 C -ATOM 7061 O THR A 998 157.228 165.654 150.483 1.00 72.14 O -ATOM 7062 CB THR A 998 157.344 164.351 147.414 1.00 72.14 C -ATOM 7063 OG1 THR A 998 156.651 163.418 146.576 1.00 72.14 O -ATOM 7064 CG2 THR A 998 158.391 163.598 148.222 1.00 72.14 C -ATOM 7065 N GLY A 999 157.434 167.186 148.837 1.00 70.21 N -ATOM 7066 CA GLY A 999 158.109 168.135 149.711 1.00 70.21 C -ATOM 7067 C GLY A 999 157.227 168.660 150.830 1.00 70.21 C -ATOM 7068 O GLY A 999 157.669 168.764 151.982 1.00 70.21 O -ATOM 7069 N ARG A1000 155.966 168.981 150.517 1.00 52.68 N -ATOM 7070 CA ARG A1000 155.052 169.458 151.551 1.00 52.68 C -ATOM 7071 C ARG A1000 154.699 168.357 152.545 1.00 52.68 C -ATOM 7072 O ARG A1000 154.568 168.630 153.747 1.00 52.68 O -ATOM 7073 CB ARG A1000 153.797 170.040 150.903 1.00 52.68 C -ATOM 7074 CG ARG A1000 154.060 171.347 150.167 1.00 52.68 C -ATOM 7075 CD ARG A1000 152.879 171.779 149.318 1.00 52.68 C -ATOM 7076 NE ARG A1000 153.165 173.011 148.593 1.00 52.68 N -ATOM 7077 CZ ARG A1000 152.253 173.745 147.971 1.00 52.68 C -ATOM 7078 NH1 ARG A1000 150.976 173.404 147.969 1.00 52.68 N1+ -ATOM 7079 NH2 ARG A1000 152.632 174.851 147.337 1.00 52.68 N -ATOM 7080 N LEU A1001 154.586 167.109 152.075 1.00 60.99 N -ATOM 7081 CA LEU A1001 154.351 165.984 152.976 1.00 60.99 C -ATOM 7082 C LEU A1001 155.539 165.749 153.904 1.00 60.99 C -ATOM 7083 O LEU A1001 155.354 165.463 155.095 1.00 60.99 O -ATOM 7084 CB LEU A1001 154.048 164.732 152.156 1.00 60.99 C -ATOM 7085 CG LEU A1001 153.373 163.549 152.845 1.00 60.99 C -ATOM 7086 CD1 LEU A1001 152.111 163.989 153.562 1.00 60.99 C -ATOM 7087 CD2 LEU A1001 153.054 162.487 151.810 1.00 60.99 C -ATOM 7088 N GLN A1002 156.764 165.882 153.381 1.00 69.14 N -ATOM 7089 CA GLN A1002 157.956 165.722 154.211 1.00 69.14 C -ATOM 7090 C GLN A1002 158.068 166.832 155.254 1.00 69.14 C -ATOM 7091 O GLN A1002 158.441 166.572 156.407 1.00 69.14 O -ATOM 7092 CB GLN A1002 159.202 165.683 153.327 1.00 69.14 C -ATOM 7093 CG GLN A1002 160.490 165.358 154.063 1.00 69.14 C -ATOM 7094 CD GLN A1002 161.597 164.913 153.127 1.00 69.14 C -ATOM 7095 OE1 GLN A1002 161.343 164.517 151.990 1.00 69.14 O -ATOM 7096 NE2 GLN A1002 162.836 164.978 153.601 1.00 69.14 N -ATOM 7097 N SER A1003 157.733 168.071 154.868 1.00 74.85 N -ATOM 7098 CA SER A1003 157.736 169.181 155.821 1.00 74.85 C -ATOM 7099 C SER A1003 156.696 168.983 156.921 1.00 74.85 C -ATOM 7100 O SER A1003 156.963 169.257 158.102 1.00 74.85 O -ATOM 7101 CB SER A1003 157.491 170.498 155.086 1.00 74.85 C -ATOM 7102 OG SER A1003 157.276 171.557 156.000 1.00 74.85 O -ATOM 7103 N LEU A1004 155.510 168.490 156.553 1.00 74.85 N -ATOM 7104 CA LEU A1004 154.467 168.239 157.543 1.00 74.85 C -ATOM 7105 C LEU A1004 154.848 167.103 158.491 1.00 74.85 C -ATOM 7106 O LEU A1004 154.568 167.183 159.697 1.00 74.85 O -ATOM 7107 CB LEU A1004 153.153 167.943 156.823 1.00 74.85 C -ATOM 7108 CG LEU A1004 151.857 168.189 157.586 1.00 74.85 C -ATOM 7109 CD1 LEU A1004 151.801 169.629 158.030 1.00 74.85 C -ATOM 7110 CD2 LEU A1004 150.673 167.871 156.693 1.00 74.85 C -ATOM 7111 N GLN A1005 155.513 166.062 157.973 1.00 73.33 N -ATOM 7112 CA GLN A1005 156.010 164.983 158.826 1.00 73.33 C -ATOM 7113 C GLN A1005 157.085 165.475 159.790 1.00 73.33 C -ATOM 7114 O GLN A1005 157.134 165.037 160.948 1.00 73.33 O -ATOM 7115 CB GLN A1005 156.556 163.844 157.967 1.00 73.33 C -ATOM 7116 CG GLN A1005 155.503 162.884 157.451 1.00 73.33 C -ATOM 7117 CD GLN A1005 156.075 161.872 156.481 1.00 73.33 C -ATOM 7118 OE1 GLN A1005 157.290 161.685 156.407 1.00 73.33 O -ATOM 7119 NE2 GLN A1005 155.203 161.213 155.729 1.00 73.33 N -ATOM 7120 N THR A1006 157.957 166.379 159.324 1.00 74.85 N -ATOM 7121 CA THR A1006 158.973 166.973 160.194 1.00 74.85 C -ATOM 7122 C THR A1006 158.334 167.777 161.324 1.00 74.85 C -ATOM 7123 O THR A1006 158.759 167.677 162.489 1.00 74.85 O -ATOM 7124 CB THR A1006 159.907 167.856 159.362 1.00 74.85 C -ATOM 7125 OG1 THR A1006 160.557 167.057 158.366 1.00 74.85 O -ATOM 7126 CG2 THR A1006 160.968 168.510 160.232 1.00 74.85 C -ATOM 7127 N TYR A1007 157.290 168.551 160.997 1.00 74.85 N -ATOM 7128 CA TYR A1007 156.557 169.308 162.012 1.00 74.85 C -ATOM 7129 C TYR A1007 155.903 168.393 163.043 1.00 74.85 C -ATOM 7130 O TYR A1007 155.960 168.668 164.250 1.00 74.85 O -ATOM 7131 CB TYR A1007 155.500 170.188 161.345 1.00 74.85 C -ATOM 7132 CG TYR A1007 154.457 170.738 162.294 1.00 74.85 C -ATOM 7133 CD1 TYR A1007 154.772 171.746 163.196 1.00 74.85 C -ATOM 7134 CD2 TYR A1007 153.153 170.253 162.280 1.00 74.85 C -ATOM 7135 CE1 TYR A1007 153.819 172.253 164.063 1.00 74.85 C -ATOM 7136 CE2 TYR A1007 152.196 170.751 163.143 1.00 74.85 C -ATOM 7137 CZ TYR A1007 152.534 171.750 164.031 1.00 74.85 C -ATOM 7138 OH TYR A1007 151.582 172.247 164.889 1.00 74.85 O -ATOM 7139 N VAL A1008 155.296 167.292 162.586 1.00 74.85 N -ATOM 7140 CA VAL A1008 154.628 166.364 163.500 1.00 74.85 C -ATOM 7141 C VAL A1008 155.639 165.663 164.409 1.00 74.85 C -ATOM 7142 O VAL A1008 155.394 165.494 165.612 1.00 74.85 O -ATOM 7143 CB VAL A1008 153.767 165.371 162.694 1.00 74.85 C -ATOM 7144 CG1 VAL A1008 153.277 164.215 163.552 1.00 74.85 C -ATOM 7145 CG2 VAL A1008 152.574 166.099 162.101 1.00 74.85 C -ATOM 7146 N THR A1009 156.806 165.289 163.866 1.00 47.00 N -ATOM 7147 CA THR A1009 157.846 164.645 164.673 1.00 47.00 C -ATOM 7148 C THR A1009 158.395 165.585 165.748 1.00 47.00 C -ATOM 7149 O THR A1009 158.550 165.186 166.918 1.00 47.00 O -ATOM 7150 CB THR A1009 158.969 164.148 163.759 1.00 47.00 C -ATOM 7151 OG1 THR A1009 158.461 163.130 162.888 1.00 47.00 O -ATOM 7152 CG2 THR A1009 160.125 163.572 164.563 1.00 47.00 C -ATOM 7153 N GLN A1010 158.655 166.847 165.383 1.00 53.15 N -ATOM 7154 CA GLN A1010 159.144 167.805 166.373 1.00 53.15 C -ATOM 7155 C GLN A1010 158.084 168.132 167.421 1.00 53.15 C -ATOM 7156 O GLN A1010 158.419 168.330 168.599 1.00 53.15 O -ATOM 7157 CB GLN A1010 159.629 169.077 165.681 1.00 53.15 C -ATOM 7158 CG GLN A1010 160.956 168.900 164.962 1.00 53.15 C -ATOM 7159 CD GLN A1010 161.610 170.218 164.605 1.00 53.15 C -ATOM 7160 OE1 GLN A1010 161.025 171.285 164.789 1.00 53.15 O -ATOM 7161 NE2 GLN A1010 162.833 170.150 164.093 1.00 53.15 N -ATOM 7162 N GLN A1011 156.806 168.153 167.023 1.00 41.54 N -ATOM 7163 CA GLN A1011 155.730 168.343 167.991 1.00 41.54 C -ATOM 7164 C GLN A1011 155.620 167.163 168.950 1.00 41.54 C -ATOM 7165 O GLN A1011 155.321 167.356 170.132 1.00 41.54 O -ATOM 7166 CB GLN A1011 154.404 168.571 167.270 1.00 41.54 C -ATOM 7167 CG GLN A1011 154.153 170.016 166.891 1.00 41.54 C -ATOM 7168 CD GLN A1011 154.260 170.955 168.074 1.00 41.54 C -ATOM 7169 OE1 GLN A1011 155.233 171.695 168.209 1.00 41.54 O -ATOM 7170 NE2 GLN A1011 153.255 170.929 168.941 1.00 41.54 N -ATOM 7171 N LEU A1012 155.859 165.940 168.464 1.00 38.85 N -ATOM 7172 CA LEU A1012 155.849 164.768 169.342 1.00 38.85 C -ATOM 7173 C LEU A1012 156.977 164.823 170.369 1.00 38.85 C -ATOM 7174 O LEU A1012 156.771 164.496 171.549 1.00 38.85 O -ATOM 7175 CB LEU A1012 155.956 163.488 168.513 1.00 38.85 C -ATOM 7176 CG LEU A1012 154.715 163.010 167.763 1.00 38.85 C -ATOM 7177 CD1 LEU A1012 155.104 161.997 166.703 1.00 38.85 C -ATOM 7178 CD2 LEU A1012 153.717 162.405 168.730 1.00 38.85 C -ATOM 7179 N ILE A1013 158.172 165.240 169.937 1.00 34.10 N -ATOM 7180 CA ILE A1013 159.306 165.346 170.859 1.00 34.10 C -ATOM 7181 C ILE A1013 159.053 166.428 171.912 1.00 34.10 C -ATOM 7182 O ILE A1013 159.282 166.216 173.119 1.00 34.10 O -ATOM 7183 CB ILE A1013 160.602 165.600 170.067 1.00 34.10 C -ATOM 7184 CG1 ILE A1013 160.979 164.356 169.263 1.00 34.10 C -ATOM 7185 CG2 ILE A1013 161.747 165.983 170.989 1.00 34.10 C -ATOM 7186 CD1 ILE A1013 162.091 164.589 168.272 1.00 34.10 C -ATOM 7187 N ARG A1014 158.533 167.584 171.482 1.00 34.65 N -ATOM 7188 CA ARG A1014 158.201 168.642 172.433 1.00 34.65 C -ATOM 7189 C ARG A1014 157.049 168.245 173.352 1.00 34.65 C -ATOM 7190 O ARG A1014 157.014 168.671 174.511 1.00 34.65 O -ATOM 7191 CB ARG A1014 157.873 169.933 171.686 1.00 34.65 C -ATOM 7192 CG ARG A1014 158.014 171.180 172.535 1.00 34.65 C -ATOM 7193 CD ARG A1014 157.839 172.435 171.704 1.00 34.65 C -ATOM 7194 NE ARG A1014 158.991 172.673 170.843 1.00 34.65 N -ATOM 7195 CZ ARG A1014 158.916 172.940 169.547 1.00 34.65 C -ATOM 7196 NH1 ARG A1014 157.753 173.008 168.921 1.00 34.65 N1+ -ATOM 7197 NH2 ARG A1014 160.037 173.146 168.861 1.00 34.65 N -ATOM 7198 N ALA A1015 156.123 167.410 172.867 1.00 35.56 N -ATOM 7199 CA ALA A1015 155.051 166.897 173.713 1.00 35.56 C -ATOM 7200 C ALA A1015 155.590 165.979 174.798 1.00 35.56 C -ATOM 7201 O ALA A1015 155.111 166.017 175.937 1.00 35.56 O -ATOM 7202 CB ALA A1015 154.015 166.166 172.860 1.00 35.56 C -ATOM 7203 N ALA A1016 156.585 165.150 174.463 1.00 38.49 N -ATOM 7204 CA ALA A1016 157.226 164.310 175.475 1.00 38.49 C -ATOM 7205 C ALA A1016 157.935 165.151 176.534 1.00 38.49 C -ATOM 7206 O ALA A1016 157.848 164.855 177.737 1.00 38.49 O -ATOM 7207 CB ALA A1016 158.208 163.346 174.811 1.00 38.49 C -ATOM 7208 N GLU A1017 158.621 166.216 176.102 1.00 40.16 N -ATOM 7209 CA GLU A1017 159.298 167.115 177.042 1.00 40.16 C -ATOM 7210 C GLU A1017 158.304 167.820 177.971 1.00 40.16 C -ATOM 7211 O GLU A1017 158.513 167.894 179.194 1.00 40.16 O -ATOM 7212 CB GLU A1017 160.124 168.135 176.259 1.00 40.16 C -ATOM 7213 CG GLU A1017 160.573 169.344 177.055 1.00 40.16 C -ATOM 7214 CD GLU A1017 161.490 170.247 176.256 1.00 40.16 C -ATOM 7215 OE1 GLU A1017 162.507 169.749 175.732 1.00 40.16 O -ATOM 7216 OE2 GLU A1017 161.191 171.455 176.148 1.00 40.16 O1- -ATOM 7217 N ILE A1018 157.202 168.321 177.404 1.00 34.42 N -ATOM 7218 CA ILE A1018 156.185 169.018 178.189 1.00 34.42 C -ATOM 7219 C ILE A1018 155.476 168.052 179.139 1.00 34.42 C -ATOM 7220 O ILE A1018 155.147 168.412 180.275 1.00 34.42 O -ATOM 7221 CB ILE A1018 155.213 169.745 177.235 1.00 34.42 C -ATOM 7222 CG1 ILE A1018 155.913 170.944 176.594 1.00 34.42 C -ATOM 7223 CG2 ILE A1018 153.952 170.228 177.933 1.00 34.42 C -ATOM 7224 CD1 ILE A1018 156.331 172.008 177.582 1.00 34.42 C -ATOM 7225 N ARG A1019 155.276 166.799 178.710 1.00 38.86 N -ATOM 7226 CA ARG A1019 154.676 165.789 179.580 1.00 38.86 C -ATOM 7227 C ARG A1019 155.579 165.453 180.762 1.00 38.86 C -ATOM 7228 O ARG A1019 155.091 165.263 181.885 1.00 38.86 O -ATOM 7229 CB ARG A1019 154.362 164.531 178.771 1.00 38.86 C -ATOM 7230 CG ARG A1019 153.702 163.418 179.565 1.00 38.86 C -ATOM 7231 CD ARG A1019 153.561 162.166 178.723 1.00 38.86 C -ATOM 7232 NE ARG A1019 154.834 161.769 178.135 1.00 38.86 N -ATOM 7233 CZ ARG A1019 154.959 161.165 176.962 1.00 38.86 C -ATOM 7234 NH1 ARG A1019 153.905 160.872 176.219 1.00 38.86 N1+ -ATOM 7235 NH2 ARG A1019 156.174 160.848 176.522 1.00 38.86 N -ATOM 7236 N ALA A1020 156.896 165.381 180.530 1.00 35.88 N -ATOM 7237 CA ALA A1020 157.833 165.171 181.634 1.00 35.88 C -ATOM 7238 C ALA A1020 157.808 166.336 182.621 1.00 35.88 C -ATOM 7239 O ALA A1020 157.812 166.128 183.845 1.00 35.88 O -ATOM 7240 CB ALA A1020 159.245 164.960 181.091 1.00 35.88 C -ATOM 7241 N SER A1021 157.749 167.571 182.103 1.00 30.89 N -ATOM 7242 CA SER A1021 157.650 168.736 182.984 1.00 30.89 C -ATOM 7243 C SER A1021 156.331 168.767 183.753 1.00 30.89 C -ATOM 7244 O SER A1021 156.303 169.177 184.919 1.00 30.89 O -ATOM 7245 CB SER A1021 157.818 170.022 182.178 1.00 30.89 C -ATOM 7246 OG SER A1021 157.745 171.157 183.021 1.00 30.89 O -ATOM 7247 N ALA A1022 155.241 168.312 183.131 1.00 32.21 N -ATOM 7248 CA ALA A1022 153.948 168.278 183.810 1.00 32.21 C -ATOM 7249 C ALA A1022 153.913 167.210 184.896 1.00 32.21 C -ATOM 7250 O ALA A1022 153.290 167.410 185.946 1.00 32.21 O -ATOM 7251 CB ALA A1022 152.830 168.043 182.797 1.00 32.21 C -ATOM 7252 N ASN A1023 154.566 166.067 184.657 1.00 33.68 N -ATOM 7253 CA ASN A1023 154.678 165.044 185.696 1.00 33.68 C -ATOM 7254 C ASN A1023 155.501 165.543 186.876 1.00 33.68 C -ATOM 7255 O ASN A1023 155.158 165.279 188.038 1.00 33.68 O -ATOM 7256 CB ASN A1023 155.292 163.770 185.120 1.00 33.68 C -ATOM 7257 CG ASN A1023 154.316 162.987 184.272 1.00 33.68 C -ATOM 7258 OD1 ASN A1023 153.103 163.154 184.388 1.00 33.68 O -ATOM 7259 ND2 ASN A1023 154.841 162.121 183.414 1.00 33.68 N -ATOM 7260 N LEU A1024 156.582 166.283 186.594 1.00 30.00 N -ATOM 7261 CA LEU A1024 157.367 166.896 187.665 1.00 30.00 C -ATOM 7262 C LEU A1024 156.546 167.919 188.448 1.00 30.00 C -ATOM 7263 O LEU A1024 156.632 167.979 189.681 1.00 30.00 O -ATOM 7264 CB LEU A1024 158.622 167.547 187.086 1.00 30.00 C -ATOM 7265 CG LEU A1024 159.513 168.327 188.054 1.00 30.00 C -ATOM 7266 CD1 LEU A1024 160.008 167.427 189.174 1.00 30.00 C -ATOM 7267 CD2 LEU A1024 160.679 168.955 187.315 1.00 30.00 C -ATOM 7268 N ALA A1025 155.727 168.713 187.749 1.00 30.03 N -ATOM 7269 CA ALA A1025 154.889 169.707 188.419 1.00 30.03 C -ATOM 7270 C ALA A1025 153.814 169.054 189.282 1.00 30.03 C -ATOM 7271 O ALA A1025 153.521 169.536 190.383 1.00 30.03 O -ATOM 7272 CB ALA A1025 154.255 170.637 187.387 1.00 30.03 C -ATOM 7273 N ALA A1026 153.219 167.958 188.801 1.00 27.84 N -ATOM 7274 CA ALA A1026 152.219 167.241 189.589 1.00 27.84 C -ATOM 7275 C ALA A1026 152.837 166.597 190.825 1.00 27.84 C -ATOM 7276 O ALA A1026 152.225 166.597 191.903 1.00 27.84 O -ATOM 7277 CB ALA A1026 151.526 166.187 188.727 1.00 27.84 C -ATOM 7278 N THR A1027 154.054 166.053 190.687 1.00 32.05 N -ATOM 7279 CA THR A1027 154.762 165.501 191.840 1.00 32.05 C -ATOM 7280 C THR A1027 155.100 166.586 192.858 1.00 32.05 C -ATOM 7281 O THR A1027 154.961 166.373 194.071 1.00 32.05 O -ATOM 7282 CB THR A1027 156.031 164.786 191.376 1.00 32.05 C -ATOM 7283 OG1 THR A1027 155.700 163.852 190.342 1.00 32.05 O -ATOM 7284 CG2 THR A1027 156.681 164.037 192.525 1.00 32.05 C -ATOM 7285 N LYS A1028 155.524 167.762 192.379 1.00 31.95 N -ATOM 7286 CA LYS A1028 155.828 168.880 193.270 1.00 31.95 C -ATOM 7287 C LYS A1028 154.583 169.364 194.002 1.00 31.95 C -ATOM 7288 O LYS A1028 154.642 169.662 195.201 1.00 31.95 O -ATOM 7289 CB LYS A1028 156.456 170.025 192.479 1.00 31.95 C -ATOM 7290 CG LYS A1028 157.912 169.806 192.136 1.00 31.95 C -ATOM 7291 CD LYS A1028 158.707 171.089 192.231 1.00 31.95 C -ATOM 7292 CE LYS A1028 160.179 170.813 192.007 1.00 31.95 C -ATOM 7293 NZ LYS A1028 161.041 171.765 192.747 1.00 31.95 N1+ -ATOM 7294 N MET A1029 153.444 169.421 193.299 1.00 35.10 N -ATOM 7295 CA MET A1029 152.176 169.791 193.925 1.00 35.10 C -ATOM 7296 C MET A1029 151.780 168.799 195.011 1.00 35.10 C -ATOM 7297 O MET A1029 151.472 169.196 196.143 1.00 35.10 O -ATOM 7298 CB MET A1029 151.068 169.868 192.875 1.00 35.10 C -ATOM 7299 CG MET A1029 149.783 170.503 193.385 1.00 35.10 C -ATOM 7300 SD MET A1029 148.902 171.469 192.144 1.00 35.10 S -ATOM 7301 CE MET A1029 149.947 172.903 191.985 1.00 35.10 C -ATOM 7302 N SER A1030 151.822 167.499 194.691 1.00 32.58 N -ATOM 7303 CA SER A1030 151.379 166.477 195.635 1.00 32.58 C -ATOM 7304 C SER A1030 152.305 166.359 196.839 1.00 32.58 C -ATOM 7305 O SER A1030 151.841 166.050 197.941 1.00 32.58 O -ATOM 7306 CB SER A1030 151.264 165.123 194.936 1.00 32.58 C -ATOM 7307 OG SER A1030 150.336 165.174 193.868 1.00 32.58 O -ATOM 7308 N GLU A1031 153.604 166.601 196.663 1.00 31.26 N -ATOM 7309 CA GLU A1031 154.540 166.434 197.764 1.00 31.26 C -ATOM 7310 C GLU A1031 154.886 167.730 198.484 1.00 31.26 C -ATOM 7311 O GLU A1031 155.578 167.675 199.506 1.00 31.26 O -ATOM 7312 CB GLU A1031 155.825 165.771 197.264 1.00 31.26 C -ATOM 7313 CG GLU A1031 155.593 164.385 196.701 1.00 31.26 C -ATOM 7314 CD GLU A1031 156.874 163.695 196.305 1.00 31.26 C -ATOM 7315 OE1 GLU A1031 157.956 164.176 196.698 1.00 31.26 O -ATOM 7316 OE2 GLU A1031 156.796 162.670 195.599 1.00 31.26 O1- -ATOM 7317 N CYS A1032 154.433 168.883 198.000 1.00 31.86 N -ATOM 7318 CA CYS A1032 154.758 170.094 198.743 1.00 31.86 C -ATOM 7319 C CYS A1032 153.541 170.934 199.095 1.00 31.86 C -ATOM 7320 O CYS A1032 153.524 171.550 200.162 1.00 31.86 O -ATOM 7321 CB CYS A1032 155.772 170.928 197.947 1.00 31.86 C -ATOM 7322 SG CYS A1032 157.394 170.137 197.838 1.00 31.86 S -ATOM 7323 N VAL A1033 152.528 170.990 198.229 1.00 29.01 N -ATOM 7324 CA VAL A1033 151.319 171.719 198.595 1.00 29.01 C -ATOM 7325 C VAL A1033 150.472 170.897 199.556 1.00 29.01 C -ATOM 7326 O VAL A1033 149.938 171.423 200.539 1.00 29.01 O -ATOM 7327 CB VAL A1033 150.533 172.114 197.333 1.00 29.01 C -ATOM 7328 CG1 VAL A1033 149.373 173.025 197.693 1.00 29.01 C -ATOM 7329 CG2 VAL A1033 151.452 172.794 196.340 1.00 29.01 C -ATOM 7330 N LEU A1034 150.355 169.598 199.302 1.00 31.32 N -ATOM 7331 CA LEU A1034 149.504 168.710 200.080 1.00 31.32 C -ATOM 7332 C LEU A1034 150.209 168.120 201.294 1.00 31.32 C -ATOM 7333 O LEU A1034 149.606 167.312 202.007 1.00 31.32 O -ATOM 7334 CB LEU A1034 148.980 167.579 199.188 1.00 31.32 C -ATOM 7335 CG LEU A1034 147.564 167.705 198.621 1.00 31.32 C -ATOM 7336 CD1 LEU A1034 147.403 168.964 197.785 1.00 31.32 C -ATOM 7337 CD2 LEU A1034 147.222 166.478 197.793 1.00 31.32 C -ATOM 7338 N GLY A1035 151.451 168.489 201.542 1.00 34.45 N -ATOM 7339 CA GLY A1035 152.185 167.985 202.686 1.00 34.45 C -ATOM 7340 C GLY A1035 153.402 168.833 202.965 1.00 34.45 C -ATOM 7341 O GLY A1035 153.436 170.025 202.652 1.00 34.45 O -ATOM 7342 N GLN A1036 154.411 168.214 203.572 1.00 26.39 N -ATOM 7343 CA GLN A1036 155.688 168.862 203.833 1.00 26.39 C -ATOM 7344 C GLN A1036 156.801 167.910 203.426 1.00 26.39 C -ATOM 7345 O GLN A1036 156.810 166.749 203.845 1.00 26.39 O -ATOM 7346 CB GLN A1036 155.825 169.252 205.307 1.00 26.39 C -ATOM 7347 CG GLN A1036 157.173 169.840 205.668 1.00 26.39 C -ATOM 7348 CD GLN A1036 157.301 170.122 207.146 1.00 26.39 C -ATOM 7349 OE1 GLN A1036 156.596 169.537 207.965 1.00 26.39 O -ATOM 7350 NE2 GLN A1036 158.197 171.033 207.497 1.00 26.39 N -ATOM 7351 N SER A1037 157.734 168.400 202.617 1.00 31.43 N -ATOM 7352 CA SER A1037 158.756 167.561 202.006 1.00 31.43 C -ATOM 7353 C SER A1037 160.055 167.651 202.793 1.00 31.43 C -ATOM 7354 O SER A1037 160.512 168.749 203.127 1.00 31.43 O -ATOM 7355 CB SER A1037 158.993 167.971 200.553 1.00 31.43 C -ATOM 7356 OG SER A1037 159.714 166.971 199.857 1.00 31.43 O -ATOM 7357 N LYS A1038 160.643 166.494 203.086 1.00 34.32 N -ATOM 7358 CA LYS A1038 161.940 166.414 203.742 1.00 34.32 C -ATOM 7359 C LYS A1038 163.095 166.319 202.755 1.00 34.32 C -ATOM 7360 O LYS A1038 164.251 166.248 203.183 1.00 34.32 O -ATOM 7361 CB LYS A1038 161.979 165.212 204.691 1.00 34.32 C -ATOM 7362 CG LYS A1038 160.929 165.247 205.787 1.00 34.32 C -ATOM 7363 CD LYS A1038 161.386 166.102 206.957 1.00 34.32 C -ATOM 7364 CE LYS A1038 162.550 165.451 207.688 1.00 34.32 C -ATOM 7365 NZ LYS A1038 162.959 166.228 208.891 1.00 34.32 N1+ -ATOM 7366 N ARG A1039 162.812 166.309 201.455 1.00 28.73 N -ATOM 7367 CA ARG A1039 163.865 166.213 200.453 1.00 28.73 C -ATOM 7368 C ARG A1039 164.604 167.541 200.339 1.00 28.73 C -ATOM 7369 O ARG A1039 163.984 168.606 200.274 1.00 28.73 O -ATOM 7370 CB ARG A1039 163.269 165.808 199.106 1.00 28.73 C -ATOM 7371 CG ARG A1039 162.414 164.552 199.176 1.00 28.73 C -ATOM 7372 CD ARG A1039 161.570 164.355 197.926 1.00 28.73 C -ATOM 7373 NE ARG A1039 162.374 164.102 196.738 1.00 28.73 N -ATOM 7374 CZ ARG A1039 161.886 164.033 195.507 1.00 28.73 C -ATOM 7375 NH1 ARG A1039 160.595 164.186 195.267 1.00 28.73 N1+ -ATOM 7376 NH2 ARG A1039 162.714 163.801 194.493 1.00 28.73 N -ATOM 7377 N VAL A1040 165.931 167.473 200.321 1.00 32.25 N -ATOM 7378 CA VAL A1040 166.762 168.672 200.316 1.00 32.25 C -ATOM 7379 C VAL A1040 166.751 169.286 198.923 1.00 32.25 C -ATOM 7380 O VAL A1040 166.966 168.587 197.925 1.00 32.25 O -ATOM 7381 CB VAL A1040 168.193 168.343 200.767 1.00 32.25 C -ATOM 7382 CG1 VAL A1040 168.996 169.617 200.958 1.00 32.25 C -ATOM 7383 CG2 VAL A1040 168.164 167.529 202.050 1.00 32.25 C -ATOM 7384 N ASP A1041 166.469 170.594 198.862 1.00 35.26 N -ATOM 7385 CA ASP A1041 166.428 171.414 197.646 1.00 35.26 C -ATOM 7386 C ASP A1041 165.406 170.923 196.623 1.00 35.26 C -ATOM 7387 O ASP A1041 165.532 171.214 195.430 1.00 35.26 O -ATOM 7388 CB ASP A1041 167.811 171.535 196.990 1.00 35.26 C -ATOM 7389 CG ASP A1041 168.758 172.408 197.785 1.00 35.26 C -ATOM 7390 OD1 ASP A1041 168.450 172.705 198.958 1.00 35.26 O -ATOM 7391 OD2 ASP A1041 169.809 172.800 197.236 1.00 35.26 O1- -ATOM 7392 N PHE A1042 164.388 170.181 197.062 1.00 32.48 N -ATOM 7393 CA PHE A1042 163.309 169.804 196.158 1.00 32.48 C -ATOM 7394 C PHE A1042 162.287 170.924 196.032 1.00 32.48 C -ATOM 7395 O PHE A1042 161.831 171.239 194.929 1.00 32.48 O -ATOM 7396 CB PHE A1042 162.635 168.520 196.638 1.00 32.48 C -ATOM 7397 CG PHE A1042 161.568 168.016 195.712 1.00 32.48 C -ATOM 7398 CD1 PHE A1042 161.847 167.780 194.375 1.00 32.48 C -ATOM 7399 CD2 PHE A1042 160.285 167.779 196.177 1.00 32.48 C -ATOM 7400 CE1 PHE A1042 160.865 167.317 193.519 1.00 32.48 C -ATOM 7401 CE2 PHE A1042 159.299 167.316 195.328 1.00 32.48 C -ATOM 7402 CZ PHE A1042 159.590 167.085 193.997 1.00 32.48 C -ATOM 7403 N CYS A1043 161.917 171.538 197.154 1.00 41.62 N -ATOM 7404 CA CYS A1043 160.940 172.625 197.178 1.00 41.62 C -ATOM 7405 C CYS A1043 161.562 173.794 197.936 1.00 41.62 C -ATOM 7406 O CYS A1043 161.363 173.939 199.144 1.00 41.62 O -ATOM 7407 CB CYS A1043 159.636 172.162 197.810 1.00 41.62 C -ATOM 7408 SG CYS A1043 158.491 171.371 196.661 1.00 41.62 S -ATOM 7409 N GLY A1044 162.315 174.626 197.220 1.00 36.88 N -ATOM 7410 CA GLY A1044 162.929 175.801 197.808 1.00 36.88 C -ATOM 7411 C GLY A1044 164.208 175.520 198.569 1.00 36.88 C -ATOM 7412 O GLY A1044 164.360 174.455 199.174 1.00 36.88 O -ATOM 7413 N LYS A1045 165.139 176.470 198.542 1.00 40.11 N -ATOM 7414 CA LYS A1045 166.363 176.342 199.320 1.00 40.11 C -ATOM 7415 C LYS A1045 166.075 176.551 200.801 1.00 40.11 C -ATOM 7416 O LYS A1045 165.295 177.428 201.183 1.00 40.11 O -ATOM 7417 CB LYS A1045 167.409 177.348 198.844 1.00 40.11 C -ATOM 7418 CG LYS A1045 167.887 177.127 197.421 1.00 40.11 C -ATOM 7419 CD LYS A1045 169.229 177.802 197.190 1.00 40.11 C -ATOM 7420 CE LYS A1045 170.333 177.120 197.981 1.00 40.11 C -ATOM 7421 NZ LYS A1045 170.824 175.887 197.307 1.00 40.11 N1+ -ATOM 7422 N GLY A1046 166.714 175.743 201.636 1.00 33.66 N -ATOM 7423 CA GLY A1046 166.489 175.787 203.065 1.00 33.66 C -ATOM 7424 C GLY A1046 165.515 174.721 203.520 1.00 33.66 C -ATOM 7425 O GLY A1046 165.072 173.858 202.756 1.00 33.66 O -ATOM 7426 N TYR A1047 165.181 174.789 204.805 1.00 27.42 N -ATOM 7427 CA TYR A1047 164.251 173.838 205.398 1.00 27.42 C -ATOM 7428 C TYR A1047 162.830 174.206 204.993 1.00 27.42 C -ATOM 7429 O TYR A1047 162.365 175.315 205.276 1.00 27.42 O -ATOM 7430 CB TYR A1047 164.404 173.822 206.916 1.00 27.42 C -ATOM 7431 CG TYR A1047 165.804 173.480 207.364 1.00 27.42 C -ATOM 7432 CD1 TYR A1047 166.247 172.164 207.378 1.00 27.42 C -ATOM 7433 CD2 TYR A1047 166.686 174.475 207.769 1.00 27.42 C -ATOM 7434 CE1 TYR A1047 167.529 171.845 207.784 1.00 27.42 C -ATOM 7435 CE2 TYR A1047 167.971 174.167 208.177 1.00 27.42 C -ATOM 7436 CZ TYR A1047 168.385 172.850 208.182 1.00 27.42 C -ATOM 7437 OH TYR A1047 169.662 172.535 208.587 1.00 27.42 O -ATOM 7438 N HIS A1048 162.146 173.274 204.336 1.00 24.45 N -ATOM 7439 CA HIS A1048 160.853 173.546 203.725 1.00 24.45 C -ATOM 7440 C HIS A1048 159.753 173.675 204.769 1.00 24.45 C -ATOM 7441 O HIS A1048 159.705 172.918 205.741 1.00 24.45 O -ATOM 7442 CB HIS A1048 160.500 172.433 202.741 1.00 24.45 C -ATOM 7443 CG HIS A1048 159.157 172.592 202.102 1.00 24.45 C -ATOM 7444 ND1 HIS A1048 158.022 171.983 202.592 1.00 24.45 N -ATOM 7445 CD2 HIS A1048 158.767 173.289 201.009 1.00 24.45 C -ATOM 7446 CE1 HIS A1048 156.991 172.298 201.828 1.00 24.45 C -ATOM 7447 NE2 HIS A1048 157.417 173.087 200.859 1.00 24.45 N -ATOM 7448 N LEU A1049 158.861 174.642 204.556 1.00 23.27 N -ATOM 7449 CA LEU A1049 157.672 174.807 205.384 1.00 23.27 C -ATOM 7450 C LEU A1049 156.381 174.628 204.601 1.00 23.27 C -ATOM 7451 O LEU A1049 155.502 173.878 205.039 1.00 23.27 O -ATOM 7452 CB LEU A1049 157.679 176.182 206.073 1.00 23.27 C -ATOM 7453 CG LEU A1049 158.772 176.445 207.108 1.00 23.27 C -ATOM 7454 CD1 LEU A1049 158.647 177.854 207.657 1.00 23.27 C -ATOM 7455 CD2 LEU A1049 158.705 175.427 208.231 1.00 23.27 C -ATOM 7456 N MET A1050 156.230 175.294 203.456 1.00 39.16 N -ATOM 7457 CA MET A1050 154.974 175.232 202.716 1.00 39.16 C -ATOM 7458 C MET A1050 155.241 175.393 201.228 1.00 39.16 C -ATOM 7459 O MET A1050 156.349 175.728 200.802 1.00 39.16 O -ATOM 7460 CB MET A1050 154.018 176.349 203.107 1.00 39.16 C -ATOM 7461 CG MET A1050 153.118 176.076 204.256 1.00 39.16 C -ATOM 7462 SD MET A1050 152.527 177.720 204.631 1.00 39.16 S -ATOM 7463 CE MET A1050 153.928 178.272 205.575 1.00 39.16 C -ATOM 7464 N SER A1051 154.175 175.230 200.449 1.00 40.39 N -ATOM 7465 CA SER A1051 154.124 175.671 199.066 1.00 40.39 C -ATOM 7466 C SER A1051 152.720 176.174 198.767 1.00 40.39 C -ATOM 7467 O SER A1051 151.733 175.567 199.192 1.00 40.39 O -ATOM 7468 CB SER A1051 154.498 174.545 198.100 1.00 40.39 C -ATOM 7469 OG SER A1051 155.897 174.330 198.091 1.00 40.39 O -ATOM 7470 N PHE A1052 152.636 177.283 198.036 1.00 36.90 N -ATOM 7471 CA PHE A1052 151.372 177.844 197.592 1.00 36.90 C -ATOM 7472 C PHE A1052 151.279 177.776 196.074 1.00 36.90 C -ATOM 7473 O PHE A1052 152.217 178.197 195.382 1.00 36.90 O -ATOM 7474 CB PHE A1052 151.203 179.301 198.045 1.00 36.90 C -ATOM 7475 CG PHE A1052 151.121 179.474 199.529 1.00 36.90 C -ATOM 7476 CD1 PHE A1052 150.144 178.818 200.261 1.00 36.90 C -ATOM 7477 CD2 PHE A1052 151.997 180.319 200.190 1.00 36.90 C -ATOM 7478 CE1 PHE A1052 150.056 178.985 201.627 1.00 36.90 C -ATOM 7479 CE2 PHE A1052 151.913 180.491 201.556 1.00 36.90 C -ATOM 7480 CZ PHE A1052 150.940 179.824 202.274 1.00 36.90 C -ATOM 7481 N PRO A1053 150.189 177.254 195.523 1.00 30.58 N -ATOM 7482 CA PRO A1053 150.050 177.199 194.067 1.00 30.58 C -ATOM 7483 C PRO A1053 149.426 178.462 193.494 1.00 30.58 C -ATOM 7484 O PRO A1053 148.576 179.108 194.110 1.00 30.58 O -ATOM 7485 CB PRO A1053 149.129 175.994 193.856 1.00 30.58 C -ATOM 7486 CG PRO A1053 148.288 175.962 195.082 1.00 30.58 C -ATOM 7487 CD PRO A1053 149.133 176.491 196.211 1.00 30.58 C -ATOM 7488 N GLN A1054 149.878 178.812 192.290 1.00 31.09 N -ATOM 7489 CA GLN A1054 149.299 179.880 191.491 1.00 31.09 C -ATOM 7490 C GLN A1054 149.241 179.408 190.047 1.00 31.09 C -ATOM 7491 O GLN A1054 150.148 178.715 189.579 1.00 31.09 O -ATOM 7492 CB GLN A1054 150.117 181.182 191.573 1.00 31.09 C -ATOM 7493 CG GLN A1054 150.307 181.767 192.970 1.00 31.09 C -ATOM 7494 CD GLN A1054 149.031 182.344 193.548 1.00 31.09 C -ATOM 7495 OE1 GLN A1054 148.704 183.507 193.318 1.00 31.09 O -ATOM 7496 NE2 GLN A1054 148.308 181.536 194.314 1.00 31.09 N -ATOM 7497 N SER A1055 148.176 179.777 189.344 1.00 35.43 N -ATOM 7498 CA SER A1055 148.080 179.435 187.936 1.00 35.43 C -ATOM 7499 C SER A1055 148.952 180.372 187.105 1.00 35.43 C -ATOM 7500 O SER A1055 149.363 181.443 187.558 1.00 35.43 O -ATOM 7501 CB SER A1055 146.630 179.508 187.462 1.00 35.43 C -ATOM 7502 OG SER A1055 146.094 180.803 187.664 1.00 35.43 O -ATOM 7503 N ALA A1056 149.223 179.963 185.869 1.00 33.25 N -ATOM 7504 CA ALA A1056 150.022 180.760 184.953 1.00 33.25 C -ATOM 7505 C ALA A1056 149.668 180.344 183.535 1.00 33.25 C -ATOM 7506 O ALA A1056 149.213 179.212 183.318 1.00 33.25 O -ATOM 7507 CB ALA A1056 151.525 180.565 185.218 1.00 33.25 C -ATOM 7508 N PRO A1057 149.841 181.250 182.541 1.00 35.64 N -ATOM 7509 CA PRO A1057 149.620 180.862 181.140 1.00 35.64 C -ATOM 7510 C PRO A1057 150.521 179.721 180.700 1.00 35.64 C -ATOM 7511 O PRO A1057 151.746 179.871 180.629 1.00 35.64 O -ATOM 7512 CB PRO A1057 149.927 182.151 180.371 1.00 35.64 C -ATOM 7513 CG PRO A1057 149.598 183.228 181.334 1.00 35.64 C -ATOM 7514 CD PRO A1057 150.035 182.706 182.672 1.00 35.64 C -ATOM 7515 N HIS A1058 149.880 178.575 180.438 1.00 31.46 N -ATOM 7516 CA HIS A1058 150.529 177.296 180.135 1.00 31.46 C -ATOM 7517 C HIS A1058 151.486 176.855 181.242 1.00 31.46 C -ATOM 7518 O HIS A1058 152.547 176.294 180.967 1.00 31.46 O -ATOM 7519 CB HIS A1058 151.256 177.332 178.785 1.00 31.46 C -ATOM 7520 CG HIS A1058 150.374 177.670 177.626 1.00 31.46 C -ATOM 7521 ND1 HIS A1058 149.122 177.119 177.457 1.00 31.46 N -ATOM 7522 CD2 HIS A1058 150.565 178.500 176.574 1.00 31.46 C -ATOM 7523 CE1 HIS A1058 148.579 177.597 176.352 1.00 31.46 C -ATOM 7524 NE2 HIS A1058 149.434 178.437 175.797 1.00 31.46 N -ATOM 7525 N GLY A1059 151.121 177.081 182.501 1.00 29.54 N -ATOM 7526 CA GLY A1059 151.998 176.601 183.554 1.00 29.54 C -ATOM 7527 C GLY A1059 151.475 176.857 184.950 1.00 29.54 C -ATOM 7528 O GLY A1059 150.374 177.371 185.155 1.00 29.54 O -ATOM 7529 N VAL A1060 152.312 176.487 185.917 1.00 20.98 N -ATOM 7530 CA VAL A1060 152.013 176.639 187.333 1.00 20.98 C -ATOM 7531 C VAL A1060 153.200 177.330 187.995 1.00 20.98 C -ATOM 7532 O VAL A1060 154.333 177.280 187.500 1.00 20.98 O -ATOM 7533 CB VAL A1060 151.685 175.268 187.987 1.00 20.98 C -ATOM 7534 CG1 VAL A1060 152.939 174.443 188.233 1.00 20.98 C -ATOM 7535 CG2 VAL A1060 150.857 175.431 189.261 1.00 20.98 C -ATOM 7536 N VAL A1061 152.922 178.038 189.089 1.00 20.26 N -ATOM 7537 CA VAL A1061 153.926 178.794 189.827 1.00 20.26 C -ATOM 7538 C VAL A1061 153.785 178.434 191.299 1.00 20.26 C -ATOM 7539 O VAL A1061 152.696 178.550 191.871 1.00 20.26 O -ATOM 7540 CB VAL A1061 153.774 180.311 189.610 1.00 20.26 C -ATOM 7541 CG1 VAL A1061 154.499 181.102 190.690 1.00 20.26 C -ATOM 7542 CG2 VAL A1061 154.290 180.700 188.235 1.00 20.26 C -ATOM 7543 N PHE A1062 154.877 177.992 191.907 1.00 27.04 N -ATOM 7544 CA PHE A1062 154.907 177.636 193.316 1.00 27.04 C -ATOM 7545 C PHE A1062 155.600 178.730 194.110 1.00 27.04 C -ATOM 7546 O PHE A1062 156.700 179.165 193.747 1.00 27.04 O -ATOM 7547 CB PHE A1062 155.641 176.317 193.532 1.00 27.04 C -ATOM 7548 CG PHE A1062 154.925 175.121 192.996 1.00 27.04 C -ATOM 7549 CD1 PHE A1062 153.916 174.521 193.725 1.00 27.04 C -ATOM 7550 CD2 PHE A1062 155.279 174.582 191.771 1.00 27.04 C -ATOM 7551 CE1 PHE A1062 153.266 173.411 193.239 1.00 27.04 C -ATOM 7552 CE2 PHE A1062 154.630 173.471 191.277 1.00 27.04 C -ATOM 7553 CZ PHE A1062 153.620 172.886 192.010 1.00 27.04 C -ATOM 7554 N LEU A1063 154.957 179.164 195.190 1.00 74.85 N -ATOM 7555 CA LEU A1063 155.578 180.022 196.194 1.00 74.85 C -ATOM 7556 C LEU A1063 155.985 179.118 197.352 1.00 74.85 C -ATOM 7557 O LEU A1063 155.147 178.716 198.161 1.00 74.85 O -ATOM 7558 CB LEU A1063 154.623 181.122 196.645 1.00 74.85 C -ATOM 7559 CG LEU A1063 153.872 181.901 195.564 1.00 74.85 C -ATOM 7560 CD1 LEU A1063 152.973 182.944 196.200 1.00 74.85 C -ATOM 7561 CD2 LEU A1063 154.844 182.556 194.600 1.00 74.85 C -ATOM 7562 N HIS A1064 157.269 178.781 197.412 1.00 39.42 N -ATOM 7563 CA HIS A1064 157.799 177.883 198.430 1.00 39.42 C -ATOM 7564 C HIS A1064 158.171 178.689 199.666 1.00 39.42 C -ATOM 7565 O HIS A1064 159.044 179.558 199.596 1.00 39.42 O -ATOM 7566 CB HIS A1064 159.031 177.139 197.915 1.00 39.42 C -ATOM 7567 CG HIS A1064 158.762 176.227 196.761 1.00 39.42 C -ATOM 7568 ND1 HIS A1064 157.784 175.257 196.785 1.00 39.42 N -ATOM 7569 CD2 HIS A1064 159.359 176.128 195.550 1.00 39.42 C -ATOM 7570 CE1 HIS A1064 157.788 174.603 195.638 1.00 39.42 C -ATOM 7571 NE2 HIS A1064 158.732 175.115 194.869 1.00 39.42 N -ATOM 7572 N VAL A1065 157.537 178.388 200.793 1.00 30.92 N -ATOM 7573 CA VAL A1065 157.846 179.039 202.061 1.00 30.92 C -ATOM 7574 C VAL A1065 158.857 178.160 202.777 1.00 30.92 C -ATOM 7575 O VAL A1065 158.573 176.989 203.054 1.00 30.92 O -ATOM 7576 CB VAL A1065 156.584 179.239 202.914 1.00 30.92 C -ATOM 7577 CG1 VAL A1065 156.893 180.098 204.130 1.00 30.92 C -ATOM 7578 CG2 VAL A1065 155.467 179.845 202.083 1.00 30.92 C -ATOM 7579 N THR A1066 160.045 178.704 203.055 1.00 29.42 N -ATOM 7580 CA THR A1066 161.149 177.941 203.615 1.00 29.42 C -ATOM 7581 C THR A1066 161.798 178.700 204.767 1.00 29.42 C -ATOM 7582 O THR A1066 161.662 179.920 204.902 1.00 29.42 O -ATOM 7583 CB THR A1066 162.226 177.617 202.562 1.00 29.42 C -ATOM 7584 OG1 THR A1066 162.690 178.830 201.957 1.00 29.42 O -ATOM 7585 CG2 THR A1066 161.706 176.665 201.486 1.00 29.42 C -ATOM 7586 N TYR A1067 162.541 177.944 205.570 1.00 29.22 N -ATOM 7587 CA TYR A1067 163.172 178.403 206.800 1.00 29.22 C -ATOM 7588 C TYR A1067 164.682 178.382 206.602 1.00 29.22 C -ATOM 7589 O TYR A1067 165.238 177.353 206.205 1.00 29.22 O -ATOM 7590 CB TYR A1067 162.746 177.484 207.954 1.00 29.22 C -ATOM 7591 CG TYR A1067 163.362 177.717 209.319 1.00 29.22 C -ATOM 7592 CD1 TYR A1067 164.559 177.108 209.685 1.00 29.22 C -ATOM 7593 CD2 TYR A1067 162.705 178.488 210.269 1.00 29.22 C -ATOM 7594 CE1 TYR A1067 165.108 177.302 210.935 1.00 29.22 C -ATOM 7595 CE2 TYR A1067 163.241 178.679 211.527 1.00 29.22 C -ATOM 7596 CZ TYR A1067 164.445 178.087 211.852 1.00 29.22 C -ATOM 7597 OH TYR A1067 164.990 178.278 213.099 1.00 29.22 O -ATOM 7598 N VAL A1068 165.351 179.507 206.871 1.00 30.20 N -ATOM 7599 CA VAL A1068 166.789 179.629 206.678 1.00 30.20 C -ATOM 7600 C VAL A1068 167.421 180.162 207.958 1.00 30.20 C -ATOM 7601 O VAL A1068 167.038 181.233 208.432 1.00 30.20 O -ATOM 7602 CB VAL A1068 167.142 180.544 205.492 1.00 30.20 C -ATOM 7603 CG1 VAL A1068 168.628 180.875 205.488 1.00 30.20 C -ATOM 7604 CG2 VAL A1068 166.743 179.898 204.174 1.00 30.20 C -ATOM 7605 N PRO A1069 168.388 179.463 208.558 1.00 31.52 N -ATOM 7606 CA PRO A1069 169.077 180.013 209.735 1.00 31.52 C -ATOM 7607 C PRO A1069 169.961 181.195 209.359 1.00 31.52 C -ATOM 7608 O PRO A1069 170.616 181.193 208.314 1.00 31.52 O -ATOM 7609 CB PRO A1069 169.909 178.830 210.246 1.00 31.52 C -ATOM 7610 CG PRO A1069 169.374 177.619 209.529 1.00 31.52 C -ATOM 7611 CD PRO A1069 168.864 178.114 208.222 1.00 31.52 C -ATOM 7612 N ALA A1070 169.978 182.213 210.225 1.00 40.16 N -ATOM 7613 CA ALA A1070 170.494 183.525 209.849 1.00 40.16 C -ATOM 7614 C ALA A1070 171.748 183.948 210.607 1.00 40.16 C -ATOM 7615 O ALA A1070 172.774 184.223 209.980 1.00 40.16 O -ATOM 7616 CB ALA A1070 169.390 184.574 210.035 1.00 40.16 C -ATOM 7617 N GLN A1071 171.705 184.015 211.938 1.00 50.73 N -ATOM 7618 CA GLN A1071 172.757 184.662 212.723 1.00 50.73 C -ATOM 7619 C GLN A1071 173.495 183.621 213.556 1.00 50.73 C -ATOM 7620 O GLN A1071 172.947 183.094 214.529 1.00 50.73 O -ATOM 7621 CB GLN A1071 172.178 185.763 213.609 1.00 50.73 C -ATOM 7622 CG GLN A1071 171.659 186.965 212.834 1.00 50.73 C -ATOM 7623 CD GLN A1071 170.979 187.986 213.723 1.00 50.73 C -ATOM 7624 OE1 GLN A1071 170.882 187.804 214.936 1.00 50.73 O -ATOM 7625 NE2 GLN A1071 170.507 189.071 213.122 1.00 50.73 N -ATOM 7626 N GLU A1072 174.750 183.368 213.197 1.00 56.71 N -ATOM 7627 CA GLU A1072 175.547 182.271 213.726 1.00 56.71 C -ATOM 7628 C GLU A1072 176.372 182.717 214.931 1.00 56.71 C -ATOM 7629 O GLU A1072 176.581 183.909 215.164 1.00 56.71 O -ATOM 7630 CB GLU A1072 176.480 181.726 212.643 1.00 56.71 C -ATOM 7631 CG GLU A1072 175.780 181.045 211.482 1.00 56.71 C -ATOM 7632 CD GLU A1072 175.274 182.003 210.415 1.00 56.71 C -ATOM 7633 OE1 GLU A1072 175.521 183.220 210.537 1.00 56.71 O -ATOM 7634 OE2 GLU A1072 174.623 181.536 209.456 1.00 56.71 O1- -ATOM 7635 N LYS A1073 176.857 181.733 215.691 1.00 56.79 N -ATOM 7636 CA LYS A1073 177.730 182.009 216.823 1.00 56.79 C -ATOM 7637 C LYS A1073 178.640 180.814 217.081 1.00 56.79 C -ATOM 7638 O LYS A1073 178.208 179.659 216.986 1.00 56.79 O -ATOM 7639 CB LYS A1073 176.917 182.342 218.080 1.00 56.79 C -ATOM 7640 CG LYS A1073 177.704 183.049 219.174 1.00 56.79 C -ATOM 7641 CD LYS A1073 176.770 183.631 220.226 1.00 56.79 C -ATOM 7642 CE LYS A1073 177.534 184.110 221.450 1.00 56.79 C -ATOM 7643 NZ LYS A1073 176.617 184.552 222.537 1.00 56.79 N1+ -ATOM 7644 N ASN A1074 179.902 181.111 217.398 1.00 68.16 N -ATOM 7645 CA ASN A1074 180.885 180.092 217.749 1.00 68.16 C -ATOM 7646 C ASN A1074 180.622 179.527 219.139 1.00 68.16 C -ATOM 7647 O ASN A1074 180.232 180.256 220.055 1.00 68.16 O -ATOM 7648 CB ASN A1074 182.295 180.681 217.727 1.00 68.16 C -ATOM 7649 CG ASN A1074 183.013 180.470 216.413 1.00 68.16 C -ATOM 7650 OD1 ASN A1074 183.314 179.340 216.029 1.00 68.16 O -ATOM 7651 ND2 ASN A1074 183.318 181.564 215.726 1.00 68.16 N -ATOM 7652 N PHE A1075 180.884 178.230 219.306 1.00 54.90 N -ATOM 7653 CA PHE A1075 180.796 177.575 220.604 1.00 54.90 C -ATOM 7654 C PHE A1075 181.826 176.455 220.661 1.00 54.90 C -ATOM 7655 O PHE A1075 182.274 175.947 219.631 1.00 54.90 O -ATOM 7656 CB PHE A1075 179.390 177.016 220.865 1.00 54.90 C -ATOM 7657 CG PHE A1075 178.359 178.074 221.109 1.00 54.90 C -ATOM 7658 CD1 PHE A1075 178.353 178.796 222.292 1.00 54.90 C -ATOM 7659 CD2 PHE A1075 177.417 178.372 220.139 1.00 54.90 C -ATOM 7660 CE1 PHE A1075 177.412 179.783 222.510 1.00 54.90 C -ATOM 7661 CE2 PHE A1075 176.473 179.357 220.349 1.00 54.90 C -ATOM 7662 CZ PHE A1075 176.472 180.065 221.536 1.00 54.90 C -ATOM 7663 N THR A1076 182.195 176.073 221.880 1.00 55.56 N -ATOM 7664 CA THR A1076 183.114 174.965 222.112 1.00 55.56 C -ATOM 7665 C THR A1076 182.311 173.738 222.518 1.00 55.56 C -ATOM 7666 O THR A1076 181.547 173.786 223.485 1.00 55.56 O -ATOM 7667 CB THR A1076 184.133 175.313 223.198 1.00 55.56 C -ATOM 7668 OG1 THR A1076 184.822 176.517 222.839 1.00 55.56 O -ATOM 7669 CG2 THR A1076 185.144 174.189 223.360 1.00 55.56 C -ATOM 7670 N THR A1077 182.488 172.642 221.790 1.00 49.16 N -ATOM 7671 CA THR A1077 181.604 171.495 221.921 1.00 49.16 C -ATOM 7672 C THR A1077 182.356 170.277 222.444 1.00 49.16 C -ATOM 7673 O THR A1077 183.583 170.274 222.573 1.00 49.16 O -ATOM 7674 CB THR A1077 180.942 171.164 220.581 1.00 49.16 C -ATOM 7675 OG1 THR A1077 179.986 170.118 220.773 1.00 49.16 O -ATOM 7676 CG2 THR A1077 181.984 170.709 219.575 1.00 49.16 C -ATOM 7677 N ALA A1078 181.582 169.227 222.745 1.00 50.82 N -ATOM 7678 CA ALA A1078 182.089 167.958 223.248 1.00 50.82 C -ATOM 7679 C ALA A1078 181.055 166.887 222.954 1.00 50.82 C -ATOM 7680 O ALA A1078 179.853 167.174 223.034 1.00 50.82 O -ATOM 7681 CB ALA A1078 182.373 168.021 224.751 1.00 50.82 C -ATOM 7682 N PRO A1079 181.465 165.661 222.612 1.00 49.70 N -ATOM 7683 CA PRO A1079 180.481 164.625 222.266 1.00 49.70 C -ATOM 7684 C PRO A1079 179.735 164.043 223.459 1.00 49.70 C -ATOM 7685 O PRO A1079 178.571 163.651 223.328 1.00 49.70 O -ATOM 7686 CB PRO A1079 181.336 163.557 221.574 1.00 49.70 C -ATOM 7687 CG PRO A1079 182.698 163.745 222.132 1.00 49.70 C -ATOM 7688 CD PRO A1079 182.846 165.219 222.356 1.00 49.70 C -ATOM 7689 N ALA A1080 180.382 163.981 224.620 1.00 60.56 N -ATOM 7690 CA ALA A1080 179.776 163.395 225.807 1.00 60.56 C -ATOM 7691 C ALA A1080 180.422 164.012 227.037 1.00 60.56 C -ATOM 7692 O ALA A1080 181.429 164.718 226.943 1.00 60.56 O -ATOM 7693 CB ALA A1080 179.922 161.871 225.818 1.00 60.56 C -ATOM 7694 N ILE A1081 179.825 163.758 228.202 1.00 65.43 N -ATOM 7695 CA ILE A1081 180.296 164.334 229.460 1.00 65.43 C -ATOM 7696 C ILE A1081 180.442 163.232 230.502 1.00 65.43 C -ATOM 7697 O ILE A1081 179.515 162.445 230.711 1.00 65.43 O -ATOM 7698 CB ILE A1081 179.353 165.443 229.972 1.00 65.43 C -ATOM 7699 CG1 ILE A1081 179.310 166.615 228.993 1.00 65.43 C -ATOM 7700 CG2 ILE A1081 179.773 165.941 231.340 1.00 65.43 C -ATOM 7701 CD1 ILE A1081 178.240 167.601 229.290 1.00 65.43 C -ATOM 7702 N CYS A1082 181.607 163.172 231.148 1.00 86.48 N -ATOM 7703 CA CYS A1082 181.806 162.283 232.283 1.00 86.48 C -ATOM 7704 C CYS A1082 181.157 162.875 233.526 1.00 86.48 C -ATOM 7705 O CYS A1082 181.300 164.070 233.802 1.00 86.48 O -ATOM 7706 CB CYS A1082 183.295 162.064 232.536 1.00 86.48 C -ATOM 7707 SG CYS A1082 184.072 160.849 231.469 1.00 86.48 S -ATOM 7708 N HIS A1083 180.448 162.036 234.275 1.00 85.53 N -ATOM 7709 CA HIS A1083 179.911 162.434 235.574 1.00 85.53 C -ATOM 7710 C HIS A1083 179.782 161.173 236.413 1.00 85.53 C -ATOM 7711 O HIS A1083 178.979 160.297 236.078 1.00 85.53 O -ATOM 7712 CB HIS A1083 178.567 163.140 235.434 1.00 85.53 C -ATOM 7713 CG HIS A1083 177.820 163.269 236.723 1.00 85.53 C -ATOM 7714 ND1 HIS A1083 178.189 164.156 237.711 1.00 85.53 N -ATOM 7715 CD2 HIS A1083 176.727 162.619 237.190 1.00 85.53 C -ATOM 7716 CE1 HIS A1083 177.354 164.051 238.729 1.00 85.53 C -ATOM 7717 NE2 HIS A1083 176.457 163.125 238.438 1.00 85.53 N -ATOM 7718 N ASP A1084 180.576 161.099 237.491 1.00 91.12 N -ATOM 7719 CA ASP A1084 180.672 159.935 238.383 1.00 91.12 C -ATOM 7720 C ASP A1084 181.048 158.663 237.622 1.00 91.12 C -ATOM 7721 O ASP A1084 180.542 157.575 237.904 1.00 91.12 O -ATOM 7722 CB ASP A1084 179.387 159.731 239.193 1.00 91.12 C -ATOM 7723 CG ASP A1084 179.129 160.859 240.170 1.00 91.12 C -ATOM 7724 OD1 ASP A1084 180.108 161.481 240.633 1.00 91.12 O -ATOM 7725 OD2 ASP A1084 177.947 161.124 240.476 1.00 91.12 O1- -ATOM 7726 N GLY A1085 181.942 158.802 236.645 1.00 91.09 N -ATOM 7727 CA GLY A1085 182.508 157.668 235.948 1.00 91.09 C -ATOM 7728 C GLY A1085 181.711 157.140 234.775 1.00 91.09 C -ATOM 7729 O GLY A1085 182.188 156.226 234.090 1.00 91.09 O -ATOM 7730 N LYS A1086 180.523 157.676 234.513 1.00 77.78 N -ATOM 7731 CA LYS A1086 179.691 157.212 233.413 1.00 77.78 C -ATOM 7732 C LYS A1086 179.453 158.347 232.426 1.00 77.78 C -ATOM 7733 O LYS A1086 179.424 159.523 232.800 1.00 77.78 O -ATOM 7734 CB LYS A1086 178.356 156.653 233.920 1.00 77.78 C -ATOM 7735 CG LYS A1086 177.611 157.561 234.878 1.00 77.78 C -ATOM 7736 CD LYS A1086 176.660 156.768 235.760 1.00 77.78 C -ATOM 7737 CE LYS A1086 175.772 157.686 236.584 1.00 77.78 C -ATOM 7738 NZ LYS A1086 176.559 158.703 237.334 1.00 77.78 N1+ -ATOM 7739 N ALA A1087 179.284 157.981 231.158 1.00 64.05 N -ATOM 7740 CA ALA A1087 179.243 158.946 230.067 1.00 64.05 C -ATOM 7741 C ALA A1087 177.801 159.319 229.741 1.00 64.05 C -ATOM 7742 O ALA A1087 176.986 158.451 229.404 1.00 64.05 O -ATOM 7743 CB ALA A1087 179.942 158.387 228.830 1.00 64.05 C -ATOM 7744 N HIS A1088 177.497 160.611 229.827 1.00 58.63 N -ATOM 7745 CA HIS A1088 176.204 161.157 229.447 1.00 58.63 C -ATOM 7746 C HIS A1088 176.283 161.688 228.024 1.00 58.63 C -ATOM 7747 O HIS A1088 177.205 162.444 227.686 1.00 58.63 O -ATOM 7748 CB HIS A1088 175.780 162.279 230.397 1.00 58.63 C -ATOM 7749 CG HIS A1088 175.536 161.828 231.803 1.00 58.63 C -ATOM 7750 ND1 HIS A1088 176.552 161.441 232.649 1.00 58.63 N -ATOM 7751 CD2 HIS A1088 174.390 161.715 232.515 1.00 58.63 C -ATOM 7752 CE1 HIS A1088 176.043 161.102 233.820 1.00 58.63 C -ATOM 7753 NE2 HIS A1088 174.733 161.260 233.765 1.00 58.63 N -ATOM 7754 N PHE A1089 175.315 161.292 227.199 1.00 45.67 N -ATOM 7755 CA PHE A1089 175.148 161.707 225.819 1.00 45.67 C -ATOM 7756 C PHE A1089 173.849 162.495 225.684 1.00 45.67 C -ATOM 7757 O PHE A1089 172.867 162.187 226.368 1.00 45.67 O -ATOM 7758 CB PHE A1089 175.101 160.500 224.871 1.00 45.67 C -ATOM 7759 CG PHE A1089 176.378 159.711 224.812 1.00 45.67 C -ATOM 7760 CD1 PHE A1089 176.645 158.720 225.746 1.00 45.67 C -ATOM 7761 CD2 PHE A1089 177.304 159.946 223.810 1.00 45.67 C -ATOM 7762 CE1 PHE A1089 177.815 157.990 225.689 1.00 45.67 C -ATOM 7763 CE2 PHE A1089 178.477 159.217 223.749 1.00 45.67 C -ATOM 7764 CZ PHE A1089 178.730 158.239 224.688 1.00 45.67 C -ATOM 7765 N PRO A1090 173.806 163.511 224.820 1.00 47.63 N -ATOM 7766 CA PRO A1090 172.565 164.278 224.662 1.00 47.63 C -ATOM 7767 C PRO A1090 171.512 163.486 223.901 1.00 47.63 C -ATOM 7768 O PRO A1090 171.810 162.802 222.920 1.00 47.63 O -ATOM 7769 CB PRO A1090 173.011 165.518 223.882 1.00 47.63 C -ATOM 7770 CG PRO A1090 174.199 165.067 223.117 1.00 47.63 C -ATOM 7771 CD PRO A1090 174.890 164.040 223.972 1.00 47.63 C -ATOM 7772 N ARG A1091 170.269 163.576 224.379 1.00 51.45 N -ATOM 7773 CA ARG A1091 169.172 162.867 223.727 1.00 51.45 C -ATOM 7774 C ARG A1091 168.806 163.526 222.404 1.00 51.45 C -ATOM 7775 O ARG A1091 168.621 162.845 221.388 1.00 51.45 O -ATOM 7776 CB ARG A1091 167.963 162.805 224.660 1.00 51.45 C -ATOM 7777 CG ARG A1091 167.975 161.611 225.602 1.00 51.45 C -ATOM 7778 CD ARG A1091 166.681 161.494 226.391 1.00 51.45 C -ATOM 7779 NE ARG A1091 166.561 160.191 227.034 1.00 51.45 N -ATOM 7780 CZ ARG A1091 166.165 160.003 228.285 1.00 51.45 C -ATOM 7781 NH1 ARG A1091 165.833 161.018 229.066 1.00 51.45 N1+ -ATOM 7782 NH2 ARG A1091 166.101 158.764 228.766 1.00 51.45 N -ATOM 7783 N GLU A1092 168.699 164.855 222.397 1.00 54.84 N -ATOM 7784 CA GLU A1092 168.471 165.609 221.165 1.00 54.84 C -ATOM 7785 C GLU A1092 169.040 167.008 221.382 1.00 54.84 C -ATOM 7786 O GLU A1092 168.379 167.860 221.983 1.00 54.84 O -ATOM 7787 CB GLU A1092 166.991 165.656 220.809 1.00 54.84 C -ATOM 7788 CG GLU A1092 166.703 166.136 219.395 1.00 54.84 C -ATOM 7789 CD GLU A1092 166.634 165.001 218.389 1.00 54.84 C -ATOM 7790 OE1 GLU A1092 166.975 163.855 218.752 1.00 54.84 O -ATOM 7791 OE2 GLU A1092 166.236 165.255 217.233 1.00 54.84 O1- -ATOM 7792 N GLY A1093 170.246 167.236 220.897 1.00 51.69 N -ATOM 7793 CA GLY A1093 170.876 168.532 221.048 1.00 51.69 C -ATOM 7794 C GLY A1093 172.385 168.408 221.056 1.00 51.69 C -ATOM 7795 O GLY A1093 172.949 167.330 220.894 1.00 51.69 O -ATOM 7796 N VAL A1094 173.029 169.556 221.253 1.00 50.98 N -ATOM 7797 CA VAL A1094 174.480 169.681 221.212 1.00 50.98 C -ATOM 7798 C VAL A1094 174.954 170.116 222.591 1.00 50.98 C -ATOM 7799 O VAL A1094 174.384 171.043 223.180 1.00 50.98 O -ATOM 7800 CB VAL A1094 174.930 170.699 220.146 1.00 50.98 C -ATOM 7801 CG1 VAL A1094 176.446 170.716 220.018 1.00 50.98 C -ATOM 7802 CG2 VAL A1094 174.263 170.429 218.811 1.00 50.98 C -ATOM 7803 N PHE A1095 175.976 169.436 223.111 1.00 49.99 N -ATOM 7804 CA PHE A1095 176.694 169.933 224.278 1.00 49.99 C -ATOM 7805 C PHE A1095 177.570 171.105 223.859 1.00 49.99 C -ATOM 7806 O PHE A1095 178.452 170.950 223.008 1.00 49.99 O -ATOM 7807 CB PHE A1095 177.557 168.834 224.894 1.00 49.99 C -ATOM 7808 CG PHE A1095 176.805 167.875 225.765 1.00 49.99 C -ATOM 7809 CD1 PHE A1095 175.696 168.287 226.485 1.00 49.99 C -ATOM 7810 CD2 PHE A1095 177.232 166.562 225.889 1.00 49.99 C -ATOM 7811 CE1 PHE A1095 175.012 167.400 227.294 1.00 49.99 C -ATOM 7812 CE2 PHE A1095 176.556 165.672 226.699 1.00 49.99 C -ATOM 7813 CZ PHE A1095 175.445 166.091 227.401 1.00 49.99 C -ATOM 7814 N VAL A1096 177.335 172.279 224.445 1.00 56.93 N -ATOM 7815 CA VAL A1096 178.106 173.468 224.109 1.00 56.93 C -ATOM 7816 C VAL A1096 178.593 174.135 225.384 1.00 56.93 C -ATOM 7817 O VAL A1096 178.091 173.885 226.480 1.00 56.93 O -ATOM 7818 CB VAL A1096 177.308 174.484 223.270 1.00 56.93 C -ATOM 7819 CG1 VAL A1096 177.055 173.946 221.882 1.00 56.93 C -ATOM 7820 CG2 VAL A1096 176.015 174.829 223.970 1.00 56.93 C -ATOM 7821 N SER A1097 179.598 174.986 225.220 1.00 75.08 N -ATOM 7822 CA SER A1097 180.128 175.799 226.300 1.00 75.08 C -ATOM 7823 C SER A1097 180.197 177.246 225.846 1.00 75.08 C -ATOM 7824 O SER A1097 180.621 177.534 224.723 1.00 75.08 O -ATOM 7825 CB SER A1097 181.516 175.323 226.731 1.00 75.08 C -ATOM 7826 OG SER A1097 182.185 176.326 227.475 1.00 75.08 O -ATOM 7827 N ASN A1098 179.785 178.155 226.725 1.00 99.62 N -ATOM 7828 CA ASN A1098 179.883 179.583 226.466 1.00 99.62 C -ATOM 7829 C ASN A1098 181.213 180.161 226.930 1.00 99.62 C -ATOM 7830 O ASN A1098 181.393 181.383 226.897 1.00 99.62 O -ATOM 7831 CB ASN A1098 178.718 180.322 227.130 1.00 99.62 C -ATOM 7832 CG ASN A1098 178.828 180.354 228.642 1.00 99.62 C -ATOM 7833 OD1 ASN A1098 179.283 179.397 229.269 1.00 99.62 O -ATOM 7834 ND2 ASN A1098 178.404 181.462 229.237 1.00 99.62 N -ATOM 7835 N GLY A1099 182.141 179.310 227.359 1.00105.32 N -ATOM 7836 CA GLY A1099 183.450 179.736 227.807 1.00105.32 C -ATOM 7837 C GLY A1099 183.825 179.145 229.150 1.00105.32 C -ATOM 7838 O GLY A1099 184.985 178.788 229.374 1.00105.32 O -ATOM 7839 N THR A1100 182.853 179.034 230.050 1.00104.51 N -ATOM 7840 CA THR A1100 183.079 178.464 231.376 1.00104.51 C -ATOM 7841 C THR A1100 182.116 177.338 231.718 1.00104.51 C -ATOM 7842 O THR A1100 182.532 176.346 232.321 1.00104.51 O -ATOM 7843 CB THR A1100 182.977 179.557 232.460 1.00104.51 C -ATOM 7844 OG1 THR A1100 181.728 180.247 232.332 1.00104.51 O -ATOM 7845 CG2 THR A1100 184.126 180.553 232.352 1.00104.51 C -ATOM 7846 N HIS A1101 180.844 177.462 231.349 1.00 92.54 N -ATOM 7847 CA HIS A1101 179.810 176.524 231.761 1.00 92.54 C -ATOM 7848 C HIS A1101 179.248 175.795 230.549 1.00 92.54 C -ATOM 7849 O HIS A1101 179.215 176.335 229.441 1.00 92.54 O -ATOM 7850 CB HIS A1101 178.680 177.242 232.502 1.00 92.54 C -ATOM 7851 CG HIS A1101 179.070 177.741 233.858 1.00 92.54 C -ATOM 7852 ND1 HIS A1101 179.906 178.822 234.040 1.00 92.54 N -ATOM 7853 CD2 HIS A1101 178.737 177.310 235.097 1.00 92.54 C -ATOM 7854 CE1 HIS A1101 180.072 179.034 235.333 1.00 92.54 C -ATOM 7855 NE2 HIS A1101 179.373 178.131 235.997 1.00 92.54 N -ATOM 7856 N TRP A1102 178.794 174.567 230.776 1.00 66.48 N -ATOM 7857 CA TRP A1102 178.314 173.692 229.715 1.00 66.48 C -ATOM 7858 C TRP A1102 176.794 173.608 229.757 1.00 66.48 C -ATOM 7859 O TRP A1102 176.211 173.328 230.809 1.00 66.48 O -ATOM 7860 CB TRP A1102 178.924 172.294 229.848 1.00 66.48 C -ATOM 7861 CG TRP A1102 180.368 172.235 229.460 1.00 66.48 C -ATOM 7862 CD1 TRP A1102 181.442 172.463 230.269 1.00 66.48 C -ATOM 7863 CD2 TRP A1102 180.900 171.926 228.166 1.00 66.48 C -ATOM 7864 NE1 TRP A1102 182.609 172.318 229.560 1.00 66.48 N -ATOM 7865 CE2 TRP A1102 182.303 171.988 228.266 1.00 66.48 C -ATOM 7866 CE3 TRP A1102 180.326 171.602 226.934 1.00 66.48 C -ATOM 7867 CZ2 TRP A1102 183.140 171.740 227.182 1.00 66.48 C -ATOM 7868 CZ3 TRP A1102 181.158 171.358 225.858 1.00 66.48 C -ATOM 7869 CH2 TRP A1102 182.549 171.429 225.989 1.00 66.48 C -ATOM 7870 N PHE A1103 176.164 173.849 228.614 1.00 59.72 N -ATOM 7871 CA PHE A1103 174.731 173.683 228.420 1.00 59.72 C -ATOM 7872 C PHE A1103 174.480 172.679 227.303 1.00 59.72 C -ATOM 7873 O PHE A1103 175.406 172.208 226.635 1.00 59.72 O -ATOM 7874 CB PHE A1103 174.053 175.010 228.074 1.00 59.72 C -ATOM 7875 CG PHE A1103 174.398 176.130 228.997 1.00 59.72 C -ATOM 7876 CD1 PHE A1103 173.887 176.165 230.284 1.00 59.72 C -ATOM 7877 CD2 PHE A1103 175.222 177.159 228.574 1.00 59.72 C -ATOM 7878 CE1 PHE A1103 174.199 177.203 231.135 1.00 59.72 C -ATOM 7879 CE2 PHE A1103 175.538 178.199 229.419 1.00 59.72 C -ATOM 7880 CZ PHE A1103 175.024 178.221 230.700 1.00 59.72 C -ATOM 7881 N VAL A1104 173.205 172.367 227.091 1.00 46.57 N -ATOM 7882 CA VAL A1104 172.776 171.567 225.952 1.00 46.57 C -ATOM 7883 C VAL A1104 171.726 172.359 225.180 1.00 46.57 C -ATOM 7884 O VAL A1104 170.853 173.003 225.773 1.00 46.57 O -ATOM 7885 CB VAL A1104 172.272 170.169 226.392 1.00 46.57 C -ATOM 7886 CG1 VAL A1104 171.148 170.260 227.415 1.00 46.57 C -ATOM 7887 CG2 VAL A1104 171.853 169.325 225.194 1.00 46.57 C -ATOM 7888 N THR A1105 171.871 172.390 223.861 1.00 45.41 N -ATOM 7889 CA THR A1105 170.951 173.109 222.986 1.00 45.41 C -ATOM 7890 C THR A1105 170.289 172.139 222.019 1.00 45.41 C -ATOM 7891 O THR A1105 170.599 170.948 221.984 1.00 45.41 O -ATOM 7892 CB THR A1105 171.666 174.205 222.191 1.00 45.41 C -ATOM 7893 OG1 THR A1105 172.566 173.604 221.252 1.00 45.41 O -ATOM 7894 CG2 THR A1105 172.436 175.129 223.100 1.00 45.41 C -ATOM 7895 N GLN A1106 169.359 172.666 221.233 1.00 38.95 N -ATOM 7896 CA GLN A1106 168.933 171.988 220.023 1.00 38.95 C -ATOM 7897 C GLN A1106 169.838 172.415 218.870 1.00 38.95 C -ATOM 7898 O GLN A1106 170.600 173.378 218.968 1.00 38.95 O -ATOM 7899 CB GLN A1106 167.462 172.279 219.726 1.00 38.95 C -ATOM 7900 CG GLN A1106 167.135 173.743 219.563 1.00 38.95 C -ATOM 7901 CD GLN A1106 165.652 173.995 219.450 1.00 38.95 C -ATOM 7902 OE1 GLN A1106 164.857 173.059 219.404 1.00 38.95 O -ATOM 7903 NE2 GLN A1106 165.267 175.263 219.407 1.00 38.95 N -ATOM 7904 N ARG A1107 169.753 171.678 217.766 1.00 45.47 N -ATOM 7905 CA ARG A1107 170.778 171.788 216.735 1.00 45.47 C -ATOM 7906 C ARG A1107 170.597 173.003 215.832 1.00 45.47 C -ATOM 7907 O ARG A1107 171.591 173.549 215.340 1.00 45.47 O -ATOM 7908 CB ARG A1107 170.808 170.505 215.905 1.00 45.47 C -ATOM 7909 CG ARG A1107 171.407 169.329 216.658 1.00 45.47 C -ATOM 7910 CD ARG A1107 171.632 168.127 215.765 1.00 45.47 C -ATOM 7911 NE ARG A1107 170.398 167.383 215.545 1.00 45.47 N -ATOM 7912 CZ ARG A1107 170.154 166.174 216.033 1.00 45.47 C -ATOM 7913 NH1 ARG A1107 171.033 165.548 216.799 1.00 45.47 N1+ -ATOM 7914 NH2 ARG A1107 168.997 165.582 215.752 1.00 45.47 N -ATOM 7915 N ASN A1108 169.363 173.448 215.601 1.00 37.97 N -ATOM 7916 CA ASN A1108 169.095 174.479 214.606 1.00 37.97 C -ATOM 7917 C ASN A1108 168.758 175.841 215.199 1.00 37.97 C -ATOM 7918 O ASN A1108 168.470 176.771 214.439 1.00 37.97 O -ATOM 7919 CB ASN A1108 167.960 174.028 213.681 1.00 37.97 C -ATOM 7920 CG ASN A1108 168.321 172.795 212.882 1.00 37.97 C -ATOM 7921 OD1 ASN A1108 169.489 172.561 212.576 1.00 37.97 O -ATOM 7922 ND2 ASN A1108 167.318 171.997 212.540 1.00 37.97 N -ATOM 7923 N PHE A1109 168.791 175.990 216.521 1.00 33.91 N -ATOM 7924 CA PHE A1109 168.483 177.267 217.154 1.00 33.91 C -ATOM 7925 C PHE A1109 169.169 177.292 218.510 1.00 33.91 C -ATOM 7926 O PHE A1109 169.092 176.313 219.255 1.00 33.91 O -ATOM 7927 CB PHE A1109 166.967 177.453 217.304 1.00 33.91 C -ATOM 7928 CG PHE A1109 166.556 178.850 217.675 1.00 33.91 C -ATOM 7929 CD1 PHE A1109 166.401 179.822 216.699 1.00 33.91 C -ATOM 7930 CD2 PHE A1109 166.305 179.187 218.996 1.00 33.91 C -ATOM 7931 CE1 PHE A1109 166.017 181.108 217.035 1.00 33.91 C -ATOM 7932 CE2 PHE A1109 165.920 180.471 219.339 1.00 33.91 C -ATOM 7933 CZ PHE A1109 165.776 181.431 218.356 1.00 33.91 C -ATOM 7934 N TYR A1110 169.846 178.390 218.827 1.00 43.92 N -ATOM 7935 CA TYR A1110 170.584 178.461 220.083 1.00 43.92 C -ATOM 7936 C TYR A1110 169.610 178.737 221.221 1.00 43.92 C -ATOM 7937 O TYR A1110 169.120 179.860 221.376 1.00 43.92 O -ATOM 7938 CB TYR A1110 171.674 179.526 220.026 1.00 43.92 C -ATOM 7939 CG TYR A1110 172.409 179.663 221.338 1.00 43.92 C -ATOM 7940 CD1 TYR A1110 173.033 178.566 221.918 1.00 43.92 C -ATOM 7941 CD2 TYR A1110 172.482 180.884 221.995 1.00 43.92 C -ATOM 7942 CE1 TYR A1110 173.702 178.677 223.121 1.00 43.92 C -ATOM 7943 CE2 TYR A1110 173.155 181.008 223.198 1.00 43.92 C -ATOM 7944 CZ TYR A1110 173.764 179.901 223.754 1.00 43.92 C -ATOM 7945 OH TYR A1110 174.433 180.017 224.949 1.00 43.92 O -ATOM 7946 N GLU A1111 169.333 177.707 222.018 1.00 47.28 N -ATOM 7947 CA GLU A1111 168.458 177.818 223.183 1.00 47.28 C -ATOM 7948 C GLU A1111 169.054 176.947 224.276 1.00 47.28 C -ATOM 7949 O GLU A1111 168.701 175.768 224.412 1.00 47.28 O -ATOM 7950 CB GLU A1111 167.026 177.399 222.852 1.00 47.28 C -ATOM 7951 CG GLU A1111 166.000 177.823 223.883 1.00 47.28 C -ATOM 7952 CD GLU A1111 164.670 177.123 223.697 1.00 47.28 C -ATOM 7953 OE1 GLU A1111 164.221 177.001 222.538 1.00 47.28 O -ATOM 7954 OE2 GLU A1111 164.074 176.696 224.707 1.00 47.28 O1- -ATOM 7955 N PRO A1112 169.979 177.491 225.068 1.00 50.15 N -ATOM 7956 CA PRO A1112 170.716 176.654 226.021 1.00 50.15 C -ATOM 7957 C PRO A1112 169.870 176.268 227.223 1.00 50.15 C -ATOM 7958 O PRO A1112 169.068 177.058 227.726 1.00 50.15 O -ATOM 7959 CB PRO A1112 171.894 177.544 226.429 1.00 50.15 C -ATOM 7960 CG PRO A1112 171.380 178.929 226.270 1.00 50.15 C -ATOM 7961 CD PRO A1112 170.410 178.899 225.117 1.00 50.15 C -ATOM 7962 N GLN A1113 170.057 175.032 227.679 1.00 55.70 N -ATOM 7963 CA GLN A1113 169.373 174.529 228.857 1.00 55.70 C -ATOM 7964 C GLN A1113 170.372 173.788 229.730 1.00 55.70 C -ATOM 7965 O GLN A1113 171.410 173.306 229.260 1.00 55.70 O -ATOM 7966 CB GLN A1113 168.198 173.612 228.490 1.00 55.70 C -ATOM 7967 CG GLN A1113 167.001 174.340 227.899 1.00 55.70 C -ATOM 7968 CD GLN A1113 165.684 173.682 228.254 1.00 55.70 C -ATOM 7969 OE1 GLN A1113 165.656 172.604 228.848 1.00 55.70 O -ATOM 7970 NE2 GLN A1113 164.583 174.330 227.893 1.00 55.70 N -ATOM 7971 N ILE A1114 170.032 173.709 231.018 1.00 56.74 N -ATOM 7972 CA ILE A1114 170.897 173.092 232.016 1.00 56.74 C -ATOM 7973 C ILE A1114 170.928 171.585 231.796 1.00 56.74 C -ATOM 7974 O ILE A1114 169.883 170.940 231.640 1.00 56.74 O -ATOM 7975 CB ILE A1114 170.412 173.460 233.428 1.00 56.74 C -ATOM 7976 CG1 ILE A1114 170.821 174.894 233.768 1.00 56.74 C -ATOM 7977 CG2 ILE A1114 170.944 172.500 234.487 1.00 56.74 C -ATOM 7978 CD1 ILE A1114 172.319 175.116 233.775 1.00 56.74 C -ATOM 7979 N ILE A1115 172.134 171.021 231.765 1.00 58.37 N -ATOM 7980 CA ILE A1115 172.343 169.603 231.503 1.00 58.37 C -ATOM 7981 C ILE A1115 171.925 168.777 232.712 1.00 58.37 C -ATOM 7982 O ILE A1115 172.639 168.719 233.719 1.00 58.37 O -ATOM 7983 CB ILE A1115 173.812 169.345 231.132 1.00 58.37 C -ATOM 7984 CG1 ILE A1115 174.218 170.275 229.991 1.00 58.37 C -ATOM 7985 CG2 ILE A1115 174.023 167.893 230.762 1.00 58.37 C -ATOM 7986 CD1 ILE A1115 175.666 170.209 229.638 1.00 58.37 C -ATOM 7987 N THR A1116 170.766 168.133 232.615 1.00 64.03 N -ATOM 7988 CA THR A1116 170.217 167.291 233.665 1.00 64.03 C -ATOM 7989 C THR A1116 170.239 165.829 233.223 1.00 64.03 C -ATOM 7990 O THR A1116 170.779 165.483 232.166 1.00 64.03 O -ATOM 7991 CB THR A1116 168.799 167.742 234.026 1.00 64.03 C -ATOM 7992 OG1 THR A1116 167.905 167.421 232.953 1.00 64.03 O -ATOM 7993 CG2 THR A1116 168.757 169.239 234.289 1.00 64.03 C -ATOM 7994 N THR A1117 169.654 164.962 234.048 1.00 66.14 N -ATOM 7995 CA THR A1117 169.540 163.547 233.724 1.00 66.14 C -ATOM 7996 C THR A1117 168.330 163.233 232.855 1.00 66.14 C -ATOM 7997 O THR A1117 168.176 162.084 232.428 1.00 66.14 O -ATOM 7998 CB THR A1117 169.463 162.710 235.004 1.00 66.14 C -ATOM 7999 OG1 THR A1117 168.335 163.128 235.782 1.00 66.14 O -ATOM 8000 CG2 THR A1117 170.727 162.879 235.828 1.00 66.14 C -ATOM 8001 N ASP A1118 167.471 164.216 232.590 1.00 66.46 N -ATOM 8002 CA ASP A1118 166.277 164.000 231.782 1.00 66.46 C -ATOM 8003 C ASP A1118 166.549 164.155 230.292 1.00 66.46 C -ATOM 8004 O ASP A1118 166.013 163.390 229.483 1.00 66.46 O -ATOM 8005 CB ASP A1118 165.173 164.971 232.208 1.00 66.46 C -ATOM 8006 CG ASP A1118 164.615 164.652 233.580 1.00 66.46 C -ATOM 8007 OD1 ASP A1118 164.640 163.466 233.971 1.00 66.46 O -ATOM 8008 OD2 ASP A1118 164.154 165.586 234.267 1.00 66.46 O1- -ATOM 8009 N ASN A1119 167.369 165.130 229.911 1.00 56.25 N -ATOM 8010 CA ASN A1119 167.694 165.378 228.515 1.00 56.25 C -ATOM 8011 C ASN A1119 168.971 164.681 228.065 1.00 56.25 C -ATOM 8012 O ASN A1119 169.378 164.846 226.911 1.00 56.25 O -ATOM 8013 CB ASN A1119 167.792 166.888 228.262 1.00 56.25 C -ATOM 8014 CG ASN A1119 168.651 167.602 229.290 1.00 56.25 C -ATOM 8015 OD1 ASN A1119 169.306 166.975 230.121 1.00 56.25 O -ATOM 8016 ND2 ASN A1119 168.630 168.928 229.252 1.00 56.25 N -ATOM 8017 N THR A1120 169.615 163.919 228.947 1.00 54.23 N -ATOM 8018 CA THR A1120 170.794 163.135 228.612 1.00 54.23 C -ATOM 8019 C THR A1120 170.562 161.688 229.020 1.00 54.23 C -ATOM 8020 O THR A1120 169.768 161.395 229.917 1.00 54.23 O -ATOM 8021 CB THR A1120 172.059 163.658 229.310 1.00 54.23 C -ATOM 8022 OG1 THR A1120 171.907 163.537 230.730 1.00 54.23 O -ATOM 8023 CG2 THR A1120 172.320 165.108 228.953 1.00 54.23 C -ATOM 8024 N PHE A1121 171.268 160.779 228.354 1.00 49.59 N -ATOM 8025 CA PHE A1121 171.199 159.367 228.698 1.00 49.59 C -ATOM 8026 C PHE A1121 172.595 158.819 228.961 1.00 49.59 C -ATOM 8027 O PHE A1121 173.587 159.287 228.394 1.00 49.59 O -ATOM 8028 CB PHE A1121 170.474 158.543 227.609 1.00 49.59 C -ATOM 8029 CG PHE A1121 171.191 158.472 226.286 1.00 49.59 C -ATOM 8030 CD1 PHE A1121 171.020 159.466 225.335 1.00 49.59 C -ATOM 8031 CD2 PHE A1121 171.981 157.375 225.966 1.00 49.59 C -ATOM 8032 CE1 PHE A1121 171.660 159.392 224.110 1.00 49.59 C -ATOM 8033 CE2 PHE A1121 172.623 157.296 224.744 1.00 49.59 C -ATOM 8034 CZ PHE A1121 172.459 158.303 223.814 1.00 49.59 C -ATOM 8035 N VAL A1122 172.653 157.815 229.832 1.00 55.67 N -ATOM 8036 CA VAL A1122 173.902 157.268 230.348 1.00 55.67 C -ATOM 8037 C VAL A1122 174.255 156.017 229.558 1.00 55.67 C -ATOM 8038 O VAL A1122 173.427 155.108 229.420 1.00 55.67 O -ATOM 8039 CB VAL A1122 173.779 156.955 231.850 1.00 55.67 C -ATOM 8040 CG1 VAL A1122 175.020 156.252 232.362 1.00 55.67 C -ATOM 8041 CG2 VAL A1122 173.520 158.230 232.635 1.00 55.67 C -ATOM 8042 N SER A1123 175.480 155.966 229.036 1.00 61.27 N -ATOM 8043 CA SER A1123 175.932 154.795 228.295 1.00 61.27 C -ATOM 8044 C SER A1123 177.432 154.624 228.469 1.00 61.27 C -ATOM 8045 O SER A1123 178.196 155.563 228.231 1.00 61.27 O -ATOM 8046 CB SER A1123 175.584 154.916 226.809 1.00 61.27 C -ATOM 8047 OG SER A1123 176.069 153.800 226.083 1.00 61.27 O -ATOM 8048 N GLY A1124 177.845 153.422 228.876 1.00 80.28 N -ATOM 8049 CA GLY A1124 179.253 153.091 228.984 1.00 80.28 C -ATOM 8050 C GLY A1124 179.950 153.806 230.132 1.00 80.28 C -ATOM 8051 O GLY A1124 179.334 154.257 231.101 1.00 80.28 O -ATOM 8052 N ASN A1125 181.269 153.901 230.006 1.00 98.20 N -ATOM 8053 CA ASN A1125 182.105 154.604 230.967 1.00 98.20 C -ATOM 8054 C ASN A1125 182.990 155.614 230.232 1.00 98.20 C -ATOM 8055 O ASN A1125 182.823 155.867 229.035 1.00 98.20 O -ATOM 8056 CB ASN A1125 182.917 153.611 231.803 1.00 98.20 C -ATOM 8057 CG ASN A1125 183.659 152.602 230.955 1.00 98.20 C -ATOM 8058 OD1 ASN A1125 183.057 151.871 230.169 1.00 98.20 O -ATOM 8059 ND2 ASN A1125 184.972 152.540 231.128 1.00 98.20 N -ATOM 8060 N CYS A1126 183.940 156.194 230.967 1.00100.35 N -ATOM 8061 CA CYS A1126 184.643 157.386 230.504 1.00100.35 C -ATOM 8062 C CYS A1126 185.713 157.099 229.455 1.00100.35 C -ATOM 8063 O CYS A1126 185.925 157.925 228.561 1.00100.35 O -ATOM 8064 CB CYS A1126 185.280 158.102 231.696 1.00100.35 C -ATOM 8065 SG CYS A1126 184.155 159.173 232.607 1.00100.35 S -ATOM 8066 N ASP A1127 186.394 155.955 229.541 1.00104.44 N -ATOM 8067 CA ASP A1127 187.642 155.766 228.808 1.00104.44 C -ATOM 8068 C ASP A1127 187.455 155.499 227.319 1.00104.44 C -ATOM 8069 O ASP A1127 188.419 155.636 226.558 1.00104.44 O -ATOM 8070 CB ASP A1127 188.440 154.614 229.423 1.00104.44 C -ATOM 8071 CG ASP A1127 187.645 153.327 229.490 1.00104.44 C -ATOM 8072 OD1 ASP A1127 186.402 153.390 229.388 1.00104.44 O -ATOM 8073 OD2 ASP A1127 188.260 152.251 229.636 1.00104.44 O1- -ATOM 8074 N VAL A1128 186.257 155.126 226.882 1.00 87.03 N -ATOM 8075 CA VAL A1128 186.071 154.698 225.499 1.00 87.03 C -ATOM 8076 C VAL A1128 185.848 155.886 224.567 1.00 87.03 C -ATOM 8077 O VAL A1128 186.398 155.926 223.463 1.00 87.03 O -ATOM 8078 CB VAL A1128 184.909 153.686 225.423 1.00 87.03 C -ATOM 8079 CG1 VAL A1128 184.752 153.151 224.012 1.00 87.03 C -ATOM 8080 CG2 VAL A1128 185.134 152.546 226.400 1.00 87.03 C -ATOM 8081 N VAL A1129 185.057 156.871 224.998 1.00 69.02 N -ATOM 8082 CA VAL A1129 184.712 157.997 224.137 1.00 69.02 C -ATOM 8083 C VAL A1129 185.903 158.937 224.003 1.00 69.02 C -ATOM 8084 O VAL A1129 186.524 159.333 224.999 1.00 69.02 O -ATOM 8085 CB VAL A1129 183.481 158.730 224.697 1.00 69.02 C -ATOM 8086 CG1 VAL A1129 183.070 159.879 223.787 1.00 69.02 C -ATOM 8087 CG2 VAL A1129 182.333 157.758 224.893 1.00 69.02 C -ATOM 8088 N ILE A1130 186.227 159.300 222.763 1.00 65.91 N -ATOM 8089 CA ILE A1130 187.335 160.198 222.459 1.00 65.91 C -ATOM 8090 C ILE A1130 186.806 161.625 222.433 1.00 65.91 C -ATOM 8091 O ILE A1130 185.822 161.918 221.743 1.00 65.91 O -ATOM 8092 CB ILE A1130 187.995 159.833 221.119 1.00 65.91 C -ATOM 8093 CG1 ILE A1130 188.386 158.354 221.103 1.00 65.91 C -ATOM 8094 CG2 ILE A1130 189.211 160.708 220.863 1.00 65.91 C -ATOM 8095 CD1 ILE A1130 188.690 157.821 219.721 1.00 65.91 C -ATOM 8096 N GLY A1131 187.456 162.512 223.181 1.00 63.84 N -ATOM 8097 CA GLY A1131 187.035 163.894 223.262 1.00 63.84 C -ATOM 8098 C GLY A1131 186.092 164.213 224.398 1.00 63.84 C -ATOM 8099 O GLY A1131 185.482 165.288 224.389 1.00 63.84 O -ATOM 8100 N ILE A1132 185.951 163.315 225.373 1.00 71.39 N -ATOM 8101 CA ILE A1132 185.017 163.528 226.469 1.00 71.39 C -ATOM 8102 C ILE A1132 185.576 164.580 227.428 1.00 71.39 C -ATOM 8103 O ILE A1132 186.792 164.809 227.504 1.00 71.39 O -ATOM 8104 CB ILE A1132 184.722 162.183 227.165 1.00 71.39 C -ATOM 8105 CG1 ILE A1132 183.368 162.202 227.874 1.00 71.39 C -ATOM 8106 CG2 ILE A1132 185.839 161.775 228.122 1.00 71.39 C -ATOM 8107 CD1 ILE A1132 182.767 160.827 228.050 1.00 71.39 C -ATOM 8108 N VAL A1133 184.674 165.275 228.122 1.00 87.36 N -ATOM 8109 CA VAL A1133 185.053 166.326 229.062 1.00 87.36 C -ATOM 8110 C VAL A1133 184.462 166.002 230.427 1.00 87.36 C -ATOM 8111 O VAL A1133 183.778 164.987 230.589 1.00 87.36 O -ATOM 8112 CB VAL A1133 184.587 167.714 228.585 1.00 87.36 C -ATOM 8113 CG1 VAL A1133 185.266 168.096 227.277 1.00 87.36 C -ATOM 8114 CG2 VAL A1133 183.075 167.741 228.443 1.00 87.36 C -ATOM 8115 N ASN A1134 184.723 166.857 231.414 1.00128.33 N -ATOM 8116 CA ASN A1134 184.215 166.683 232.768 1.00128.33 C -ATOM 8117 C ASN A1134 183.287 167.836 233.119 1.00128.33 C -ATOM 8118 O ASN A1134 183.684 169.003 233.035 1.00128.33 O -ATOM 8119 CB ASN A1134 185.354 166.616 233.790 1.00128.33 C -ATOM 8120 CG ASN A1134 186.167 165.346 233.680 1.00128.33 C -ATOM 8121 OD1 ASN A1134 185.911 164.499 232.826 1.00128.33 O -ATOM 8122 ND2 ASN A1134 187.157 165.207 234.555 1.00128.33 N -ATOM 8123 N ASN A1135 182.062 167.504 233.523 1.00 96.30 N -ATOM 8124 CA ASN A1135 181.114 168.486 234.030 1.00 96.30 C -ATOM 8125 C ASN A1135 180.083 167.759 234.879 1.00 96.30 C -ATOM 8126 O ASN A1135 179.786 166.585 234.644 1.00 96.30 O -ATOM 8127 CB ASN A1135 180.426 169.260 232.898 1.00 96.30 C -ATOM 8128 CG ASN A1135 179.696 170.492 233.394 1.00 96.30 C -ATOM 8129 OD1 ASN A1135 178.487 170.630 233.208 1.00 96.30 O -ATOM 8130 ND2 ASN A1135 180.429 171.396 234.033 1.00 96.30 N -ATOM 8131 N THR A1136 179.550 168.464 235.872 1.00 90.00 N -ATOM 8132 CA THR A1136 178.511 167.892 236.715 1.00 90.00 C -ATOM 8133 C THR A1136 177.188 167.834 235.963 1.00 90.00 C -ATOM 8134 O THR A1136 176.855 168.733 235.187 1.00 90.00 O -ATOM 8135 CB THR A1136 178.346 168.711 237.995 1.00 90.00 C -ATOM 8136 OG1 THR A1136 177.726 169.965 237.684 1.00 90.00 O -ATOM 8137 CG2 THR A1136 179.700 168.967 238.639 1.00 90.00 C -ATOM 8138 N VAL A1137 176.433 166.765 236.197 1.00 79.14 N -ATOM 8139 CA VAL A1137 175.109 166.584 235.613 1.00 79.14 C -ATOM 8140 C VAL A1137 174.095 166.681 236.743 1.00 79.14 C -ATOM 8141 O VAL A1137 174.142 165.896 237.699 1.00 79.14 O -ATOM 8142 CB VAL A1137 174.994 165.245 234.869 1.00 79.14 C -ATOM 8143 CG1 VAL A1137 173.554 164.986 234.465 1.00 79.14 C -ATOM 8144 CG2 VAL A1137 175.902 165.242 233.650 1.00 79.14 C -ATOM 8145 N TYR A1138 173.188 167.648 236.638 1.00 89.26 N -ATOM 8146 CA TYR A1138 172.264 167.943 237.724 1.00 89.26 C -ATOM 8147 C TYR A1138 171.184 166.872 237.833 1.00 89.26 C -ATOM 8148 O TYR A1138 170.678 166.369 236.827 1.00 89.26 O -ATOM 8149 CB TYR A1138 171.631 169.318 237.511 1.00 89.26 C -ATOM 8150 CG TYR A1138 170.475 169.625 238.435 1.00 89.26 C -ATOM 8151 CD1 TYR A1138 170.680 169.808 239.798 1.00 89.26 C -ATOM 8152 CD2 TYR A1138 169.179 169.738 237.944 1.00 89.26 C -ATOM 8153 CE1 TYR A1138 169.625 170.090 240.649 1.00 89.26 C -ATOM 8154 CE2 TYR A1138 168.117 170.020 238.786 1.00 89.26 C -ATOM 8155 CZ TYR A1138 168.347 170.194 240.137 1.00 89.26 C -ATOM 8156 OH TYR A1138 167.295 170.475 240.977 1.00 89.26 O -ATOM 8157 N ASP A1139 170.840 166.517 239.070 1.00100.14 N -ATOM 8158 CA ASP A1139 169.775 165.565 239.344 1.00100.14 C -ATOM 8159 C ASP A1139 168.570 166.314 239.890 1.00100.14 C -ATOM 8160 O ASP A1139 168.680 166.958 240.945 1.00100.14 O -ATOM 8161 CB ASP A1139 170.243 164.503 240.340 1.00100.14 C -ATOM 8162 CG ASP A1139 169.401 163.240 240.292 1.00100.14 C -ATOM 8163 OD1 ASP A1139 168.416 163.197 239.526 1.00100.14 O -ATOM 8164 OD2 ASP A1139 169.729 162.282 241.023 1.00100.14 O1- -ATOM 8165 N PRO A1140 167.417 166.280 239.211 1.00103.51 N -ATOM 8166 CA PRO A1140 166.230 166.980 239.735 1.00103.51 C -ATOM 8167 C PRO A1140 165.645 166.360 240.996 1.00103.51 C -ATOM 8168 O PRO A1140 164.837 167.016 241.665 1.00103.51 O -ATOM 8169 CB PRO A1140 165.233 166.901 238.570 1.00103.51 C -ATOM 8170 CG PRO A1140 166.075 166.649 237.359 1.00103.51 C -ATOM 8171 CD PRO A1140 167.203 165.792 237.839 1.00103.51 C -ATOM 8172 N LEU A1141 166.010 165.123 241.336 1.00123.36 N -ATOM 8173 CA LEU A1141 165.458 164.464 242.512 1.00123.36 C -ATOM 8174 C LEU A1141 166.050 164.979 243.819 1.00123.36 C -ATOM 8175 O LEU A1141 165.442 164.781 244.876 1.00123.36 O -ATOM 8176 CB LEU A1141 165.674 162.952 242.406 1.00123.36 C -ATOM 8177 CG LEU A1141 164.714 162.046 243.177 1.00123.36 C -ATOM 8178 CD1 LEU A1141 163.292 162.240 242.678 1.00123.36 C -ATOM 8179 CD2 LEU A1141 165.137 160.591 243.056 1.00123.36 C -ATOM 8180 N GLN A1142 167.215 165.627 243.774 1.00129.09 N -ATOM 8181 CA GLN A1142 167.914 166.106 244.968 1.00129.09 C -ATOM 8182 C GLN A1142 167.180 167.185 245.781 1.00129.09 C -ATOM 8183 O GLN A1142 167.190 167.079 247.017 1.00129.09 O -ATOM 8184 CB GLN A1142 169.327 166.582 244.589 1.00129.09 C -ATOM 8185 CG GLN A1142 170.327 165.518 244.063 1.00129.09 C -ATOM 8186 CD GLN A1142 170.516 164.280 244.950 1.00129.09 C -ATOM 8187 OE1 GLN A1142 169.642 163.416 245.066 1.00129.09 O -ATOM 8188 NE2 GLN A1142 171.680 164.199 245.584 1.00129.09 N -ATOM 8189 N PRO A1143 166.564 168.235 245.196 1.00132.05 N -ATOM 8190 CA PRO A1143 165.765 169.136 246.051 1.00132.05 C -ATOM 8191 C PRO A1143 164.527 168.483 246.643 1.00132.05 C -ATOM 8192 O PRO A1143 164.084 168.895 247.723 1.00132.05 O -ATOM 8193 CB PRO A1143 165.396 170.290 245.108 1.00132.05 C -ATOM 8194 CG PRO A1143 165.458 169.702 243.767 1.00132.05 C -ATOM 8195 CD PRO A1143 166.643 168.799 243.830 1.00132.05 C -ATOM 8196 N GLU A1144 163.952 167.482 245.973 1.00136.35 N -ATOM 8197 CA GLU A1144 162.860 166.729 246.579 1.00136.35 C -ATOM 8198 C GLU A1144 163.366 165.811 247.683 1.00136.35 C -ATOM 8199 O GLU A1144 162.628 165.512 248.629 1.00136.35 O -ATOM 8200 CB GLU A1144 162.117 165.929 245.510 1.00136.35 C -ATOM 8201 CG GLU A1144 161.839 166.718 244.241 1.00136.35 C -ATOM 8202 CD GLU A1144 160.961 167.930 244.486 1.00136.35 C -ATOM 8203 OE1 GLU A1144 159.960 167.803 245.221 1.00136.35 O -ATOM 8204 OE2 GLU A1144 161.274 169.010 243.942 1.00136.35 O1- -ATOM 8205 N LEU A1145 164.617 165.354 247.578 1.00137.99 N -ATOM 8206 CA LEU A1145 165.232 164.606 248.668 1.00137.99 C -ATOM 8207 C LEU A1145 165.582 165.517 249.836 1.00137.99 C -ATOM 8208 O LEU A1145 165.662 165.055 250.980 1.00137.99 O -ATOM 8209 CB LEU A1145 166.481 163.880 248.169 1.00137.99 C -ATOM 8210 CG LEU A1145 166.822 162.546 248.838 1.00137.99 C -ATOM 8211 CD1 LEU A1145 165.634 161.596 248.791 1.00137.99 C -ATOM 8212 CD2 LEU A1145 168.044 161.916 248.187 1.00137.99 C -ATOM 8213 N ASP A1146 165.794 166.805 249.570 1.00140.49 N -ATOM 8214 CA ASP A1146 166.053 167.782 250.621 1.00140.49 C -ATOM 8215 C ASP A1146 164.779 168.309 251.271 1.00140.49 C -ATOM 8216 O ASP A1146 164.870 169.125 252.195 1.00140.49 O -ATOM 8217 CB ASP A1146 166.865 168.954 250.063 1.00140.49 C -ATOM 8218 CG ASP A1146 168.329 168.612 249.876 1.00140.49 C -ATOM 8219 OD1 ASP A1146 168.821 167.697 250.568 1.00140.49 O -ATOM 8220 OD2 ASP A1146 168.990 169.261 249.038 1.00140.49 O1- -ATOM 8221 N SER A1147 163.608 167.874 250.815 1.00139.79 N -ATOM 8222 CA SER A1147 162.341 168.317 251.386 1.00139.79 C -ATOM 8223 C SER A1147 162.102 167.703 252.762 1.00139.79 C -ATOM 8224 O SER A1147 162.723 166.705 253.129 1.00139.79 O -ATOM 8225 CB SER A1147 161.183 167.967 250.448 1.00139.79 C -ATOM 8226 OG SER A1147 159.970 168.550 250.893 1.00139.79 O -ATOM 8227 OXT SER A1147 161.281 168.190 253.539 1.00139.79 O1- -TER 8228 SER A1147 -ATOM 8229 N ALA B 27 197.036 117.271 141.352 1.00189.52 N -ATOM 8230 CA ALA B 27 196.162 117.042 142.496 1.00189.52 C -ATOM 8231 C ALA B 27 195.516 118.343 142.959 1.00189.52 C -ATOM 8232 O ALA B 27 195.566 119.353 142.259 1.00189.52 O -ATOM 8233 CB ALA B 27 196.937 116.399 143.635 1.00189.52 C -ATOM 8234 N TYR B 28 194.914 118.311 144.144 1.00178.30 N -ATOM 8235 CA TYR B 28 194.232 119.461 144.720 1.00178.30 C -ATOM 8236 C TYR B 28 194.989 119.937 145.951 1.00178.30 C -ATOM 8237 O TYR B 28 195.365 119.127 146.804 1.00178.30 O -ATOM 8238 CB TYR B 28 192.791 119.112 145.098 1.00178.30 C -ATOM 8239 CG TYR B 28 191.877 118.891 143.917 1.00178.30 C -ATOM 8240 CD1 TYR B 28 191.520 119.945 143.085 1.00178.30 C -ATOM 8241 CD2 TYR B 28 191.367 117.629 143.637 1.00178.30 C -ATOM 8242 CE1 TYR B 28 190.681 119.748 142.002 1.00178.30 C -ATOM 8243 CE2 TYR B 28 190.527 117.420 142.558 1.00178.30 C -ATOM 8244 CZ TYR B 28 190.188 118.484 141.745 1.00178.30 C -ATOM 8245 OH TYR B 28 189.353 118.283 140.670 1.00178.30 O -ATOM 8246 N THR B 29 195.212 121.247 146.042 1.00169.64 N -ATOM 8247 CA THR B 29 195.839 121.827 147.219 1.00169.64 C -ATOM 8248 C THR B 29 195.087 123.090 147.619 1.00169.64 C -ATOM 8249 O THR B 29 194.414 123.724 146.804 1.00169.64 O -ATOM 8250 CB THR B 29 197.334 122.118 146.991 1.00169.64 C -ATOM 8251 OG1 THR B 29 197.927 122.584 148.210 1.00169.64 O -ATOM 8252 CG2 THR B 29 197.537 123.150 145.896 1.00169.64 C -ATOM 8253 N ASN B 30 195.195 123.438 148.898 1.00154.10 N -ATOM 8254 CA ASN B 30 194.430 124.551 149.439 1.00154.10 C -ATOM 8255 C ASN B 30 195.010 125.887 148.978 1.00154.10 C -ATOM 8256 O ASN B 30 196.193 126.003 148.645 1.00154.10 O -ATOM 8257 CB ASN B 30 194.400 124.483 150.965 1.00154.10 C -ATOM 8258 CG ASN B 30 193.042 124.834 151.535 1.00154.10 C -ATOM 8259 OD1 ASN B 30 192.013 124.612 150.898 1.00154.10 O -ATOM 8260 ND2 ASN B 30 193.032 125.377 152.746 1.00154.10 N -ATOM 8261 N SER B 31 194.145 126.906 148.957 1.00143.52 N -ATOM 8262 CA SER B 31 194.552 128.222 148.473 1.00143.52 C -ATOM 8263 C SER B 31 195.468 128.927 149.467 1.00143.52 C -ATOM 8264 O SER B 31 196.417 129.608 149.057 1.00143.52 O -ATOM 8265 CB SER B 31 193.320 129.076 148.181 1.00143.52 C -ATOM 8266 OG SER B 31 192.517 128.483 147.176 1.00143.52 O -ATOM 8267 N PHE B 32 195.184 128.777 150.770 1.00141.48 N -ATOM 8268 CA PHE B 32 195.977 129.330 151.879 1.00141.48 C -ATOM 8269 C PHE B 32 196.104 130.853 151.799 1.00141.48 C -ATOM 8270 O PHE B 32 197.196 131.411 151.940 1.00141.48 O -ATOM 8271 CB PHE B 32 197.357 128.668 151.966 1.00141.48 C -ATOM 8272 CG PHE B 32 197.314 127.231 152.396 1.00141.48 C -ATOM 8273 CD1 PHE B 32 196.669 126.864 153.567 1.00141.48 C -ATOM 8274 CD2 PHE B 32 197.920 126.247 151.630 1.00141.48 C -ATOM 8275 CE1 PHE B 32 196.630 125.540 153.968 1.00141.48 C -ATOM 8276 CE2 PHE B 32 197.886 124.922 152.024 1.00141.48 C -ATOM 8277 CZ PHE B 32 197.241 124.568 153.196 1.00141.48 C -ATOM 8278 N THR B 33 194.959 131.515 151.575 1.00125.38 N -ATOM 8279 CA THR B 33 194.807 132.978 151.533 1.00125.38 C -ATOM 8280 C THR B 33 195.728 133.619 150.490 1.00125.38 C -ATOM 8281 O THR B 33 196.628 134.399 150.805 1.00125.38 O -ATOM 8282 CB THR B 33 195.016 133.617 152.915 1.00125.38 C -ATOM 8283 OG1 THR B 33 196.405 133.581 153.266 1.00125.38 O -ATOM 8284 CG2 THR B 33 194.200 132.893 153.978 1.00125.38 C -ATOM 8285 N ARG B 34 195.483 133.272 149.229 1.00131.39 N -ATOM 8286 CA ARG B 34 196.246 133.804 148.112 1.00131.39 C -ATOM 8287 C ARG B 34 195.297 134.360 147.061 1.00131.39 C -ATOM 8288 O ARG B 34 194.139 133.944 146.965 1.00131.39 O -ATOM 8289 CB ARG B 34 197.148 132.733 147.482 1.00131.39 C -ATOM 8290 CG ARG B 34 198.296 132.285 148.369 1.00131.39 C -ATOM 8291 CD ARG B 34 199.428 133.294 148.364 1.00131.39 C -ATOM 8292 NE ARG B 34 200.324 133.108 149.499 1.00131.39 N -ATOM 8293 CZ ARG B 34 201.459 133.769 149.674 1.00131.39 C -ATOM 8294 NH1 ARG B 34 201.878 134.667 148.797 1.00131.39 N1+ -ATOM 8295 NH2 ARG B 34 202.194 133.521 150.754 1.00131.39 N -ATOM 8296 N GLY B 35 195.797 135.312 146.279 1.00119.64 N -ATOM 8297 CA GLY B 35 195.030 135.859 145.178 1.00119.64 C -ATOM 8298 C GLY B 35 194.270 137.125 145.513 1.00119.64 C -ATOM 8299 O GLY B 35 193.082 137.242 145.200 1.00119.64 O -ATOM 8300 N VAL B 36 194.942 138.081 146.149 1.00111.17 N -ATOM 8301 CA VAL B 36 194.356 139.376 146.473 1.00111.17 C -ATOM 8302 C VAL B 36 195.120 140.439 145.698 1.00111.17 C -ATOM 8303 O VAL B 36 196.340 140.575 145.855 1.00111.17 O -ATOM 8304 CB VAL B 36 194.388 139.661 147.983 1.00111.17 C -ATOM 8305 CG1 VAL B 36 194.054 141.121 148.258 1.00111.17 C -ATOM 8306 CG2 VAL B 36 193.420 138.744 148.712 1.00111.17 C -ATOM 8307 N TYR B 37 194.407 141.186 144.862 1.00112.85 N -ATOM 8308 CA TYR B 37 194.982 142.237 144.037 1.00112.85 C -ATOM 8309 C TYR B 37 194.325 143.571 144.377 1.00112.85 C -ATOM 8310 O TYR B 37 193.409 143.648 145.199 1.00112.85 O -ATOM 8311 CB TYR B 37 194.830 141.908 142.545 1.00112.85 C -ATOM 8312 CG TYR B 37 193.413 141.622 142.085 1.00112.85 C -ATOM 8313 CD1 TYR B 37 192.591 142.645 141.625 1.00112.85 C -ATOM 8314 CD2 TYR B 37 192.906 140.327 142.090 1.00112.85 C -ATOM 8315 CE1 TYR B 37 191.302 142.392 141.199 1.00112.85 C -ATOM 8316 CE2 TYR B 37 191.615 140.064 141.665 1.00112.85 C -ATOM 8317 CZ TYR B 37 190.820 141.101 141.221 1.00112.85 C -ATOM 8318 OH TYR B 37 189.537 140.851 140.795 1.00112.85 O -ATOM 8319 N TYR B 38 194.802 144.628 143.733 1.00110.38 N -ATOM 8320 CA TYR B 38 194.169 145.932 143.867 1.00110.38 C -ATOM 8321 C TYR B 38 192.951 145.987 142.954 1.00110.38 C -ATOM 8322 O TYR B 38 193.096 145.816 141.739 1.00110.38 O -ATOM 8323 CB TYR B 38 195.144 147.047 143.514 1.00110.38 C -ATOM 8324 CG TYR B 38 196.137 147.368 144.609 1.00110.38 C -ATOM 8325 CD1 TYR B 38 197.219 146.532 144.857 1.00110.38 C -ATOM 8326 CD2 TYR B 38 195.994 148.506 145.394 1.00110.38 C -ATOM 8327 CE1 TYR B 38 198.130 146.815 145.852 1.00110.38 C -ATOM 8328 CE2 TYR B 38 196.903 148.800 146.396 1.00110.38 C -ATOM 8329 CZ TYR B 38 197.967 147.948 146.618 1.00110.38 C -ATOM 8330 OH TYR B 38 198.877 148.228 147.607 1.00110.38 O -ATOM 8331 N PRO B 39 191.745 146.212 143.488 1.00112.07 N -ATOM 8332 CA PRO B 39 190.546 146.182 142.634 1.00112.07 C -ATOM 8333 C PRO B 39 190.435 147.364 141.688 1.00112.07 C -ATOM 8334 O PRO B 39 189.740 147.254 140.670 1.00112.07 O -ATOM 8335 CB PRO B 39 189.396 146.171 143.648 1.00112.07 C -ATOM 8336 CG PRO B 39 189.957 146.860 144.845 1.00112.07 C -ATOM 8337 CD PRO B 39 191.421 146.508 144.894 1.00112.07 C -ATOM 8338 N ASP B 40 191.096 148.479 141.983 1.00120.01 N -ATOM 8339 CA ASP B 40 191.074 149.645 141.114 1.00120.01 C -ATOM 8340 C ASP B 40 192.342 150.449 141.356 1.00120.01 C -ATOM 8341 O ASP B 40 193.054 150.243 142.342 1.00120.01 O -ATOM 8342 CB ASP B 40 189.824 150.501 141.349 1.00120.01 C -ATOM 8343 CG ASP B 40 189.391 151.254 140.106 1.00120.01 C -ATOM 8344 OD1 ASP B 40 190.217 152.004 139.544 1.00120.01 O -ATOM 8345 OD2 ASP B 40 188.225 151.092 139.688 1.00120.01 O1- -ATOM 8346 N LYS B 41 192.619 151.375 140.441 1.00128.91 N -ATOM 8347 CA LYS B 41 193.806 152.226 140.532 1.00128.91 C -ATOM 8348 C LYS B 41 193.499 153.491 141.338 1.00128.91 C -ATOM 8349 O LYS B 41 193.628 154.620 140.867 1.00128.91 O -ATOM 8350 CB LYS B 41 194.318 152.560 139.136 1.00128.91 C -ATOM 8351 CG LYS B 41 194.642 151.332 138.297 1.00128.91 C -ATOM 8352 CD LYS B 41 195.132 151.711 136.909 1.00128.91 C -ATOM 8353 CE LYS B 41 195.565 150.481 136.127 1.00128.91 C -ATOM 8354 NZ LYS B 41 196.083 150.831 134.776 1.00128.91 N1+ -ATOM 8355 N VAL B 42 193.084 153.273 142.585 1.00127.60 N -ATOM 8356 CA VAL B 42 192.713 154.339 143.508 1.00127.60 C -ATOM 8357 C VAL B 42 193.529 154.164 144.781 1.00127.60 C -ATOM 8358 O VAL B 42 193.536 153.079 145.372 1.00127.60 O -ATOM 8359 CB VAL B 42 191.203 154.322 143.821 1.00127.60 C -ATOM 8360 CG1 VAL B 42 190.867 155.304 144.933 1.00127.60 C -ATOM 8361 CG2 VAL B 42 190.390 154.637 142.573 1.00127.60 C -ATOM 8362 N PHE B 43 194.216 155.224 145.199 1.00133.65 N -ATOM 8363 CA PHE B 43 195.062 155.164 146.384 1.00133.65 C -ATOM 8364 C PHE B 43 194.218 155.398 147.631 1.00133.65 C -ATOM 8365 O PHE B 43 193.664 156.486 147.818 1.00133.65 O -ATOM 8366 CB PHE B 43 196.181 156.199 146.296 1.00133.65 C -ATOM 8367 CG PHE B 43 196.897 156.430 147.597 1.00133.65 C -ATOM 8368 CD1 PHE B 43 197.669 155.426 148.162 1.00133.65 C -ATOM 8369 CD2 PHE B 43 196.792 157.645 148.259 1.00133.65 C -ATOM 8370 CE1 PHE B 43 198.332 155.630 149.360 1.00133.65 C -ATOM 8371 CE2 PHE B 43 197.452 157.857 149.458 1.00133.65 C -ATOM 8372 CZ PHE B 43 198.223 156.847 150.008 1.00133.65 C -ATOM 8373 N ARG B 44 194.121 154.385 148.484 1.00121.26 N -ATOM 8374 CA ARG B 44 193.443 154.500 149.766 1.00121.26 C -ATOM 8375 C ARG B 44 194.440 154.219 150.879 1.00121.26 C -ATOM 8376 O ARG B 44 195.243 153.287 150.782 1.00121.26 O -ATOM 8377 CB ARG B 44 192.252 153.542 149.854 1.00121.26 C -ATOM 8378 CG ARG B 44 191.168 153.826 148.826 1.00121.26 C -ATOM 8379 CD ARG B 44 189.885 153.079 149.142 1.00121.26 C -ATOM 8380 NE ARG B 44 188.913 153.188 148.061 1.00121.26 N -ATOM 8381 CZ ARG B 44 188.875 152.390 147.003 1.00121.26 C -ATOM 8382 NH1 ARG B 44 189.744 151.405 146.849 1.00121.26 N1+ -ATOM 8383 NH2 ARG B 44 187.942 152.585 146.076 1.00121.26 N -ATOM 8384 N SER B 45 194.401 155.039 151.928 1.00134.68 N -ATOM 8385 CA SER B 45 195.374 154.960 153.010 1.00134.68 C -ATOM 8386 C SER B 45 194.652 154.844 154.343 1.00134.68 C -ATOM 8387 O SER B 45 193.832 155.707 154.678 1.00134.68 O -ATOM 8388 CB SER B 45 196.295 156.183 153.011 1.00134.68 C -ATOM 8389 OG SER B 45 195.559 157.373 153.226 1.00134.68 O -ATOM 8390 N SER B 46 194.975 153.782 155.092 1.00128.92 N -ATOM 8391 CA SER B 46 194.525 153.545 156.470 1.00128.92 C -ATOM 8392 C SER B 46 192.999 153.507 156.577 1.00128.92 C -ATOM 8393 O SER B 46 192.378 154.292 157.297 1.00128.92 O -ATOM 8394 CB SER B 46 195.120 154.585 157.429 1.00128.92 C -ATOM 8395 OG SER B 46 196.522 154.422 157.549 1.00128.92 O -ATOM 8396 N VAL B 47 192.397 152.569 155.846 1.00108.84 N -ATOM 8397 CA VAL B 47 190.943 152.454 155.814 1.00108.84 C -ATOM 8398 C VAL B 47 190.571 151.002 155.530 1.00108.84 C -ATOM 8399 O VAL B 47 191.315 150.262 154.881 1.00108.84 O -ATOM 8400 CB VAL B 47 190.331 153.446 154.783 1.00108.84 C -ATOM 8401 CG1 VAL B 47 190.588 153.013 153.340 1.00108.84 C -ATOM 8402 CG2 VAL B 47 188.844 153.690 155.045 1.00108.84 C -ATOM 8403 N LEU B 48 189.432 150.578 156.073 1.00 91.95 N -ATOM 8404 CA LEU B 48 188.877 149.256 155.809 1.00 91.95 C -ATOM 8405 C LEU B 48 187.766 149.421 154.781 1.00 91.95 C -ATOM 8406 O LEU B 48 186.679 149.911 155.106 1.00 91.95 O -ATOM 8407 CB LEU B 48 188.354 148.614 157.093 1.00 91.95 C -ATOM 8408 CG LEU B 48 189.230 148.742 158.341 1.00 91.95 C -ATOM 8409 CD1 LEU B 48 188.547 148.101 159.537 1.00 91.95 C -ATOM 8410 CD2 LEU B 48 190.596 148.118 158.114 1.00 91.95 C -ATOM 8411 N HIS B 49 188.034 149.014 153.545 1.00 92.70 N -ATOM 8412 CA HIS B 49 187.133 149.264 152.429 1.00 92.70 C -ATOM 8413 C HIS B 49 186.537 147.953 151.937 1.00 92.70 C -ATOM 8414 O HIS B 49 187.263 146.978 151.721 1.00 92.70 O -ATOM 8415 CB HIS B 49 187.864 149.976 151.289 1.00 92.70 C -ATOM 8416 CG HIS B 49 186.988 150.304 150.121 1.00 92.70 C -ATOM 8417 ND1 HIS B 49 186.097 151.356 150.132 1.00 92.70 N -ATOM 8418 CD2 HIS B 49 186.866 149.721 148.905 1.00 92.70 C -ATOM 8419 CE1 HIS B 49 185.464 151.405 148.974 1.00 92.70 C -ATOM 8420 NE2 HIS B 49 185.912 150.424 148.212 1.00 92.70 N -ATOM 8421 N SER B 50 185.220 147.932 151.768 1.00 86.75 N -ATOM 8422 CA SER B 50 184.534 146.774 151.218 1.00 86.75 C -ATOM 8423 C SER B 50 184.399 146.923 149.710 1.00 86.75 C -ATOM 8424 O SER B 50 184.188 148.026 149.198 1.00 86.75 O -ATOM 8425 CB SER B 50 183.154 146.608 151.855 1.00 86.75 C -ATOM 8426 OG SER B 50 182.395 145.625 151.172 1.00 86.75 O -ATOM 8427 N THR B 51 184.522 145.804 149.000 1.00 89.04 N -ATOM 8428 CA THR B 51 184.433 145.819 147.548 1.00 89.04 C -ATOM 8429 C THR B 51 183.822 144.510 147.072 1.00 89.04 C -ATOM 8430 O THR B 51 183.803 143.512 147.794 1.00 89.04 O -ATOM 8431 CB THR B 51 185.806 146.038 146.899 1.00 89.04 C -ATOM 8432 OG1 THR B 51 185.665 146.069 145.473 1.00 89.04 O -ATOM 8433 CG2 THR B 51 186.771 144.926 147.287 1.00 89.04 C -ATOM 8434 N GLN B 52 183.299 144.535 145.850 1.00 91.34 N -ATOM 8435 CA GLN B 52 182.759 143.352 145.192 1.00 91.34 C -ATOM 8436 C GLN B 52 183.532 143.155 143.898 1.00 91.34 C -ATOM 8437 O GLN B 52 183.500 144.023 143.019 1.00 91.34 O -ATOM 8438 CB GLN B 52 181.258 143.508 144.929 1.00 91.34 C -ATOM 8439 CG GLN B 52 180.536 142.241 144.473 1.00 91.34 C -ATOM 8440 CD GLN B 52 180.572 142.038 142.969 1.00 91.34 C -ATOM 8441 OE1 GLN B 52 180.065 142.861 142.207 1.00 91.34 O -ATOM 8442 NE2 GLN B 52 181.178 140.939 142.535 1.00 91.34 N -ATOM 8443 N ASP B 53 184.217 142.020 143.777 1.00105.93 N -ATOM 8444 CA ASP B 53 185.105 141.825 142.639 1.00105.93 C -ATOM 8445 C ASP B 53 185.307 140.335 142.411 1.00105.93 C -ATOM 8446 O ASP B 53 184.984 139.507 143.265 1.00105.93 O -ATOM 8447 CB ASP B 53 186.451 142.529 142.861 1.00105.93 C -ATOM 8448 CG ASP B 53 187.147 142.895 141.562 1.00105.93 C -ATOM 8449 OD1 ASP B 53 187.441 141.982 140.762 1.00105.93 O -ATOM 8450 OD2 ASP B 53 187.400 144.098 141.341 1.00105.93 O1- -ATOM 8451 N LEU B 54 185.834 140.005 141.234 1.00110.03 N -ATOM 8452 CA LEU B 54 186.223 138.632 140.943 1.00110.03 C -ATOM 8453 C LEU B 54 187.494 138.300 141.712 1.00110.03 C -ATOM 8454 O LEU B 54 188.570 138.824 141.405 1.00110.03 O -ATOM 8455 CB LEU B 54 186.436 138.438 139.442 1.00110.03 C -ATOM 8456 CG LEU B 54 185.256 138.026 138.549 1.00110.03 C -ATOM 8457 CD1 LEU B 54 184.686 136.686 138.995 1.00110.03 C -ATOM 8458 CD2 LEU B 54 184.162 139.088 138.470 1.00110.03 C -ATOM 8459 N PHE B 55 187.374 137.429 142.710 1.00107.39 N -ATOM 8460 CA PHE B 55 188.480 137.109 143.596 1.00107.39 C -ATOM 8461 C PHE B 55 188.556 135.601 143.775 1.00107.39 C -ATOM 8462 O PHE B 55 187.574 134.880 143.583 1.00107.39 O -ATOM 8463 CB PHE B 55 188.321 137.784 144.965 1.00107.39 C -ATOM 8464 CG PHE B 55 189.031 139.100 145.084 1.00107.39 C -ATOM 8465 CD1 PHE B 55 190.415 139.157 145.123 1.00107.39 C -ATOM 8466 CD2 PHE B 55 188.310 140.282 145.176 1.00107.39 C -ATOM 8467 CE1 PHE B 55 191.069 140.372 145.239 1.00107.39 C -ATOM 8468 CE2 PHE B 55 188.957 141.499 145.294 1.00107.39 C -ATOM 8469 CZ PHE B 55 190.338 141.543 145.325 1.00107.39 C -ATOM 8470 N LEU B 56 189.742 135.133 144.139 1.00116.78 N -ATOM 8471 CA LEU B 56 189.905 133.744 144.541 1.00116.78 C -ATOM 8472 C LEU B 56 189.367 133.569 145.955 1.00116.78 C -ATOM 8473 O LEU B 56 189.784 134.304 146.857 1.00116.78 O -ATOM 8474 CB LEU B 56 191.369 133.330 144.480 1.00116.78 C -ATOM 8475 CG LEU B 56 191.640 131.841 144.706 1.00116.78 C -ATOM 8476 CD1 LEU B 56 191.033 131.009 143.587 1.00116.78 C -ATOM 8477 CD2 LEU B 56 193.131 131.571 144.828 1.00116.78 C -ATOM 8478 N PRO B 57 188.426 132.652 146.183 1.00109.74 N -ATOM 8479 CA PRO B 57 187.935 132.420 147.546 1.00109.74 C -ATOM 8480 C PRO B 57 189.010 131.821 148.438 1.00109.74 C -ATOM 8481 O PRO B 57 189.898 131.097 147.982 1.00109.74 O -ATOM 8482 CB PRO B 57 186.772 131.440 147.345 1.00109.74 C -ATOM 8483 CG PRO B 57 186.406 131.559 145.898 1.00109.74 C -ATOM 8484 CD PRO B 57 187.683 131.865 145.187 1.00109.74 C -ATOM 8485 N PHE B 58 188.925 132.149 149.724 1.00104.94 N -ATOM 8486 CA PHE B 58 189.920 131.688 150.681 1.00104.94 C -ATOM 8487 C PHE B 58 189.764 130.197 150.947 1.00104.94 C -ATOM 8488 O PHE B 58 188.643 129.688 151.055 1.00104.94 O -ATOM 8489 CB PHE B 58 189.799 132.467 151.991 1.00104.94 C -ATOM 8490 CG PHE B 58 190.421 133.835 151.946 1.00104.94 C -ATOM 8491 CD1 PHE B 58 191.393 134.141 151.008 1.00104.94 C -ATOM 8492 CD2 PHE B 58 190.036 134.812 152.850 1.00104.94 C -ATOM 8493 CE1 PHE B 58 191.968 135.399 150.968 1.00104.94 C -ATOM 8494 CE2 PHE B 58 190.605 136.072 152.817 1.00104.94 C -ATOM 8495 CZ PHE B 58 191.572 136.365 151.874 1.00104.94 C -ATOM 8496 N PHE B 59 190.911 129.510 151.048 1.00124.88 N -ATOM 8497 CA PHE B 59 191.010 128.075 151.351 1.00124.88 C -ATOM 8498 C PHE B 59 190.240 127.218 150.346 1.00124.88 C -ATOM 8499 O PHE B 59 189.563 126.255 150.712 1.00124.88 O -ATOM 8500 CB PHE B 59 190.560 127.773 152.784 1.00124.88 C -ATOM 8501 CG PHE B 59 191.242 128.616 153.823 1.00124.88 C -ATOM 8502 CD1 PHE B 59 192.510 128.287 154.278 1.00124.88 C -ATOM 8503 CD2 PHE B 59 190.615 129.736 154.348 1.00124.88 C -ATOM 8504 CE1 PHE B 59 193.142 129.061 155.236 1.00124.88 C -ATOM 8505 CE2 PHE B 59 191.241 130.515 155.306 1.00124.88 C -ATOM 8506 CZ PHE B 59 192.506 130.176 155.750 1.00124.88 C -ATOM 8507 N SER B 60 190.338 127.574 149.070 1.00147.36 N -ATOM 8508 CA SER B 60 189.709 126.803 148.010 1.00147.36 C -ATOM 8509 C SER B 60 190.702 125.810 147.415 1.00147.36 C -ATOM 8510 O SER B 60 191.920 125.994 147.479 1.00147.36 O -ATOM 8511 CB SER B 60 189.167 127.724 146.916 1.00147.36 C -ATOM 8512 OG SER B 60 190.215 128.217 146.100 1.00147.36 O -ATOM 8513 N ASN B 61 190.162 124.745 146.828 1.00187.36 N -ATOM 8514 CA ASN B 61 190.980 123.681 146.249 1.00187.36 C -ATOM 8515 C ASN B 61 191.396 124.086 144.842 1.00187.36 C -ATOM 8516 O ASN B 61 190.613 123.986 143.895 1.00187.36 O -ATOM 8517 CB ASN B 61 190.218 122.362 146.232 1.00187.36 C -ATOM 8518 CG ASN B 61 190.041 121.771 147.613 1.00187.36 C -ATOM 8519 OD1 ASN B 61 190.545 122.306 148.601 1.00187.36 O -ATOM 8520 ND2 ASN B 61 189.325 120.656 147.690 1.00187.36 N -ATOM 8521 N VAL B 62 192.631 124.544 144.700 1.00182.08 N -ATOM 8522 CA VAL B 62 193.195 124.826 143.388 1.00182.08 C -ATOM 8523 C VAL B 62 193.871 123.561 142.877 1.00182.08 C -ATOM 8524 O VAL B 62 194.318 122.703 143.651 1.00182.08 O -ATOM 8525 CB VAL B 62 194.165 126.029 143.433 1.00182.08 C -ATOM 8526 CG1 VAL B 62 193.441 127.268 143.932 1.00182.08 C -ATOM 8527 CG2 VAL B 62 195.370 125.737 144.307 1.00182.08 C -ATOM 8528 N THR B 63 193.919 123.425 141.555 1.00197.71 N -ATOM 8529 CA THR B 63 194.430 122.218 140.920 1.00197.71 C -ATOM 8530 C THR B 63 195.933 122.353 140.714 1.00197.71 C -ATOM 8531 O THR B 63 196.394 123.311 140.085 1.00197.71 O -ATOM 8532 CB THR B 63 193.722 121.964 139.590 1.00197.71 C -ATOM 8533 OG1 THR B 63 192.312 122.158 139.755 1.00197.71 O -ATOM 8534 CG2 THR B 63 193.974 120.541 139.124 1.00197.71 C -ATOM 8535 N TRP B 64 196.689 121.395 141.241 1.00210.50 N -ATOM 8536 CA TRP B 64 198.143 121.409 141.174 1.00210.50 C -ATOM 8537 C TRP B 64 198.610 120.396 140.138 1.00210.50 C -ATOM 8538 O TRP B 64 198.192 119.234 140.165 1.00210.50 O -ATOM 8539 CB TRP B 64 198.747 121.096 142.548 1.00210.50 C -ATOM 8540 CG TRP B 64 200.179 120.606 142.545 1.00210.50 C -ATOM 8541 CD1 TRP B 64 201.250 121.168 141.901 1.00210.50 C -ATOM 8542 CD2 TRP B 64 200.690 119.462 143.240 1.00210.50 C -ATOM 8543 NE1 TRP B 64 202.386 120.438 142.145 1.00210.50 N -ATOM 8544 CE2 TRP B 64 202.071 119.386 142.964 1.00210.50 C -ATOM 8545 CE3 TRP B 64 200.112 118.491 144.064 1.00210.50 C -ATOM 8546 CZ2 TRP B 64 202.881 118.379 143.484 1.00210.50 C -ATOM 8547 CZ3 TRP B 64 200.919 117.493 144.579 1.00210.50 C -ATOM 8548 CH2 TRP B 64 202.288 117.444 144.287 1.00210.50 C -ATOM 8549 N PHE B 65 199.472 120.842 139.228 1.00222.52 N -ATOM 8550 CA PHE B 65 200.128 119.971 138.267 1.00222.52 C -ATOM 8551 C PHE B 65 201.637 120.102 138.413 1.00222.52 C -ATOM 8552 O PHE B 65 202.158 121.197 138.657 1.00222.52 O -ATOM 8553 CB PHE B 65 199.710 120.299 136.833 1.00222.52 C -ATOM 8554 CG PHE B 65 198.258 120.043 136.547 1.00222.52 C -ATOM 8555 CD1 PHE B 65 197.760 118.749 136.529 1.00222.52 C -ATOM 8556 CD2 PHE B 65 197.394 121.096 136.283 1.00222.52 C -ATOM 8557 CE1 PHE B 65 196.423 118.508 136.260 1.00222.52 C -ATOM 8558 CE2 PHE B 65 196.057 120.863 136.013 1.00222.52 C -ATOM 8559 CZ PHE B 65 195.572 119.567 136.001 1.00222.52 C -ATOM 8560 N HIS B 66 202.331 118.977 138.278 1.00231.97 N -ATOM 8561 CA HIS B 66 203.783 118.926 138.359 1.00231.97 C -ATOM 8562 C HIS B 66 204.349 118.653 136.973 1.00231.97 C -ATOM 8563 O HIS B 66 203.875 117.755 136.270 1.00231.97 O -ATOM 8564 CB HIS B 66 204.240 117.848 139.344 1.00231.97 C -ATOM 8565 CG HIS B 66 205.625 118.062 139.871 1.00231.97 C -ATOM 8566 ND1 HIS B 66 206.745 117.554 139.250 1.00231.97 N -ATOM 8567 CD2 HIS B 66 206.070 118.730 140.962 1.00231.97 C -ATOM 8568 CE1 HIS B 66 207.820 117.899 139.934 1.00231.97 C -ATOM 8569 NE2 HIS B 66 207.439 118.613 140.978 1.00231.97 N -ATOM 8570 N VAL B 67 205.357 119.426 136.587 1.00230.57 N -ATOM 8571 CA VAL B 67 205.963 119.317 135.266 1.00230.57 C -ATOM 8572 C VAL B 67 207.173 118.397 135.351 1.00230.57 C -ATOM 8573 O VAL B 67 208.011 118.536 136.250 1.00230.57 O -ATOM 8574 CB VAL B 67 206.358 120.702 134.728 1.00230.57 C -ATOM 8575 CG1 VAL B 67 206.812 120.603 133.282 1.00230.57 C -ATOM 8576 CG2 VAL B 67 205.194 121.671 134.862 1.00230.57 C -ATOM 8577 N ILE B 68 207.257 117.450 134.420 1.00213.33 N -ATOM 8578 CA ILE B 68 208.379 116.522 134.348 1.00213.33 C -ATOM 8579 C ILE B 68 209.650 117.247 133.921 1.00213.33 C -ATOM 8580 O ILE B 68 209.593 118.292 133.272 1.00213.33 O -ATOM 8581 CB ILE B 68 208.072 115.361 133.388 1.00213.33 C -ATOM 8582 CG1 ILE B 68 207.508 115.899 132.070 1.00213.33 C -ATOM 8583 CG2 ILE B 68 207.101 114.382 134.031 1.00213.33 C -ATOM 8584 CD1 ILE B 68 207.180 114.823 131.055 1.00213.33 C -ATOM 8585 N ASP B 80 203.234 117.941 131.914 1.00238.61 N -ATOM 8586 CA ASP B 80 201.984 117.876 131.166 1.00238.61 C -ATOM 8587 C ASP B 80 201.234 119.200 131.282 1.00238.61 C -ATOM 8588 O ASP B 80 201.200 119.812 132.348 1.00238.61 O -ATOM 8589 CB ASP B 80 201.114 116.718 131.665 1.00238.61 C -ATOM 8590 CG ASP B 80 199.846 116.541 130.847 1.00238.61 C -ATOM 8591 OD1 ASP B 80 199.871 116.837 129.634 1.00238.61 O -ATOM 8592 OD2 ASP B 80 198.824 116.104 131.417 1.00238.61 O1- -ATOM 8593 N ASN B 81 200.647 119.639 130.168 1.00239.26 N -ATOM 8594 CA ASN B 81 199.941 120.920 130.068 1.00239.26 C -ATOM 8595 C ASN B 81 198.575 120.809 129.381 1.00239.26 C -ATOM 8596 O ASN B 81 198.377 121.278 128.252 1.00239.26 O -ATOM 8597 CB ASN B 81 200.891 121.967 129.461 1.00239.26 C -ATOM 8598 CG ASN B 81 201.374 121.636 128.037 1.00239.26 C -ATOM 8599 OD1 ASN B 81 200.942 120.674 127.398 1.00239.26 O -ATOM 8600 ND2 ASN B 81 202.289 122.460 127.537 1.00239.26 N -ATOM 8601 N PRO B 82 197.576 120.271 130.082 1.00227.55 N -ATOM 8602 CA PRO B 82 196.275 120.019 129.455 1.00227.55 C -ATOM 8603 C PRO B 82 195.456 121.294 129.282 1.00227.55 C -ATOM 8604 O PRO B 82 195.748 122.347 129.849 1.00227.55 O -ATOM 8605 CB PRO B 82 195.594 119.061 130.435 1.00227.55 C -ATOM 8606 CG PRO B 82 196.177 119.416 131.752 1.00227.55 C -ATOM 8607 CD PRO B 82 197.594 119.851 131.495 1.00227.55 C -ATOM 8608 N VAL B 83 194.410 121.167 128.471 1.00210.86 N -ATOM 8609 CA VAL B 83 193.506 122.275 128.179 1.00210.86 C -ATOM 8610 C VAL B 83 192.462 122.364 129.284 1.00210.86 C -ATOM 8611 O VAL B 83 191.808 121.368 129.617 1.00210.86 O -ATOM 8612 CB VAL B 83 192.843 122.079 126.806 1.00210.86 C -ATOM 8613 CG1 VAL B 83 192.011 123.293 126.434 1.00210.86 C -ATOM 8614 CG2 VAL B 83 193.889 121.783 125.743 1.00210.86 C -ATOM 8615 N LEU B 84 192.293 123.557 129.849 1.00201.47 N -ATOM 8616 CA LEU B 84 191.381 123.765 130.961 1.00201.47 C -ATOM 8617 C LEU B 84 190.395 124.872 130.622 1.00201.47 C -ATOM 8618 O LEU B 84 190.737 125.803 129.890 1.00201.47 O -ATOM 8619 CB LEU B 84 192.151 124.142 132.237 1.00201.47 C -ATOM 8620 CG LEU B 84 193.178 123.127 132.739 1.00201.47 C -ATOM 8621 CD1 LEU B 84 194.074 123.751 133.798 1.00201.47 C -ATOM 8622 CD2 LEU B 84 192.485 121.885 133.276 1.00201.47 C -ATOM 8623 N PRO B 85 189.166 124.798 131.138 1.00188.94 N -ATOM 8624 CA PRO B 85 188.214 125.896 130.928 1.00188.94 C -ATOM 8625 C PRO B 85 188.648 127.163 131.649 1.00188.94 C -ATOM 8626 O PRO B 85 189.361 127.122 132.654 1.00188.94 O -ATOM 8627 CB PRO B 85 186.902 125.349 131.505 1.00188.94 C -ATOM 8628 CG PRO B 85 187.084 123.865 131.544 1.00188.94 C -ATOM 8629 CD PRO B 85 188.537 123.647 131.807 1.00188.94 C -ATOM 8630 N PHE B 86 188.222 128.304 131.102 1.00171.96 N -ATOM 8631 CA PHE B 86 188.607 129.592 131.671 1.00171.96 C -ATOM 8632 C PHE B 86 187.892 129.846 132.994 1.00171.96 C -ATOM 8633 O PHE B 86 188.517 130.280 133.970 1.00171.96 O -ATOM 8634 CB PHE B 86 188.313 130.713 130.673 1.00171.96 C -ATOM 8635 CG PHE B 86 188.850 132.053 131.090 1.00171.96 C -ATOM 8636 CD1 PHE B 86 190.169 132.190 131.494 1.00171.96 C -ATOM 8637 CD2 PHE B 86 188.035 133.175 131.076 1.00171.96 C -ATOM 8638 CE1 PHE B 86 190.667 133.423 131.881 1.00171.96 C -ATOM 8639 CE2 PHE B 86 188.526 134.412 131.460 1.00171.96 C -ATOM 8640 CZ PHE B 86 189.845 134.535 131.863 1.00171.96 C -ATOM 8641 N ASN B 87 186.579 129.571 133.032 1.00167.89 N -ATOM 8642 CA ASN B 87 185.725 129.674 134.226 1.00167.89 C -ATOM 8643 C ASN B 87 185.745 131.076 134.838 1.00167.89 C -ATOM 8644 O ASN B 87 185.764 131.229 136.063 1.00167.89 O -ATOM 8645 CB ASN B 87 186.094 128.615 135.270 1.00167.89 C -ATOM 8646 CG ASN B 87 185.615 127.229 134.887 1.00167.89 C -ATOM 8647 OD1 ASN B 87 184.901 127.058 133.898 1.00167.89 O -ATOM 8648 ND2 ASN B 87 186.006 126.230 135.669 1.00167.89 N -ATOM 8649 N ASP B 88 185.757 132.092 133.966 1.00159.68 N -ATOM 8650 CA ASP B 88 185.640 133.514 134.313 1.00159.68 C -ATOM 8651 C ASP B 88 186.771 133.973 135.239 1.00159.68 C -ATOM 8652 O ASP B 88 186.550 134.425 136.365 1.00159.68 O -ATOM 8653 CB ASP B 88 184.265 133.822 134.920 1.00159.68 C -ATOM 8654 CG ASP B 88 183.125 133.469 133.986 1.00159.68 C -ATOM 8655 OD1 ASP B 88 183.344 133.456 132.757 1.00159.68 O -ATOM 8656 OD2 ASP B 88 182.011 133.200 134.482 1.00159.68 O1- -ATOM 8657 N GLY B 89 187.991 133.849 134.744 1.00156.68 N -ATOM 8658 CA GLY B 89 189.156 134.308 135.483 1.00156.68 C -ATOM 8659 C GLY B 89 189.994 133.138 135.966 1.00156.68 C -ATOM 8660 O GLY B 89 189.468 132.121 136.434 1.00156.68 O -ATOM 8661 N VAL B 90 191.313 133.277 135.848 1.00160.60 N -ATOM 8662 CA VAL B 90 192.251 132.219 136.208 1.00160.60 C -ATOM 8663 C VAL B 90 193.358 132.824 137.061 1.00160.60 C -ATOM 8664 O VAL B 90 194.020 133.779 136.640 1.00160.60 O -ATOM 8665 CB VAL B 90 192.840 131.526 134.964 1.00160.60 C -ATOM 8666 CG1 VAL B 90 194.102 130.737 135.310 1.00160.60 C -ATOM 8667 CG2 VAL B 90 191.811 130.609 134.338 1.00160.60 C -ATOM 8668 N TYR B 91 193.553 132.274 138.256 1.00162.34 N -ATOM 8669 CA TYR B 91 194.733 132.554 139.062 1.00162.34 C -ATOM 8670 C TYR B 91 195.760 131.466 138.770 1.00162.34 C -ATOM 8671 O TYR B 91 195.547 130.295 139.101 1.00162.34 O -ATOM 8672 CB TYR B 91 194.383 132.602 140.547 1.00162.34 C -ATOM 8673 CG TYR B 91 195.584 132.491 141.457 1.00162.34 C -ATOM 8674 CD1 TYR B 91 196.516 133.518 141.537 1.00162.34 C -ATOM 8675 CD2 TYR B 91 195.785 131.358 142.238 1.00162.34 C -ATOM 8676 CE1 TYR B 91 197.618 133.421 142.367 1.00162.34 C -ATOM 8677 CE2 TYR B 91 196.884 131.252 143.072 1.00162.34 C -ATOM 8678 CZ TYR B 91 197.795 132.286 143.132 1.00162.34 C -ATOM 8679 OH TYR B 91 198.889 132.186 143.959 1.00162.34 O -ATOM 8680 N PHE B 92 196.864 131.852 138.141 1.00186.71 N -ATOM 8681 CA PHE B 92 197.926 130.935 137.753 1.00186.71 C -ATOM 8682 C PHE B 92 199.130 131.184 138.649 1.00186.71 C -ATOM 8683 O PHE B 92 199.722 132.267 138.614 1.00186.71 O -ATOM 8684 CB PHE B 92 198.293 131.129 136.281 1.00186.71 C -ATOM 8685 CG PHE B 92 199.036 129.970 135.673 1.00186.71 C -ATOM 8686 CD1 PHE B 92 200.417 129.877 135.784 1.00186.71 C -ATOM 8687 CD2 PHE B 92 198.353 128.981 134.982 1.00186.71 C -ATOM 8688 CE1 PHE B 92 201.103 128.815 135.223 1.00186.71 C -ATOM 8689 CE2 PHE B 92 199.033 127.915 134.417 1.00186.71 C -ATOM 8690 CZ PHE B 92 200.410 127.834 134.538 1.00186.71 C -ATOM 8691 N ALA B 93 199.501 130.182 139.435 1.00195.00 N -ATOM 8692 CA ALA B 93 200.692 130.261 140.261 1.00195.00 C -ATOM 8693 C ALA B 93 201.713 129.261 139.744 1.00195.00 C -ATOM 8694 O ALA B 93 201.355 128.228 139.178 1.00195.00 O -ATOM 8695 CB ALA B 93 200.376 129.989 141.735 1.00195.00 C -ATOM 8696 N SER B 94 202.990 129.581 139.920 1.00200.38 N -ATOM 8697 CA SER B 94 204.037 128.698 139.425 1.00200.38 C -ATOM 8698 C SER B 94 205.246 128.772 140.342 1.00200.38 C -ATOM 8699 O SER B 94 205.811 129.852 140.538 1.00200.38 O -ATOM 8700 CB SER B 94 204.433 129.064 137.991 1.00200.38 C -ATOM 8701 OG SER B 94 204.565 130.467 137.841 1.00200.38 O -ATOM 8702 N ILE B 95 205.637 127.627 140.892 1.00207.20 N -ATOM 8703 CA ILE B 95 206.861 127.500 141.674 1.00207.20 C -ATOM 8704 C ILE B 95 207.897 126.814 140.783 1.00207.20 C -ATOM 8705 O ILE B 95 207.691 125.690 140.294 1.00207.20 O -ATOM 8706 CB ILE B 95 206.619 126.771 143.011 1.00207.20 C -ATOM 8707 CG1 ILE B 95 207.914 126.619 143.817 1.00207.20 C -ATOM 8708 CG2 ILE B 95 205.821 125.474 142.859 1.00207.20 C -ATOM 8709 CD1 ILE B 95 208.429 127.906 144.410 1.00207.20 C -ATOM 8710 N GLU B 96 208.986 127.539 140.514 1.00217.20 N -ATOM 8711 CA GLU B 96 209.972 127.161 139.511 1.00217.20 C -ATOM 8712 C GLU B 96 211.331 127.726 139.898 1.00217.20 C -ATOM 8713 O GLU B 96 211.436 128.650 140.708 1.00217.20 O -ATOM 8714 CB GLU B 96 209.600 127.677 138.111 1.00217.20 C -ATOM 8715 CG GLU B 96 208.506 126.915 137.379 1.00217.20 C -ATOM 8716 CD GLU B 96 207.902 127.708 136.241 1.00217.20 C -ATOM 8717 OE1 GLU B 96 207.982 128.953 136.277 1.00217.20 O -ATOM 8718 OE2 GLU B 96 207.348 127.085 135.311 1.00217.20 O1- -ATOM 8719 N LYS B 97 212.377 127.152 139.304 1.00217.44 N -ATOM 8720 CA LYS B 97 213.707 127.748 139.358 1.00217.44 C -ATOM 8721 C LYS B 97 214.041 128.508 138.083 1.00217.44 C -ATOM 8722 O LYS B 97 214.814 129.473 138.126 1.00217.44 O -ATOM 8723 CB LYS B 97 214.766 126.671 139.611 1.00217.44 C -ATOM 8724 CG LYS B 97 214.615 125.428 138.751 1.00217.44 C -ATOM 8725 CD LYS B 97 215.764 124.460 138.981 1.00217.44 C -ATOM 8726 CE LYS B 97 215.649 123.241 138.081 1.00217.44 C -ATOM 8727 NZ LYS B 97 216.866 122.386 138.147 1.00217.44 N1+ -ATOM 8728 N SER B 98 213.473 128.090 136.954 1.00221.48 N -ATOM 8729 CA SER B 98 213.582 128.803 135.692 1.00221.48 C -ATOM 8730 C SER B 98 212.211 128.810 135.032 1.00221.48 C -ATOM 8731 O SER B 98 211.356 127.974 135.331 1.00221.48 O -ATOM 8732 CB SER B 98 214.627 128.170 134.764 1.00221.48 C -ATOM 8733 OG SER B 98 214.355 126.796 134.552 1.00221.48 O -ATOM 8734 N ASN B 99 212.003 129.768 134.130 1.00219.31 N -ATOM 8735 CA ASN B 99 210.694 129.972 133.507 1.00219.31 C -ATOM 8736 C ASN B 99 210.449 128.887 132.460 1.00219.31 C -ATOM 8737 O ASN B 99 210.678 129.065 131.261 1.00219.31 O -ATOM 8738 CB ASN B 99 210.605 131.366 132.897 1.00219.31 C -ATOM 8739 CG ASN B 99 210.678 132.463 133.942 1.00219.31 C -ATOM 8740 OD1 ASN B 99 210.740 132.191 135.141 1.00219.31 O -ATOM 8741 ND2 ASN B 99 210.669 133.712 133.490 1.00219.31 N -ATOM 8742 N ILE B 100 209.979 127.731 132.936 1.00233.63 N -ATOM 8743 CA ILE B 100 209.572 126.660 132.030 1.00233.63 C -ATOM 8744 C ILE B 100 208.295 127.043 131.291 1.00233.63 C -ATOM 8745 O ILE B 100 208.119 126.708 130.113 1.00233.63 O -ATOM 8746 CB ILE B 100 209.406 125.333 132.795 1.00233.63 C -ATOM 8747 CG1 ILE B 100 210.511 125.165 133.842 1.00233.63 C -ATOM 8748 CG2 ILE B 100 209.407 124.155 131.830 1.00233.63 C -ATOM 8749 CD1 ILE B 100 211.889 124.906 133.260 1.00233.63 C -ATOM 8750 N ILE B 101 207.384 127.741 131.968 1.00229.32 N -ATOM 8751 CA ILE B 101 206.158 128.208 131.329 1.00229.32 C -ATOM 8752 C ILE B 101 206.502 129.350 130.382 1.00229.32 C -ATOM 8753 O ILE B 101 206.996 130.402 130.804 1.00229.32 O -ATOM 8754 CB ILE B 101 205.123 128.647 132.372 1.00229.32 C -ATOM 8755 CG1 ILE B 101 204.714 127.467 133.261 1.00229.32 C -ATOM 8756 CG2 ILE B 101 203.920 129.303 131.693 1.00229.32 C -ATOM 8757 CD1 ILE B 101 203.707 126.523 132.628 1.00229.32 C -ATOM 8758 N ARG B 102 206.242 129.145 129.092 1.00224.53 N -ATOM 8759 CA ARG B 102 206.582 130.132 128.079 1.00224.53 C -ATOM 8760 C ARG B 102 205.440 131.088 127.768 1.00224.53 C -ATOM 8761 O ARG B 102 205.687 132.165 127.212 1.00224.53 O -ATOM 8762 CB ARG B 102 207.020 129.430 126.790 1.00224.53 C -ATOM 8763 CG ARG B 102 208.348 128.701 126.904 1.00224.53 C -ATOM 8764 CD ARG B 102 209.479 129.655 127.252 1.00224.53 C -ATOM 8765 NE ARG B 102 210.746 128.955 127.424 1.00224.53 N -ATOM 8766 CZ ARG B 102 211.590 128.679 126.439 1.00224.53 C -ATOM 8767 NH1 ARG B 102 211.334 129.031 125.190 1.00224.53 N1+ -ATOM 8768 NH2 ARG B 102 212.720 128.034 126.714 1.00224.53 N -ATOM 8769 N GLY B 103 204.206 130.719 128.092 1.00218.69 N -ATOM 8770 CA GLY B 103 203.081 131.583 127.809 1.00218.69 C -ATOM 8771 C GLY B 103 201.775 130.818 127.882 1.00218.69 C -ATOM 8772 O GLY B 103 201.711 129.696 128.391 1.00218.69 O -ATOM 8773 N TRP B 104 200.734 131.455 127.356 1.00203.22 N -ATOM 8774 CA TRP B 104 199.390 130.904 127.392 1.00203.22 C -ATOM 8775 C TRP B 104 198.726 131.085 126.034 1.00203.22 C -ATOM 8776 O TRP B 104 199.081 131.979 125.260 1.00203.22 O -ATOM 8777 CB TRP B 104 198.542 131.571 128.487 1.00203.22 C -ATOM 8778 CG TRP B 104 199.016 131.277 129.884 1.00203.22 C -ATOM 8779 CD1 TRP B 104 198.564 130.296 130.718 1.00203.22 C -ATOM 8780 CD2 TRP B 104 200.036 131.978 130.607 1.00203.22 C -ATOM 8781 NE1 TRP B 104 199.241 130.341 131.914 1.00203.22 N -ATOM 8782 CE2 TRP B 104 200.150 131.365 131.870 1.00203.22 C -ATOM 8783 CE3 TRP B 104 200.864 133.065 130.307 1.00203.22 C -ATOM 8784 CZ2 TRP B 104 201.059 131.803 132.832 1.00203.22 C -ATOM 8785 CZ3 TRP B 104 201.765 133.496 131.261 1.00203.22 C -ATOM 8786 CH2 TRP B 104 201.856 132.866 132.507 1.00203.22 C -ATOM 8787 N ILE B 105 197.766 130.211 125.747 1.00210.08 N -ATOM 8788 CA ILE B 105 196.928 130.298 124.561 1.00210.08 C -ATOM 8789 C ILE B 105 195.475 130.254 125.023 1.00210.08 C -ATOM 8790 O ILE B 105 195.130 129.528 125.963 1.00210.08 O -ATOM 8791 CB ILE B 105 197.262 129.176 123.542 1.00210.08 C -ATOM 8792 CG1 ILE B 105 196.423 129.288 122.266 1.00210.08 C -ATOM 8793 CG2 ILE B 105 197.147 127.793 124.156 1.00210.08 C -ATOM 8794 CD1 ILE B 105 196.776 130.468 121.405 1.00210.08 C -ATOM 8795 N PHE B 106 194.641 131.096 124.418 1.00198.69 N -ATOM 8796 CA PHE B 106 193.244 131.231 124.804 1.00198.69 C -ATOM 8797 C PHE B 106 192.374 131.017 123.577 1.00198.69 C -ATOM 8798 O PHE B 106 192.563 131.689 122.560 1.00198.69 O -ATOM 8799 CB PHE B 106 192.970 132.614 125.409 1.00198.69 C -ATOM 8800 CG PHE B 106 193.407 132.757 126.840 1.00198.69 C -ATOM 8801 CD1 PHE B 106 194.752 132.861 127.168 1.00198.69 C -ATOM 8802 CD2 PHE B 106 192.468 132.800 127.859 1.00198.69 C -ATOM 8803 CE1 PHE B 106 195.152 132.997 128.486 1.00198.69 C -ATOM 8804 CE2 PHE B 106 192.861 132.935 129.178 1.00198.69 C -ATOM 8805 CZ PHE B 106 194.205 133.033 129.492 1.00198.69 C -ATOM 8806 N GLY B 107 191.420 130.093 123.669 1.00199.39 N -ATOM 8807 CA GLY B 107 190.548 129.813 122.545 1.00199.39 C -ATOM 8808 C GLY B 107 189.350 128.975 122.935 1.00199.39 C -ATOM 8809 O GLY B 107 189.487 128.011 123.693 1.00199.39 O -ATOM 8810 N THR B 108 188.167 129.331 122.425 1.00198.20 N -ATOM 8811 CA THR B 108 186.953 128.623 122.819 1.00198.20 C -ATOM 8812 C THR B 108 186.854 127.244 122.175 1.00198.20 C -ATOM 8813 O THR B 108 186.180 126.360 122.717 1.00198.20 O -ATOM 8814 CB THR B 108 185.715 129.471 122.495 1.00198.20 C -ATOM 8815 OG1 THR B 108 184.533 128.788 122.934 1.00198.20 O -ATOM 8816 CG2 THR B 108 185.613 129.778 121.002 1.00198.20 C -ATOM 8817 N THR B 109 187.506 127.034 121.030 1.00211.17 N -ATOM 8818 CA THR B 109 187.497 125.732 120.371 1.00211.17 C -ATOM 8819 C THR B 109 188.908 125.298 119.997 1.00211.17 C -ATOM 8820 O THR B 109 189.187 124.095 119.930 1.00211.17 O -ATOM 8821 CB THR B 109 186.611 125.755 119.120 1.00211.17 C -ATOM 8822 OG1 THR B 109 186.944 126.892 118.313 1.00211.17 O -ATOM 8823 CG2 THR B 109 185.129 125.792 119.485 1.00211.17 C -ATOM 8824 N LEU B 110 189.787 126.284 119.759 1.00212.67 N -ATOM 8825 CA LEU B 110 191.196 126.085 119.383 1.00212.67 C -ATOM 8826 C LEU B 110 191.343 125.225 118.127 1.00212.67 C -ATOM 8827 O LEU B 110 192.236 124.380 118.032 1.00212.67 O -ATOM 8828 CB LEU B 110 192.009 125.499 120.542 1.00212.67 C -ATOM 8829 CG LEU B 110 192.186 126.396 121.768 1.00212.67 C -ATOM 8830 CD1 LEU B 110 192.472 125.563 123.008 1.00212.67 C -ATOM 8831 CD2 LEU B 110 193.293 127.405 121.529 1.00212.67 C -ATOM 8832 N ASP B 111 190.458 125.441 117.152 1.00232.16 N -ATOM 8833 CA ASP B 111 190.463 124.682 115.906 1.00232.16 C -ATOM 8834 C ASP B 111 190.958 125.507 114.723 1.00232.16 C -ATOM 8835 O ASP B 111 190.714 125.131 113.571 1.00232.16 O -ATOM 8836 CB ASP B 111 189.067 124.127 115.616 1.00232.16 C -ATOM 8837 CG ASP B 111 187.967 125.144 115.862 1.00232.16 C -ATOM 8838 OD1 ASP B 111 188.280 126.335 116.078 1.00232.16 O -ATOM 8839 OD2 ASP B 111 186.782 124.751 115.841 1.00232.16 O1- -ATOM 8840 N SER B 112 191.623 126.637 114.996 1.00231.68 N -ATOM 8841 CA SER B 112 192.187 127.568 114.012 1.00231.68 C -ATOM 8842 C SER B 112 191.138 128.139 113.057 1.00231.68 C -ATOM 8843 O SER B 112 191.464 128.512 111.926 1.00231.68 O -ATOM 8844 CB SER B 112 193.335 126.928 113.217 1.00231.68 C -ATOM 8845 OG SER B 112 194.435 126.631 114.060 1.00231.68 O -ATOM 8846 N LYS B 113 189.879 128.217 113.490 1.00240.53 N -ATOM 8847 CA LYS B 113 188.832 128.858 112.703 1.00240.53 C -ATOM 8848 C LYS B 113 188.596 130.295 113.153 1.00240.53 C -ATOM 8849 O LYS B 113 188.520 131.206 112.324 1.00240.53 O -ATOM 8850 CB LYS B 113 187.529 128.057 112.796 1.00240.53 C -ATOM 8851 CG LYS B 113 187.649 126.603 112.375 1.00240.53 C -ATOM 8852 CD LYS B 113 186.316 125.887 112.519 1.00240.53 C -ATOM 8853 CE LYS B 113 186.458 124.391 112.299 1.00240.53 C -ATOM 8854 NZ LYS B 113 185.166 123.679 112.505 1.00240.53 N1+ -ATOM 8855 N THR B 114 188.476 130.506 114.460 1.00233.59 N -ATOM 8856 CA THR B 114 188.322 131.828 115.044 1.00233.59 C -ATOM 8857 C THR B 114 189.648 132.285 115.638 1.00233.59 C -ATOM 8858 O THR B 114 190.567 131.487 115.846 1.00233.59 O -ATOM 8859 CB THR B 114 187.231 131.834 116.121 1.00233.59 C -ATOM 8860 OG1 THR B 114 187.091 133.156 116.658 1.00233.59 O -ATOM 8861 CG2 THR B 114 187.580 130.868 117.244 1.00233.59 C -ATOM 8862 N GLN B 115 189.737 133.589 115.899 1.00220.43 N -ATOM 8863 CA GLN B 115 190.964 134.178 116.421 1.00220.43 C -ATOM 8864 C GLN B 115 191.209 133.726 117.855 1.00220.43 C -ATOM 8865 O GLN B 115 190.299 133.746 118.690 1.00220.43 O -ATOM 8866 CB GLN B 115 190.890 135.702 116.352 1.00220.43 C -ATOM 8867 CG GLN B 115 191.360 136.288 115.029 1.00220.43 C -ATOM 8868 CD GLN B 115 190.354 136.096 113.911 1.00220.43 C -ATOM 8869 OE1 GLN B 115 189.162 135.909 114.157 1.00220.43 O -ATOM 8870 NE2 GLN B 115 190.832 136.139 112.673 1.00220.43 N -ATOM 8871 N SER B 116 192.442 133.314 118.138 1.00207.19 N -ATOM 8872 CA SER B 116 192.814 132.775 119.437 1.00207.19 C -ATOM 8873 C SER B 116 193.899 133.644 120.056 1.00207.19 C -ATOM 8874 O SER B 116 194.883 133.984 119.390 1.00207.19 O -ATOM 8875 CB SER B 116 193.295 131.327 119.311 1.00207.19 C -ATOM 8876 OG SER B 116 193.572 130.772 120.583 1.00207.19 O -ATOM 8877 N LEU B 117 193.719 133.996 121.328 1.00195.53 N -ATOM 8878 CA LEU B 117 194.656 134.867 122.027 1.00195.53 C -ATOM 8879 C LEU B 117 195.894 134.082 122.439 1.00195.53 C -ATOM 8880 O LEU B 117 195.797 133.111 123.196 1.00195.53 O -ATOM 8881 CB LEU B 117 193.997 135.488 123.256 1.00195.53 C -ATOM 8882 CG LEU B 117 194.921 136.400 124.066 1.00195.53 C -ATOM 8883 CD1 LEU B 117 195.355 137.602 123.239 1.00195.53 C -ATOM 8884 CD2 LEU B 117 194.275 136.832 125.373 1.00195.53 C -ATOM 8885 N LEU B 118 197.056 134.517 121.960 1.00194.34 N -ATOM 8886 CA LEU B 118 198.336 133.910 122.292 1.00194.34 C -ATOM 8887 C LEU B 118 199.210 134.942 122.988 1.00194.34 C -ATOM 8888 O LEU B 118 199.402 136.047 122.470 1.00194.34 O -ATOM 8889 CB LEU B 118 199.039 133.387 121.035 1.00194.34 C -ATOM 8890 CG LEU B 118 200.520 133.023 121.165 1.00194.34 C -ATOM 8891 CD1 LEU B 118 200.703 131.797 122.048 1.00194.34 C -ATOM 8892 CD2 LEU B 118 201.138 132.798 119.793 1.00194.34 C -ATOM 8893 N ILE B 119 199.732 134.585 124.158 1.00193.26 N -ATOM 8894 CA ILE B 119 200.685 135.410 124.886 1.00193.26 C -ATOM 8895 C ILE B 119 201.928 134.571 125.150 1.00193.26 C -ATOM 8896 O ILE B 119 201.827 133.407 125.551 1.00193.26 O -ATOM 8897 CB ILE B 119 200.084 135.966 126.197 1.00193.26 C -ATOM 8898 CG1 ILE B 119 199.324 134.884 126.970 1.00193.26 C -ATOM 8899 CG2 ILE B 119 199.146 137.118 125.904 1.00193.26 C -ATOM 8900 CD1 ILE B 119 198.810 135.345 128.320 1.00193.26 C -ATOM 8901 N VAL B 120 203.097 135.144 124.882 1.00185.72 N -ATOM 8902 CA VAL B 120 204.351 134.417 125.061 1.00185.72 C -ATOM 8903 C VAL B 120 205.401 135.397 125.574 1.00185.72 C -ATOM 8904 O VAL B 120 205.400 136.574 125.209 1.00185.72 O -ATOM 8905 CB VAL B 120 204.763 133.698 123.748 1.00185.72 C -ATOM 8906 CG1 VAL B 120 204.990 134.681 122.608 1.00185.72 C -ATOM 8907 CG2 VAL B 120 205.981 132.796 123.946 1.00185.72 C -ATOM 8908 N ASN B 121 206.257 134.929 126.479 1.00181.78 N -ATOM 8909 CA ASN B 121 207.311 135.759 127.051 1.00181.78 C -ATOM 8910 C ASN B 121 208.664 135.139 126.734 1.00181.78 C -ATOM 8911 O ASN B 121 208.946 134.013 127.158 1.00181.78 O -ATOM 8912 CB ASN B 121 207.133 135.911 128.563 1.00181.78 C -ATOM 8913 CG ASN B 121 208.183 136.811 129.186 1.00181.78 C -ATOM 8914 OD1 ASN B 121 208.646 137.767 128.564 1.00181.78 O -ATOM 8915 ND2 ASN B 121 208.565 136.508 130.421 1.00181.78 N -ATOM 8916 N ASN B 122 209.496 135.870 125.995 1.00180.99 N -ATOM 8917 CA ASN B 122 210.873 135.454 125.775 1.00180.99 C -ATOM 8918 C ASN B 122 211.755 136.086 126.858 1.00180.99 C -ATOM 8919 O ASN B 122 211.254 136.551 127.885 1.00180.99 O -ATOM 8920 CB ASN B 122 211.303 135.737 124.318 1.00180.99 C -ATOM 8921 CG ASN B 122 211.316 137.231 123.923 1.00180.99 C -ATOM 8922 OD1 ASN B 122 211.431 138.141 124.745 1.00180.99 O -ATOM 8923 ND2 ASN B 122 211.223 137.470 122.617 1.00180.99 N -ATOM 8924 N ALA B 123 213.074 136.089 126.651 1.00179.62 N -ATOM 8925 CA ALA B 123 213.990 136.672 127.625 1.00179.62 C -ATOM 8926 C ALA B 123 213.869 138.190 127.729 1.00179.62 C -ATOM 8927 O ALA B 123 214.260 138.754 128.757 1.00179.62 O -ATOM 8928 CB ALA B 123 215.431 136.294 127.279 1.00179.62 C -ATOM 8929 N THR B 124 213.344 138.865 126.705 1.00178.00 N -ATOM 8930 CA THR B 124 213.270 140.322 126.702 1.00178.00 C -ATOM 8931 C THR B 124 211.839 140.847 126.710 1.00178.00 C -ATOM 8932 O THR B 124 211.469 141.609 127.608 1.00178.00 O -ATOM 8933 CB THR B 124 214.033 140.882 125.492 1.00178.00 C -ATOM 8934 OG1 THR B 124 215.422 140.548 125.606 1.00178.00 O -ATOM 8935 CG2 THR B 124 213.888 142.395 125.420 1.00178.00 C -ATOM 8936 N ASN B 125 211.015 140.460 125.741 1.00176.20 N -ATOM 8937 CA ASN B 125 209.719 141.090 125.531 1.00176.20 C -ATOM 8938 C ASN B 125 208.591 140.070 125.632 1.00176.20 C -ATOM 8939 O ASN B 125 208.810 138.858 125.689 1.00176.20 O -ATOM 8940 CB ASN B 125 209.669 141.795 124.169 1.00176.20 C -ATOM 8941 CG ASN B 125 210.541 143.034 124.122 1.00176.20 C -ATOM 8942 OD1 ASN B 125 210.684 143.745 125.116 1.00176.20 O -ATOM 8943 ND2 ASN B 125 211.131 143.298 122.962 1.00176.20 N -ATOM 8944 N VAL B 126 207.366 140.588 125.663 1.00171.05 N -ATOM 8945 CA VAL B 126 206.154 139.777 125.700 1.00171.05 C -ATOM 8946 C VAL B 126 205.387 140.028 124.410 1.00171.05 C -ATOM 8947 O VAL B 126 205.032 141.173 124.101 1.00171.05 O -ATOM 8948 CB VAL B 126 205.288 140.099 126.929 1.00171.05 C -ATOM 8949 CG1 VAL B 126 204.168 139.081 127.072 1.00171.05 C -ATOM 8950 CG2 VAL B 126 206.140 140.140 128.191 1.00171.05 C -ATOM 8951 N VAL B 127 205.125 138.961 123.662 1.00174.67 N -ATOM 8952 CA VAL B 127 204.429 139.035 122.384 1.00174.67 C -ATOM 8953 C VAL B 127 202.995 138.573 122.585 1.00174.67 C -ATOM 8954 O VAL B 127 202.750 137.483 123.123 1.00174.67 O -ATOM 8955 CB VAL B 127 205.135 138.184 121.315 1.00174.67 C -ATOM 8956 CG1 VAL B 127 204.593 138.510 119.930 1.00174.67 C -ATOM 8957 CG2 VAL B 127 206.637 138.387 121.381 1.00174.67 C -ATOM 8958 N ILE B 128 202.047 139.407 122.161 1.00177.36 N -ATOM 8959 CA ILE B 128 200.619 139.133 122.262 1.00177.36 C -ATOM 8960 C ILE B 128 200.047 139.183 120.853 1.00177.36 C -ATOM 8961 O ILE B 128 200.147 140.214 120.176 1.00177.36 O -ATOM 8962 CB ILE B 128 199.912 140.145 123.177 1.00177.36 C -ATOM 8963 CG1 ILE B 128 200.624 140.230 124.531 1.00177.36 C -ATOM 8964 CG2 ILE B 128 198.445 139.782 123.346 1.00177.36 C -ATOM 8965 CD1 ILE B 128 200.384 141.512 125.279 1.00177.36 C -ATOM 8966 N LYS B 129 199.453 138.078 120.411 1.00183.53 N -ATOM 8967 CA LYS B 129 198.918 137.964 119.062 1.00183.53 C -ATOM 8968 C LYS B 129 197.530 137.343 119.102 1.00183.53 C -ATOM 8969 O LYS B 129 197.144 136.691 120.074 1.00183.53 O -ATOM 8970 CB LYS B 129 199.828 137.121 118.153 1.00183.53 C -ATOM 8971 CG LYS B 129 201.176 137.748 117.836 1.00183.53 C -ATOM 8972 CD LYS B 129 201.896 136.968 116.748 1.00183.53 C -ATOM 8973 CE LYS B 129 203.301 137.500 116.524 1.00183.53 C -ATOM 8974 NZ LYS B 129 203.325 138.986 116.445 1.00183.53 N1+ -ATOM 8975 N VAL B 130 196.777 137.566 118.030 1.00189.56 N -ATOM 8976 CA VAL B 130 195.484 136.928 117.831 1.00189.56 C -ATOM 8977 C VAL B 130 195.516 135.985 116.629 1.00189.56 C -ATOM 8978 O VAL B 130 194.473 135.673 116.057 1.00189.56 O -ATOM 8979 CB VAL B 130 194.361 137.970 117.693 1.00189.56 C -ATOM 8980 CG1 VAL B 130 194.144 138.690 119.014 1.00189.56 C -ATOM 8981 CG2 VAL B 130 194.688 138.959 116.583 1.00189.56 C -ATOM 8982 N CYS B 131 196.708 135.534 116.240 1.00202.47 N -ATOM 8983 CA CYS B 131 196.856 134.688 115.064 1.00202.47 C -ATOM 8984 C CYS B 131 196.291 133.296 115.317 1.00202.47 C -ATOM 8985 O CYS B 131 196.461 132.722 116.396 1.00202.47 O -ATOM 8986 CB CYS B 131 198.328 134.593 114.665 1.00202.47 C -ATOM 8987 SG CYS B 131 199.102 136.184 114.297 1.00202.47 S -ATOM 8988 N GLU B 132 195.614 132.755 114.306 1.00221.64 N -ATOM 8989 CA GLU B 132 194.969 131.453 114.414 1.00221.64 C -ATOM 8990 C GLU B 132 195.931 130.293 114.201 1.00221.64 C -ATOM 8991 O GLU B 132 195.529 129.139 114.385 1.00221.64 O -ATOM 8992 CB GLU B 132 193.823 131.356 113.406 1.00221.64 C -ATOM 8993 CG GLU B 132 192.766 132.430 113.577 1.00221.64 C -ATOM 8994 CD GLU B 132 191.681 132.356 112.523 1.00221.64 C -ATOM 8995 OE1 GLU B 132 191.796 131.515 111.607 1.00221.64 O -ATOM 8996 OE2 GLU B 132 190.715 133.142 112.609 1.00221.64 O1- -ATOM 8997 N PHE B 133 197.174 130.567 113.814 1.00216.57 N -ATOM 8998 CA PHE B 133 198.143 129.514 113.559 1.00216.57 C -ATOM 8999 C PHE B 133 198.585 128.860 114.865 1.00216.57 C -ATOM 9000 O PHE B 133 198.509 129.449 115.947 1.00216.57 O -ATOM 9001 CB PHE B 133 199.360 130.073 112.821 1.00216.57 C -ATOM 9002 CG PHE B 133 199.018 131.096 111.776 1.00216.57 C -ATOM 9003 CD1 PHE B 133 198.255 130.749 110.670 1.00216.57 C -ATOM 9004 CD2 PHE B 133 199.458 132.405 111.901 1.00216.57 C -ATOM 9005 CE1 PHE B 133 197.938 131.692 109.706 1.00216.57 C -ATOM 9006 CE2 PHE B 133 199.145 133.353 110.941 1.00216.57 C -ATOM 9007 CZ PHE B 133 198.384 132.995 109.842 1.00216.57 C -ATOM 9008 N GLN B 134 199.042 127.616 114.751 1.00218.56 N -ATOM 9009 CA GLN B 134 199.559 126.899 115.905 1.00218.56 C -ATOM 9010 C GLN B 134 200.899 127.484 116.339 1.00218.56 C -ATOM 9011 O GLN B 134 201.616 128.118 115.560 1.00218.56 O -ATOM 9012 CB GLN B 134 199.706 125.409 115.594 1.00218.56 C -ATOM 9013 CG GLN B 134 198.463 124.585 115.898 1.00218.56 C -ATOM 9014 CD GLN B 134 197.342 124.823 114.903 1.00218.56 C -ATOM 9015 OE1 GLN B 134 197.582 125.205 113.758 1.00218.56 O -ATOM 9016 NE2 GLN B 134 196.108 124.598 115.340 1.00218.56 N -ATOM 9017 N PHE B 135 201.223 127.272 117.612 1.00217.50 N -ATOM 9018 CA PHE B 135 202.444 127.826 118.181 1.00217.50 C -ATOM 9019 C PHE B 135 203.674 127.105 117.641 1.00217.50 C -ATOM 9020 O PHE B 135 203.641 125.903 117.361 1.00217.50 O -ATOM 9021 CB PHE B 135 202.394 127.759 119.714 1.00217.50 C -ATOM 9022 CG PHE B 135 202.776 126.418 120.296 1.00217.50 C -ATOM 9023 CD1 PHE B 135 202.006 125.286 120.056 1.00217.50 C -ATOM 9024 CD2 PHE B 135 203.895 126.300 121.107 1.00217.50 C -ATOM 9025 CE1 PHE B 135 202.359 124.060 120.597 1.00217.50 C -ATOM 9026 CE2 PHE B 135 204.254 125.077 121.651 1.00217.50 C -ATOM 9027 CZ PHE B 135 203.484 123.957 121.396 1.00217.50 C -ATOM 9028 N CYS B 136 204.750 127.863 117.449 1.00209.77 N -ATOM 9029 CA CYS B 136 206.011 127.280 117.015 1.00209.77 C -ATOM 9030 C CYS B 136 206.615 126.452 118.140 1.00209.77 C -ATOM 9031 O CYS B 136 206.470 126.787 119.319 1.00209.77 O -ATOM 9032 CB CYS B 136 206.985 128.375 116.582 1.00209.77 C -ATOM 9033 SG CYS B 136 206.327 129.512 115.340 1.00209.77 S -ATOM 9034 N ASN B 137 207.281 125.360 117.768 1.00210.17 N -ATOM 9035 CA ASN B 137 207.858 124.450 118.749 1.00210.17 C -ATOM 9036 C ASN B 137 209.001 125.125 119.498 1.00210.17 C -ATOM 9037 O ASN B 137 209.842 125.798 118.893 1.00210.17 O -ATOM 9038 CB ASN B 137 208.347 123.175 118.064 1.00210.17 C -ATOM 9039 CG ASN B 137 207.237 122.450 117.326 1.00210.17 C -ATOM 9040 OD1 ASN B 137 206.061 122.788 117.463 1.00210.17 O -ATOM 9041 ND2 ASN B 137 207.607 121.448 116.537 1.00210.17 N -ATOM 9042 N ASP B 138 209.009 124.958 120.818 1.00219.57 N -ATOM 9043 CA ASP B 138 209.961 125.662 121.662 1.00219.57 C -ATOM 9044 C ASP B 138 211.367 125.096 121.469 1.00219.57 C -ATOM 9045 O ASP B 138 211.529 123.887 121.274 1.00219.57 O -ATOM 9046 CB ASP B 138 209.547 125.560 123.130 1.00219.57 C -ATOM 9047 CG ASP B 138 208.310 126.380 123.442 1.00219.57 C -ATOM 9048 OD1 ASP B 138 207.909 127.200 122.590 1.00219.57 O -ATOM 9049 OD2 ASP B 138 207.741 126.209 124.539 1.00219.57 O1- -ATOM 9050 N PRO B 139 212.397 125.941 121.503 1.00209.62 N -ATOM 9051 CA PRO B 139 213.765 125.451 121.306 1.00209.62 C -ATOM 9052 C PRO B 139 214.265 124.680 122.518 1.00209.62 C -ATOM 9053 O PRO B 139 213.666 124.684 123.596 1.00209.62 O -ATOM 9054 CB PRO B 139 214.574 126.732 121.086 1.00209.62 C -ATOM 9055 CG PRO B 139 213.791 127.789 121.783 1.00209.62 C -ATOM 9056 CD PRO B 139 212.349 127.410 121.608 1.00209.62 C -ATOM 9057 N PHE B 140 215.386 123.994 122.309 1.00201.94 N -ATOM 9058 CA PHE B 140 216.020 123.218 123.365 1.00201.94 C -ATOM 9059 C PHE B 140 216.582 124.142 124.441 1.00201.94 C -ATOM 9060 O PHE B 140 217.027 125.259 124.163 1.00201.94 O -ATOM 9061 CB PHE B 140 217.142 122.347 122.792 1.00201.94 C -ATOM 9062 CG PHE B 140 216.668 121.055 122.174 1.00201.94 C -ATOM 9063 CD1 PHE B 140 215.848 121.056 121.052 1.00201.94 C -ATOM 9064 CD2 PHE B 140 217.058 119.836 122.710 1.00201.94 C -ATOM 9065 CE1 PHE B 140 215.419 119.868 120.484 1.00201.94 C -ATOM 9066 CE2 PHE B 140 216.633 118.644 122.147 1.00201.94 C -ATOM 9067 CZ PHE B 140 215.813 118.661 121.032 1.00201.94 C -ATOM 9068 N LEU B 141 216.545 123.667 125.684 1.00198.78 N -ATOM 9069 CA LEU B 141 217.048 124.457 126.800 1.00198.78 C -ATOM 9070 C LEU B 141 218.570 124.507 126.767 1.00198.78 C -ATOM 9071 O LEU B 141 219.235 123.474 126.644 1.00198.78 O -ATOM 9072 CB LEU B 141 216.563 123.873 128.127 1.00198.78 C -ATOM 9073 CG LEU B 141 216.644 124.791 129.348 1.00198.78 C -ATOM 9074 CD1 LEU B 141 215.885 126.086 129.099 1.00198.78 C -ATOM 9075 CD2 LEU B 141 216.115 124.084 130.586 1.00198.78 C -ATOM 9076 N ASP B 142 219.118 125.713 126.872 1.00194.59 N -ATOM 9077 CA ASP B 142 220.561 125.914 126.813 1.00194.59 C -ATOM 9078 C ASP B 142 221.249 125.440 128.090 1.00194.59 C -ATOM 9079 O ASP B 142 221.695 124.296 128.177 1.00194.59 O -ATOM 9080 CB ASP B 142 220.881 127.389 126.555 1.00194.59 C -ATOM 9081 CG ASP B 142 220.122 128.324 127.480 1.00194.59 C -ATOM 9082 OD1 ASP B 142 219.236 127.848 128.221 1.00194.59 O -ATOM 9083 OD2 ASP B 142 220.410 129.539 127.464 1.00194.59 O1- -ATOM 9084 N PHE B 168 195.492 142.475 115.879 1.00156.57 N -ATOM 9085 CA PHE B 168 195.779 142.784 117.275 1.00156.57 C -ATOM 9086 C PHE B 168 197.079 142.122 117.723 1.00156.57 C -ATOM 9087 O PHE B 168 197.066 141.052 118.331 1.00156.57 O -ATOM 9088 CB PHE B 168 194.619 142.342 118.170 1.00156.57 C -ATOM 9089 CG PHE B 168 194.615 142.990 119.527 1.00156.57 C -ATOM 9090 CD1 PHE B 168 194.040 144.238 119.711 1.00156.57 C -ATOM 9091 CD2 PHE B 168 195.177 142.346 120.620 1.00156.57 C -ATOM 9092 CE1 PHE B 168 194.033 144.837 120.959 1.00156.57 C -ATOM 9093 CE2 PHE B 168 195.174 142.938 121.870 1.00156.57 C -ATOM 9094 CZ PHE B 168 194.600 144.185 122.040 1.00156.57 C -ATOM 9095 N GLU B 169 198.202 142.765 117.411 1.00164.96 N -ATOM 9096 CA GLU B 169 199.524 142.286 117.791 1.00164.96 C -ATOM 9097 C GLU B 169 200.237 143.371 118.584 1.00164.96 C -ATOM 9098 O GLU B 169 200.272 144.532 118.162 1.00164.96 O -ATOM 9099 CB GLU B 169 200.346 141.892 116.560 1.00164.96 C -ATOM 9100 CG GLU B 169 199.703 140.811 115.703 1.00164.96 C -ATOM 9101 CD GLU B 169 200.650 140.249 114.661 1.00164.96 C -ATOM 9102 OE1 GLU B 169 201.810 140.709 114.599 1.00164.96 O -ATOM 9103 OE2 GLU B 169 200.235 139.347 113.903 1.00164.96 O1- -ATOM 9104 N TYR B 170 200.801 142.991 119.728 1.00165.08 N -ATOM 9105 CA TYR B 170 201.448 143.935 120.627 1.00165.08 C -ATOM 9106 C TYR B 170 202.725 143.321 121.182 1.00165.08 C -ATOM 9107 O TYR B 170 202.788 142.114 121.434 1.00165.08 O -ATOM 9108 CB TYR B 170 200.505 144.337 121.772 1.00165.08 C -ATOM 9109 CG TYR B 170 201.128 145.246 122.809 1.00165.08 C -ATOM 9110 CD1 TYR B 170 201.603 146.506 122.462 1.00165.08 C -ATOM 9111 CD2 TYR B 170 201.240 144.844 124.134 1.00165.08 C -ATOM 9112 CE1 TYR B 170 202.173 147.341 123.408 1.00165.08 C -ATOM 9113 CE2 TYR B 170 201.808 145.670 125.087 1.00165.08 C -ATOM 9114 CZ TYR B 170 202.272 146.916 124.719 1.00165.08 C -ATOM 9115 OH TYR B 170 202.838 147.740 125.664 1.00165.08 O -ATOM 9116 N VAL B 171 203.747 144.154 121.357 1.00162.39 N -ATOM 9117 CA VAL B 171 205.019 143.742 121.939 1.00162.39 C -ATOM 9118 C VAL B 171 205.264 144.606 123.169 1.00162.39 C -ATOM 9119 O VAL B 171 205.254 145.840 123.078 1.00162.39 O -ATOM 9120 CB VAL B 171 206.177 143.868 120.935 1.00162.39 C -ATOM 9121 CG1 VAL B 171 207.513 143.611 121.619 1.00162.39 C -ATOM 9122 CG2 VAL B 171 205.979 142.908 119.771 1.00162.39 C -ATOM 9123 N SER B 172 205.478 143.962 124.313 1.00161.00 N -ATOM 9124 CA SER B 172 205.731 144.679 125.558 1.00161.00 C -ATOM 9125 C SER B 172 207.210 145.018 125.710 1.00161.00 C -ATOM 9126 O SER B 172 207.980 144.926 124.754 1.00161.00 O -ATOM 9127 CB SER B 172 205.258 143.856 126.758 1.00161.00 C -ATOM 9128 OG SER B 172 203.855 143.666 126.727 1.00161.00 O -ATOM 9129 N PHE B 186 213.338 124.972 144.037 1.00206.38 N -ATOM 9130 CA PHE B 186 212.809 126.073 143.242 1.00206.38 C -ATOM 9131 C PHE B 186 212.908 127.381 144.017 1.00206.38 C -ATOM 9132 O PHE B 186 212.518 127.453 145.182 1.00206.38 O -ATOM 9133 CB PHE B 186 211.363 125.795 142.840 1.00206.38 C -ATOM 9134 CG PHE B 186 211.179 124.505 142.098 1.00206.38 C -ATOM 9135 CD1 PHE B 186 211.918 124.236 140.956 1.00206.38 C -ATOM 9136 CD2 PHE B 186 210.266 123.560 142.542 1.00206.38 C -ATOM 9137 CE1 PHE B 186 211.752 123.045 140.271 1.00206.38 C -ATOM 9138 CE2 PHE B 186 210.093 122.369 141.861 1.00206.38 C -ATOM 9139 CZ PHE B 186 210.840 122.111 140.728 1.00206.38 C -ATOM 9140 N LYS B 187 213.430 128.418 143.364 1.00184.38 N -ATOM 9141 CA LYS B 187 213.763 129.667 144.033 1.00184.38 C -ATOM 9142 C LYS B 187 212.820 130.815 143.699 1.00184.38 C -ATOM 9143 O LYS B 187 212.985 131.908 144.253 1.00184.38 O -ATOM 9144 CB LYS B 187 215.203 130.070 143.692 1.00184.38 C -ATOM 9145 CG LYS B 187 216.247 129.030 144.077 1.00184.38 C -ATOM 9146 CD LYS B 187 216.125 128.625 145.537 1.00184.38 C -ATOM 9147 CE LYS B 187 217.115 127.528 145.892 1.00184.38 C -ATOM 9148 NZ LYS B 187 217.041 127.161 147.333 1.00184.38 N1+ -ATOM 9149 N ASN B 188 211.845 130.612 142.815 1.00190.45 N -ATOM 9150 CA ASN B 188 210.950 131.682 142.400 1.00190.45 C -ATOM 9151 C ASN B 188 209.509 131.193 142.374 1.00190.45 C -ATOM 9152 O ASN B 188 209.230 130.041 142.026 1.00190.45 O -ATOM 9153 CB ASN B 188 211.336 132.229 141.017 1.00190.45 C -ATOM 9154 CG ASN B 188 210.693 133.570 140.720 1.00190.45 C -ATOM 9155 OD1 ASN B 188 210.359 134.327 141.631 1.00190.45 O -ATOM 9156 ND2 ASN B 188 210.512 133.868 139.438 1.00190.45 N -ATOM 9157 N LEU B 189 208.591 132.089 142.737 1.00181.16 N -ATOM 9158 CA LEU B 189 207.160 131.826 142.686 1.00181.16 C -ATOM 9159 C LEU B 189 206.492 133.003 141.994 1.00181.16 C -ATOM 9160 O LEU B 189 206.617 134.147 142.445 1.00181.16 O -ATOM 9161 CB LEU B 189 206.579 131.619 144.089 1.00181.16 C -ATOM 9162 CG LEU B 189 205.059 131.721 144.248 1.00181.16 C -ATOM 9163 CD1 LEU B 189 204.347 130.604 143.495 1.00181.16 C -ATOM 9164 CD2 LEU B 189 204.671 131.711 145.720 1.00181.16 C -ATOM 9165 N ARG B 190 205.784 132.719 140.909 1.00187.85 N -ATOM 9166 CA ARG B 190 205.107 133.732 140.112 1.00187.85 C -ATOM 9167 C ARG B 190 203.606 133.552 140.281 1.00187.85 C -ATOM 9168 O ARG B 190 203.069 132.484 139.968 1.00187.85 O -ATOM 9169 CB ARG B 190 205.506 133.617 138.641 1.00187.85 C -ATOM 9170 CG ARG B 190 207.008 133.506 138.424 1.00187.85 C -ATOM 9171 CD ARG B 190 207.356 133.372 136.951 1.00187.85 C -ATOM 9172 NE ARG B 190 207.057 132.039 136.444 1.00187.85 N -ATOM 9173 CZ ARG B 190 206.948 131.732 135.159 1.00187.85 C -ATOM 9174 NH1 ARG B 190 207.106 132.645 134.214 1.00187.85 N1+ -ATOM 9175 NH2 ARG B 190 206.678 130.477 134.813 1.00187.85 N -ATOM 9176 N GLU B 191 202.935 134.589 140.783 1.00161.06 N -ATOM 9177 CA GLU B 191 201.492 134.574 140.988 1.00161.06 C -ATOM 9178 C GLU B 191 200.874 135.584 140.032 1.00161.06 C -ATOM 9179 O GLU B 191 201.062 136.796 140.192 1.00161.06 O -ATOM 9180 CB GLU B 191 201.135 134.901 142.438 1.00161.06 C -ATOM 9181 CG GLU B 191 201.879 134.070 143.472 1.00161.06 C -ATOM 9182 CD GLU B 191 201.246 134.152 144.849 1.00161.06 C -ATOM 9183 OE1 GLU B 191 200.131 134.702 144.961 1.00161.06 O -ATOM 9184 OE2 GLU B 191 201.867 133.671 145.820 1.00161.06 O1- -ATOM 9185 N PHE B 192 200.143 135.086 139.040 1.00154.56 N -ATOM 9186 CA PHE B 192 199.442 135.908 138.071 1.00154.56 C -ATOM 9187 C PHE B 192 197.951 135.668 138.237 1.00154.56 C -ATOM 9188 O PHE B 192 197.529 134.590 138.659 1.00154.56 O -ATOM 9189 CB PHE B 192 199.835 135.554 136.626 1.00154.56 C -ATOM 9190 CG PHE B 192 201.301 135.702 136.319 1.00154.56 C -ATOM 9191 CD1 PHE B 192 202.093 136.620 136.989 1.00154.56 C -ATOM 9192 CD2 PHE B 192 201.886 134.907 135.346 1.00154.56 C -ATOM 9193 CE1 PHE B 192 203.438 136.746 136.692 1.00154.56 C -ATOM 9194 CE2 PHE B 192 203.229 135.023 135.045 1.00154.56 C -ATOM 9195 CZ PHE B 192 204.007 135.944 135.719 1.00154.56 C -ATOM 9196 N VAL B 193 197.148 136.672 137.907 1.00139.31 N -ATOM 9197 CA VAL B 193 195.712 136.468 137.768 1.00139.31 C -ATOM 9198 C VAL B 193 195.239 137.188 136.509 1.00139.31 C -ATOM 9199 O VAL B 193 195.660 138.317 136.217 1.00139.31 O -ATOM 9200 CB VAL B 193 194.931 136.871 139.044 1.00139.31 C -ATOM 9201 CG1 VAL B 193 195.015 138.347 139.359 1.00139.31 C -ATOM 9202 CG2 VAL B 193 193.478 136.419 138.953 1.00139.31 C -ATOM 9203 N PHE B 194 194.437 136.479 135.715 1.00142.30 N -ATOM 9204 CA PHE B 194 194.007 136.895 134.390 1.00142.30 C -ATOM 9205 C PHE B 194 192.488 136.918 134.382 1.00142.30 C -ATOM 9206 O PHE B 194 191.857 135.949 134.819 1.00142.30 O -ATOM 9207 CB PHE B 194 194.486 135.912 133.311 1.00142.30 C -ATOM 9208 CG PHE B 194 195.977 135.696 133.267 1.00142.30 C -ATOM 9209 CD1 PHE B 194 196.869 136.706 133.586 1.00142.30 C -ATOM 9210 CD2 PHE B 194 196.482 134.456 132.904 1.00142.30 C -ATOM 9211 CE1 PHE B 194 198.234 136.484 133.541 1.00142.30 C -ATOM 9212 CE2 PHE B 194 197.845 134.228 132.857 1.00142.30 C -ATOM 9213 CZ PHE B 194 198.721 135.245 133.177 1.00142.30 C -ATOM 9214 N LYS B 195 191.898 138.001 133.879 1.00130.59 N -ATOM 9215 CA LYS B 195 190.448 137.986 133.704 1.00130.59 C -ATOM 9216 C LYS B 195 190.030 138.876 132.543 1.00130.59 C -ATOM 9217 O LYS B 195 190.559 139.973 132.366 1.00130.59 O -ATOM 9218 CB LYS B 195 189.708 138.401 134.985 1.00130.59 C -ATOM 9219 CG LYS B 195 190.158 139.696 135.629 1.00130.59 C -ATOM 9220 CD LYS B 195 189.337 139.952 136.883 1.00130.59 C -ATOM 9221 CE LYS B 195 189.491 141.373 137.385 1.00130.59 C -ATOM 9222 NZ LYS B 195 188.704 141.603 138.628 1.00130.59 N1+ -ATOM 9223 N ASN B 196 189.068 138.394 131.760 1.00132.82 N -ATOM 9224 CA ASN B 196 188.554 139.108 130.595 1.00132.82 C -ATOM 9225 C ASN B 196 187.151 139.608 130.921 1.00132.82 C -ATOM 9226 O ASN B 196 186.210 138.813 131.019 1.00132.82 O -ATOM 9227 CB ASN B 196 188.546 138.201 129.365 1.00132.82 C -ATOM 9228 CG ASN B 196 188.117 138.926 128.099 1.00132.82 C -ATOM 9229 OD1 ASN B 196 188.139 140.155 128.028 1.00132.82 O -ATOM 9230 ND2 ASN B 196 187.719 138.160 127.090 1.00132.82 N -ATOM 9231 N ILE B 197 187.015 140.921 131.089 1.00131.54 N -ATOM 9232 CA ILE B 197 185.724 141.557 131.329 1.00131.54 C -ATOM 9233 C ILE B 197 185.519 142.679 130.315 1.00131.54 C -ATOM 9234 O ILE B 197 186.431 143.481 130.076 1.00131.54 O -ATOM 9235 CB ILE B 197 185.590 142.070 132.781 1.00131.54 C -ATOM 9236 CG1 ILE B 197 186.782 142.940 133.199 1.00131.54 C -ATOM 9237 CG2 ILE B 197 185.407 140.905 133.747 1.00131.54 C -ATOM 9238 CD1 ILE B 197 186.568 143.687 134.495 1.00131.54 C -ATOM 9239 N ASP B 198 184.326 142.698 129.700 1.00132.65 N -ATOM 9240 CA ASP B 198 183.893 143.703 128.714 1.00132.65 C -ATOM 9241 C ASP B 198 184.858 143.777 127.526 1.00132.65 C -ATOM 9242 O ASP B 198 185.161 144.851 127.002 1.00132.65 O -ATOM 9243 CB ASP B 198 183.701 145.076 129.374 1.00132.65 C -ATOM 9244 CG ASP B 198 182.810 146.007 128.560 1.00132.65 C -ATOM 9245 OD1 ASP B 198 181.579 145.797 128.557 1.00132.65 O -ATOM 9246 OD2 ASP B 198 183.340 146.947 127.932 1.00132.65 O1- -ATOM 9247 N GLY B 199 185.367 142.619 127.109 1.00131.71 N -ATOM 9248 CA GLY B 199 186.326 142.557 126.028 1.00131.71 C -ATOM 9249 C GLY B 199 187.739 142.954 126.396 1.00131.71 C -ATOM 9250 O GLY B 199 188.601 142.999 125.509 1.00131.71 O -ATOM 9251 N TYR B 200 188.007 143.243 127.666 1.00128.96 N -ATOM 9252 CA TYR B 200 189.322 143.668 128.125 1.00128.96 C -ATOM 9253 C TYR B 200 189.946 142.552 128.951 1.00128.96 C -ATOM 9254 O TYR B 200 189.392 142.150 129.980 1.00128.96 O -ATOM 9255 CB TYR B 200 189.229 144.956 128.943 1.00128.96 C -ATOM 9256 CG TYR B 200 188.377 146.022 128.298 1.00128.96 C -ATOM 9257 CD1 TYR B 200 188.644 146.463 127.007 1.00128.96 C -ATOM 9258 CD2 TYR B 200 187.303 146.586 128.977 1.00128.96 C -ATOM 9259 CE1 TYR B 200 187.867 147.438 126.410 1.00128.96 C -ATOM 9260 CE2 TYR B 200 186.519 147.562 128.388 1.00128.96 C -ATOM 9261 CZ TYR B 200 186.806 147.982 127.105 1.00128.96 C -ATOM 9262 OH TYR B 200 186.030 148.953 126.515 1.00128.96 O -ATOM 9263 N PHE B 201 191.083 142.051 128.485 1.00135.75 N -ATOM 9264 CA PHE B 201 191.864 141.043 129.185 1.00135.75 C -ATOM 9265 C PHE B 201 192.845 141.758 130.106 1.00135.75 C -ATOM 9266 O PHE B 201 193.653 142.573 129.647 1.00135.75 O -ATOM 9267 CB PHE B 201 192.588 140.160 128.168 1.00135.75 C -ATOM 9268 CG PHE B 201 193.335 139.008 128.770 1.00135.75 C -ATOM 9269 CD1 PHE B 201 192.659 137.887 129.225 1.00135.75 C -ATOM 9270 CD2 PHE B 201 194.719 139.029 128.841 1.00135.75 C -ATOM 9271 CE1 PHE B 201 193.350 136.816 129.766 1.00135.75 C -ATOM 9272 CE2 PHE B 201 195.416 137.961 129.376 1.00135.75 C -ATOM 9273 CZ PHE B 201 194.731 136.855 129.840 1.00135.75 C -ATOM 9274 N LYS B 202 192.764 141.466 131.400 1.00128.81 N -ATOM 9275 CA LYS B 202 193.533 142.157 132.421 1.00128.81 C -ATOM 9276 C LYS B 202 194.460 141.168 133.108 1.00128.81 C -ATOM 9277 O LYS B 202 194.031 140.074 133.504 1.00128.81 O -ATOM 9278 CB LYS B 202 192.614 142.826 133.445 1.00128.81 C -ATOM 9279 CG LYS B 202 191.689 143.876 132.851 1.00128.81 C -ATOM 9280 CD LYS B 202 190.821 144.518 133.920 1.00128.81 C -ATOM 9281 CE LYS B 202 189.813 145.480 133.309 1.00128.81 C -ATOM 9282 NZ LYS B 202 190.476 146.638 132.648 1.00128.81 N1+ -ATOM 9283 N ILE B 203 195.722 141.570 133.241 1.00125.63 N -ATOM 9284 CA ILE B 203 196.783 140.782 133.852 1.00125.63 C -ATOM 9285 C ILE B 203 197.270 141.539 135.078 1.00125.63 C -ATOM 9286 O ILE B 203 197.753 142.678 134.959 1.00125.63 O -ATOM 9287 CB ILE B 203 197.950 140.543 132.881 1.00125.63 C -ATOM 9288 CG1 ILE B 203 197.519 139.664 131.708 1.00125.63 C -ATOM 9289 CG2 ILE B 203 199.157 139.960 133.612 1.00125.63 C -ATOM 9290 CD1 ILE B 203 198.629 139.377 130.719 1.00125.63 C -ATOM 9291 N TYR B 204 197.150 140.901 136.245 1.00123.42 N -ATOM 9292 CA TYR B 204 197.725 141.378 137.495 1.00123.42 C -ATOM 9293 C TYR B 204 198.793 140.381 137.924 1.00123.42 C -ATOM 9294 O TYR B 204 198.574 139.168 137.858 1.00123.42 O -ATOM 9295 CB TYR B 204 196.664 141.534 138.613 1.00123.42 C -ATOM 9296 CG TYR B 204 195.322 142.144 138.217 1.00123.42 C -ATOM 9297 CD1 TYR B 204 194.325 141.389 137.599 1.00123.42 C -ATOM 9298 CD2 TYR B 204 195.036 143.467 138.515 1.00123.42 C -ATOM 9299 CE1 TYR B 204 193.110 141.951 137.253 1.00123.42 C -ATOM 9300 CE2 TYR B 204 193.828 144.040 138.172 1.00123.42 C -ATOM 9301 CZ TYR B 204 192.869 143.278 137.546 1.00123.42 C -ATOM 9302 OH TYR B 204 191.665 143.851 137.212 1.00123.42 O -ATOM 9303 N SER B 205 199.951 140.878 138.358 1.00131.43 N -ATOM 9304 CA SER B 205 201.110 140.011 138.532 1.00131.43 C -ATOM 9305 C SER B 205 201.855 140.324 139.822 1.00131.43 C -ATOM 9306 O SER B 205 201.818 141.449 140.326 1.00131.43 O -ATOM 9307 CB SER B 205 202.077 140.138 137.347 1.00131.43 C -ATOM 9308 OG SER B 205 202.366 141.489 137.058 1.00131.43 O -ATOM 9309 N LYS B 206 202.540 139.304 140.343 1.00142.82 N -ATOM 9310 CA LYS B 206 203.452 139.453 141.471 1.00142.82 C -ATOM 9311 C LYS B 206 204.462 138.312 141.424 1.00142.82 C -ATOM 9312 O LYS B 206 204.157 137.215 140.947 1.00142.82 O -ATOM 9313 CB LYS B 206 202.698 139.465 142.809 1.00142.82 C -ATOM 9314 CG LYS B 206 203.497 139.997 143.994 1.00142.82 C -ATOM 9315 CD LYS B 206 203.900 141.449 143.794 1.00142.82 C -ATOM 9316 CE LYS B 206 204.617 141.989 145.021 1.00142.82 C -ATOM 9317 NZ LYS B 206 204.919 143.441 144.900 1.00142.82 N1+ -ATOM 9318 N HIS B 207 205.674 138.587 141.904 1.00152.39 N -ATOM 9319 CA HIS B 207 206.749 137.604 141.951 1.00152.39 C -ATOM 9320 C HIS B 207 207.394 137.639 143.327 1.00152.39 C -ATOM 9321 O HIS B 207 207.716 138.719 143.833 1.00152.39 O -ATOM 9322 CB HIS B 207 207.804 137.885 140.875 1.00152.39 C -ATOM 9323 CG HIS B 207 207.256 137.931 139.483 1.00152.39 C -ATOM 9324 ND1 HIS B 207 207.332 136.860 138.619 1.00152.39 N -ATOM 9325 CD2 HIS B 207 206.624 138.917 138.803 1.00152.39 C -ATOM 9326 CE1 HIS B 207 206.773 137.184 137.467 1.00152.39 C -ATOM 9327 NE2 HIS B 207 206.334 138.427 137.553 1.00152.39 N -ATOM 9328 N THR B 208 207.584 136.465 143.934 1.00162.25 N -ATOM 9329 CA THR B 208 208.283 136.404 145.211 1.00162.25 C -ATOM 9330 C THR B 208 209.250 135.226 145.271 1.00162.25 C -ATOM 9331 O THR B 208 208.969 134.149 144.722 1.00162.25 O -ATOM 9332 CB THR B 208 207.294 136.356 146.398 1.00162.25 C -ATOM 9333 OG1 THR B 208 208.011 136.459 147.636 1.00162.25 O -ATOM 9334 CG2 THR B 208 206.402 135.108 146.390 1.00162.25 C -ATOM 9335 N PRO B 209 210.427 135.423 145.860 1.00163.36 N -ATOM 9336 CA PRO B 209 211.344 134.295 146.065 1.00163.36 C -ATOM 9337 C PRO B 209 211.103 133.591 147.390 1.00163.36 C -ATOM 9338 O PRO B 209 211.140 134.228 148.447 1.00163.36 O -ATOM 9339 CB PRO B 209 212.730 134.958 146.031 1.00163.36 C -ATOM 9340 CG PRO B 209 212.492 136.366 145.514 1.00163.36 C -ATOM 9341 CD PRO B 209 211.125 136.708 146.005 1.00163.36 C -ATOM 9342 N ILE B 210 210.857 132.284 147.353 1.00166.12 N -ATOM 9343 CA ILE B 210 210.771 131.468 148.558 1.00166.12 C -ATOM 9344 C ILE B 210 211.829 130.372 148.480 1.00166.12 C -ATOM 9345 O ILE B 210 211.937 129.664 147.471 1.00166.12 O -ATOM 9346 CB ILE B 210 209.351 130.899 148.772 1.00166.12 C -ATOM 9347 CG1 ILE B 210 208.794 130.232 147.510 1.00166.12 C -ATOM 9348 CG2 ILE B 210 208.410 131.993 149.255 1.00166.12 C -ATOM 9349 CD1 ILE B 210 207.522 129.447 147.750 1.00166.12 C -ATOM 9350 N ILE B 212 212.649 130.278 149.527 1.00168.27 N -ATOM 9351 CA ILE B 212 213.735 129.310 149.609 1.00168.27 C -ATOM 9352 C ILE B 212 213.626 128.416 150.833 1.00168.27 C -ATOM 9353 O ILE B 212 214.527 127.604 151.074 1.00168.27 O -ATOM 9354 CB ILE B 212 215.116 130.001 149.582 1.00168.27 C -ATOM 9355 CG1 ILE B 212 215.362 130.774 150.883 1.00168.27 C -ATOM 9356 CG2 ILE B 212 215.266 130.916 148.367 1.00168.27 C -ATOM 9357 CD1 ILE B 212 216.712 131.455 150.945 1.00168.27 C -ATOM 9358 N VAL B 213 212.547 128.533 151.610 1.00173.66 N -ATOM 9359 CA VAL B 213 212.461 127.843 152.896 1.00173.66 C -ATOM 9360 C VAL B 213 212.224 126.351 152.693 1.00173.66 C -ATOM 9361 O VAL B 213 213.025 125.514 153.125 1.00173.66 O -ATOM 9362 CB VAL B 213 211.363 128.473 153.770 1.00173.66 C -ATOM 9363 CG1 VAL B 213 211.435 127.926 155.187 1.00173.66 C -ATOM 9364 CG2 VAL B 213 211.491 129.990 153.769 1.00173.66 C -ATOM 9365 N ARG B 214 211.123 125.995 152.035 1.00182.92 N -ATOM 9366 CA ARG B 214 210.827 124.595 151.765 1.00182.92 C -ATOM 9367 C ARG B 214 210.328 124.437 150.334 1.00182.92 C -ATOM 9368 O ARG B 214 209.611 125.296 149.810 1.00182.92 O -ATOM 9369 CB ARG B 214 209.825 124.011 152.791 1.00182.92 C -ATOM 9370 CG ARG B 214 208.333 124.275 152.569 1.00182.92 C -ATOM 9371 CD ARG B 214 207.928 125.701 152.919 1.00182.92 C -ATOM 9372 NE ARG B 214 206.497 125.909 152.744 1.00182.92 N -ATOM 9373 CZ ARG B 214 205.923 126.229 151.593 1.00182.92 C -ATOM 9374 NH1 ARG B 214 206.636 126.439 150.499 1.00182.92 N1+ -ATOM 9375 NH2 ARG B 214 204.599 126.331 151.536 1.00182.92 N -ATOM 9376 N GLU B 214A 210.783 123.367 149.688 1.00198.77 N -ATOM 9377 CA GLU B 214A 210.423 123.020 148.314 1.00198.77 C -ATOM 9378 C GLU B 214A 209.096 122.271 148.113 1.00198.77 C -ATOM 9379 O GLU B 214A 208.301 122.724 147.278 1.00198.77 O -ATOM 9380 CB GLU B 214A 211.571 122.223 147.678 1.00198.77 C -ATOM 9381 CG GLU B 214A 211.499 122.115 146.165 1.00198.77 C -ATOM 9382 CD GLU B 214A 210.953 120.778 145.707 1.00198.77 C -ATOM 9383 OE1 GLU B 214A 210.807 119.874 146.556 1.00198.77 O -ATOM 9384 OE2 GLU B 214A 210.670 120.628 144.501 1.00198.77 O1- -ATOM 9385 N PRO B 214B 208.785 121.148 148.801 1.00197.96 N -ATOM 9386 CA PRO B 214B 207.642 120.338 148.338 1.00197.96 C -ATOM 9387 C PRO B 214B 206.272 120.886 148.702 1.00197.96 C -ATOM 9388 O PRO B 214B 205.290 120.504 148.050 1.00197.96 O -ATOM 9389 CB PRO B 214B 207.876 118.983 149.015 1.00197.96 C -ATOM 9390 CG PRO B 214B 208.503 119.338 150.281 1.00197.96 C -ATOM 9391 CD PRO B 214B 209.413 120.494 149.974 1.00197.96 C -ATOM 9392 N GLU B 214C 206.162 121.746 149.709 1.00195.34 N -ATOM 9393 CA GLU B 214C 204.864 122.271 150.103 1.00195.34 C -ATOM 9394 C GLU B 214C 204.379 123.318 149.105 1.00195.34 C -ATOM 9395 O GLU B 214C 205.171 123.983 148.431 1.00195.34 O -ATOM 9396 CB GLU B 214C 204.925 122.865 151.510 1.00195.34 C -ATOM 9397 CG GLU B 214C 204.999 121.827 152.622 1.00195.34 C -ATOM 9398 CD GLU B 214C 203.740 120.984 152.730 1.00195.34 C -ATOM 9399 OE1 GLU B 214C 202.639 121.511 152.464 1.00195.34 O -ATOM 9400 OE2 GLU B 214C 203.853 119.791 153.082 1.00195.34 O1- -ATOM 9401 N ASP B 215 203.059 123.457 149.020 1.00190.08 N -ATOM 9402 CA ASP B 215 202.403 124.248 147.989 1.00190.08 C -ATOM 9403 C ASP B 215 201.615 125.385 148.623 1.00190.08 C -ATOM 9404 O ASP B 215 201.027 125.210 149.696 1.00190.08 O -ATOM 9405 CB ASP B 215 201.461 123.372 147.162 1.00190.08 C -ATOM 9406 CG ASP B 215 202.169 122.196 146.519 1.00190.08 C -ATOM 9407 OD1 ASP B 215 203.391 122.294 146.277 1.00190.08 O -ATOM 9408 OD2 ASP B 215 201.504 121.173 146.255 1.00190.08 O1- -ATOM 9409 N LEU B 216 201.600 126.550 147.935 1.00170.79 N -ATOM 9410 CA LEU B 216 200.845 127.751 148.302 1.00170.79 C -ATOM 9411 C LEU B 216 201.223 128.233 149.698 1.00170.79 C -ATOM 9412 O LEU B 216 200.487 127.953 150.654 1.00170.79 O -ATOM 9413 CB LEU B 216 199.329 127.526 148.212 1.00170.79 C -ATOM 9414 CG LEU B 216 198.581 127.653 146.875 1.00170.79 C -ATOM 9415 CD1 LEU B 216 198.668 129.083 146.353 1.00170.79 C -ATOM 9416 CD2 LEU B 216 199.029 126.659 145.809 1.00170.79 C -ATOM 9417 N PRO B 217 202.386 128.878 149.858 1.00162.83 N -ATOM 9418 CA PRO B 217 202.886 129.221 151.200 1.00162.83 C -ATOM 9419 C PRO B 217 201.964 130.158 151.969 1.00162.83 C -ATOM 9420 O PRO B 217 201.362 131.075 151.407 1.00162.83 O -ATOM 9421 CB PRO B 217 204.237 129.885 150.911 1.00162.83 C -ATOM 9422 CG PRO B 217 204.099 130.421 149.528 1.00162.83 C -ATOM 9423 CD PRO B 217 203.243 129.431 148.794 1.00162.83 C -ATOM 9424 N GLN B 218 201.858 129.901 153.271 1.00159.33 N -ATOM 9425 CA GLN B 218 200.889 130.581 154.119 1.00159.33 C -ATOM 9426 C GLN B 218 201.336 132.010 154.393 1.00159.33 C -ATOM 9427 O GLN B 218 202.477 132.251 154.797 1.00159.33 O -ATOM 9428 CB GLN B 218 200.703 129.820 155.431 1.00159.33 C -ATOM 9429 CG GLN B 218 199.908 128.526 155.297 1.00159.33 C -ATOM 9430 CD GLN B 218 200.764 127.350 154.863 1.00159.33 C -ATOM 9431 OE1 GLN B 218 201.675 126.933 155.578 1.00159.33 O -ATOM 9432 NE2 GLN B 218 200.477 126.812 153.684 1.00159.33 N -ATOM 9433 N GLY B 219 200.430 132.950 154.175 1.00140.54 N -ATOM 9434 CA GLY B 219 200.746 134.354 154.314 1.00140.54 C -ATOM 9435 C GLY B 219 199.808 135.178 153.456 1.00140.54 C -ATOM 9436 O GLY B 219 198.850 134.664 152.877 1.00140.54 O -ATOM 9437 N PHE B 220 200.109 136.470 153.386 1.00120.78 N -ATOM 9438 CA PHE B 220 199.301 137.405 152.619 1.00120.78 C -ATOM 9439 C PHE B 220 200.203 138.194 151.684 1.00120.78 C -ATOM 9440 O PHE B 220 201.209 138.763 152.120 1.00120.78 O -ATOM 9441 CB PHE B 220 198.529 138.352 153.540 1.00120.78 C -ATOM 9442 CG PHE B 220 197.413 139.079 152.857 1.00120.78 C -ATOM 9443 CD1 PHE B 220 196.245 138.414 152.518 1.00120.78 C -ATOM 9444 CD2 PHE B 220 197.533 140.423 152.543 1.00120.78 C -ATOM 9445 CE1 PHE B 220 195.213 139.078 151.888 1.00120.78 C -ATOM 9446 CE2 PHE B 220 196.503 141.094 151.912 1.00120.78 C -ATOM 9447 CZ PHE B 220 195.343 140.420 151.584 1.00120.78 C -ATOM 9448 N SER B 221 199.843 138.224 150.404 1.00119.95 N -ATOM 9449 CA SER B 221 200.582 138.972 149.400 1.00119.95 C -ATOM 9450 C SER B 221 199.605 139.752 148.534 1.00119.95 C -ATOM 9451 O SER B 221 198.492 139.296 148.258 1.00119.95 O -ATOM 9452 CB SER B 221 201.438 138.049 148.523 1.00119.95 C -ATOM 9453 OG SER B 221 202.129 138.788 147.531 1.00119.95 O -ATOM 9454 N ALA B 222 200.033 140.936 148.108 1.00121.39 N -ATOM 9455 CA ALA B 222 199.211 141.828 147.305 1.00121.39 C -ATOM 9456 C ALA B 222 199.698 141.814 145.864 1.00121.39 C -ATOM 9457 O ALA B 222 200.888 142.018 145.603 1.00121.39 O -ATOM 9458 CB ALA B 222 199.244 143.253 147.862 1.00121.39 C -ATOM 9459 N LEU B 223 198.778 141.577 144.935 1.00126.02 N -ATOM 9460 CA LEU B 223 199.069 141.616 143.511 1.00126.02 C -ATOM 9461 C LEU B 223 198.753 143.001 142.964 1.00126.02 C -ATOM 9462 O LEU B 223 197.940 143.738 143.527 1.00126.02 O -ATOM 9463 CB LEU B 223 198.268 140.555 142.753 1.00126.02 C -ATOM 9464 CG LEU B 223 198.938 139.208 142.471 1.00126.02 C -ATOM 9465 CD1 LEU B 223 199.196 138.428 143.751 1.00126.02 C -ATOM 9466 CD2 LEU B 223 198.090 138.393 141.511 1.00126.02 C -ATOM 9467 N GLU B 224 199.402 143.352 141.858 1.00125.82 N -ATOM 9468 CA GLU B 224 199.335 144.706 141.335 1.00125.82 C -ATOM 9469 C GLU B 224 198.942 144.698 139.866 1.00125.82 C -ATOM 9470 O GLU B 224 199.315 143.781 139.128 1.00125.82 O -ATOM 9471 CB GLU B 224 200.686 145.414 141.510 1.00125.82 C -ATOM 9472 CG GLU B 224 201.008 145.746 142.961 1.00125.82 C -ATOM 9473 CD GLU B 224 202.483 145.989 143.196 1.00125.82 C -ATOM 9474 OE1 GLU B 224 203.033 146.938 142.598 1.00125.82 O -ATOM 9475 OE2 GLU B 224 203.093 145.232 143.978 1.00125.82 O1- -ATOM 9476 N PRO B 225 198.184 145.701 139.412 1.00125.01 N -ATOM 9477 CA PRO B 225 197.726 145.706 138.013 1.00125.01 C -ATOM 9478 C PRO B 225 198.815 146.164 137.053 1.00125.01 C -ATOM 9479 O PRO B 225 199.454 147.199 137.260 1.00125.01 O -ATOM 9480 CB PRO B 225 196.546 146.686 138.026 1.00125.01 C -ATOM 9481 CG PRO B 225 196.811 147.578 139.177 1.00125.01 C -ATOM 9482 CD PRO B 225 197.518 146.748 140.210 1.00125.01 C -ATOM 9483 N LEU B 226 199.031 145.374 136.002 1.00125.10 N -ATOM 9484 CA LEU B 226 200.006 145.714 134.972 1.00125.10 C -ATOM 9485 C LEU B 226 199.390 145.866 133.587 1.00125.10 C -ATOM 9486 O LEU B 226 199.580 146.914 132.961 1.00125.10 O -ATOM 9487 CB LEU B 226 201.149 144.684 134.947 1.00125.10 C -ATOM 9488 CG LEU B 226 202.349 144.786 135.906 1.00125.10 C -ATOM 9489 CD1 LEU B 226 203.122 146.062 135.597 1.00125.10 C -ATOM 9490 CD2 LEU B 226 202.003 144.729 137.395 1.00125.10 C -ATOM 9491 N VAL B 227 198.659 144.876 133.073 1.00126.06 N -ATOM 9492 CA VAL B 227 198.401 144.806 131.635 1.00126.06 C -ATOM 9493 C VAL B 227 196.899 144.855 131.369 1.00126.06 C -ATOM 9494 O VAL B 227 196.129 144.112 131.985 1.00126.06 O -ATOM 9495 CB VAL B 227 199.039 143.545 131.017 1.00126.06 C -ATOM 9496 CG1 VAL B 227 198.601 143.337 129.572 1.00126.06 C -ATOM 9497 CG2 VAL B 227 200.557 143.617 131.102 1.00126.06 C -ATOM 9498 N ASP B 228 196.491 145.742 130.457 1.00127.23 N -ATOM 9499 CA ASP B 228 195.139 145.785 129.914 1.00127.23 C -ATOM 9500 C ASP B 228 195.204 145.594 128.402 1.00127.23 C -ATOM 9501 O ASP B 228 196.061 146.179 127.732 1.00127.23 O -ATOM 9502 CB ASP B 228 194.448 147.115 130.246 1.00127.23 C -ATOM 9503 CG ASP B 228 192.930 147.018 130.212 1.00127.23 C -ATOM 9504 OD1 ASP B 228 192.395 146.040 129.649 1.00127.23 O -ATOM 9505 OD2 ASP B 228 192.266 147.933 130.745 1.00127.23 O1- -ATOM 9506 N LEU B 229 194.295 144.771 127.864 1.00134.74 N -ATOM 9507 CA LEU B 229 194.273 144.480 126.432 1.00134.74 C -ATOM 9508 C LEU B 229 192.846 144.382 125.904 1.00134.74 C -ATOM 9509 O LEU B 229 192.133 143.431 126.236 1.00134.74 O -ATOM 9510 CB LEU B 229 195.003 143.169 126.137 1.00134.74 C -ATOM 9511 CG LEU B 229 196.520 143.084 126.274 1.00134.74 C -ATOM 9512 CD1 LEU B 229 196.911 141.659 126.618 1.00134.74 C -ATOM 9513 CD2 LEU B 229 197.195 143.540 124.993 1.00134.74 C -ATOM 9514 N PRO B 230 192.391 145.321 125.077 1.00132.84 N -ATOM 9515 CA PRO B 230 191.030 145.206 124.495 1.00132.84 C -ATOM 9516 C PRO B 230 190.938 144.189 123.358 1.00132.84 C -ATOM 9517 O PRO B 230 191.022 144.501 122.171 1.00132.84 O -ATOM 9518 CB PRO B 230 190.750 146.630 124.010 1.00132.84 C -ATOM 9519 CG PRO B 230 192.091 147.235 123.786 1.00132.84 C -ATOM 9520 CD PRO B 230 193.030 146.611 124.767 1.00132.84 C -ATOM 9521 N ILE B 231 190.752 142.923 123.725 1.00139.58 N -ATOM 9522 CA ILE B 231 190.773 141.846 122.737 1.00139.58 C -ATOM 9523 C ILE B 231 189.393 141.589 122.127 1.00139.58 C -ATOM 9524 O ILE B 231 189.288 141.371 120.917 1.00139.58 O -ATOM 9525 CB ILE B 231 191.401 140.569 123.353 1.00139.58 C -ATOM 9526 CG1 ILE B 231 190.604 140.032 124.549 1.00139.58 C -ATOM 9527 CG2 ILE B 231 192.842 140.832 123.763 1.00139.58 C -ATOM 9528 CD1 ILE B 231 191.047 138.675 125.025 1.00139.58 C -ATOM 9529 N GLY B 232 188.322 141.640 122.919 1.00139.58 N -ATOM 9530 CA GLY B 232 186.972 141.392 122.425 1.00139.58 C -ATOM 9531 C GLY B 232 186.725 140.007 121.863 1.00139.58 C -ATOM 9532 O GLY B 232 186.035 139.871 120.845 1.00139.58 O -ATOM 9533 N ILE B 233 187.270 138.972 122.500 1.00154.08 N -ATOM 9534 CA ILE B 233 187.183 137.602 122.005 1.00154.08 C -ATOM 9535 C ILE B 233 186.347 136.775 122.972 1.00154.08 C -ATOM 9536 O ILE B 233 186.557 136.830 124.190 1.00154.08 O -ATOM 9537 CB ILE B 233 188.576 136.973 121.819 1.00154.08 C -ATOM 9538 CG1 ILE B 233 189.558 137.982 121.221 1.00154.08 C -ATOM 9539 CG2 ILE B 233 188.490 135.736 120.936 1.00154.08 C -ATOM 9540 CD1 ILE B 233 190.991 137.494 121.206 1.00154.08 C -ATOM 9541 N ASN B 234 185.403 136.010 122.428 1.00164.86 N -ATOM 9542 CA ASN B 234 184.606 135.069 123.212 1.00164.86 C -ATOM 9543 C ASN B 234 185.465 133.852 123.530 1.00164.86 C -ATOM 9544 O ASN B 234 185.592 132.934 122.717 1.00164.86 O -ATOM 9545 CB ASN B 234 183.346 134.672 122.449 1.00164.86 C -ATOM 9546 CG ASN B 234 182.499 133.666 123.204 1.00164.86 C -ATOM 9547 OD1 ASN B 234 182.405 133.710 124.430 1.00164.86 O -ATOM 9548 ND2 ASN B 234 181.874 132.751 122.471 1.00164.86 N -ATOM 9549 N ILE B 235 186.060 133.839 124.720 1.00174.32 N -ATOM 9550 CA ILE B 235 187.007 132.807 125.126 1.00174.32 C -ATOM 9551 C ILE B 235 186.401 132.028 126.285 1.00174.32 C -ATOM 9552 O ILE B 235 186.048 132.611 127.317 1.00174.32 O -ATOM 9553 CB ILE B 235 188.362 133.413 125.518 1.00174.32 C -ATOM 9554 CG1 ILE B 235 188.985 134.130 124.320 1.00174.32 C -ATOM 9555 CG2 ILE B 235 189.294 132.335 126.044 1.00174.32 C -ATOM 9556 CD1 ILE B 235 190.184 134.977 124.671 1.00174.32 C -ATOM 9557 N THR B 236 186.279 130.710 126.114 1.00187.35 N -ATOM 9558 CA THR B 236 185.772 129.832 127.159 1.00187.35 C -ATOM 9559 C THR B 236 186.782 128.784 127.606 1.00187.35 C -ATOM 9560 O THR B 236 186.463 127.979 128.489 1.00187.35 O -ATOM 9561 CB THR B 236 184.491 129.122 126.695 1.00187.35 C -ATOM 9562 OG1 THR B 236 184.773 128.329 125.535 1.00187.35 O -ATOM 9563 CG2 THR B 236 183.400 130.131 126.366 1.00187.35 C -ATOM 9564 N ARG B 237 187.982 128.765 127.030 1.00197.50 N -ATOM 9565 CA ARG B 237 188.958 127.733 127.344 1.00197.50 C -ATOM 9566 C ARG B 237 190.358 128.282 127.109 1.00197.50 C -ATOM 9567 O ARG B 237 190.561 129.198 126.307 1.00197.50 O -ATOM 9568 CB ARG B 237 188.714 126.476 126.499 1.00197.50 C -ATOM 9569 CG ARG B 237 188.873 125.165 127.241 1.00197.50 C -ATOM 9570 CD ARG B 237 188.147 124.041 126.520 1.00197.50 C -ATOM 9571 NE ARG B 237 188.785 123.690 125.256 1.00197.50 N -ATOM 9572 CZ ARG B 237 188.135 123.526 124.112 1.00197.50 C -ATOM 9573 NH1 ARG B 237 186.822 123.673 124.037 1.00197.50 N1+ -ATOM 9574 NH2 ARG B 237 188.818 123.207 123.017 1.00197.50 N -ATOM 9575 N PHE B 238 191.332 127.698 127.806 1.00203.87 N -ATOM 9576 CA PHE B 238 192.713 128.144 127.707 1.00203.87 C -ATOM 9577 C PHE B 238 193.639 126.959 127.940 1.00203.87 C -ATOM 9578 O PHE B 238 193.207 125.861 128.305 1.00203.87 O -ATOM 9579 CB PHE B 238 193.004 129.290 128.689 1.00203.87 C -ATOM 9580 CG PHE B 238 193.377 128.837 130.077 1.00203.87 C -ATOM 9581 CD1 PHE B 238 192.422 128.298 130.926 1.00203.87 C -ATOM 9582 CD2 PHE B 238 194.676 128.984 130.544 1.00203.87 C -ATOM 9583 CE1 PHE B 238 192.759 127.886 132.203 1.00203.87 C -ATOM 9584 CE2 PHE B 238 195.020 128.580 131.823 1.00203.87 C -ATOM 9585 CZ PHE B 238 194.060 128.033 132.654 1.00203.87 C -ATOM 9586 N GLN B 239 194.926 127.194 127.695 1.00222.84 N -ATOM 9587 CA GLN B 239 195.940 126.155 127.808 1.00222.84 C -ATOM 9588 C GLN B 239 197.279 126.864 127.972 1.00222.84 C -ATOM 9589 O GLN B 239 197.446 128.003 127.533 1.00222.84 O -ATOM 9590 CB GLN B 239 195.889 125.224 126.580 1.00222.84 C -ATOM 9591 CG GLN B 239 196.746 123.961 126.621 1.00222.84 C -ATOM 9592 CD GLN B 239 198.165 124.163 126.154 1.00222.84 C -ATOM 9593 OE1 GLN B 239 198.444 125.020 125.319 1.00222.84 O -ATOM 9594 NE2 GLN B 239 199.080 123.369 126.692 1.00222.84 N -ATOM 9595 N THR B 240 198.218 126.210 128.649 1.00231.00 N -ATOM 9596 CA THR B 240 199.499 126.834 128.948 1.00231.00 C -ATOM 9597 C THR B 240 200.634 126.101 128.243 1.00231.00 C -ATOM 9598 O THR B 240 200.544 124.909 127.936 1.00231.00 O -ATOM 9599 CB THR B 240 199.750 126.887 130.464 1.00231.00 C -ATOM 9600 OG1 THR B 240 201.004 127.531 130.728 1.00231.00 O -ATOM 9601 CG2 THR B 240 199.744 125.493 131.072 1.00231.00 C -ATOM 9602 N LEU B 241 201.721 126.831 128.002 1.00236.27 N -ATOM 9603 CA LEU B 241 202.819 126.356 127.177 1.00236.27 C -ATOM 9604 C LEU B 241 204.008 125.971 128.045 1.00236.27 C -ATOM 9605 O LEU B 241 204.250 126.567 129.098 1.00236.27 O -ATOM 9606 CB LEU B 241 203.247 127.426 126.167 1.00236.27 C -ATOM 9607 CG LEU B 241 202.135 128.120 125.378 1.00236.27 C -ATOM 9608 CD1 LEU B 241 202.715 129.207 124.489 1.00236.27 C -ATOM 9609 CD2 LEU B 241 201.334 127.126 124.563 1.00236.27 C -ATOM 9610 N LEU B 242 204.754 124.969 127.587 1.00243.23 N -ATOM 9611 CA LEU B 242 205.917 124.465 128.303 1.00243.23 C -ATOM 9612 C LEU B 242 207.105 124.373 127.358 1.00243.23 C -ATOM 9613 O LEU B 242 206.960 123.956 126.205 1.00243.23 O -ATOM 9614 CB LEU B 242 205.647 123.088 128.919 1.00243.23 C -ATOM 9615 CG LEU B 242 204.889 123.055 130.244 1.00243.23 C -ATOM 9616 CD1 LEU B 242 204.447 121.635 130.561 1.00243.23 C -ATOM 9617 CD2 LEU B 242 205.733 123.631 131.367 1.00243.23 C -ATOM 9618 N ALA B 243 208.278 124.761 127.855 1.00236.95 N -ATOM 9619 CA ALA B 243 209.509 124.625 127.088 1.00236.95 C -ATOM 9620 C ALA B 243 209.897 123.154 126.998 1.00236.95 C -ATOM 9621 O ALA B 243 210.107 122.496 128.022 1.00236.95 O -ATOM 9622 CB ALA B 243 210.628 125.439 127.732 1.00236.95 C -ATOM 9623 N LEU B 244 209.997 122.640 125.775 1.00223.60 N -ATOM 9624 CA LEU B 244 210.219 121.224 125.538 1.00223.60 C -ATOM 9625 C LEU B 244 211.493 121.010 124.734 1.00223.60 C -ATOM 9626 O LEU B 244 211.842 121.812 123.862 1.00223.60 O -ATOM 9627 CB LEU B 244 209.031 120.596 124.797 1.00223.60 C -ATOM 9628 CG LEU B 244 207.757 120.369 125.614 1.00223.60 C -ATOM 9629 CD1 LEU B 244 206.672 119.745 124.752 1.00223.60 C -ATOM 9630 CD2 LEU B 244 208.045 119.504 126.829 1.00223.60 C -ATOM 9631 N HIS B 245 212.186 119.917 125.038 1.00201.88 N -ATOM 9632 CA HIS B 245 213.367 119.520 124.283 1.00201.88 C -ATOM 9633 C HIS B 245 212.960 118.873 122.964 1.00201.88 C -ATOM 9634 O HIS B 245 212.595 117.698 122.926 1.00201.88 O -ATOM 9635 CB HIS B 245 214.234 118.557 125.096 1.00201.88 C -ATOM 9636 CG HIS B 245 215.051 119.224 126.158 1.00201.88 C -ATOM 9637 ND1 HIS B 245 216.077 120.098 125.868 1.00201.88 N -ATOM 9638 CD2 HIS B 245 214.997 119.143 127.509 1.00201.88 C -ATOM 9639 CE1 HIS B 245 216.620 120.525 126.993 1.00201.88 C -ATOM 9640 NE2 HIS B 245 215.982 119.963 128.004 1.00201.88 N -ATOM 9641 N ALA B 263 209.400 121.598 137.854 1.00230.22 N -ATOM 9642 CA ALA B 263 208.510 122.752 137.860 1.00230.22 C -ATOM 9643 C ALA B 263 207.129 122.354 138.364 1.00230.22 C -ATOM 9644 O ALA B 263 206.712 121.209 138.186 1.00230.22 O -ATOM 9645 CB ALA B 263 208.414 123.347 136.468 1.00230.22 C -ATOM 9646 N ALA B 264 206.413 123.286 138.994 1.00221.51 N -ATOM 9647 CA ALA B 264 205.041 122.987 139.384 1.00221.51 C -ATOM 9648 C ALA B 264 204.181 124.227 139.207 1.00221.51 C -ATOM 9649 O ALA B 264 204.656 125.349 139.398 1.00221.51 O -ATOM 9650 CB ALA B 264 204.962 122.481 140.828 1.00221.51 C -ATOM 9651 N TYR B 265 202.917 124.022 138.833 1.00217.35 N -ATOM 9652 CA TYR B 265 201.999 125.139 138.669 1.00217.35 C -ATOM 9653 C TYR B 265 200.634 124.789 139.247 1.00217.35 C -ATOM 9654 O TYR B 265 200.300 123.621 139.469 1.00217.35 O -ATOM 9655 CB TYR B 265 201.883 125.583 137.199 1.00217.35 C -ATOM 9656 CG TYR B 265 201.314 124.569 136.229 1.00217.35 C -ATOM 9657 CD1 TYR B 265 202.129 123.607 135.641 1.00217.35 C -ATOM 9658 CD2 TYR B 265 199.971 124.600 135.870 1.00217.35 C -ATOM 9659 CE1 TYR B 265 201.616 122.690 134.740 1.00217.35 C -ATOM 9660 CE2 TYR B 265 199.448 123.688 134.971 1.00217.35 C -ATOM 9661 CZ TYR B 265 200.276 122.738 134.407 1.00217.35 C -ATOM 9662 OH TYR B 265 199.760 121.827 133.515 1.00217.35 O -ATOM 9663 N TYR B 266 199.863 125.840 139.518 1.00198.29 N -ATOM 9664 CA TYR B 266 198.575 125.758 140.191 1.00198.29 C -ATOM 9665 C TYR B 266 197.574 126.620 139.442 1.00198.29 C -ATOM 9666 O TYR B 266 197.882 127.762 139.083 1.00198.29 O -ATOM 9667 CB TYR B 266 198.667 126.233 141.645 1.00198.29 C -ATOM 9668 CG TYR B 266 199.877 125.733 142.396 1.00198.29 C -ATOM 9669 CD1 TYR B 266 199.867 124.489 143.005 1.00198.29 C -ATOM 9670 CD2 TYR B 266 201.023 126.514 142.509 1.00198.29 C -ATOM 9671 CE1 TYR B 266 200.965 124.029 143.696 1.00198.29 C -ATOM 9672 CE2 TYR B 266 202.130 126.060 143.200 1.00198.29 C -ATOM 9673 CZ TYR B 266 202.092 124.816 143.791 1.00198.29 C -ATOM 9674 OH TYR B 266 203.186 124.353 144.483 1.00198.29 O -ATOM 9675 N VAL B 267 196.377 126.080 139.233 1.00184.53 N -ATOM 9676 CA VAL B 267 195.296 126.772 138.544 1.00184.53 C -ATOM 9677 C VAL B 267 194.136 126.920 139.518 1.00184.53 C -ATOM 9678 O VAL B 267 193.666 125.926 140.088 1.00184.53 O -ATOM 9679 CB VAL B 267 194.858 126.022 137.275 1.00184.53 C -ATOM 9680 CG1 VAL B 267 193.582 126.622 136.702 1.00184.53 C -ATOM 9681 CG2 VAL B 267 195.972 126.039 136.240 1.00184.53 C -ATOM 9682 N GLY B 268 193.686 128.152 139.718 1.00166.25 N -ATOM 9683 CA GLY B 268 192.501 128.411 140.510 1.00166.25 C -ATOM 9684 C GLY B 268 191.517 129.251 139.724 1.00166.25 C -ATOM 9685 O GLY B 268 191.892 130.018 138.840 1.00166.25 O -ATOM 9686 N TYR B 269 190.242 129.094 140.059 1.00159.47 N -ATOM 9687 CA TYR B 269 189.164 129.747 139.330 1.00159.47 C -ATOM 9688 C TYR B 269 188.519 130.813 140.204 1.00159.47 C -ATOM 9689 O TYR B 269 188.139 130.540 141.347 1.00159.47 O -ATOM 9690 CB TYR B 269 188.129 128.721 138.868 1.00159.47 C -ATOM 9691 CG TYR B 269 188.680 127.773 137.831 1.00159.47 C -ATOM 9692 CD1 TYR B 269 189.402 128.252 136.743 1.00159.47 C -ATOM 9693 CD2 TYR B 269 188.491 126.401 137.943 1.00159.47 C -ATOM 9694 CE1 TYR B 269 189.916 127.391 135.793 1.00159.47 C -ATOM 9695 CE2 TYR B 269 189.001 125.529 136.995 1.00159.47 C -ATOM 9696 CZ TYR B 269 189.712 126.031 135.923 1.00159.47 C -ATOM 9697 OH TYR B 269 190.221 125.172 134.977 1.00159.47 O -ATOM 9698 N LEU B 270 188.403 132.022 139.662 1.00130.13 N -ATOM 9699 CA LEU B 270 187.853 133.140 140.413 1.00130.13 C -ATOM 9700 C LEU B 270 186.342 133.013 140.564 1.00130.13 C -ATOM 9701 O LEU B 270 185.662 132.372 139.759 1.00130.13 O -ATOM 9702 CB LEU B 270 188.183 134.465 139.727 1.00130.13 C -ATOM 9703 CG LEU B 270 189.644 134.768 139.403 1.00130.13 C -ATOM 9704 CD1 LEU B 270 189.748 136.125 138.731 1.00130.13 C -ATOM 9705 CD2 LEU B 270 190.496 134.722 140.660 1.00130.13 C -ATOM 9706 N GLN B 271 185.823 133.638 141.615 1.00111.29 N -ATOM 9707 CA GLN B 271 184.396 133.753 141.859 1.00111.29 C -ATOM 9708 C GLN B 271 184.069 135.194 142.219 1.00111.29 C -ATOM 9709 O GLN B 271 184.920 135.906 142.759 1.00111.29 O -ATOM 9710 CB GLN B 271 183.947 132.818 142.993 1.00111.29 C -ATOM 9711 CG GLN B 271 183.976 131.343 142.631 1.00111.29 C -ATOM 9712 CD GLN B 271 183.573 130.451 143.787 1.00111.29 C -ATOM 9713 OE1 GLN B 271 183.277 130.930 144.882 1.00111.29 O -ATOM 9714 NE2 GLN B 271 183.560 129.145 143.550 1.00111.29 N -ATOM 9715 N PRO B 272 182.853 135.663 141.910 1.00103.64 N -ATOM 9716 CA PRO B 272 182.465 137.011 142.351 1.00103.64 C -ATOM 9717 C PRO B 272 182.231 137.066 143.853 1.00103.64 C -ATOM 9718 O PRO B 272 181.227 136.552 144.354 1.00103.64 O -ATOM 9719 CB PRO B 272 181.178 137.287 141.562 1.00103.64 C -ATOM 9720 CG PRO B 272 180.665 135.944 141.166 1.00103.64 C -ATOM 9721 CD PRO B 272 181.866 135.072 140.989 1.00103.64 C -ATOM 9722 N ARG B 273 183.156 137.688 144.581 1.00 95.17 N -ATOM 9723 CA ARG B 273 183.128 137.694 146.034 1.00 95.17 C -ATOM 9724 C ARG B 273 183.175 139.120 146.559 1.00 95.17 C -ATOM 9725 O ARG B 273 183.675 140.037 145.895 1.00 95.17 O -ATOM 9726 CB ARG B 273 184.301 136.897 146.620 1.00 95.17 C -ATOM 9727 CG ARG B 273 184.151 135.390 146.520 1.00 95.17 C -ATOM 9728 CD ARG B 273 183.047 134.882 147.430 1.00 95.17 C -ATOM 9729 NE ARG B 273 182.868 133.441 147.312 1.00 95.17 N -ATOM 9730 CZ ARG B 273 183.415 132.551 148.128 1.00 95.17 C -ATOM 9731 NH1 ARG B 273 184.193 132.920 149.131 1.00 95.17 N1+ -ATOM 9732 NH2 ARG B 273 183.179 131.257 147.930 1.00 95.17 N -ATOM 9733 N THR B 274 182.644 139.291 147.767 1.00 80.19 N -ATOM 9734 CA THR B 274 182.732 140.542 148.506 1.00 80.19 C -ATOM 9735 C THR B 274 183.888 140.433 149.492 1.00 80.19 C -ATOM 9736 O THR B 274 183.914 139.524 150.328 1.00 80.19 O -ATOM 9737 CB THR B 274 181.424 140.841 149.237 1.00 80.19 C -ATOM 9738 OG1 THR B 274 180.331 140.769 148.313 1.00 80.19 O -ATOM 9739 CG2 THR B 274 181.466 142.227 149.860 1.00 80.19 C -ATOM 9740 N PHE B 275 184.835 141.358 149.391 1.00 81.97 N -ATOM 9741 CA PHE B 275 186.053 141.336 150.185 1.00 81.97 C -ATOM 9742 C PHE B 275 186.181 142.621 150.988 1.00 81.97 C -ATOM 9743 O PHE B 275 185.879 143.710 150.490 1.00 81.97 O -ATOM 9744 CB PHE B 275 187.290 141.170 149.295 1.00 81.97 C -ATOM 9745 CG PHE B 275 187.750 139.749 149.146 1.00 81.97 C -ATOM 9746 CD1 PHE B 275 186.852 138.742 148.828 1.00 81.97 C -ATOM 9747 CD2 PHE B 275 189.087 139.422 149.320 1.00 81.97 C -ATOM 9748 CE1 PHE B 275 187.279 137.432 148.688 1.00 81.97 C -ATOM 9749 CE2 PHE B 275 189.520 138.116 149.181 1.00 81.97 C -ATOM 9750 CZ PHE B 275 188.614 137.120 148.865 1.00 81.97 C -ATOM 9751 N LEU B 276 186.640 142.489 152.227 1.00 81.36 N -ATOM 9752 CA LEU B 276 187.014 143.632 153.049 1.00 81.36 C -ATOM 9753 C LEU B 276 188.532 143.744 153.040 1.00 81.36 C -ATOM 9754 O LEU B 276 189.223 142.833 153.504 1.00 81.36 O -ATOM 9755 CB LEU B 276 186.491 143.480 154.477 1.00 81.36 C -ATOM 9756 CG LEU B 276 186.722 144.670 155.410 1.00 81.36 C -ATOM 9757 CD1 LEU B 276 185.620 145.702 155.250 1.00 81.36 C -ATOM 9758 CD2 LEU B 276 186.827 144.208 156.854 1.00 81.36 C -ATOM 9759 N LEU B 277 189.046 144.851 152.513 1.00 93.64 N -ATOM 9760 CA LEU B 277 190.477 145.058 152.352 1.00 93.64 C -ATOM 9761 C LEU B 277 190.955 146.142 153.307 1.00 93.64 C -ATOM 9762 O LEU B 277 190.315 147.191 153.442 1.00 93.64 O -ATOM 9763 CB LEU B 277 190.813 145.454 150.911 1.00 93.64 C -ATOM 9764 CG LEU B 277 190.271 144.552 149.800 1.00 93.64 C -ATOM 9765 CD1 LEU B 277 190.429 145.222 148.445 1.00 93.64 C -ATOM 9766 CD2 LEU B 277 190.970 143.205 149.815 1.00 93.64 C -ATOM 9767 N LYS B 278 192.082 145.886 153.966 1.00104.74 N -ATOM 9768 CA LYS B 278 192.688 146.846 154.878 1.00104.74 C -ATOM 9769 C LYS B 278 193.815 147.580 154.166 1.00104.74 C -ATOM 9770 O LYS B 278 194.726 146.949 153.620 1.00104.74 O -ATOM 9771 CB LYS B 278 193.219 146.145 156.129 1.00104.74 C -ATOM 9772 CG LYS B 278 194.036 147.042 157.043 1.00104.74 C -ATOM 9773 CD LYS B 278 194.387 146.334 158.338 1.00104.74 C -ATOM 9774 CE LYS B 278 195.127 147.260 159.287 1.00104.74 C -ATOM 9775 NZ LYS B 278 195.601 146.542 160.502 1.00104.74 N1+ -ATOM 9776 N TYR B 279 193.754 148.909 154.177 1.00119.12 N -ATOM 9777 CA TYR B 279 194.771 149.759 153.575 1.00119.12 C -ATOM 9778 C TYR B 279 195.535 150.448 154.696 1.00119.12 C -ATOM 9779 O TYR B 279 194.931 151.121 155.539 1.00119.12 O -ATOM 9780 CB TYR B 279 194.139 150.792 152.642 1.00119.12 C -ATOM 9781 CG TYR B 279 193.569 150.221 151.361 1.00119.12 C -ATOM 9782 CD1 TYR B 279 192.288 149.681 151.327 1.00119.12 C -ATOM 9783 CD2 TYR B 279 194.309 150.231 150.184 1.00119.12 C -ATOM 9784 CE1 TYR B 279 191.761 149.162 150.158 1.00119.12 C -ATOM 9785 CE2 TYR B 279 193.790 149.714 149.009 1.00119.12 C -ATOM 9786 CZ TYR B 279 192.517 149.182 149.003 1.00119.12 C -ATOM 9787 OH TYR B 279 191.996 148.667 147.839 1.00119.12 O -ATOM 9788 N ASN B 280 196.856 150.286 154.697 1.00142.98 N -ATOM 9789 CA ASN B 280 197.711 150.823 155.748 1.00142.98 C -ATOM 9790 C ASN B 280 198.040 152.288 155.460 1.00142.98 C -ATOM 9791 O ASN B 280 197.420 152.938 154.615 1.00142.98 O -ATOM 9792 CB ASN B 280 198.967 149.966 155.895 1.00142.98 C -ATOM 9793 CG ASN B 280 199.901 150.075 154.699 1.00142.98 C -ATOM 9794 OD1 ASN B 280 199.474 150.357 153.580 1.00142.98 O -ATOM 9795 ND2 ASN B 280 201.187 149.849 154.935 1.00142.98 N -ATOM 9796 N GLU B 281 199.034 152.825 156.172 1.00158.30 N -ATOM 9797 CA GLU B 281 199.474 154.197 155.949 1.00158.30 C -ATOM 9798 C GLU B 281 200.183 154.382 154.610 1.00158.30 C -ATOM 9799 O GLU B 281 200.277 155.516 154.128 1.00158.30 O -ATOM 9800 CB GLU B 281 200.393 154.640 157.092 1.00158.30 C -ATOM 9801 CG GLU B 281 201.738 153.918 157.151 1.00158.30 C -ATOM 9802 CD GLU B 281 201.715 152.664 158.014 1.00158.30 C -ATOM 9803 OE1 GLU B 281 200.652 152.016 158.121 1.00158.30 O -ATOM 9804 OE2 GLU B 281 202.772 152.323 158.586 1.00158.30 O1- -ATOM 9805 N ASN B 282 200.681 153.306 154.001 1.00165.93 N -ATOM 9806 CA ASN B 282 201.386 153.381 152.730 1.00165.93 C -ATOM 9807 C ASN B 282 200.550 152.879 151.558 1.00165.93 C -ATOM 9808 O ASN B 282 201.084 152.714 150.457 1.00165.93 O -ATOM 9809 CB ASN B 282 202.698 152.598 152.809 1.00165.93 C -ATOM 9810 CG ASN B 282 203.693 153.226 153.765 1.00165.93 C -ATOM 9811 OD1 ASN B 282 203.507 154.355 154.219 1.00165.93 O -ATOM 9812 ND2 ASN B 282 204.757 152.496 154.076 1.00165.93 N -ATOM 9813 N GLY B 283 199.258 152.634 151.765 1.00139.95 N -ATOM 9814 CA GLY B 283 198.407 152.182 150.683 1.00139.95 C -ATOM 9815 C GLY B 283 198.591 150.736 150.283 1.00139.95 C -ATOM 9816 O GLY B 283 198.202 150.356 149.177 1.00139.95 O -ATOM 9817 N THR B 284 199.173 149.916 151.153 1.00131.13 N -ATOM 9818 CA THR B 284 199.403 148.508 150.863 1.00131.13 C -ATOM 9819 C THR B 284 198.263 147.681 151.445 1.00131.13 C -ATOM 9820 O THR B 284 197.870 147.881 152.599 1.00131.13 O -ATOM 9821 CB THR B 284 200.745 148.056 151.445 1.00131.13 C -ATOM 9822 OG1 THR B 284 201.788 148.907 150.955 1.00131.13 O -ATOM 9823 CG2 THR B 284 201.057 146.618 151.051 1.00131.13 C -ATOM 9824 N ILE B 285 197.726 146.762 150.641 1.00117.35 N -ATOM 9825 CA ILE B 285 196.685 145.854 151.105 1.00117.35 C -ATOM 9826 C ILE B 285 197.325 144.848 152.051 1.00117.35 C -ATOM 9827 O ILE B 285 198.019 143.922 151.617 1.00117.35 O -ATOM 9828 CB ILE B 285 195.983 145.150 149.930 1.00117.35 C -ATOM 9829 CG1 ILE B 285 195.395 146.182 148.967 1.00117.35 C -ATOM 9830 CG2 ILE B 285 194.892 144.222 150.438 1.00117.35 C -ATOM 9831 CD1 ILE B 285 194.866 145.584 147.683 1.00117.35 C -ATOM 9832 N THR B 286 197.103 145.032 153.352 1.00117.68 N -ATOM 9833 CA THR B 286 197.784 144.233 154.362 1.00117.68 C -ATOM 9834 C THR B 286 196.966 143.042 154.835 1.00117.68 C -ATOM 9835 O THR B 286 197.546 142.054 155.300 1.00117.68 O -ATOM 9836 CB THR B 286 198.147 145.105 155.566 1.00117.68 C -ATOM 9837 OG1 THR B 286 196.999 145.858 155.974 1.00117.68 O -ATOM 9838 CG2 THR B 286 199.270 146.064 155.207 1.00117.68 C -ATOM 9839 N ASP B 287 195.640 143.109 154.737 1.00104.80 N -ATOM 9840 CA ASP B 287 194.800 142.000 155.163 1.00104.80 C -ATOM 9841 C ASP B 287 193.479 142.057 154.410 1.00104.80 C -ATOM 9842 O ASP B 287 193.044 143.125 153.966 1.00104.80 O -ATOM 9843 CB ASP B 287 194.557 142.029 156.677 1.00104.80 C -ATOM 9844 CG ASP B 287 194.179 140.669 157.233 1.00104.80 C -ATOM 9845 OD1 ASP B 287 194.076 139.707 156.443 1.00104.80 O -ATOM 9846 OD2 ASP B 287 193.988 140.561 158.463 1.00104.80 O1- -ATOM 9847 N ALA B 288 192.847 140.892 154.275 1.00 93.06 N -ATOM 9848 CA ALA B 288 191.570 140.778 153.591 1.00 93.06 C -ATOM 9849 C ALA B 288 190.668 139.817 154.348 1.00 93.06 C -ATOM 9850 O ALA B 288 191.135 138.898 155.025 1.00 93.06 O -ATOM 9851 CB ALA B 288 191.740 140.301 152.143 1.00 93.06 C -ATOM 9852 N VAL B 289 189.364 140.047 154.224 1.00 83.29 N -ATOM 9853 CA VAL B 289 188.340 139.218 154.848 1.00 83.29 C -ATOM 9854 C VAL B 289 187.342 138.824 153.767 1.00 83.29 C -ATOM 9855 O VAL B 289 186.792 139.694 153.080 1.00 83.29 O -ATOM 9856 CB VAL B 289 187.636 139.947 156.008 1.00 83.29 C -ATOM 9857 CG1 VAL B 289 186.306 139.287 156.353 1.00 83.29 C -ATOM 9858 CG2 VAL B 289 188.534 139.981 157.231 1.00 83.29 C -ATOM 9859 N ASP B 290 187.127 137.519 153.606 1.00 82.72 N -ATOM 9860 CA ASP B 290 186.127 136.991 152.684 1.00 82.72 C -ATOM 9861 C ASP B 290 184.785 136.974 153.406 1.00 82.72 C -ATOM 9862 O ASP B 290 184.591 136.201 154.349 1.00 82.72 O -ATOM 9863 CB ASP B 290 186.519 135.595 152.208 1.00 82.72 C -ATOM 9864 CG ASP B 290 185.735 135.147 150.990 1.00 82.72 C -ATOM 9865 OD1 ASP B 290 184.964 135.960 150.438 1.00 82.72 O -ATOM 9866 OD2 ASP B 290 185.889 133.976 150.584 1.00 82.72 O1- -ATOM 9867 N CYS B 291 183.851 137.812 152.952 1.00 83.60 N -ATOM 9868 CA CYS B 291 182.615 138.044 153.691 1.00 83.60 C -ATOM 9869 C CYS B 291 181.608 136.905 153.574 1.00 83.60 C -ATOM 9870 O CYS B 291 180.587 136.941 154.268 1.00 83.60 O -ATOM 9871 CB CYS B 291 181.969 139.350 153.224 1.00 83.60 C -ATOM 9872 SG CYS B 291 183.035 140.805 153.377 1.00 83.60 S -ATOM 9873 N ALA B 292 181.855 135.903 152.728 1.00 80.16 N -ATOM 9874 CA ALA B 292 180.914 134.803 152.542 1.00 80.16 C -ATOM 9875 C ALA B 292 181.532 133.443 152.854 1.00 80.16 C -ATOM 9876 O ALA B 292 181.013 132.416 152.406 1.00 80.16 O -ATOM 9877 CB ALA B 292 180.357 134.814 151.117 1.00 80.16 C -ATOM 9878 N LEU B 293 182.627 133.410 153.613 1.00 77.16 N -ATOM 9879 CA LEU B 293 183.274 132.139 153.929 1.00 77.16 C -ATOM 9880 C LEU B 293 182.601 131.445 155.109 1.00 77.16 C -ATOM 9881 O LEU B 293 182.056 130.345 154.971 1.00 77.16 O -ATOM 9882 CB LEU B 293 184.759 132.369 154.219 1.00 77.16 C -ATOM 9883 CG LEU B 293 185.601 131.121 154.486 1.00 77.16 C -ATOM 9884 CD1 LEU B 293 185.584 130.196 153.282 1.00 77.16 C -ATOM 9885 CD2 LEU B 293 187.025 131.507 154.852 1.00 77.16 C -ATOM 9886 N ASP B 294 182.629 132.077 156.273 1.00 80.83 N -ATOM 9887 CA ASP B 294 182.099 131.532 157.512 1.00 80.83 C -ATOM 9888 C ASP B 294 181.422 132.656 158.284 1.00 80.83 C -ATOM 9889 O ASP B 294 181.651 133.836 157.988 1.00 80.83 O -ATOM 9890 CB ASP B 294 183.211 130.857 158.336 1.00 80.83 C -ATOM 9891 CG ASP B 294 184.459 131.697 158.433 1.00 80.83 C -ATOM 9892 OD1 ASP B 294 184.556 132.691 157.693 1.00 80.83 O -ATOM 9893 OD2 ASP B 294 185.342 131.363 159.250 1.00 80.83 O1- -ATOM 9894 N PRO B 295 180.526 132.322 159.233 1.00 79.99 N -ATOM 9895 CA PRO B 295 179.824 133.373 159.998 1.00 79.99 C -ATOM 9896 C PRO B 295 180.716 134.328 160.777 1.00 79.99 C -ATOM 9897 O PRO B 295 180.315 135.480 160.978 1.00 79.99 O -ATOM 9898 CB PRO B 295 178.935 132.566 160.950 1.00 79.99 C -ATOM 9899 CG PRO B 295 178.638 131.332 160.221 1.00 79.99 C -ATOM 9900 CD PRO B 295 179.791 131.042 159.302 1.00 79.99 C -ATOM 9901 N LEU B 296 181.904 133.899 161.215 1.00 72.97 N -ATOM 9902 CA LEU B 296 182.815 134.819 161.894 1.00 72.97 C -ATOM 9903 C LEU B 296 183.306 135.913 160.953 1.00 72.97 C -ATOM 9904 O LEU B 296 183.311 137.098 161.313 1.00 72.97 O -ATOM 9905 CB LEU B 296 183.998 134.053 162.481 1.00 72.97 C -ATOM 9906 CG LEU B 296 185.045 134.914 163.188 1.00 72.97 C -ATOM 9907 CD1 LEU B 296 184.423 135.651 164.363 1.00 72.97 C -ATOM 9908 CD2 LEU B 296 186.218 134.067 163.643 1.00 72.97 C -ATOM 9909 N SER B 297 183.687 135.543 159.728 1.00 73.91 N -ATOM 9910 CA SER B 297 184.106 136.551 158.763 1.00 73.91 C -ATOM 9911 C SER B 297 182.925 137.361 158.247 1.00 73.91 C -ATOM 9912 O SER B 297 183.096 138.532 157.894 1.00 73.91 O -ATOM 9913 CB SER B 297 184.857 135.902 157.606 1.00 73.91 C -ATOM 9914 OG SER B 297 186.027 135.248 158.065 1.00 73.91 O -ATOM 9915 N GLU B 298 181.723 136.771 158.208 1.00 72.03 N -ATOM 9916 CA GLU B 298 180.540 137.561 157.868 1.00 72.03 C -ATOM 9917 C GLU B 298 180.238 138.605 158.939 1.00 72.03 C -ATOM 9918 O GLU B 298 179.835 139.727 158.619 1.00 72.03 O -ATOM 9919 CB GLU B 298 179.319 136.667 157.665 1.00 72.03 C -ATOM 9920 CG GLU B 298 178.248 137.336 156.811 1.00 72.03 C -ATOM 9921 CD GLU B 298 176.993 136.505 156.677 1.00 72.03 C -ATOM 9922 OE1 GLU B 298 176.565 135.925 157.696 1.00 72.03 O -ATOM 9923 OE2 GLU B 298 176.428 136.444 155.564 1.00 72.03 O1- -ATOM 9924 N THR B 299 180.419 138.248 160.213 1.00 66.91 N -ATOM 9925 CA THR B 299 180.239 139.210 161.297 1.00 66.91 C -ATOM 9926 C THR B 299 181.318 140.286 161.257 1.00 66.91 C -ATOM 9927 O THR B 299 181.046 141.459 161.543 1.00 66.91 O -ATOM 9928 CB THR B 299 180.239 138.476 162.638 1.00 66.91 C -ATOM 9929 OG1 THR B 299 179.295 137.403 162.581 1.00 66.91 O -ATOM 9930 CG2 THR B 299 179.837 139.406 163.773 1.00 66.91 C -ATOM 9931 N LYS B 300 182.546 139.901 160.890 1.00 68.16 N -ATOM 9932 CA LYS B 300 183.617 140.876 160.687 1.00 68.16 C -ATOM 9933 C LYS B 300 183.288 141.834 159.546 1.00 68.16 C -ATOM 9934 O LYS B 300 183.587 143.032 159.623 1.00 68.16 O -ATOM 9935 CB LYS B 300 184.930 140.149 160.401 1.00 68.16 C -ATOM 9936 CG LYS B 300 185.606 139.563 161.624 1.00 68.16 C -ATOM 9937 CD LYS B 300 186.915 138.892 161.250 1.00 68.16 C -ATOM 9938 CE LYS B 300 187.528 138.176 162.439 1.00 68.16 C -ATOM 9939 NZ LYS B 300 188.879 137.639 162.125 1.00 68.16 N1+ -ATOM 9940 N CYS B 301 182.672 141.320 158.479 1.00 71.97 N -ATOM 9941 CA CYS B 301 182.282 142.158 157.350 1.00 71.97 C -ATOM 9942 C CYS B 301 181.108 143.067 157.697 1.00 71.97 C -ATOM 9943 O CYS B 301 181.044 144.203 157.215 1.00 71.97 O -ATOM 9944 CB CYS B 301 181.933 141.273 156.153 1.00 71.97 C -ATOM 9945 SG CYS B 301 181.984 142.091 154.548 1.00 71.97 S -ATOM 9946 N THR B 302 180.171 142.579 158.513 1.00 72.46 N -ATOM 9947 CA THR B 302 179.019 143.387 158.905 1.00 72.46 C -ATOM 9948 C THR B 302 179.422 144.495 159.871 1.00 72.46 C -ATOM 9949 O THR B 302 178.964 145.636 159.743 1.00 72.46 O -ATOM 9950 CB THR B 302 177.944 142.494 159.527 1.00 72.46 C -ATOM 9951 OG1 THR B 302 177.673 141.393 158.651 1.00 72.46 O -ATOM 9952 CG2 THR B 302 176.658 143.273 159.752 1.00 72.46 C -ATOM 9953 N LEU B 303 180.293 144.184 160.834 1.00 69.96 N -ATOM 9954 CA LEU B 303 180.783 145.198 161.760 1.00 69.96 C -ATOM 9955 C LEU B 303 181.794 146.143 161.127 1.00 69.96 C -ATOM 9956 O LEU B 303 182.099 147.174 161.740 1.00 69.96 O -ATOM 9957 CB LEU B 303 181.416 144.538 162.987 1.00 69.96 C -ATOM 9958 CG LEU B 303 180.539 143.704 163.923 1.00 69.96 C -ATOM 9959 CD1 LEU B 303 181.242 143.510 165.255 1.00 69.96 C -ATOM 9960 CD2 LEU B 303 179.173 144.340 164.121 1.00 69.96 C -ATOM 9961 N LYS B 304 182.306 145.811 159.930 1.00 72.18 N -ATOM 9962 CA LYS B 304 183.365 146.553 159.232 1.00 72.18 C -ATOM 9963 C LYS B 304 184.610 146.708 160.103 1.00 72.18 C -ATOM 9964 O LYS B 304 185.242 147.765 160.136 1.00 72.18 O -ATOM 9965 CB LYS B 304 182.872 147.916 158.731 1.00 72.18 C -ATOM 9966 CG LYS B 304 181.827 147.842 157.629 1.00 72.18 C -ATOM 9967 CD LYS B 304 182.465 147.532 156.285 1.00 72.18 C -ATOM 9968 CE LYS B 304 181.454 147.630 155.155 1.00 72.18 C -ATOM 9969 NZ LYS B 304 180.460 146.522 155.195 1.00 72.18 N1+ -ATOM 9970 N SER B 305 184.960 145.643 160.821 1.00 72.26 N -ATOM 9971 CA SER B 305 186.123 145.650 161.693 1.00 72.26 C -ATOM 9972 C SER B 305 186.708 144.247 161.746 1.00 72.26 C -ATOM 9973 O SER B 305 185.998 143.255 161.561 1.00 72.26 O -ATOM 9974 CB SER B 305 185.770 146.135 163.103 1.00 72.26 C -ATOM 9975 OG SER B 305 186.873 145.995 163.981 1.00 72.26 O -ATOM 9976 N PHE B 306 188.013 144.176 162.004 1.00 84.64 N -ATOM 9977 CA PHE B 306 188.717 142.901 162.033 1.00 84.64 C -ATOM 9978 C PHE B 306 188.633 142.199 163.382 1.00 84.64 C -ATOM 9979 O PHE B 306 188.986 141.018 163.467 1.00 84.64 O -ATOM 9980 CB PHE B 306 190.187 143.102 161.655 1.00 84.64 C -ATOM 9981 CG PHE B 306 190.426 143.211 160.174 1.00 84.64 C -ATOM 9982 CD1 PHE B 306 190.087 144.365 159.482 1.00 84.64 C -ATOM 9983 CD2 PHE B 306 190.991 142.156 159.475 1.00 84.64 C -ATOM 9984 CE1 PHE B 306 190.307 144.463 158.120 1.00 84.64 C -ATOM 9985 CE2 PHE B 306 191.213 142.249 158.113 1.00 84.64 C -ATOM 9986 CZ PHE B 306 190.871 143.403 157.436 1.00 84.64 C -ATOM 9987 N THR B 307 188.179 142.884 164.429 1.00 83.36 N -ATOM 9988 CA THR B 307 188.090 142.317 165.769 1.00 83.36 C -ATOM 9989 C THR B 307 186.646 142.408 166.240 1.00 83.36 C -ATOM 9990 O THR B 307 186.067 143.499 166.266 1.00 83.36 O -ATOM 9991 CB THR B 307 189.025 143.046 166.737 1.00 83.36 C -ATOM 9992 OG1 THR B 307 190.386 142.804 166.359 1.00 83.36 O -ATOM 9993 CG2 THR B 307 188.811 142.559 168.162 1.00 83.36 C -ATOM 9994 N VAL B 308 186.071 141.267 166.610 1.00 75.27 N -ATOM 9995 CA VAL B 308 184.675 141.174 167.021 1.00 75.27 C -ATOM 9996 C VAL B 308 184.639 140.946 168.525 1.00 75.27 C -ATOM 9997 O VAL B 308 185.232 139.984 169.029 1.00 75.27 O -ATOM 9998 CB VAL B 308 183.942 140.051 166.269 1.00 75.27 C -ATOM 9999 CG1 VAL B 308 182.585 139.775 166.894 1.00 75.27 C -ATOM 10000 CG2 VAL B 308 183.788 140.413 164.804 1.00 75.27 C -ATOM 10001 N GLU B 309 183.948 141.830 169.242 1.00 73.59 N -ATOM 10002 CA GLU B 309 183.810 141.698 170.683 1.00 73.59 C -ATOM 10003 C GLU B 309 182.769 140.635 171.034 1.00 73.59 C -ATOM 10004 O GLU B 309 182.075 140.090 170.173 1.00 73.59 O -ATOM 10005 CB GLU B 309 183.434 143.038 171.313 1.00 73.59 C -ATOM 10006 CG GLU B 309 184.514 144.101 171.212 1.00 73.59 C -ATOM 10007 CD GLU B 309 184.274 145.080 170.082 1.00 73.59 C -ATOM 10008 OE1 GLU B 309 183.633 144.694 169.082 1.00 73.59 O -ATOM 10009 OE2 GLU B 309 184.730 146.238 170.194 1.00 73.59 O1- -ATOM 10010 N LYS B 310 182.674 140.342 172.328 1.00 67.28 N -ATOM 10011 CA LYS B 310 181.766 139.312 172.814 1.00 67.28 C -ATOM 10012 C LYS B 310 180.320 139.788 172.744 1.00 67.28 C -ATOM 10013 O LYS B 310 180.005 140.906 173.161 1.00 67.28 O -ATOM 10014 CB LYS B 310 182.125 138.941 174.251 1.00 67.28 C -ATOM 10015 CG LYS B 310 181.241 137.876 174.858 1.00 67.28 C -ATOM 10016 CD LYS B 310 181.712 137.514 176.245 1.00 67.28 C -ATOM 10017 CE LYS B 310 181.115 136.199 176.686 1.00 67.28 C -ATOM 10018 NZ LYS B 310 181.821 135.663 177.880 1.00 67.28 N1+ -ATOM 10019 N GLY B 311 179.443 138.945 172.218 1.00 61.87 N -ATOM 10020 CA GLY B 311 178.031 139.262 172.199 1.00 61.87 C -ATOM 10021 C GLY B 311 177.324 138.542 171.067 1.00 61.87 C -ATOM 10022 O GLY B 311 177.882 137.656 170.420 1.00 61.87 O -ATOM 10023 N ILE B 312 176.078 138.956 170.842 1.00 53.85 N -ATOM 10024 CA ILE B 312 175.243 138.430 169.769 1.00 53.85 C -ATOM 10025 C ILE B 312 175.138 139.496 168.680 1.00 53.85 C -ATOM 10026 O ILE B 312 174.998 140.692 168.973 1.00 53.85 O -ATOM 10027 CB ILE B 312 173.864 137.968 170.291 1.00 53.85 C -ATOM 10028 CG1 ILE B 312 173.096 137.188 169.216 1.00 53.85 C -ATOM 10029 CG2 ILE B 312 173.024 139.112 170.905 1.00 53.85 C -ATOM 10030 CD1 ILE B 312 171.886 136.438 169.756 1.00 53.85 C -ATOM 10031 N TYR B 313 175.322 139.077 167.431 1.00 55.73 N -ATOM 10032 CA TYR B 313 175.295 139.979 166.288 1.00 55.73 C -ATOM 10033 C TYR B 313 174.428 139.396 165.183 1.00 55.73 C -ATOM 10034 O TYR B 313 174.520 138.206 164.873 1.00 55.73 O -ATOM 10035 CB TYR B 313 176.711 140.248 165.757 1.00 55.73 C -ATOM 10036 CG TYR B 313 177.660 140.829 166.783 1.00 55.73 C -ATOM 10037 CD1 TYR B 313 177.755 142.204 166.966 1.00 55.73 C -ATOM 10038 CD2 TYR B 313 178.465 140.006 167.563 1.00 55.73 C -ATOM 10039 CE1 TYR B 313 178.622 142.744 167.900 1.00 55.73 C -ATOM 10040 CE2 TYR B 313 179.334 140.538 168.501 1.00 55.73 C -ATOM 10041 CZ TYR B 313 179.408 141.906 168.663 1.00 55.73 C -ATOM 10042 OH TYR B 313 180.271 142.442 169.592 1.00 55.73 O -ATOM 10043 N GLN B 314 173.600 140.247 164.583 1.00 60.71 N -ATOM 10044 CA GLN B 314 172.724 139.862 163.485 1.00 60.71 C -ATOM 10045 C GLN B 314 173.393 140.219 162.164 1.00 60.71 C -ATOM 10046 O GLN B 314 173.851 141.352 161.983 1.00 60.71 O -ATOM 10047 CB GLN B 314 171.369 140.560 163.610 1.00 60.71 C -ATOM 10048 CG GLN B 314 170.457 140.398 162.412 1.00 60.71 C -ATOM 10049 CD GLN B 314 169.168 141.176 162.568 1.00 60.71 C -ATOM 10050 OE1 GLN B 314 168.873 141.694 163.645 1.00 60.71 O -ATOM 10051 NE2 GLN B 314 168.394 141.266 161.493 1.00 60.71 N -ATOM 10052 N THR B 315 173.452 139.253 161.246 1.00 65.17 N -ATOM 10053 CA THR B 315 174.182 139.417 159.996 1.00 65.17 C -ATOM 10054 C THR B 315 173.267 139.493 158.781 1.00 65.17 C -ATOM 10055 O THR B 315 173.343 140.456 158.013 1.00 65.17 O -ATOM 10056 CB THR B 315 175.192 138.274 159.820 1.00 65.17 C -ATOM 10057 OG1 THR B 315 174.499 137.020 159.797 1.00 65.17 O -ATOM 10058 CG2 THR B 315 176.203 138.276 160.953 1.00 65.17 C -ATOM 10059 N SER B 316 172.406 138.501 158.573 1.00 82.64 N -ATOM 10060 CA SER B 316 171.584 138.458 157.369 1.00 82.64 C -ATOM 10061 C SER B 316 170.285 137.727 157.686 1.00 82.64 C -ATOM 10062 O SER B 316 169.954 137.484 158.850 1.00 82.64 O -ATOM 10063 CB SER B 316 172.350 137.799 156.216 1.00 82.64 C -ATOM 10064 OG SER B 316 171.552 137.730 155.047 1.00 82.64 O -ATOM 10065 N ASN B 317 169.549 137.370 156.640 1.00 92.79 N -ATOM 10066 CA ASN B 317 168.286 136.661 156.762 1.00 92.79 C -ATOM 10067 C ASN B 317 168.419 135.251 156.202 1.00 92.79 C -ATOM 10068 O ASN B 317 169.404 134.906 155.544 1.00 92.79 O -ATOM 10069 CB ASN B 317 167.165 137.424 156.048 1.00 92.79 C -ATOM 10070 CG ASN B 317 167.565 137.881 154.660 1.00 92.79 C -ATOM 10071 OD1 ASN B 317 168.709 137.705 154.240 1.00 92.79 O -ATOM 10072 ND2 ASN B 317 166.623 138.480 153.942 1.00 92.79 N -ATOM 10073 N PHE B 318 167.406 134.428 156.475 1.00117.16 N -ATOM 10074 CA PHE B 318 167.466 133.023 156.073 1.00117.16 C -ATOM 10075 C PHE B 318 167.160 132.912 154.579 1.00117.16 C -ATOM 10076 O PHE B 318 168.025 132.515 153.791 1.00117.16 O -ATOM 10077 CB PHE B 318 166.476 132.203 156.910 1.00117.16 C -ATOM 10078 CG PHE B 318 166.680 130.706 156.843 1.00117.16 C -ATOM 10079 CD1 PHE B 318 167.815 130.145 156.265 1.00117.16 C -ATOM 10080 CD2 PHE B 318 165.705 129.856 157.335 1.00117.16 C -ATOM 10081 CE1 PHE B 318 167.981 128.773 156.213 1.00117.16 C -ATOM 10082 CE2 PHE B 318 165.863 128.484 157.271 1.00117.16 C -ATOM 10083 CZ PHE B 318 167.001 127.944 156.710 1.00117.16 C -ATOM 10084 N ARG B 319 165.930 133.272 154.189 1.00136.35 N -ATOM 10085 CA ARG B 319 165.483 133.439 152.799 1.00136.35 C -ATOM 10086 C ARG B 319 165.671 132.160 151.973 1.00136.35 C -ATOM 10087 O ARG B 319 166.545 132.069 151.108 1.00136.35 O -ATOM 10088 CB ARG B 319 166.179 134.628 152.126 1.00136.35 C -ATOM 10089 CG ARG B 319 165.343 135.896 152.116 1.00136.35 C -ATOM 10090 CD ARG B 319 164.038 135.705 151.354 1.00136.35 C -ATOM 10091 NE ARG B 319 164.239 135.144 150.024 1.00136.35 N -ATOM 10092 CZ ARG B 319 163.525 134.148 149.517 1.00136.35 C -ATOM 10093 NH1 ARG B 319 162.557 133.570 150.209 1.00136.35 N1+ -ATOM 10094 NH2 ARG B 319 163.787 133.722 148.285 1.00136.35 N -ATOM 10095 N VAL B 320 164.863 131.152 152.314 1.00145.63 N -ATOM 10096 CA VAL B 320 164.803 129.935 151.508 1.00145.63 C -ATOM 10097 C VAL B 320 164.309 130.279 150.110 1.00145.63 C -ATOM 10098 O VAL B 320 163.333 131.020 149.942 1.00145.63 O -ATOM 10099 CB VAL B 320 163.906 128.889 152.187 1.00145.63 C -ATOM 10100 CG1 VAL B 320 164.049 127.538 151.503 1.00145.63 C -ATOM 10101 CG2 VAL B 320 164.249 128.778 153.663 1.00145.63 C -ATOM 10102 N GLN B 321 165.001 129.760 149.095 1.00169.60 N -ATOM 10103 CA GLN B 321 164.751 130.144 147.716 1.00169.60 C -ATOM 10104 C GLN B 321 164.242 128.956 146.907 1.00169.60 C -ATOM 10105 O GLN B 321 164.620 127.811 147.175 1.00169.60 O -ATOM 10106 CB GLN B 321 166.027 130.694 147.064 1.00169.60 C -ATOM 10107 CG GLN B 321 166.644 131.870 147.800 1.00169.60 C -ATOM 10108 CD GLN B 321 167.844 132.447 147.079 1.00169.60 C -ATOM 10109 OE1 GLN B 321 167.844 132.579 145.855 1.00169.60 O -ATOM 10110 NE2 GLN B 321 168.880 132.791 147.835 1.00169.60 N -ATOM 10111 N PRO B 322 163.387 129.191 145.915 1.00184.06 N -ATOM 10112 CA PRO B 322 162.910 128.103 145.062 1.00184.06 C -ATOM 10113 C PRO B 322 163.849 127.840 143.889 1.00184.06 C -ATOM 10114 O PRO B 322 164.724 128.643 143.559 1.00184.06 O -ATOM 10115 CB PRO B 322 161.564 128.636 144.564 1.00184.06 C -ATOM 10116 CG PRO B 322 161.804 130.093 144.438 1.00184.06 C -ATOM 10117 CD PRO B 322 162.685 130.454 145.615 1.00184.06 C -ATOM 10118 N THR B 323 163.645 126.680 143.261 1.00199.85 N -ATOM 10119 CA THR B 323 164.349 126.320 142.037 1.00199.85 C -ATOM 10120 C THR B 323 163.426 125.886 140.908 1.00199.85 C -ATOM 10121 O THR B 323 163.908 125.697 139.786 1.00199.85 O -ATOM 10122 CB THR B 323 165.358 125.187 142.296 1.00199.85 C -ATOM 10123 OG1 THR B 323 164.698 124.090 142.940 1.00199.85 O -ATOM 10124 CG2 THR B 323 166.520 125.667 143.160 1.00199.85 C -ATOM 10125 N GLU B 324 162.128 125.731 141.159 1.00190.71 N -ATOM 10126 CA GLU B 324 161.191 125.183 140.192 1.00190.71 C -ATOM 10127 C GLU B 324 160.103 126.199 139.877 1.00190.71 C -ATOM 10128 O GLU B 324 159.742 127.029 140.716 1.00190.71 O -ATOM 10129 CB GLU B 324 160.556 123.891 140.718 1.00190.71 C -ATOM 10130 CG GLU B 324 161.562 122.895 141.265 1.00190.71 C -ATOM 10131 CD GLU B 324 160.965 121.972 142.303 1.00190.71 C -ATOM 10132 OE1 GLU B 324 159.866 121.429 142.063 1.00190.71 O -ATOM 10133 OE2 GLU B 324 161.598 121.791 143.363 1.00190.71 O1- -ATOM 10134 N SER B 325 159.577 126.121 138.657 1.00181.56 N -ATOM 10135 CA SER B 325 158.527 127.020 138.198 1.00181.56 C -ATOM 10136 C SER B 325 157.327 126.200 137.752 1.00181.56 C -ATOM 10137 O SER B 325 157.472 125.252 136.975 1.00181.56 O -ATOM 10138 CB SER B 325 159.019 127.911 137.051 1.00181.56 C -ATOM 10139 OG SER B 325 158.929 127.242 135.805 1.00181.56 O -ATOM 10140 N ILE B 326 156.149 126.566 138.249 1.00170.12 N -ATOM 10141 CA ILE B 326 154.887 125.957 137.849 1.00170.12 C -ATOM 10142 C ILE B 326 154.087 127.003 137.090 1.00170.12 C -ATOM 10143 O ILE B 326 153.941 128.138 137.556 1.00170.12 O -ATOM 10144 CB ILE B 326 154.094 125.432 139.060 1.00170.12 C -ATOM 10145 CG1 ILE B 326 154.980 124.557 139.947 1.00170.12 C -ATOM 10146 CG2 ILE B 326 152.868 124.660 138.598 1.00170.12 C -ATOM 10147 CD1 ILE B 326 155.523 123.334 139.244 1.00170.12 C -ATOM 10148 N VAL B 327 153.606 126.637 135.906 1.00166.22 N -ATOM 10149 CA VAL B 327 152.755 127.499 135.096 1.00166.22 C -ATOM 10150 C VAL B 327 151.441 126.767 134.892 1.00166.22 C -ATOM 10151 O VAL B 327 151.437 125.637 134.388 1.00166.22 O -ATOM 10152 CB VAL B 327 153.397 127.829 133.736 1.00166.22 C -ATOM 10153 CG1 VAL B 327 152.506 128.777 132.951 1.00166.22 C -ATOM 10154 CG2 VAL B 327 154.800 128.382 133.904 1.00166.22 C -ATOM 10155 N ARG B 328 150.325 127.395 135.280 1.00166.91 N -ATOM 10156 CA ARG B 328 149.046 126.712 135.178 1.00166.91 C -ATOM 10157 C ARG B 328 147.987 127.606 134.548 1.00166.91 C -ATOM 10158 O ARG B 328 147.831 128.775 134.914 1.00166.91 O -ATOM 10159 CB ARG B 328 148.614 126.179 136.550 1.00166.91 C -ATOM 10160 CG ARG B 328 147.322 125.415 136.517 1.00166.91 C -ATOM 10161 CD ARG B 328 147.497 124.154 135.668 1.00166.91 C -ATOM 10162 NE ARG B 328 148.514 123.211 136.101 1.00166.91 N -ATOM 10163 CZ ARG B 328 148.334 122.278 137.020 1.00166.91 C -ATOM 10164 NH1 ARG B 328 147.218 122.204 137.733 1.00166.91 N1+ -ATOM 10165 NH2 ARG B 328 149.303 121.399 137.236 1.00166.91 N -ATOM 10166 N PHE B 329 147.264 127.024 133.599 1.00158.00 N -ATOM 10167 CA PHE B 329 146.311 127.702 132.736 1.00158.00 C -ATOM 10168 C PHE B 329 145.213 126.704 132.400 1.00158.00 C -ATOM 10169 O PHE B 329 145.427 125.491 132.506 1.00158.00 O -ATOM 10170 CB PHE B 329 147.001 128.204 131.457 1.00158.00 C -ATOM 10171 CG PHE B 329 147.664 129.551 131.599 1.00158.00 C -ATOM 10172 CD1 PHE B 329 146.927 130.681 131.927 1.00158.00 C -ATOM 10173 CD2 PHE B 329 149.037 129.678 131.430 1.00158.00 C -ATOM 10174 CE1 PHE B 329 147.546 131.919 132.053 1.00158.00 C -ATOM 10175 CE2 PHE B 329 149.661 130.908 131.564 1.00158.00 C -ATOM 10176 CZ PHE B 329 148.914 132.029 131.876 1.00158.00 C -ATOM 10177 N PRO B 330 144.018 127.173 132.040 1.00165.44 N -ATOM 10178 CA PRO B 330 143.006 126.254 131.503 1.00165.44 C -ATOM 10179 C PRO B 330 143.423 125.706 130.145 1.00165.44 C -ATOM 10180 O PRO B 330 144.193 126.329 129.410 1.00165.44 O -ATOM 10181 CB PRO B 330 141.750 127.127 131.389 1.00165.44 C -ATOM 10182 CG PRO B 330 141.979 128.257 132.333 1.00165.44 C -ATOM 10183 CD PRO B 330 143.457 128.511 132.302 1.00165.44 C -ATOM 10184 N ASN B 331 142.914 124.517 129.816 1.00184.13 N -ATOM 10185 CA ASN B 331 143.304 123.846 128.582 1.00184.13 C -ATOM 10186 C ASN B 331 142.434 124.221 127.391 1.00184.13 C -ATOM 10187 O ASN B 331 142.507 123.549 126.357 1.00184.13 O -ATOM 10188 CB ASN B 331 143.294 122.322 128.747 1.00184.13 C -ATOM 10189 CG ASN B 331 142.051 121.802 129.447 1.00184.13 C -ATOM 10190 OD1 ASN B 331 141.021 122.475 129.511 1.00184.13 O -ATOM 10191 ND2 ASN B 331 142.159 120.574 129.970 1.00184.13 N -ATOM 10192 N ILE B 332 141.616 125.264 127.500 1.00163.52 N -ATOM 10193 CA ILE B 332 140.887 125.722 126.326 1.00163.52 C -ATOM 10194 C ILE B 332 141.853 126.577 125.521 1.00163.52 C -ATOM 10195 O ILE B 332 141.914 127.802 125.680 1.00163.52 O -ATOM 10196 CB ILE B 332 139.603 126.487 126.697 1.00163.52 C -ATOM 10197 CG1 ILE B 332 138.777 125.680 127.701 1.00163.52 C -ATOM 10198 CG2 ILE B 332 138.773 126.773 125.449 1.00163.52 C -ATOM 10199 CD1 ILE B 332 138.288 124.346 127.164 1.00163.52 C -ATOM 10200 N THR B 333 142.633 125.916 124.667 1.00156.35 N -ATOM 10201 CA THR B 333 143.585 126.587 123.797 1.00156.35 C -ATOM 10202 C THR B 333 142.870 127.276 122.640 1.00156.35 C -ATOM 10203 O THR B 333 143.376 128.281 122.120 1.00156.35 O -ATOM 10204 CB THR B 333 144.619 125.548 123.316 1.00156.35 C -ATOM 10205 OG1 THR B 333 145.283 124.991 124.457 1.00156.35 O -ATOM 10206 CG2 THR B 333 145.703 126.149 122.417 1.00156.35 C -ATOM 10207 N ASN B 334 141.660 126.806 122.309 1.00155.16 N -ATOM 10208 CA ASN B 334 140.842 127.273 121.186 1.00155.16 C -ATOM 10209 C ASN B 334 141.612 127.130 119.870 1.00155.16 C -ATOM 10210 O ASN B 334 142.073 128.100 119.266 1.00155.16 O -ATOM 10211 CB ASN B 334 140.328 128.706 121.400 1.00155.16 C -ATOM 10212 CG ASN B 334 138.986 128.744 122.105 1.00155.16 C -ATOM 10213 OD1 ASN B 334 138.199 127.802 122.017 1.00155.16 O -ATOM 10214 ND2 ASN B 334 138.720 129.837 122.812 1.00155.16 N -ATOM 10215 N LEU B 335 141.811 125.862 119.501 1.00160.25 N -ATOM 10216 CA LEU B 335 142.390 125.491 118.216 1.00160.25 C -ATOM 10217 C LEU B 335 141.553 126.063 117.081 1.00160.25 C -ATOM 10218 O LEU B 335 140.397 125.669 116.892 1.00160.25 O -ATOM 10219 CB LEU B 335 142.488 123.969 118.093 1.00160.25 C -ATOM 10220 CG LEU B 335 143.239 123.238 119.208 1.00160.25 C -ATOM 10221 CD1 LEU B 335 142.927 121.751 119.178 1.00160.25 C -ATOM 10222 CD2 LEU B 335 144.736 123.471 119.092 1.00160.25 C -ATOM 10223 N CYS B 336 142.128 127.010 116.343 1.00180.09 N -ATOM 10224 CA CYS B 336 141.397 127.723 115.311 1.00180.09 C -ATOM 10225 C CYS B 336 141.105 126.799 114.129 1.00180.09 C -ATOM 10226 O CYS B 336 141.906 125.915 113.812 1.00180.09 O -ATOM 10227 CB CYS B 336 142.198 128.935 114.843 1.00180.09 C -ATOM 10228 SG CYS B 336 142.511 130.186 116.116 1.00180.09 S -ATOM 10229 N PRO B 337 139.953 126.976 113.460 1.00196.39 N -ATOM 10230 CA PRO B 337 139.617 126.087 112.337 1.00196.39 C -ATOM 10231 C PRO B 337 140.444 126.351 111.087 1.00196.39 C -ATOM 10232 O PRO B 337 139.940 126.889 110.096 1.00196.39 O -ATOM 10233 CB PRO B 337 138.129 126.375 112.099 1.00196.39 C -ATOM 10234 CG PRO B 337 137.933 127.763 112.591 1.00196.39 C -ATOM 10235 CD PRO B 337 138.859 127.918 113.763 1.00196.39 C -ATOM 10236 N PHE B 338 141.722 125.968 111.127 1.00205.09 N -ATOM 10237 CA PHE B 338 142.567 126.021 109.942 1.00205.09 C -ATOM 10238 C PHE B 338 142.271 124.884 108.975 1.00205.09 C -ATOM 10239 O PHE B 338 142.644 124.974 107.801 1.00205.09 O -ATOM 10240 CB PHE B 338 144.044 125.982 110.341 1.00205.09 C -ATOM 10241 CG PHE B 338 144.582 127.304 110.809 1.00205.09 C -ATOM 10242 CD1 PHE B 338 145.035 128.246 109.897 1.00205.09 C -ATOM 10243 CD2 PHE B 338 144.639 127.604 112.163 1.00205.09 C -ATOM 10244 CE1 PHE B 338 145.534 129.465 110.325 1.00205.09 C -ATOM 10245 CE2 PHE B 338 145.136 128.820 112.599 1.00205.09 C -ATOM 10246 CZ PHE B 338 145.584 129.752 111.678 1.00205.09 C -ATOM 10247 N ASP B 339 141.611 123.821 109.446 1.00214.00 N -ATOM 10248 CA ASP B 339 141.273 122.698 108.579 1.00214.00 C -ATOM 10249 C ASP B 339 140.184 123.065 107.579 1.00214.00 C -ATOM 10250 O ASP B 339 140.116 122.474 106.495 1.00214.00 O -ATOM 10251 CB ASP B 339 140.838 121.502 109.425 1.00214.00 C -ATOM 10252 CG ASP B 339 142.003 120.830 110.125 1.00214.00 C -ATOM 10253 OD1 ASP B 339 143.163 121.131 109.774 1.00214.00 O -ATOM 10254 OD2 ASP B 339 141.759 120.002 111.028 1.00214.00 O1- -ATOM 10255 N GLU B 340 139.329 124.031 107.920 1.00219.09 N -ATOM 10256 CA GLU B 340 138.313 124.504 106.989 1.00219.09 C -ATOM 10257 C GLU B 340 138.885 125.417 105.913 1.00219.09 C -ATOM 10258 O GLU B 340 138.220 125.646 104.897 1.00219.09 O -ATOM 10259 CB GLU B 340 137.203 125.235 107.748 1.00219.09 C -ATOM 10260 CG GLU B 340 136.560 124.412 108.851 1.00219.09 C -ATOM 10261 CD GLU B 340 135.223 124.972 109.293 1.00219.09 C -ATOM 10262 OE1 GLU B 340 134.896 126.111 108.899 1.00219.09 O -ATOM 10263 OE2 GLU B 340 134.500 124.274 110.033 1.00219.09 O1- -ATOM 10264 N VAL B 341 140.093 125.941 106.112 1.00221.24 N -ATOM 10265 CA VAL B 341 140.737 126.805 105.129 1.00221.24 C -ATOM 10266 C VAL B 341 141.792 126.006 104.377 1.00221.24 C -ATOM 10267 O VAL B 341 141.754 125.907 103.145 1.00221.24 O -ATOM 10268 CB VAL B 341 141.362 128.043 105.796 1.00221.24 C -ATOM 10269 CG1 VAL B 341 142.132 128.861 104.772 1.00221.24 C -ATOM 10270 CG2 VAL B 341 140.291 128.885 106.468 1.00221.24 C -ATOM 10271 N PHE B 342 142.738 125.433 105.114 1.00221.70 N -ATOM 10272 CA PHE B 342 143.823 124.664 104.517 1.00221.70 C -ATOM 10273 C PHE B 342 143.334 123.297 104.047 1.00221.70 C -ATOM 10274 O PHE B 342 144.059 122.305 104.132 1.00221.70 O -ATOM 10275 CB PHE B 342 144.973 124.494 105.513 1.00221.70 C -ATOM 10276 CG PHE B 342 145.840 125.714 105.661 1.00221.70 C -ATOM 10277 CD1 PHE B 342 145.431 126.784 106.443 1.00221.70 C -ATOM 10278 CD2 PHE B 342 147.070 125.785 105.024 1.00221.70 C -ATOM 10279 CE1 PHE B 342 146.230 127.906 106.582 1.00221.70 C -ATOM 10280 CE2 PHE B 342 147.875 126.903 105.160 1.00221.70 C -ATOM 10281 CZ PHE B 342 147.455 127.964 105.941 1.00221.70 C -ATOM 10282 N VAL B 350 138.726 133.187 92.967 1.00266.34 N -ATOM 10283 CA VAL B 350 139.836 134.021 92.524 1.00266.34 C -ATOM 10284 C VAL B 350 139.549 135.484 92.841 1.00266.34 C -ATOM 10285 O VAL B 350 140.384 136.185 93.413 1.00266.34 O -ATOM 10286 CB VAL B 350 140.111 133.830 91.021 1.00266.34 C -ATOM 10287 CG1 VAL B 350 141.307 134.665 90.585 1.00266.34 C -ATOM 10288 CG2 VAL B 350 140.338 132.360 90.706 1.00266.34 C -ATOM 10289 N TYR B 351 138.357 135.943 92.466 1.00274.57 N -ATOM 10290 CA TYR B 351 137.953 137.327 92.679 1.00274.57 C -ATOM 10291 C TYR B 351 137.099 137.488 93.930 1.00274.57 C -ATOM 10292 O TYR B 351 137.381 138.350 94.767 1.00274.57 O -ATOM 10293 CB TYR B 351 137.209 137.845 91.443 1.00274.57 C -ATOM 10294 CG TYR B 351 138.023 137.708 90.176 1.00274.57 C -ATOM 10295 CD1 TYR B 351 139.000 138.642 89.850 1.00274.57 C -ATOM 10296 CD2 TYR B 351 137.821 136.638 89.310 1.00274.57 C -ATOM 10297 CE1 TYR B 351 139.753 138.514 88.697 1.00274.57 C -ATOM 10298 CE2 TYR B 351 138.568 136.502 88.155 1.00274.57 C -ATOM 10299 CZ TYR B 351 139.531 137.443 87.853 1.00274.57 C -ATOM 10300 OH TYR B 351 140.275 137.310 86.704 1.00274.57 O -ATOM 10301 N ALA B 352 136.060 136.671 94.075 1.00281.82 N -ATOM 10302 CA ALA B 352 135.334 136.566 95.337 1.00281.82 C -ATOM 10303 C ALA B 352 136.193 135.738 96.282 1.00281.82 C -ATOM 10304 O ALA B 352 136.348 134.528 96.099 1.00281.82 O -ATOM 10305 CB ALA B 352 133.962 135.936 95.124 1.00281.82 C -ATOM 10306 N TRP B 353 136.771 136.395 97.286 1.00269.58 N -ATOM 10307 CA TRP B 353 137.717 135.736 98.176 1.00269.58 C -ATOM 10308 C TRP B 353 137.039 134.728 99.094 1.00269.58 C -ATOM 10309 O TRP B 353 135.872 134.869 99.468 1.00269.58 O -ATOM 10310 CB TRP B 353 138.464 136.755 99.037 1.00269.58 C -ATOM 10311 CG TRP B 353 139.562 137.463 98.332 1.00269.58 C -ATOM 10312 CD1 TRP B 353 139.905 137.340 97.023 1.00269.58 C -ATOM 10313 CD2 TRP B 353 140.510 138.365 98.914 1.00269.58 C -ATOM 10314 NE1 TRP B 353 140.995 138.125 96.743 1.00269.58 N -ATOM 10315 CE2 TRP B 353 141.384 138.768 97.888 1.00269.58 C -ATOM 10316 CE3 TRP B 353 140.695 138.882 100.201 1.00269.58 C -ATOM 10317 CZ2 TRP B 353 142.430 139.662 98.106 1.00269.58 C -ATOM 10318 CZ3 TRP B 353 141.733 139.771 100.416 1.00269.58 C -ATOM 10319 CH2 TRP B 353 142.586 140.153 99.373 1.00269.58 C -ATOM 10320 N ASN B 354 137.799 133.698 99.453 1.00269.07 N -ATOM 10321 CA ASN B 354 137.464 132.819 100.570 1.00269.07 C -ATOM 10322 C ASN B 354 138.123 133.317 101.853 1.00269.07 C -ATOM 10323 O ASN B 354 138.800 132.577 102.565 1.00269.07 O -ATOM 10324 CB ASN B 354 137.887 131.389 100.254 1.00269.07 C -ATOM 10325 CG ASN B 354 137.409 130.928 98.891 1.00269.07 C -ATOM 10326 OD1 ASN B 354 137.981 131.292 97.864 1.00269.07 O -ATOM 10327 ND2 ASN B 354 136.356 130.119 98.876 1.00269.07 N -ATOM 10328 N ARG B 355 137.922 134.600 102.148 1.00260.64 N -ATOM 10329 CA ARG B 355 138.549 135.243 103.297 1.00260.64 C -ATOM 10330 C ARG B 355 137.746 134.899 104.543 1.00260.64 C -ATOM 10331 O ARG B 355 136.596 135.326 104.689 1.00260.64 O -ATOM 10332 CB ARG B 355 138.626 136.753 103.086 1.00260.64 C -ATOM 10333 CG ARG B 355 139.083 137.535 104.310 1.00260.64 C -ATOM 10334 CD ARG B 355 139.357 138.992 103.968 1.00260.64 C -ATOM 10335 NE ARG B 355 140.767 139.240 103.692 1.00260.64 N -ATOM 10336 CZ ARG B 355 141.400 140.368 103.989 1.00260.64 C -ATOM 10337 NH1 ARG B 355 140.777 141.376 104.575 1.00260.64 N1+ -ATOM 10338 NH2 ARG B 355 142.691 140.485 103.690 1.00260.64 N -ATOM 10339 N LYS B 356 138.347 134.124 105.438 1.00239.98 N -ATOM 10340 CA LYS B 356 137.698 133.688 106.666 1.00239.98 C -ATOM 10341 C LYS B 356 138.301 134.460 107.830 1.00239.98 C -ATOM 10342 O LYS B 356 139.514 134.396 108.059 1.00239.98 O -ATOM 10343 CB LYS B 356 137.866 132.182 106.864 1.00239.98 C -ATOM 10344 CG LYS B 356 137.492 131.361 105.641 1.00239.98 C -ATOM 10345 CD LYS B 356 136.765 130.083 106.021 1.00239.98 C -ATOM 10346 CE LYS B 356 136.530 129.207 104.801 1.00239.98 C -ATOM 10347 NZ LYS B 356 135.893 127.910 105.157 1.00239.98 N1+ -ATOM 10348 N ARG B 357 137.456 135.188 108.559 1.00220.35 N -ATOM 10349 CA ARG B 357 137.903 135.977 109.706 1.00220.35 C -ATOM 10350 C ARG B 357 138.158 135.030 110.874 1.00220.35 C -ATOM 10351 O ARG B 357 137.309 134.804 111.740 1.00220.35 O -ATOM 10352 CB ARG B 357 136.879 137.048 110.061 1.00220.35 C -ATOM 10353 CG ARG B 357 137.046 138.346 109.292 1.00220.35 C -ATOM 10354 CD ARG B 357 136.083 139.408 109.793 1.00220.35 C -ATOM 10355 NE ARG B 357 136.329 140.705 109.175 1.00220.35 N -ATOM 10356 CZ ARG B 357 135.605 141.792 109.404 1.00220.35 C -ATOM 10357 NH1 ARG B 357 134.574 141.774 110.233 1.00220.35 N1+ -ATOM 10358 NH2 ARG B 357 135.923 142.925 108.785 1.00220.35 N -ATOM 10359 N ILE B 358 139.361 134.463 110.887 1.00203.68 N -ATOM 10360 CA ILE B 358 139.773 133.575 111.969 1.00203.68 C -ATOM 10361 C ILE B 358 140.097 134.441 113.182 1.00203.68 C -ATOM 10362 O ILE B 358 141.107 135.150 113.201 1.00203.68 O -ATOM 10363 CB ILE B 358 140.968 132.708 111.561 1.00203.68 C -ATOM 10364 CG1 ILE B 358 140.605 131.826 110.364 1.00203.68 C -ATOM 10365 CG2 ILE B 358 141.435 131.864 112.729 1.00203.68 C -ATOM 10366 CD1 ILE B 358 141.748 130.963 109.869 1.00203.68 C -ATOM 10367 N SER B 359 139.234 134.394 114.194 1.00180.95 N -ATOM 10368 CA SER B 359 139.365 135.255 115.359 1.00180.95 C -ATOM 10369 C SER B 359 138.770 134.544 116.566 1.00180.95 C -ATOM 10370 O SER B 359 138.220 133.444 116.452 1.00180.95 O -ATOM 10371 CB SER B 359 138.688 136.608 115.122 1.00180.95 C -ATOM 10372 OG SER B 359 137.332 136.440 114.746 1.00180.95 O -ATOM 10373 N ASN B 360 138.904 135.196 117.731 1.00161.24 N -ATOM 10374 CA ASN B 360 138.425 134.713 119.034 1.00161.24 C -ATOM 10375 C ASN B 360 139.012 133.350 119.398 1.00161.24 C -ATOM 10376 O ASN B 360 138.365 132.542 120.069 1.00161.24 O -ATOM 10377 CB ASN B 360 136.893 134.675 119.097 1.00161.24 C -ATOM 10378 CG ASN B 360 136.273 136.055 118.993 1.00161.24 C -ATOM 10379 OD1 ASN B 360 136.782 137.021 119.560 1.00161.24 O -ATOM 10380 ND2 ASN B 360 135.167 136.153 118.264 1.00161.24 N -ATOM 10381 N CYS B 361 140.245 133.096 118.965 1.00164.16 N -ATOM 10382 CA CYS B 361 140.917 131.831 119.220 1.00164.16 C -ATOM 10383 C CYS B 361 142.416 132.051 119.092 1.00164.16 C -ATOM 10384 O CYS B 361 142.869 133.010 118.462 1.00164.16 O -ATOM 10385 CB CYS B 361 140.437 130.734 118.258 1.00164.16 C -ATOM 10386 SG CYS B 361 140.713 131.051 116.495 1.00164.16 S -ATOM 10387 N VAL B 362 143.182 131.151 119.700 1.00160.57 N -ATOM 10388 CA VAL B 362 144.638 131.201 119.638 1.00160.57 C -ATOM 10389 C VAL B 362 145.096 130.301 118.499 1.00160.57 C -ATOM 10390 O VAL B 362 144.823 129.095 118.499 1.00160.57 O -ATOM 10391 CB VAL B 362 145.271 130.776 120.972 1.00160.57 C -ATOM 10392 CG1 VAL B 362 146.785 130.695 120.842 1.00160.57 C -ATOM 10393 CG2 VAL B 362 144.876 131.743 122.078 1.00160.57 C -ATOM 10394 N ALA B 363 145.792 130.885 117.529 1.00168.99 N -ATOM 10395 CA ALA B 363 146.181 130.159 116.330 1.00168.99 C -ATOM 10396 C ALA B 363 147.449 129.351 116.568 1.00168.99 C -ATOM 10397 O ALA B 363 148.418 129.842 117.155 1.00168.99 O -ATOM 10398 CB ALA B 363 146.385 131.127 115.166 1.00168.99 C -ATOM 10399 N ASP B 364 147.435 128.105 116.107 1.00177.07 N -ATOM 10400 CA ASP B 364 148.576 127.201 116.210 1.00177.07 C -ATOM 10401 C ASP B 364 149.072 126.909 114.797 1.00177.07 C -ATOM 10402 O ASP B 364 148.529 126.043 114.105 1.00177.07 O -ATOM 10403 CB ASP B 364 148.199 125.919 116.946 1.00177.07 C -ATOM 10404 CG ASP B 364 147.966 126.144 118.427 1.00177.07 C -ATOM 10405 OD1 ASP B 364 148.131 127.291 118.891 1.00177.07 O -ATOM 10406 OD2 ASP B 364 147.624 125.170 119.130 1.00177.07 O1- -ATOM 10407 N TYR B 365 150.105 127.637 114.375 1.00191.13 N -ATOM 10408 CA TYR B 365 150.733 127.407 113.081 1.00191.13 C -ATOM 10409 C TYR B 365 151.753 126.277 113.119 1.00191.13 C -ATOM 10410 O TYR B 365 152.297 125.919 112.067 1.00191.13 O -ATOM 10411 CB TYR B 365 151.409 128.688 112.581 1.00191.13 C -ATOM 10412 CG TYR B 365 150.482 129.876 112.428 1.00191.13 C -ATOM 10413 CD1 TYR B 365 150.260 130.755 113.484 1.00191.13 C -ATOM 10414 CD2 TYR B 365 149.835 130.122 111.222 1.00191.13 C -ATOM 10415 CE1 TYR B 365 149.423 131.844 113.344 1.00191.13 C -ATOM 10416 CE2 TYR B 365 148.990 131.209 111.074 1.00191.13 C -ATOM 10417 CZ TYR B 365 148.789 132.064 112.139 1.00191.13 C -ATOM 10418 OH TYR B 365 147.952 133.145 112.000 1.00191.13 O -ATOM 10419 N SER B 366 152.019 125.712 114.303 1.00196.91 N -ATOM 10420 CA SER B 366 152.968 124.610 114.423 1.00196.91 C -ATOM 10421 C SER B 366 152.458 123.347 113.741 1.00196.91 C -ATOM 10422 O SER B 366 153.265 122.534 113.279 1.00196.91 O -ATOM 10423 CB SER B 366 153.266 124.329 115.895 1.00196.91 C -ATOM 10424 OG SER B 366 152.071 124.095 116.620 1.00196.91 O -ATOM 10425 N VAL B 367 151.135 123.178 113.656 1.00200.90 N -ATOM 10426 CA VAL B 367 150.553 122.047 112.934 1.00200.90 C -ATOM 10427 C VAL B 367 150.880 122.137 111.446 1.00200.90 C -ATOM 10428 O VAL B 367 151.344 121.168 110.830 1.00200.90 O -ATOM 10429 CB VAL B 367 149.033 121.994 113.173 1.00200.90 C -ATOM 10430 CG1 VAL B 367 148.393 120.896 112.339 1.00200.90 C -ATOM 10431 CG2 VAL B 367 148.734 121.792 114.647 1.00200.90 C -ATOM 10432 N LEU B 368 150.668 123.317 110.857 1.00206.92 N -ATOM 10433 CA LEU B 368 150.983 123.524 109.448 1.00206.92 C -ATOM 10434 C LEU B 368 152.485 123.486 109.195 1.00206.92 C -ATOM 10435 O LEU B 368 152.920 123.058 108.120 1.00206.92 O -ATOM 10436 CB LEU B 368 150.402 124.855 108.978 1.00206.92 C -ATOM 10437 CG LEU B 368 148.965 125.139 109.418 1.00206.92 C -ATOM 10438 CD1 LEU B 368 148.586 126.589 109.148 1.00206.92 C -ATOM 10439 CD2 LEU B 368 147.996 124.189 108.729 1.00206.92 C -ATOM 10440 N TYR B 369 153.286 123.927 110.167 1.00212.92 N -ATOM 10441 CA TYR B 369 154.735 123.890 110.003 1.00212.92 C -ATOM 10442 C TYR B 369 155.291 122.473 110.112 1.00212.92 C -ATOM 10443 O TYR B 369 156.269 122.144 109.430 1.00212.92 O -ATOM 10444 CB TYR B 369 155.402 124.801 111.034 1.00212.92 C -ATOM 10445 CG TYR B 369 155.627 126.213 110.544 1.00212.92 C -ATOM 10446 CD1 TYR B 369 154.571 126.970 110.048 1.00212.92 C -ATOM 10447 CD2 TYR B 369 156.891 126.791 110.580 1.00212.92 C -ATOM 10448 CE1 TYR B 369 154.765 128.263 109.599 1.00212.92 C -ATOM 10449 CE2 TYR B 369 157.096 128.086 110.131 1.00212.92 C -ATOM 10450 CZ TYR B 369 156.027 128.815 109.642 1.00212.92 C -ATOM 10451 OH TYR B 369 156.214 130.102 109.194 1.00212.92 O -ATOM 10452 N ASN B 370 154.695 121.623 110.951 1.00204.75 N -ATOM 10453 CA ASN B 370 155.274 120.318 111.248 1.00204.75 C -ATOM 10454 C ASN B 370 154.689 119.167 110.440 1.00204.75 C -ATOM 10455 O ASN B 370 155.394 118.177 110.219 1.00204.75 O -ATOM 10456 CB ASN B 370 155.123 120.001 112.741 1.00204.75 C -ATOM 10457 CG ASN B 370 156.001 120.879 113.615 1.00204.75 C -ATOM 10458 OD1 ASN B 370 156.807 121.663 113.115 1.00204.75 O -ATOM 10459 ND2 ASN B 370 155.851 120.747 114.929 1.00204.75 N -ATOM 10460 N LEU B 371 153.433 119.242 110.002 1.00206.88 N -ATOM 10461 CA LEU B 371 152.902 118.134 109.214 1.00206.88 C -ATOM 10462 C LEU B 371 153.464 118.136 107.791 1.00206.88 C -ATOM 10463 O LEU B 371 153.984 119.138 107.290 1.00206.88 O -ATOM 10464 CB LEU B 371 151.368 118.138 109.196 1.00206.88 C -ATOM 10465 CG LEU B 371 150.555 117.500 110.340 1.00206.88 C -ATOM 10466 CD1 LEU B 371 150.828 115.997 110.373 1.00206.88 C -ATOM 10467 CD2 LEU B 371 150.805 118.097 111.721 1.00206.88 C -ATOM 10468 N ALA B 372 153.358 116.964 107.157 1.00210.65 N -ATOM 10469 CA ALA B 372 154.069 116.669 105.911 1.00210.65 C -ATOM 10470 C ALA B 372 153.709 117.525 104.691 1.00210.65 C -ATOM 10471 O ALA B 372 154.648 118.016 104.038 1.00210.65 O -ATOM 10472 CB ALA B 372 153.902 115.178 105.588 1.00210.65 C -ATOM 10473 N PRO B 373 152.431 117.725 104.296 1.00220.19 N -ATOM 10474 CA PRO B 373 152.198 118.227 102.925 1.00220.19 C -ATOM 10475 C PRO B 373 152.554 119.690 102.706 1.00220.19 C -ATOM 10476 O PRO B 373 153.048 120.031 101.627 1.00220.19 O -ATOM 10477 CB PRO B 373 150.694 117.984 102.710 1.00220.19 C -ATOM 10478 CG PRO B 373 150.290 117.038 103.779 1.00220.19 C -ATOM 10479 CD PRO B 373 151.127 117.452 104.933 1.00220.19 C -ATOM 10480 N PHE B 374 152.336 120.560 103.688 1.00221.95 N -ATOM 10481 CA PHE B 374 152.592 121.981 103.489 1.00221.95 C -ATOM 10482 C PHE B 374 154.092 122.260 103.479 1.00221.95 C -ATOM 10483 O PHE B 374 154.831 121.780 104.345 1.00221.95 O -ATOM 10484 CB PHE B 374 151.888 122.794 104.570 1.00221.95 C -ATOM 10485 CG PHE B 374 150.397 122.635 104.552 1.00221.95 C -ATOM 10486 CD1 PHE B 374 149.682 122.867 103.385 1.00221.95 C -ATOM 10487 CD2 PHE B 374 149.713 122.233 105.688 1.00221.95 C -ATOM 10488 CE1 PHE B 374 148.309 122.712 103.355 1.00221.95 C -ATOM 10489 CE2 PHE B 374 148.338 122.078 105.665 1.00221.95 C -ATOM 10490 CZ PHE B 374 147.637 122.315 104.495 1.00221.95 C -ATOM 10491 N PHE B 375 154.539 123.033 102.489 1.00225.21 N -ATOM 10492 CA PHE B 375 155.959 123.171 102.187 1.00225.21 C -ATOM 10493 C PHE B 375 156.487 124.582 102.393 1.00225.21 C -ATOM 10494 O PHE B 375 157.494 124.759 103.085 1.00225.21 O -ATOM 10495 CB PHE B 375 156.226 122.721 100.741 1.00225.21 C -ATOM 10496 CG PHE B 375 157.681 122.678 100.378 1.00225.21 C -ATOM 10497 CD1 PHE B 375 158.545 121.807 101.026 1.00225.21 C -ATOM 10498 CD2 PHE B 375 158.187 123.508 99.388 1.00225.21 C -ATOM 10499 CE1 PHE B 375 159.889 121.765 100.695 1.00225.21 C -ATOM 10500 CE2 PHE B 375 159.529 123.471 99.050 1.00225.21 C -ATOM 10501 CZ PHE B 375 160.381 122.598 99.705 1.00225.21 C -ATOM 10502 N THR B 376 155.851 125.593 101.806 1.00229.92 N -ATOM 10503 CA THR B 376 156.355 126.960 101.873 1.00229.92 C -ATOM 10504 C THR B 376 155.909 127.623 103.170 1.00229.92 C -ATOM 10505 O THR B 376 154.741 127.520 103.555 1.00229.92 O -ATOM 10506 CB THR B 376 155.878 127.778 100.672 1.00229.92 C -ATOM 10507 OG1 THR B 376 154.514 128.171 100.869 1.00229.92 O -ATOM 10508 CG2 THR B 376 155.991 126.964 99.391 1.00229.92 C -ATOM 10509 N PHE B 377 156.842 128.304 103.837 1.00224.61 N -ATOM 10510 CA PHE B 377 156.573 128.958 105.116 1.00224.61 C -ATOM 10511 C PHE B 377 157.166 130.361 105.140 1.00224.61 C -ATOM 10512 O PHE B 377 157.798 130.769 106.120 1.00224.61 O -ATOM 10513 CB PHE B 377 157.110 128.134 106.285 1.00224.61 C -ATOM 10514 CG PHE B 377 156.566 126.738 106.341 1.00224.61 C -ATOM 10515 CD1 PHE B 377 155.214 126.519 106.555 1.00224.61 C -ATOM 10516 CD2 PHE B 377 157.403 125.645 106.181 1.00224.61 C -ATOM 10517 CE1 PHE B 377 154.705 125.238 106.601 1.00224.61 C -ATOM 10518 CE2 PHE B 377 156.900 124.357 106.231 1.00224.61 C -ATOM 10519 CZ PHE B 377 155.549 124.154 106.441 1.00224.61 C -ATOM 10520 N LYS B 378 156.975 131.116 104.061 1.00219.00 N -ATOM 10521 CA LYS B 378 157.430 132.499 104.029 1.00219.00 C -ATOM 10522 C LYS B 378 156.537 133.371 104.903 1.00219.00 C -ATOM 10523 O LYS B 378 155.321 133.175 104.967 1.00219.00 O -ATOM 10524 CB LYS B 378 157.435 133.027 102.595 1.00219.00 C -ATOM 10525 CG LYS B 378 158.373 132.284 101.662 1.00219.00 C -ATOM 10526 CD LYS B 378 158.393 132.919 100.281 1.00219.00 C -ATOM 10527 CE LYS B 378 159.313 132.163 99.338 1.00219.00 C -ATOM 10528 NZ LYS B 378 159.438 132.846 98.021 1.00219.00 N1+ -ATOM 10529 N CYS B 379 157.151 134.337 105.585 1.00218.11 N -ATOM 10530 CA CYS B 379 156.427 135.248 106.458 1.00218.11 C -ATOM 10531 C CYS B 379 157.006 136.648 106.333 1.00218.11 C -ATOM 10532 O CYS B 379 158.222 136.818 106.216 1.00218.11 O -ATOM 10533 CB CYS B 379 156.480 134.787 107.918 1.00218.11 C -ATOM 10534 SG CYS B 379 155.345 133.439 108.293 1.00218.11 S -ATOM 10535 N TYR B 380 156.125 137.645 106.361 1.00216.74 N -ATOM 10536 CA TYR B 380 156.508 139.043 106.234 1.00216.74 C -ATOM 10537 C TYR B 380 155.859 139.842 107.353 1.00216.74 C -ATOM 10538 O TYR B 380 154.739 139.539 107.774 1.00216.74 O -ATOM 10539 CB TYR B 380 156.100 139.606 104.868 1.00216.74 C -ATOM 10540 CG TYR B 380 156.417 138.675 103.720 1.00216.74 C -ATOM 10541 CD1 TYR B 380 157.723 138.519 103.269 1.00216.74 C -ATOM 10542 CD2 TYR B 380 155.413 137.941 103.098 1.00216.74 C -ATOM 10543 CE1 TYR B 380 158.021 137.663 102.223 1.00216.74 C -ATOM 10544 CE2 TYR B 380 155.700 137.082 102.050 1.00216.74 C -ATOM 10545 CZ TYR B 380 157.005 136.949 101.618 1.00216.74 C -ATOM 10546 OH TYR B 380 157.297 136.098 100.577 1.00216.74 O -ATOM 10547 N GLY B 381 156.569 140.854 107.837 1.00203.85 N -ATOM 10548 CA GLY B 381 156.127 141.664 108.962 1.00203.85 C -ATOM 10549 C GLY B 381 156.552 141.116 110.310 1.00203.85 C -ATOM 10550 O GLY B 381 156.991 141.871 111.180 1.00203.85 O -ATOM 10551 N VAL B 382 156.424 139.802 110.497 1.00201.85 N -ATOM 10552 CA VAL B 382 156.859 139.120 111.706 1.00201.85 C -ATOM 10553 C VAL B 382 157.749 137.953 111.304 1.00201.85 C -ATOM 10554 O VAL B 382 157.765 137.521 110.149 1.00201.85 O -ATOM 10555 CB VAL B 382 155.675 138.622 112.564 1.00201.85 C -ATOM 10556 CG1 VAL B 382 154.944 139.794 113.200 1.00201.85 C -ATOM 10557 CG2 VAL B 382 154.725 137.788 111.721 1.00201.85 C -ATOM 10558 N SER B 383 158.509 137.455 112.275 1.00202.07 N -ATOM 10559 CA SER B 383 159.361 136.301 112.035 1.00202.07 C -ATOM 10560 C SER B 383 158.507 135.045 111.874 1.00202.07 C -ATOM 10561 O SER B 383 157.473 134.910 112.536 1.00202.07 O -ATOM 10562 CB SER B 383 160.354 136.121 113.183 1.00202.07 C -ATOM 10563 OG SER B 383 161.323 135.132 112.881 1.00202.07 O -ATOM 10564 N PRO B 384 158.898 134.119 110.989 1.00203.52 N -ATOM 10565 CA PRO B 384 158.103 132.892 110.807 1.00203.52 C -ATOM 10566 C PRO B 384 158.131 131.944 111.998 1.00203.52 C -ATOM 10567 O PRO B 384 157.263 131.066 112.083 1.00203.52 O -ATOM 10568 CB PRO B 384 158.735 132.241 109.568 1.00203.52 C -ATOM 10569 CG PRO B 384 160.100 132.834 109.472 1.00203.52 C -ATOM 10570 CD PRO B 384 159.978 134.230 109.993 1.00203.52 C -ATOM 10571 N THR B 385 159.091 132.082 112.911 1.00199.41 N -ATOM 10572 CA THR B 385 159.182 131.200 114.067 1.00199.41 C -ATOM 10573 C THR B 385 158.435 131.723 115.289 1.00199.41 C -ATOM 10574 O THR B 385 158.296 130.985 116.270 1.00199.41 O -ATOM 10575 CB THR B 385 160.650 130.966 114.439 1.00199.41 C -ATOM 10576 OG1 THR B 385 161.252 132.208 114.824 1.00199.41 O -ATOM 10577 CG2 THR B 385 161.412 130.385 113.257 1.00199.41 C -ATOM 10578 N LYS B 386 157.951 132.964 115.258 1.00190.67 N -ATOM 10579 CA LYS B 386 157.265 133.565 116.395 1.00190.67 C -ATOM 10580 C LYS B 386 155.749 133.463 116.303 1.00190.67 C -ATOM 10581 O LYS B 386 155.059 133.973 117.196 1.00190.67 O -ATOM 10582 CB LYS B 386 157.663 135.038 116.534 1.00190.67 C -ATOM 10583 CG LYS B 386 159.153 135.279 116.689 1.00190.67 C -ATOM 10584 CD LYS B 386 159.453 136.768 116.751 1.00190.67 C -ATOM 10585 CE LYS B 386 160.948 137.033 116.789 1.00190.67 C -ATOM 10586 NZ LYS B 386 161.249 138.489 116.705 1.00190.67 N1+ -ATOM 10587 N LEU B 387 155.228 132.805 115.257 1.00187.44 N -ATOM 10588 CA LEU B 387 153.797 132.832 114.951 1.00187.44 C -ATOM 10589 C LEU B 387 152.963 132.194 116.055 1.00187.44 C -ATOM 10590 O LEU B 387 151.926 132.741 116.455 1.00187.44 O -ATOM 10591 CB LEU B 387 153.539 132.120 113.625 1.00187.44 C -ATOM 10592 CG LEU B 387 154.265 132.596 112.370 1.00187.44 C -ATOM 10593 CD1 LEU B 387 153.794 131.781 111.179 1.00187.44 C -ATOM 10594 CD2 LEU B 387 154.026 134.077 112.141 1.00187.44 C -ATOM 10595 N ASN B 388 153.429 131.063 116.595 1.00178.38 N -ATOM 10596 CA ASN B 388 152.745 130.396 117.697 1.00178.38 C -ATOM 10597 C ASN B 388 152.753 131.222 118.979 1.00178.38 C -ATOM 10598 O ASN B 388 151.936 130.965 119.870 1.00178.38 O -ATOM 10599 CB ASN B 388 153.380 129.029 117.958 1.00178.38 C -ATOM 10600 CG ASN B 388 153.271 128.098 116.767 1.00178.38 C -ATOM 10601 OD1 ASN B 388 152.176 127.694 116.377 1.00178.38 O -ATOM 10602 ND2 ASN B 388 154.412 127.751 116.181 1.00178.38 N -ATOM 10603 N ASP B 389 153.650 132.200 119.094 1.00174.62 N -ATOM 10604 CA ASP B 389 153.652 133.111 120.226 1.00174.62 C -ATOM 10605 C ASP B 389 152.876 134.394 119.953 1.00174.62 C -ATOM 10606 O ASP B 389 152.812 135.258 120.834 1.00174.62 O -ATOM 10607 CB ASP B 389 155.092 133.457 120.620 1.00174.62 C -ATOM 10608 CG ASP B 389 155.863 132.255 121.131 1.00174.62 C -ATOM 10609 OD1 ASP B 389 155.231 131.328 121.680 1.00174.62 O -ATOM 10610 OD2 ASP B 389 157.103 132.238 120.984 1.00174.62 O1- -ATOM 10611 N LEU B 390 152.285 134.543 118.769 1.00171.16 N -ATOM 10612 CA LEU B 390 151.692 135.807 118.361 1.00171.16 C -ATOM 10613 C LEU B 390 150.169 135.718 118.357 1.00171.16 C -ATOM 10614 O LEU B 390 149.588 134.720 117.920 1.00171.16 O -ATOM 10615 CB LEU B 390 152.214 136.218 116.979 1.00171.16 C -ATOM 10616 CG LEU B 390 151.771 137.553 116.382 1.00171.16 C -ATOM 10617 CD1 LEU B 390 152.246 138.694 117.259 1.00171.16 C -ATOM 10618 CD2 LEU B 390 152.345 137.699 114.985 1.00171.16 C -ATOM 10619 N CYS B 391 149.529 136.781 118.846 1.00169.56 N -ATOM 10620 CA CYS B 391 148.080 136.868 118.952 1.00169.56 C -ATOM 10621 C CYS B 391 147.546 137.866 117.933 1.00169.56 C -ATOM 10622 O CYS B 391 148.239 138.812 117.546 1.00169.56 O -ATOM 10623 CB CYS B 391 147.646 137.283 120.365 1.00169.56 C -ATOM 10624 SG CYS B 391 147.839 135.995 121.619 1.00169.56 S -ATOM 10625 N PHE B 392 146.305 137.647 117.499 1.00179.69 N -ATOM 10626 CA PHE B 392 145.720 138.412 116.409 1.00179.69 C -ATOM 10627 C PHE B 392 144.317 138.877 116.768 1.00179.69 C -ATOM 10628 O PHE B 392 143.589 138.206 117.505 1.00179.69 O -ATOM 10629 CB PHE B 392 145.644 137.588 115.116 1.00179.69 C -ATOM 10630 CG PHE B 392 146.939 136.935 114.732 1.00179.69 C -ATOM 10631 CD1 PHE B 392 147.879 137.624 113.985 1.00179.69 C -ATOM 10632 CD2 PHE B 392 147.209 135.624 115.103 1.00179.69 C -ATOM 10633 CE1 PHE B 392 149.071 137.025 113.626 1.00179.69 C -ATOM 10634 CE2 PHE B 392 148.400 135.018 114.747 1.00179.69 C -ATOM 10635 CZ PHE B 392 149.332 135.719 114.006 1.00179.69 C -ATOM 10636 N THR B 393 143.947 140.043 116.235 1.00179.71 N -ATOM 10637 CA THR B 393 142.545 140.446 116.226 1.00179.71 C -ATOM 10638 C THR B 393 141.769 139.697 115.149 1.00179.71 C -ATOM 10639 O THR B 393 140.611 139.321 115.360 1.00179.71 O -ATOM 10640 CB THR B 393 142.427 141.956 116.012 1.00179.71 C -ATOM 10641 OG1 THR B 393 143.305 142.361 114.953 1.00179.71 O -ATOM 10642 CG2 THR B 393 142.789 142.708 117.285 1.00179.71 C -ATOM 10643 N ASN B 394 142.395 139.477 113.993 1.00200.01 N -ATOM 10644 CA ASN B 394 141.799 138.733 112.893 1.00200.01 C -ATOM 10645 C ASN B 394 142.912 138.115 112.060 1.00200.01 C -ATOM 10646 O ASN B 394 143.922 138.766 111.783 1.00200.01 O -ATOM 10647 CB ASN B 394 140.923 139.630 112.008 1.00200.01 C -ATOM 10648 CG ASN B 394 139.469 139.636 112.438 1.00200.01 C -ATOM 10649 OD1 ASN B 394 138.814 138.595 112.463 1.00200.01 O -ATOM 10650 ND2 ASN B 394 138.958 140.813 112.779 1.00200.01 N -ATOM 10651 N VAL B 395 142.721 136.860 111.666 1.00210.79 N -ATOM 10652 CA VAL B 395 143.644 136.159 110.782 1.00210.79 C -ATOM 10653 C VAL B 395 142.942 136.015 109.439 1.00210.79 C -ATOM 10654 O VAL B 395 142.082 135.144 109.264 1.00210.79 O -ATOM 10655 CB VAL B 395 144.062 134.795 111.342 1.00210.79 C -ATOM 10656 CG1 VAL B 395 145.176 134.199 110.496 1.00210.79 C -ATOM 10657 CG2 VAL B 395 144.485 134.918 112.792 1.00210.79 C -ATOM 10658 N TYR B 396 143.306 136.865 108.485 1.00233.84 N -ATOM 10659 CA TYR B 396 142.686 136.849 107.162 1.00233.84 C -ATOM 10660 C TYR B 396 143.378 135.786 106.319 1.00233.84 C -ATOM 10661 O TYR B 396 144.461 136.011 105.776 1.00233.84 O -ATOM 10662 CB TYR B 396 142.773 138.226 106.516 1.00233.84 C -ATOM 10663 CG TYR B 396 142.078 139.306 107.313 1.00233.84 C -ATOM 10664 CD1 TYR B 396 140.719 139.220 107.596 1.00233.84 C -ATOM 10665 CD2 TYR B 396 142.781 140.407 107.790 1.00233.84 C -ATOM 10666 CE1 TYR B 396 140.077 140.204 108.328 1.00233.84 C -ATOM 10667 CE2 TYR B 396 142.148 141.396 108.523 1.00233.84 C -ATOM 10668 CZ TYR B 396 140.797 141.288 108.789 1.00233.84 C -ATOM 10669 OH TYR B 396 140.162 142.268 109.517 1.00233.84 O -ATOM 10670 N ALA B 397 142.748 134.620 106.212 1.00236.35 N -ATOM 10671 CA ALA B 397 143.285 133.498 105.454 1.00236.35 C -ATOM 10672 C ALA B 397 142.577 133.426 104.108 1.00236.35 C -ATOM 10673 O ALA B 397 141.345 133.349 104.053 1.00236.35 O -ATOM 10674 CB ALA B 397 143.113 132.190 106.225 1.00236.35 C -ATOM 10675 N ASP B 398 143.354 133.450 103.029 1.00244.81 N -ATOM 10676 CA ASP B 398 142.831 133.438 101.664 1.00244.81 C -ATOM 10677 C ASP B 398 143.399 132.215 100.948 1.00244.81 C -ATOM 10678 O ASP B 398 144.448 132.293 100.304 1.00244.81 O -ATOM 10679 CB ASP B 398 143.186 134.733 100.933 1.00244.81 C -ATOM 10680 CG ASP B 398 142.968 135.965 101.789 1.00244.81 C -ATOM 10681 OD1 ASP B 398 141.853 136.127 102.329 1.00244.81 O -ATOM 10682 OD2 ASP B 398 143.912 136.771 101.924 1.00244.81 O1- -ATOM 10683 N SER B 399 142.698 131.088 101.058 1.00242.60 N -ATOM 10684 CA SER B 399 143.109 129.861 100.387 1.00242.60 C -ATOM 10685 C SER B 399 142.816 129.980 98.897 1.00242.60 C -ATOM 10686 O SER B 399 141.661 130.162 98.496 1.00242.60 O -ATOM 10687 CB SER B 399 142.388 128.656 100.988 1.00242.60 C -ATOM 10688 OG SER B 399 141.004 128.916 101.143 1.00242.60 O -ATOM 10689 N PHE B 400 143.860 129.876 98.078 1.00247.88 N -ATOM 10690 CA PHE B 400 143.771 130.128 96.648 1.00247.88 C -ATOM 10691 C PHE B 400 144.390 128.973 95.876 1.00247.88 C -ATOM 10692 O PHE B 400 145.039 128.090 96.443 1.00247.88 O -ATOM 10693 CB PHE B 400 144.477 131.437 96.275 1.00247.88 C -ATOM 10694 CG PHE B 400 143.559 132.615 96.179 1.00247.88 C -ATOM 10695 CD1 PHE B 400 142.820 133.029 97.276 1.00247.88 C -ATOM 10696 CD2 PHE B 400 143.440 133.315 94.990 1.00247.88 C -ATOM 10697 CE1 PHE B 400 141.975 134.116 97.185 1.00247.88 C -ATOM 10698 CE2 PHE B 400 142.603 134.402 94.893 1.00247.88 C -ATOM 10699 CZ PHE B 400 141.868 134.802 95.990 1.00247.88 C -ATOM 10700 N VAL B 401 144.179 128.989 94.562 1.00246.46 N -ATOM 10701 CA VAL B 401 144.830 128.073 93.632 1.00246.46 C -ATOM 10702 C VAL B 401 145.606 128.932 92.644 1.00246.46 C -ATOM 10703 O VAL B 401 145.014 129.556 91.753 1.00246.46 O -ATOM 10704 CB VAL B 401 143.828 127.162 92.911 1.00246.46 C -ATOM 10705 CG1 VAL B 401 144.553 126.257 91.927 1.00246.46 C -ATOM 10706 CG2 VAL B 401 143.038 126.337 93.917 1.00246.46 C -ATOM 10707 N ILE B 402 146.928 128.977 92.805 1.00239.79 N -ATOM 10708 CA ILE B 402 147.792 129.891 92.066 1.00239.79 C -ATOM 10709 C ILE B 402 148.819 129.078 91.287 1.00239.79 C -ATOM 10710 O ILE B 402 149.438 128.159 91.838 1.00239.79 O -ATOM 10711 CB ILE B 402 148.491 130.894 93.005 1.00239.79 C -ATOM 10712 CG1 ILE B 402 147.486 131.559 93.949 1.00239.79 C -ATOM 10713 CG2 ILE B 402 149.245 131.950 92.217 1.00239.79 C -ATOM 10714 CD1 ILE B 402 146.483 132.439 93.241 1.00239.79 C -ATOM 10715 N ARG B 403 148.984 129.411 90.007 1.00230.07 N -ATOM 10716 CA ARG B 403 150.058 128.862 89.190 1.00230.07 C -ATOM 10717 C ARG B 403 151.412 129.320 89.729 1.00230.07 C -ATOM 10718 O ARG B 403 151.553 130.442 90.222 1.00230.07 O -ATOM 10719 CB ARG B 403 149.868 129.300 87.734 1.00230.07 C -ATOM 10720 CG ARG B 403 150.875 128.764 86.725 1.00230.07 C -ATOM 10721 CD ARG B 403 150.541 129.249 85.323 1.00230.07 C -ATOM 10722 NE ARG B 403 151.714 129.306 84.459 1.00230.07 N -ATOM 10723 CZ ARG B 403 151.769 129.985 83.321 1.00230.07 C -ATOM 10724 NH1 ARG B 403 150.731 130.675 82.876 1.00230.07 N1+ -ATOM 10725 NH2 ARG B 403 152.894 129.973 82.612 1.00230.07 N -ATOM 10726 N GLY B 404 152.412 128.427 89.631 1.00223.31 N -ATOM 10727 CA GLY B 404 153.698 128.639 90.287 1.00223.31 C -ATOM 10728 C GLY B 404 154.472 129.847 89.794 1.00223.31 C -ATOM 10729 O GLY B 404 155.170 130.504 90.578 1.00223.31 O -ATOM 10730 N ASP B 405 154.347 130.169 88.502 1.00221.17 N -ATOM 10731 CA ASP B 405 154.940 131.389 87.964 1.00221.17 C -ATOM 10732 C ASP B 405 154.319 132.643 88.563 1.00221.17 C -ATOM 10733 O ASP B 405 154.968 133.694 88.581 1.00221.17 O -ATOM 10734 CB ASP B 405 154.800 131.417 86.441 1.00221.17 C -ATOM 10735 CG ASP B 405 155.797 130.511 85.747 1.00221.17 C -ATOM 10736 OD1 ASP B 405 156.648 129.919 86.443 1.00221.17 O -ATOM 10737 OD2 ASP B 405 155.731 130.392 84.506 1.00221.17 O1- -ATOM 10738 N GLU B 406 153.080 132.556 89.049 1.00222.44 N -ATOM 10739 CA GLU B 406 152.472 133.628 89.820 1.00222.44 C -ATOM 10740 C GLU B 406 152.620 133.438 91.325 1.00222.44 C -ATOM 10741 O GLU B 406 152.414 134.399 92.073 1.00222.44 O -ATOM 10742 CB GLU B 406 150.988 133.758 89.461 1.00222.44 C -ATOM 10743 CG GLU B 406 150.733 134.504 88.160 1.00222.44 C -ATOM 10744 CD GLU B 406 150.837 133.611 86.938 1.00222.44 C -ATOM 10745 OE1 GLU B 406 150.975 132.381 87.102 1.00222.44 O -ATOM 10746 OE2 GLU B 406 150.781 134.141 85.809 1.00222.44 O1- -ATOM 10747 N VAL B 407 152.954 132.225 91.782 1.00217.92 N -ATOM 10748 CA VAL B 407 153.348 132.025 93.177 1.00217.92 C -ATOM 10749 C VAL B 407 154.654 132.755 93.458 1.00217.92 C -ATOM 10750 O VAL B 407 154.834 133.357 94.527 1.00217.92 O -ATOM 10751 CB VAL B 407 153.450 130.518 93.494 1.00217.92 C -ATOM 10752 CG1 VAL B 407 154.041 130.262 94.879 1.00217.92 C -ATOM 10753 CG2 VAL B 407 152.094 129.876 93.408 1.00217.92 C -ATOM 10754 N ARG B 408 155.568 132.754 92.479 1.00212.52 N -ATOM 10755 CA ARG B 408 156.821 133.496 92.609 1.00212.52 C -ATOM 10756 C ARG B 408 156.616 135.007 92.692 1.00212.52 C -ATOM 10757 O ARG B 408 157.512 135.713 93.166 1.00212.52 O -ATOM 10758 CB ARG B 408 157.748 133.173 91.436 1.00212.52 C -ATOM 10759 CG ARG B 408 158.173 131.719 91.349 1.00212.52 C -ATOM 10760 CD ARG B 408 158.777 131.412 89.989 1.00212.52 C -ATOM 10761 NE ARG B 408 158.791 129.982 89.704 1.00212.52 N -ATOM 10762 CZ ARG B 408 159.094 129.457 88.525 1.00212.52 C -ATOM 10763 NH1 ARG B 408 159.405 130.218 87.488 1.00212.52 N1+ -ATOM 10764 NH2 ARG B 408 159.086 128.135 88.382 1.00212.52 N -ATOM 10765 N GLN B 409 155.468 135.518 92.245 1.00212.74 N -ATOM 10766 CA GLN B 409 155.169 136.942 92.312 1.00212.74 C -ATOM 10767 C GLN B 409 154.459 137.357 93.596 1.00212.74 C -ATOM 10768 O GLN B 409 154.272 138.559 93.816 1.00212.74 O -ATOM 10769 CB GLN B 409 154.314 137.353 91.109 1.00212.74 C -ATOM 10770 CG GLN B 409 154.785 136.761 89.795 1.00212.74 C -ATOM 10771 CD GLN B 409 153.712 136.789 88.727 1.00212.74 C -ATOM 10772 OE1 GLN B 409 152.573 137.177 88.986 1.00212.74 O -ATOM 10773 NE2 GLN B 409 154.070 136.376 87.516 1.00212.74 N -ATOM 10774 N ILE B 410 154.059 136.411 94.445 1.00207.13 N -ATOM 10775 CA ILE B 410 153.380 136.740 95.699 1.00207.13 C -ATOM 10776 C ILE B 410 154.455 137.136 96.709 1.00207.13 C -ATOM 10777 O ILE B 410 155.075 136.283 97.346 1.00207.13 O -ATOM 10778 CB ILE B 410 152.517 135.584 96.211 1.00207.13 C -ATOM 10779 CG1 ILE B 410 151.519 135.148 95.139 1.00207.13 C -ATOM 10780 CG2 ILE B 410 151.769 135.996 97.473 1.00207.13 C -ATOM 10781 CD1 ILE B 410 150.679 133.952 95.530 1.00207.13 C -ATOM 10782 N ALA B 411 154.676 138.439 96.850 1.00205.34 N -ATOM 10783 CA ALA B 411 155.676 138.984 97.756 1.00205.34 C -ATOM 10784 C ALA B 411 155.299 140.427 98.061 1.00205.34 C -ATOM 10785 O ALA B 411 154.567 141.054 97.285 1.00205.34 O -ATOM 10786 CB ALA B 411 157.085 138.907 97.141 1.00205.34 C -ATOM 10787 N PRO B 412 155.754 140.974 99.192 1.00209.86 N -ATOM 10788 CA PRO B 412 155.527 142.403 99.464 1.00209.86 C -ATOM 10789 C PRO B 412 156.317 143.280 98.503 1.00209.86 C -ATOM 10790 O PRO B 412 157.549 143.265 98.495 1.00209.86 O -ATOM 10791 CB PRO B 412 156.009 142.572 100.912 1.00209.86 C -ATOM 10792 CG PRO B 412 156.861 141.377 101.182 1.00209.86 C -ATOM 10793 CD PRO B 412 156.235 140.275 100.397 1.00209.86 C -ATOM 10794 N GLY B 413 155.594 144.046 97.687 1.00203.39 N -ATOM 10795 CA GLY B 413 156.200 144.986 96.769 1.00203.39 C -ATOM 10796 C GLY B 413 156.583 144.432 95.414 1.00203.39 C -ATOM 10797 O GLY B 413 157.064 145.198 94.569 1.00203.39 O -ATOM 10798 N GLN B 414 156.388 143.139 95.171 1.00202.66 N -ATOM 10799 CA GLN B 414 156.743 142.544 93.890 1.00202.66 C -ATOM 10800 C GLN B 414 155.560 142.597 92.932 1.00202.66 C -ATOM 10801 O GLN B 414 154.415 142.351 93.323 1.00202.66 O -ATOM 10802 CB GLN B 414 157.207 141.095 94.065 1.00202.66 C -ATOM 10803 CG GLN B 414 157.914 140.529 92.837 1.00202.66 C -ATOM 10804 CD GLN B 414 158.352 139.089 93.010 1.00202.66 C -ATOM 10805 OE1 GLN B 414 158.060 138.456 94.021 1.00202.66 O -ATOM 10806 NE2 GLN B 414 159.057 138.563 92.016 1.00202.66 N -ATOM 10807 N THR B 415 155.848 142.922 91.675 1.00205.38 N -ATOM 10808 CA THR B 415 154.844 142.970 90.625 1.00205.38 C -ATOM 10809 C THR B 415 154.668 141.577 90.017 1.00205.38 C -ATOM 10810 O THR B 415 155.152 140.575 90.550 1.00205.38 O -ATOM 10811 CB THR B 415 155.236 143.999 89.567 1.00205.38 C -ATOM 10812 OG1 THR B 415 156.414 143.557 88.882 1.00205.38 O -ATOM 10813 CG2 THR B 415 155.512 145.348 90.215 1.00205.38 C -ATOM 10814 N GLY B 416 153.969 141.502 88.893 1.00210.18 N -ATOM 10815 CA GLY B 416 153.734 140.260 88.195 1.00210.18 C -ATOM 10816 C GLY B 416 152.315 140.207 87.677 1.00210.18 C -ATOM 10817 O GLY B 416 151.587 141.196 87.720 1.00210.18 O -ATOM 10818 N ASN B 417 151.915 139.019 87.212 1.00220.08 N -ATOM 10819 CA ASN B 417 150.606 138.853 86.582 1.00220.08 C -ATOM 10820 C ASN B 417 149.472 139.005 87.590 1.00220.08 C -ATOM 10821 O ASN B 417 148.653 139.924 87.483 1.00220.08 O -ATOM 10822 CB ASN B 417 150.524 137.492 85.890 1.00220.08 C -ATOM 10823 CG ASN B 417 151.335 137.437 84.616 1.00220.08 C -ATOM 10824 OD1 ASN B 417 151.111 138.217 83.691 1.00220.08 O -ATOM 10825 ND2 ASN B 417 152.285 136.512 84.558 1.00220.08 N -ATOM 10826 N ILE B 418 149.413 138.112 88.582 1.00222.41 N -ATOM 10827 CA ILE B 418 148.379 138.211 89.610 1.00222.41 C -ATOM 10828 C ILE B 418 148.632 139.416 90.508 1.00222.41 C -ATOM 10829 O ILE B 418 147.704 140.172 90.828 1.00222.41 O -ATOM 10830 CB ILE B 418 148.290 136.891 90.402 1.00222.41 C -ATOM 10831 CG1 ILE B 418 147.579 135.833 89.557 1.00222.41 C -ATOM 10832 CG2 ILE B 418 147.585 137.073 91.746 1.00222.41 C -ATOM 10833 CD1 ILE B 418 147.415 134.508 90.240 1.00222.41 C -ATOM 10834 N ALA B 419 149.901 139.666 90.851 1.00214.49 N -ATOM 10835 CA ALA B 419 150.262 140.778 91.724 1.00214.49 C -ATOM 10836 C ALA B 419 150.037 142.146 91.084 1.00214.49 C -ATOM 10837 O ALA B 419 150.067 143.154 91.797 1.00214.49 O -ATOM 10838 CB ALA B 419 151.722 140.648 92.161 1.00214.49 C -ATOM 10839 N ASP B 420 149.819 142.211 89.769 1.00220.23 N -ATOM 10840 CA ASP B 420 149.494 143.460 89.095 1.00220.23 C -ATOM 10841 C ASP B 420 148.057 143.547 88.610 1.00220.23 C -ATOM 10842 O ASP B 420 147.508 144.649 88.557 1.00220.23 O -ATOM 10843 CB ASP B 420 150.426 143.680 87.898 1.00220.23 C -ATOM 10844 CG ASP B 420 151.735 144.319 88.295 1.00220.23 C -ATOM 10845 OD1 ASP B 420 151.830 144.808 89.441 1.00220.23 O -ATOM 10846 OD2 ASP B 420 152.663 144.340 87.461 1.00220.23 O1- -ATOM 10847 N TYR B 421 147.428 142.426 88.260 1.00238.62 N -ATOM 10848 CA TYR B 421 146.116 142.459 87.638 1.00238.62 C -ATOM 10849 C TYR B 421 144.998 141.929 88.520 1.00238.62 C -ATOM 10850 O TYR B 421 143.855 142.354 88.349 1.00238.62 O -ATOM 10851 CB TYR B 421 146.143 141.671 86.321 1.00238.62 C -ATOM 10852 CG TYR B 421 147.182 142.170 85.333 1.00238.62 C -ATOM 10853 CD1 TYR B 421 147.399 143.533 85.149 1.00238.62 C -ATOM 10854 CD2 TYR B 421 147.957 141.278 84.598 1.00238.62 C -ATOM 10855 CE1 TYR B 421 148.351 143.994 84.249 1.00238.62 C -ATOM 10856 CE2 TYR B 421 148.913 141.730 83.697 1.00238.62 C -ATOM 10857 CZ TYR B 421 149.104 143.088 83.528 1.00238.62 C -ATOM 10858 OH TYR B 421 150.050 143.541 82.635 1.00238.62 O -ATOM 10859 N ASN B 422 145.277 141.024 89.461 1.00240.26 N -ATOM 10860 CA ASN B 422 144.219 140.494 90.331 1.00240.26 C -ATOM 10861 C ASN B 422 144.122 141.306 91.621 1.00240.26 C -ATOM 10862 O ASN B 422 143.125 141.994 91.857 1.00240.26 O -ATOM 10863 CB ASN B 422 144.472 139.014 90.625 1.00240.26 C -ATOM 10864 CG ASN B 422 144.202 138.129 89.427 1.00240.26 C -ATOM 10865 OD1 ASN B 422 145.098 137.851 88.633 1.00240.26 O -ATOM 10866 ND2 ASN B 422 142.961 137.672 89.295 1.00240.26 N -ATOM 10867 N TYR B 423 145.177 141.274 92.433 1.00244.05 N -ATOM 10868 CA TYR B 423 145.198 141.969 93.713 1.00244.05 C -ATOM 10869 C TYR B 423 146.634 142.359 94.030 1.00244.05 C -ATOM 10870 O TYR B 423 147.583 141.788 93.489 1.00244.05 O -ATOM 10871 CB TYR B 423 144.616 141.108 94.844 1.00244.05 C -ATOM 10872 CG TYR B 423 143.123 141.264 95.032 1.00244.05 C -ATOM 10873 CD1 TYR B 423 142.230 140.392 94.417 1.00244.05 C -ATOM 10874 CD2 TYR B 423 142.606 142.286 95.819 1.00244.05 C -ATOM 10875 CE1 TYR B 423 140.863 140.537 94.577 1.00244.05 C -ATOM 10876 CE2 TYR B 423 141.242 142.431 95.995 1.00244.05 C -ATOM 10877 CZ TYR B 423 140.375 141.555 95.370 1.00244.05 C -ATOM 10878 OH TYR B 423 139.017 141.697 95.536 1.00244.05 O -ATOM 10879 N LYS B 424 146.786 143.337 94.920 1.00223.57 N -ATOM 10880 CA LYS B 424 148.087 143.896 95.259 1.00223.57 C -ATOM 10881 C LYS B 424 148.388 143.718 96.741 1.00223.57 C -ATOM 10882 O LYS B 424 147.480 143.619 97.573 1.00223.57 O -ATOM 10883 CB LYS B 424 148.164 145.385 94.899 1.00223.57 C -ATOM 10884 CG LYS B 424 148.938 145.695 93.629 1.00223.57 C -ATOM 10885 CD LYS B 424 150.434 145.777 93.889 1.00223.57 C -ATOM 10886 CE LYS B 424 151.185 146.206 92.638 1.00223.57 C -ATOM 10887 NZ LYS B 424 152.661 146.137 92.820 1.00223.57 N1+ -ATOM 10888 N LEU B 425 149.683 143.683 97.058 1.00217.34 N -ATOM 10889 CA LEU B 425 150.192 143.599 98.414 1.00217.34 C -ATOM 10890 C LEU B 425 151.138 144.763 98.689 1.00217.34 C -ATOM 10891 O LEU B 425 151.925 145.136 97.813 1.00217.34 O -ATOM 10892 CB LEU B 425 150.932 142.270 98.643 1.00217.34 C -ATOM 10893 CG LEU B 425 150.082 140.996 98.631 1.00217.34 C -ATOM 10894 CD1 LEU B 425 150.922 139.789 99.020 1.00217.34 C -ATOM 10895 CD2 LEU B 425 148.880 141.135 99.553 1.00217.34 C -ATOM 10896 N PRO B 426 151.089 145.355 99.880 1.00219.54 N -ATOM 10897 CA PRO B 426 151.937 146.515 100.170 1.00219.54 C -ATOM 10898 C PRO B 426 153.378 146.105 100.442 1.00219.54 C -ATOM 10899 O PRO B 426 153.695 144.936 100.663 1.00219.54 O -ATOM 10900 CB PRO B 426 151.289 147.121 101.418 1.00219.54 C -ATOM 10901 CG PRO B 426 150.665 145.961 102.104 1.00219.54 C -ATOM 10902 CD PRO B 426 150.220 145.009 101.021 1.00219.54 C -ATOM 10903 N ASP B 427 154.260 147.109 100.413 1.00216.47 N -ATOM 10904 CA ASP B 427 155.666 146.877 100.730 1.00216.47 C -ATOM 10905 C ASP B 427 155.862 146.568 102.209 1.00216.47 C -ATOM 10906 O ASP B 427 156.826 145.887 102.578 1.00216.47 O -ATOM 10907 CB ASP B 427 156.501 148.093 100.324 1.00216.47 C -ATOM 10908 CG ASP B 427 157.936 147.731 99.988 1.00216.47 C -ATOM 10909 OD1 ASP B 427 158.306 146.547 100.132 1.00216.47 O -ATOM 10910 OD2 ASP B 427 158.696 148.634 99.579 1.00216.47 O1- -ATOM 10911 N ASP B 428 154.962 147.050 103.063 1.00221.28 N -ATOM 10912 CA ASP B 428 154.985 146.785 104.500 1.00221.28 C -ATOM 10913 C ASP B 428 153.949 145.739 104.889 1.00221.28 C -ATOM 10914 O ASP B 428 153.285 145.862 105.923 1.00221.28 O -ATOM 10915 CB ASP B 428 154.764 148.078 105.279 1.00221.28 C -ATOM 10916 CG ASP B 428 155.811 149.128 104.972 1.00221.28 C -ATOM 10917 OD1 ASP B 428 156.970 148.751 104.701 1.00221.28 O -ATOM 10918 OD2 ASP B 428 155.476 150.331 104.999 1.00221.28 O1- -ATOM 10919 N PHE B 429 153.783 144.715 104.052 1.00225.32 N -ATOM 10920 CA PHE B 429 152.765 143.696 104.270 1.00225.32 C -ATOM 10921 C PHE B 429 153.114 142.826 105.472 1.00225.32 C -ATOM 10922 O PHE B 429 154.241 142.337 105.595 1.00225.32 O -ATOM 10923 CB PHE B 429 152.616 142.833 103.017 1.00225.32 C -ATOM 10924 CG PHE B 429 151.764 141.610 103.214 1.00225.32 C -ATOM 10925 CD1 PHE B 429 150.435 141.725 103.598 1.00225.32 C -ATOM 10926 CD2 PHE B 429 152.293 140.344 103.009 1.00225.32 C -ATOM 10927 CE1 PHE B 429 149.650 140.599 103.777 1.00225.32 C -ATOM 10928 CE2 PHE B 429 151.513 139.213 103.186 1.00225.32 C -ATOM 10929 CZ PHE B 429 150.190 139.341 103.570 1.00225.32 C -ATOM 10930 N THR B 430 152.141 142.636 106.357 1.00223.60 N -ATOM 10931 CA THR B 430 152.289 141.801 107.545 1.00223.60 C -ATOM 10932 C THR B 430 151.451 140.545 107.331 1.00223.60 C -ATOM 10933 O THR B 430 150.221 140.586 107.427 1.00223.60 O -ATOM 10934 CB THR B 430 151.858 142.553 108.801 1.00223.60 C -ATOM 10935 OG1 THR B 430 150.501 142.992 108.655 1.00223.60 O -ATOM 10936 CG2 THR B 430 152.752 143.762 109.030 1.00223.60 C -ATOM 10937 N GLY B 431 152.115 139.433 107.039 1.00222.87 N -ATOM 10938 CA GLY B 431 151.399 138.193 106.806 1.00222.87 C -ATOM 10939 C GLY B 431 152.346 137.077 106.427 1.00222.87 C -ATOM 10940 O GLY B 431 153.563 137.264 106.330 1.00222.87 O -ATOM 10941 N CYS B 432 151.759 135.900 106.209 1.00225.67 N -ATOM 10942 CA CYS B 432 152.502 134.704 105.844 1.00225.67 C -ATOM 10943 C CYS B 432 151.832 134.019 104.661 1.00225.67 C -ATOM 10944 O CYS B 432 150.615 134.108 104.477 1.00225.67 O -ATOM 10945 CB CYS B 432 152.608 133.722 107.020 1.00225.67 C -ATOM 10946 SG CYS B 432 153.534 134.348 108.440 1.00225.67 S -ATOM 10947 N VAL B 433 152.643 133.332 103.860 1.00226.95 N -ATOM 10948 CA VAL B 433 152.186 132.641 102.657 1.00226.95 C -ATOM 10949 C VAL B 433 152.578 131.174 102.775 1.00226.95 C -ATOM 10950 O VAL B 433 153.763 130.854 102.934 1.00226.95 O -ATOM 10951 CB VAL B 433 152.776 133.268 101.383 1.00226.95 C -ATOM 10952 CG1 VAL B 433 152.450 132.417 100.166 1.00226.95 C -ATOM 10953 CG2 VAL B 433 152.256 134.686 101.195 1.00226.95 C -ATOM 10954 N ILE B 434 151.588 130.286 102.699 1.00229.43 N -ATOM 10955 CA ILE B 434 151.803 128.843 102.744 1.00229.43 C -ATOM 10956 C ILE B 434 151.246 128.238 101.462 1.00229.43 C -ATOM 10957 O ILE B 434 150.077 128.458 101.125 1.00229.43 O -ATOM 10958 CB ILE B 434 151.150 128.206 103.986 1.00229.43 C -ATOM 10959 CG1 ILE B 434 151.729 128.819 105.265 1.00229.43 C -ATOM 10960 CG2 ILE B 434 151.345 126.694 103.976 1.00229.43 C -ATOM 10961 CD1 ILE B 434 151.235 128.174 106.543 1.00229.43 C -ATOM 10962 N ALA B 435 152.081 127.478 100.751 1.00232.16 N -ATOM 10963 CA ALA B 435 151.716 126.947 99.446 1.00232.16 C -ATOM 10964 C ALA B 435 152.226 125.522 99.284 1.00232.16 C -ATOM 10965 O ALA B 435 153.238 125.135 99.875 1.00232.16 O -ATOM 10966 CB ALA B 435 152.273 127.820 98.316 1.00232.16 C -ATOM 10967 N TRP B 436 151.507 124.752 98.466 1.00234.78 N -ATOM 10968 CA TRP B 436 151.893 123.400 98.078 1.00234.78 C -ATOM 10969 C TRP B 436 151.135 123.014 96.816 1.00234.78 C -ATOM 10970 O TRP B 436 150.001 123.452 96.604 1.00234.78 O -ATOM 10971 CB TRP B 436 151.636 122.388 99.205 1.00234.78 C -ATOM 10972 CG TRP B 436 152.039 120.986 98.861 1.00234.78 C -ATOM 10973 CD1 TRP B 436 153.301 120.532 98.604 1.00234.78 C -ATOM 10974 CD2 TRP B 436 151.179 119.843 98.790 1.00234.78 C -ATOM 10975 NE1 TRP B 436 153.274 119.182 98.348 1.00234.78 N -ATOM 10976 CE2 TRP B 436 151.984 118.735 98.458 1.00234.78 C -ATOM 10977 CE3 TRP B 436 149.804 119.650 98.966 1.00234.78 C -ATOM 10978 CZ2 TRP B 436 151.460 117.453 98.296 1.00234.78 C -ATOM 10979 CZ3 TRP B 436 149.285 118.378 98.799 1.00234.78 C -ATOM 10980 CH2 TRP B 436 150.112 117.296 98.470 1.00234.78 C -ATOM 10981 N ASN B 437 151.786 122.199 95.982 1.00239.76 N -ATOM 10982 CA ASN B 437 151.200 121.733 94.730 1.00239.76 C -ATOM 10983 C ASN B 437 149.977 120.862 94.990 1.00239.76 C -ATOM 10984 O ASN B 437 150.011 119.950 95.821 1.00239.76 O -ATOM 10985 CB ASN B 437 152.235 120.947 93.928 1.00239.76 C -ATOM 10986 CG ASN B 437 153.415 121.797 93.505 1.00239.76 C -ATOM 10987 OD1 ASN B 437 154.543 121.577 93.944 1.00239.76 O -ATOM 10988 ND2 ASN B 437 153.161 122.762 92.632 1.00239.76 N -ATOM 10989 N SER B 438 148.904 121.133 94.257 1.00244.24 N -ATOM 10990 CA SER B 438 147.615 120.470 94.412 1.00244.24 C -ATOM 10991 C SER B 438 147.094 120.032 93.052 1.00244.24 C -ATOM 10992 O SER B 438 145.985 120.379 92.642 1.00244.24 O -ATOM 10993 CB SER B 438 146.615 121.380 95.121 1.00244.24 C -ATOM 10994 OG SER B 438 146.350 122.544 94.358 1.00244.24 O -ATOM 10995 N ASN B 439 147.946 119.313 92.311 1.00245.36 N -ATOM 10996 CA ASN B 439 147.609 118.876 90.957 1.00245.36 C -ATOM 10997 C ASN B 439 146.422 117.920 90.948 1.00245.36 C -ATOM 10998 O ASN B 439 145.518 118.054 90.116 1.00245.36 O -ATOM 10999 CB ASN B 439 148.824 118.215 90.308 1.00245.36 C -ATOM 11000 CG ASN B 439 149.867 119.218 89.878 1.00245.36 C -ATOM 11001 OD1 ASN B 439 149.691 119.927 88.888 1.00245.36 O -ATOM 11002 ND2 ASN B 439 150.962 119.290 90.626 1.00245.36 N -ATOM 11003 N LYS B 440 146.389 116.972 91.887 1.00246.92 N -ATOM 11004 CA LYS B 440 145.315 115.986 91.942 1.00246.92 C -ATOM 11005 C LYS B 440 143.982 116.573 92.390 1.00246.92 C -ATOM 11006 O LYS B 440 142.951 115.912 92.226 1.00246.92 O -ATOM 11007 CB LYS B 440 145.714 114.838 92.871 1.00246.92 C -ATOM 11008 CG LYS B 440 146.835 113.969 92.326 1.00246.92 C -ATOM 11009 CD LYS B 440 147.107 112.779 93.230 1.00246.92 C -ATOM 11010 CE LYS B 440 148.252 111.932 92.697 1.00246.92 C -ATOM 11011 NZ LYS B 440 148.608 110.825 93.626 1.00246.92 N1+ -ATOM 11012 N LEU B 441 143.971 117.787 92.947 1.00248.16 N -ATOM 11013 CA LEU B 441 142.739 118.432 93.373 1.00248.16 C -ATOM 11014 C LEU B 441 142.326 119.609 92.500 1.00248.16 C -ATOM 11015 O LEU B 441 141.148 119.977 92.511 1.00248.16 O -ATOM 11016 CB LEU B 441 142.867 118.917 94.825 1.00248.16 C -ATOM 11017 CG LEU B 441 143.521 117.948 95.813 1.00248.16 C -ATOM 11018 CD1 LEU B 441 143.736 118.618 97.160 1.00248.16 C -ATOM 11019 CD2 LEU B 441 142.684 116.687 95.967 1.00248.16 C -ATOM 11020 N ASP B 442 143.256 120.204 91.747 1.00248.21 N -ATOM 11021 CA ASP B 442 142.965 121.390 90.950 1.00248.21 C -ATOM 11022 C ASP B 442 143.439 121.275 89.505 1.00248.21 C -ATOM 11023 O ASP B 442 143.518 122.297 88.813 1.00248.21 O -ATOM 11024 CB ASP B 442 143.590 122.637 91.591 1.00248.21 C -ATOM 11025 CG ASP B 442 143.167 122.828 93.035 1.00248.21 C -ATOM 11026 OD1 ASP B 442 141.960 122.701 93.324 1.00248.21 O -ATOM 11027 OD2 ASP B 442 144.043 123.108 93.880 1.00248.21 O1- -ATOM 11028 N SER B 443 143.757 120.074 89.030 1.00244.13 N -ATOM 11029 CA SER B 443 144.175 119.860 87.652 1.00244.13 C -ATOM 11030 C SER B 443 143.192 118.916 86.978 1.00244.13 C -ATOM 11031 O SER B 443 142.841 117.873 87.540 1.00244.13 O -ATOM 11032 CB SER B 443 145.595 119.290 87.584 1.00244.13 C -ATOM 11033 OG SER B 443 146.545 120.235 88.046 1.00244.13 O -ATOM 11034 N LYS B 444 142.753 119.282 85.778 1.00239.13 N -ATOM 11035 CA LYS B 444 141.762 118.516 85.041 1.00239.13 C -ATOM 11036 C LYS B 444 142.299 118.174 83.660 1.00239.13 C -ATOM 11037 O LYS B 444 143.239 118.800 83.161 1.00239.13 O -ATOM 11038 CB LYS B 444 140.438 119.284 84.915 1.00239.13 C -ATOM 11039 CG LYS B 444 139.764 119.579 86.244 1.00239.13 C -ATOM 11040 CD LYS B 444 138.374 120.156 86.043 1.00239.13 C -ATOM 11041 CE LYS B 444 137.699 120.436 87.375 1.00239.13 C -ATOM 11042 NZ LYS B 444 136.310 120.941 87.197 1.00239.13 N1+ -ATOM 11043 N VAL B 445 141.692 117.153 83.053 1.00237.27 N -ATOM 11044 CA VAL B 445 142.046 116.762 81.695 1.00237.27 C -ATOM 11045 C VAL B 445 141.561 117.827 80.721 1.00237.27 C -ATOM 11046 O VAL B 445 140.444 118.350 80.856 1.00237.27 O -ATOM 11047 CB VAL B 445 141.452 115.381 81.365 1.00237.27 C -ATOM 11048 CG1 VAL B 445 142.079 114.810 80.100 1.00237.27 C -ATOM 11049 CG2 VAL B 445 141.644 114.429 82.536 1.00237.27 C -ATOM 11050 N SER B 446 142.420 118.159 79.744 1.00243.64 N -ATOM 11051 CA SER B 446 142.207 119.229 78.757 1.00243.64 C -ATOM 11052 C SER B 446 141.975 120.582 79.429 1.00243.64 C -ATOM 11053 O SER B 446 141.166 121.394 78.973 1.00243.64 O -ATOM 11054 CB SER B 446 141.070 118.894 77.785 1.00243.64 C -ATOM 11055 OG SER B 446 139.810 119.234 78.339 1.00243.64 O -ATOM 11056 N GLY B 447 142.692 120.826 80.523 1.00243.99 N -ATOM 11057 CA GLY B 447 142.664 122.117 81.181 1.00243.99 C -ATOM 11058 C GLY B 447 141.627 122.259 82.275 1.00243.99 C -ATOM 11059 O GLY B 447 140.534 121.689 82.189 1.00243.99 O -ATOM 11060 N ASN B 448 141.963 123.021 83.312 1.00248.12 N -ATOM 11061 CA ASN B 448 141.036 123.354 84.386 1.00248.12 C -ATOM 11062 C ASN B 448 140.545 124.780 84.171 1.00248.12 C -ATOM 11063 O ASN B 448 141.340 125.725 84.201 1.00248.12 O -ATOM 11064 CB ASN B 448 141.707 123.211 85.753 1.00248.12 C -ATOM 11065 CG ASN B 448 140.713 123.237 86.901 1.00248.12 C -ATOM 11066 OD1 ASN B 448 139.500 123.252 86.691 1.00248.12 O -ATOM 11067 ND2 ASN B 448 141.227 123.247 88.125 1.00248.12 N -ATOM 11068 N TYR B 449 139.239 124.931 83.958 1.00250.79 N -ATOM 11069 CA TYR B 449 138.643 126.225 83.655 1.00250.79 C -ATOM 11070 C TYR B 449 137.814 126.779 84.807 1.00250.79 C -ATOM 11071 O TYR B 449 137.074 127.749 84.615 1.00250.79 O -ATOM 11072 CB TYR B 449 137.789 126.124 82.389 1.00250.79 C -ATOM 11073 CG TYR B 449 138.544 125.576 81.199 1.00250.79 C -ATOM 11074 CD1 TYR B 449 139.513 126.338 80.556 1.00250.79 C -ATOM 11075 CD2 TYR B 449 138.293 124.294 80.723 1.00250.79 C -ATOM 11076 CE1 TYR B 449 140.210 125.841 79.468 1.00250.79 C -ATOM 11077 CE2 TYR B 449 138.985 123.787 79.635 1.00250.79 C -ATOM 11078 CZ TYR B 449 139.941 124.565 79.013 1.00250.79 C -ATOM 11079 OH TYR B 449 140.631 124.066 77.931 1.00250.79 O -ATOM 11080 N ASN B 450 137.918 126.188 85.999 1.00248.57 N -ATOM 11081 CA ASN B 450 137.202 126.707 87.158 1.00248.57 C -ATOM 11082 C ASN B 450 137.849 127.959 87.733 1.00248.57 C -ATOM 11083 O ASN B 450 137.185 128.702 88.464 1.00248.57 O -ATOM 11084 CB ASN B 450 137.105 125.633 88.244 1.00248.57 C -ATOM 11085 CG ASN B 450 136.114 124.541 87.895 1.00248.57 C -ATOM 11086 OD1 ASN B 450 136.464 123.551 87.252 1.00248.57 O -ATOM 11087 ND2 ASN B 450 134.868 124.714 88.319 1.00248.57 N -ATOM 11088 N TYR B 451 139.118 128.209 87.423 1.00254.19 N -ATOM 11089 CA TYR B 451 139.833 129.389 87.892 1.00254.19 C -ATOM 11090 C TYR B 451 140.188 130.252 86.691 1.00254.19 C -ATOM 11091 O TYR B 451 140.823 129.775 85.744 1.00254.19 O -ATOM 11092 CB TYR B 451 141.091 128.996 88.670 1.00254.19 C -ATOM 11093 CG TYR B 451 140.854 127.899 89.682 1.00254.19 C -ATOM 11094 CD1 TYR B 451 140.003 128.099 90.763 1.00254.19 C -ATOM 11095 CD2 TYR B 451 141.471 126.660 89.551 1.00254.19 C -ATOM 11096 CE1 TYR B 451 139.779 127.097 91.692 1.00254.19 C -ATOM 11097 CE2 TYR B 451 141.253 125.651 90.474 1.00254.19 C -ATOM 11098 CZ TYR B 451 140.406 125.876 91.541 1.00254.19 C -ATOM 11099 OH TYR B 451 140.187 124.878 92.462 1.00254.19 O -ATOM 11100 N LEU B 452 139.778 131.516 86.732 1.00264.96 N -ATOM 11101 CA LEU B 452 140.035 132.468 85.663 1.00264.96 C -ATOM 11102 C LEU B 452 140.854 133.626 86.210 1.00264.96 C -ATOM 11103 O LEU B 452 140.616 134.095 87.327 1.00264.96 O -ATOM 11104 CB LEU B 452 138.725 132.978 85.053 1.00264.96 C -ATOM 11105 CG LEU B 452 137.918 131.936 84.272 1.00264.96 C -ATOM 11106 CD1 LEU B 452 136.665 132.545 83.667 1.00264.96 C -ATOM 11107 CD2 LEU B 452 138.770 131.298 83.188 1.00264.96 C -ATOM 11108 N TYR B 453 141.821 134.081 85.420 1.00262.33 N -ATOM 11109 CA TYR B 453 142.780 135.085 85.850 1.00262.33 C -ATOM 11110 C TYR B 453 142.749 136.248 84.870 1.00262.33 C -ATOM 11111 O TYR B 453 142.061 136.208 83.847 1.00262.33 O -ATOM 11112 CB TYR B 453 144.193 134.492 85.954 1.00262.33 C -ATOM 11113 CG TYR B 453 144.291 133.297 86.882 1.00262.33 C -ATOM 11114 CD1 TYR B 453 144.544 133.465 88.239 1.00262.33 C -ATOM 11115 CD2 TYR B 453 144.128 132.001 86.401 1.00262.33 C -ATOM 11116 CE1 TYR B 453 144.634 132.375 89.093 1.00262.33 C -ATOM 11117 CE2 TYR B 453 144.215 130.905 87.247 1.00262.33 C -ATOM 11118 CZ TYR B 453 144.468 131.099 88.591 1.00262.33 C -ATOM 11119 OH TYR B 453 144.556 130.015 89.436 1.00262.33 O -ATOM 11120 N ARG B 454 143.494 137.302 85.190 1.00268.46 N -ATOM 11121 CA ARG B 454 143.502 138.511 84.380 1.00268.46 C -ATOM 11122 C ARG B 454 144.901 138.770 83.842 1.00268.46 C -ATOM 11123 O ARG B 454 145.876 138.756 84.600 1.00268.46 O -ATOM 11124 CB ARG B 454 143.013 139.720 85.180 1.00268.46 C -ATOM 11125 CG ARG B 454 141.518 139.921 85.077 1.00268.46 C -ATOM 11126 CD ARG B 454 141.041 141.118 85.855 1.00268.46 C -ATOM 11127 NE ARG B 454 139.714 140.891 86.413 1.00268.46 N -ATOM 11128 CZ ARG B 454 138.885 141.848 86.804 1.00268.46 C -ATOM 11129 NH1 ARG B 454 139.160 143.127 86.605 1.00268.46 N1+ -ATOM 11130 NH2 ARG B 454 137.749 141.514 87.404 1.00268.46 N -ATOM 11131 N LEU B 455 144.990 139.003 82.534 1.00264.83 N -ATOM 11132 CA LEU B 455 146.227 139.427 81.897 1.00264.83 C -ATOM 11133 C LEU B 455 146.142 140.844 81.348 1.00264.83 C -ATOM 11134 O LEU B 455 147.126 141.334 80.782 1.00264.83 O -ATOM 11135 CB LEU B 455 146.612 138.454 80.773 1.00264.83 C -ATOM 11136 CG LEU B 455 146.738 136.984 81.184 1.00264.83 C -ATOM 11137 CD1 LEU B 455 147.022 136.102 79.975 1.00264.83 C -ATOM 11138 CD2 LEU B 455 147.815 136.812 82.246 1.00264.83 C -ATOM 11139 N PHE B 456 144.997 141.511 81.496 1.00271.31 N -ATOM 11140 CA PHE B 456 144.816 142.888 81.066 1.00271.31 C -ATOM 11141 C PHE B 456 144.144 143.677 82.184 1.00271.31 C -ATOM 11142 O PHE B 456 143.302 143.147 82.915 1.00271.31 O -ATOM 11143 CB PHE B 456 143.963 142.979 79.782 1.00271.31 C -ATOM 11144 CG PHE B 456 144.391 142.031 78.689 1.00271.31 C -ATOM 11145 CD1 PHE B 456 145.447 142.348 77.844 1.00271.31 C -ATOM 11146 CD2 PHE B 456 143.721 140.831 78.496 1.00271.31 C -ATOM 11147 CE1 PHE B 456 145.836 141.476 76.835 1.00271.31 C -ATOM 11148 CE2 PHE B 456 144.102 139.956 77.490 1.00271.31 C -ATOM 11149 CZ PHE B 456 145.161 140.279 76.658 1.00271.31 C -ATOM 11150 N ARG B 457 144.535 144.945 82.315 1.00253.81 N -ATOM 11151 CA ARG B 457 143.914 145.885 83.242 1.00253.81 C -ATOM 11152 C ARG B 457 144.205 147.299 82.744 1.00253.81 C -ATOM 11153 O ARG B 457 145.246 147.549 82.131 1.00253.81 O -ATOM 11154 CB ARG B 457 144.415 145.684 84.689 1.00253.81 C -ATOM 11155 CG ARG B 457 143.764 146.612 85.730 1.00253.81 C -ATOM 11156 CD ARG B 457 142.266 146.399 85.958 1.00253.81 C -ATOM 11157 NE ARG B 457 141.948 145.064 86.445 1.00253.81 N -ATOM 11158 CZ ARG B 457 142.004 144.732 87.729 1.00253.81 C -ATOM 11159 NH1 ARG B 457 142.298 145.624 88.659 1.00253.81 N1+ -ATOM 11160 NH2 ARG B 457 141.768 143.476 88.091 1.00253.81 N -ATOM 11161 N LYS B 458 143.255 148.211 82.994 1.00244.62 N -ATOM 11162 CA LYS B 458 143.392 149.611 82.601 1.00244.62 C -ATOM 11163 C LYS B 458 144.556 150.295 83.319 1.00244.62 C -ATOM 11164 O LYS B 458 145.304 151.063 82.701 1.00244.62 O -ATOM 11165 CB LYS B 458 142.080 150.339 82.899 1.00244.62 C -ATOM 11166 CG LYS B 458 140.952 150.018 81.926 1.00244.62 C -ATOM 11167 CD LYS B 458 139.768 150.955 82.113 1.00244.62 C -ATOM 11168 CE LYS B 458 138.740 150.793 81.003 1.00244.62 C -ATOM 11169 NZ LYS B 458 137.653 151.805 81.114 1.00244.62 N1+ -ATOM 11170 N SER B 459 144.726 150.035 84.616 1.00231.61 N -ATOM 11171 CA SER B 459 145.768 150.693 85.396 1.00231.61 C -ATOM 11172 C SER B 459 146.175 149.803 86.563 1.00231.61 C -ATOM 11173 O SER B 459 145.365 149.043 87.096 1.00231.61 O -ATOM 11174 CB SER B 459 145.298 152.057 85.911 1.00231.61 C -ATOM 11175 OG SER B 459 144.083 151.928 86.629 1.00231.61 O -ATOM 11176 N ASN B 460 147.435 149.944 86.981 1.00221.22 N -ATOM 11177 CA ASN B 460 148.009 149.091 88.017 1.00221.22 C -ATOM 11178 C ASN B 460 147.356 149.342 89.373 1.00221.22 C -ATOM 11179 O ASN B 460 146.910 150.450 89.682 1.00221.22 O -ATOM 11180 CB ASN B 460 149.517 149.316 88.118 1.00221.22 C -ATOM 11181 CG ASN B 460 150.297 148.507 87.101 1.00221.22 C -ATOM 11182 OD1 ASN B 460 150.034 147.321 86.899 1.00221.22 O -ATOM 11183 ND2 ASN B 460 151.254 149.150 86.443 1.00221.22 N -ATOM 11184 N LEU B 461 147.324 148.295 90.190 1.00226.26 N -ATOM 11185 CA LEU B 461 146.485 148.256 91.376 1.00226.26 C -ATOM 11186 C LEU B 461 147.190 148.810 92.609 1.00226.26 C -ATOM 11187 O LEU B 461 148.387 149.106 92.610 1.00226.26 O -ATOM 11188 CB LEU B 461 146.027 146.828 91.660 1.00226.26 C -ATOM 11189 CG LEU B 461 144.806 146.332 90.899 1.00226.26 C -ATOM 11190 CD1 LEU B 461 144.715 144.822 91.006 1.00226.26 C -ATOM 11191 CD2 LEU B 461 143.559 146.999 91.457 1.00226.26 C -ATOM 11192 N LYS B 462 146.407 148.936 93.673 1.00228.13 N -ATOM 11193 CA LYS B 462 146.792 149.328 95.016 1.00228.13 C -ATOM 11194 C LYS B 462 146.302 148.250 95.973 1.00228.13 C -ATOM 11195 O LYS B 462 145.324 147.561 95.665 1.00228.13 O -ATOM 11196 CB LYS B 462 146.181 150.695 95.370 1.00228.13 C -ATOM 11197 CG LYS B 462 146.690 151.833 94.489 1.00228.13 C -ATOM 11198 CD LYS B 462 146.236 153.198 94.985 1.00228.13 C -ATOM 11199 CE LYS B 462 146.771 154.309 94.089 1.00228.13 C -ATOM 11200 NZ LYS B 462 146.346 155.663 94.540 1.00228.13 N1+ -ATOM 11201 N PRO B 463 146.983 148.046 97.110 1.00234.15 N -ATOM 11202 CA PRO B 463 146.641 146.912 97.986 1.00234.15 C -ATOM 11203 C PRO B 463 145.255 147.009 98.612 1.00234.15 C -ATOM 11204 O PRO B 463 144.794 148.094 98.979 1.00234.15 O -ATOM 11205 CB PRO B 463 147.729 146.961 99.065 1.00234.15 C -ATOM 11206 CG PRO B 463 148.865 147.645 98.413 1.00234.15 C -ATOM 11207 CD PRO B 463 148.250 148.677 97.525 1.00234.15 C -ATOM 11208 N PHE B 464 144.611 145.838 98.732 1.00243.69 N -ATOM 11209 CA PHE B 464 143.293 145.655 99.355 1.00243.69 C -ATOM 11210 C PHE B 464 142.214 146.514 98.693 1.00243.69 C -ATOM 11211 O PHE B 464 141.407 147.159 99.365 1.00243.69 O -ATOM 11212 CB PHE B 464 143.353 145.905 100.865 1.00243.69 C -ATOM 11213 CG PHE B 464 144.433 145.126 101.562 1.00243.69 C -ATOM 11214 CD1 PHE B 464 144.433 143.739 101.532 1.00243.69 C -ATOM 11215 CD2 PHE B 464 145.451 145.779 102.241 1.00243.69 C -ATOM 11216 CE1 PHE B 464 145.427 143.015 102.171 1.00243.69 C -ATOM 11217 CE2 PHE B 464 146.450 145.062 102.882 1.00243.69 C -ATOM 11218 CZ PHE B 464 146.436 143.678 102.846 1.00243.69 C -ATOM 11219 N GLU B 465 142.202 146.519 97.362 1.00244.17 N -ATOM 11220 CA GLU B 465 141.188 147.216 96.578 1.00244.17 C -ATOM 11221 C GLU B 465 140.206 146.182 96.039 1.00244.17 C -ATOM 11222 O GLU B 465 140.545 145.409 95.137 1.00244.17 O -ATOM 11223 CB GLU B 465 141.828 148.006 95.438 1.00244.17 C -ATOM 11224 CG GLU B 465 142.341 149.379 95.831 1.00244.17 C -ATOM 11225 CD GLU B 465 142.709 150.221 94.626 1.00244.17 C -ATOM 11226 OE1 GLU B 465 143.413 149.704 93.733 1.00244.17 O -ATOM 11227 OE2 GLU B 465 142.292 151.397 94.569 1.00244.17 O1- -ATOM 11228 N ARG B 466 138.987 146.184 96.578 1.00265.86 N -ATOM 11229 CA ARG B 466 137.967 145.195 96.224 1.00265.86 C -ATOM 11230 C ARG B 466 137.475 145.464 94.807 1.00265.86 C -ATOM 11231 O ARG B 466 136.619 146.321 94.583 1.00265.86 O -ATOM 11232 CB ARG B 466 136.815 145.244 97.221 1.00265.86 C -ATOM 11233 CG ARG B 466 137.217 144.993 98.667 1.00265.86 C -ATOM 11234 CD ARG B 466 137.486 143.519 98.930 1.00265.86 C -ATOM 11235 NE ARG B 466 138.080 143.302 100.244 1.00265.86 N -ATOM 11236 CZ ARG B 466 138.350 142.110 100.758 1.00265.86 C -ATOM 11237 NH1 ARG B 466 138.082 140.996 100.097 1.00265.86 N1+ -ATOM 11238 NH2 ARG B 466 138.900 142.033 101.966 1.00265.86 N -ATOM 11239 N ASP B 467 138.013 144.717 93.843 1.00261.61 N -ATOM 11240 CA ASP B 467 137.702 144.900 92.428 1.00261.61 C -ATOM 11241 C ASP B 467 137.262 143.564 91.844 1.00261.61 C -ATOM 11242 O ASP B 467 138.097 142.693 91.580 1.00261.61 O -ATOM 11243 CB ASP B 467 138.909 145.450 91.666 1.00261.61 C -ATOM 11244 CG ASP B 467 139.119 146.934 91.893 1.00261.61 C -ATOM 11245 OD1 ASP B 467 138.236 147.579 92.495 1.00261.61 O -ATOM 11246 OD2 ASP B 467 140.171 147.456 91.469 1.00261.61 O1- -ATOM 11247 N ILE B 468 135.956 143.402 91.647 1.00268.71 N -ATOM 11248 CA ILE B 468 135.386 142.239 90.973 1.00268.71 C -ATOM 11249 C ILE B 468 134.553 142.764 89.813 1.00268.71 C -ATOM 11250 O ILE B 468 133.461 143.306 90.024 1.00268.71 O -ATOM 11251 CB ILE B 468 134.533 141.371 91.910 1.00268.71 C -ATOM 11252 CG1 ILE B 468 135.357 140.881 93.103 1.00268.71 C -ATOM 11253 CG2 ILE B 468 133.949 140.185 91.154 1.00268.71 C -ATOM 11254 CD1 ILE B 468 134.545 140.136 94.141 1.00268.71 C -ATOM 11255 N SER B 469 135.062 142.612 88.592 1.00276.15 N -ATOM 11256 CA SER B 469 134.371 143.112 87.414 1.00276.15 C -ATOM 11257 C SER B 469 134.723 142.241 86.217 1.00276.15 C -ATOM 11258 O SER B 469 135.753 141.566 86.195 1.00276.15 O -ATOM 11259 CB SER B 469 134.725 144.579 87.136 1.00276.15 C -ATOM 11260 OG SER B 469 136.108 144.728 86.863 1.00276.15 O -ATOM 11261 N THR B 470 133.842 142.259 85.214 1.00287.18 N -ATOM 11262 CA THR B 470 134.050 141.493 83.989 1.00287.18 C -ATOM 11263 C THR B 470 133.837 142.348 82.745 1.00287.18 C -ATOM 11264 O THR B 470 133.561 141.806 81.669 1.00287.18 O -ATOM 11265 CB THR B 470 133.133 140.267 83.944 1.00287.18 C -ATOM 11266 OG1 THR B 470 131.811 140.639 84.354 1.00287.18 O -ATOM 11267 CG2 THR B 470 133.655 139.163 84.857 1.00287.18 C -ATOM 11268 N GLU B 471 133.954 143.667 82.871 1.00299.76 N -ATOM 11269 CA GLU B 471 133.696 144.560 81.751 1.00299.76 C -ATOM 11270 C GLU B 471 134.826 144.501 80.730 1.00299.76 C -ATOM 11271 O GLU B 471 135.988 144.256 81.063 1.00299.76 O -ATOM 11272 CB GLU B 471 133.507 145.993 82.247 1.00299.76 C -ATOM 11273 CG GLU B 471 132.268 146.182 83.105 1.00299.76 C -ATOM 11274 CD GLU B 471 131.907 147.641 83.296 1.00299.76 C -ATOM 11275 OE1 GLU B 471 132.435 148.488 82.546 1.00299.76 O -ATOM 11276 OE2 GLU B 471 131.095 147.939 84.197 1.00299.76 O1- -ATOM 11277 N ILE B 472 134.469 144.742 79.473 1.00300.29 N -ATOM 11278 CA ILE B 472 135.400 144.607 78.358 1.00300.29 C -ATOM 11279 C ILE B 472 136.365 145.786 78.353 1.00300.29 C -ATOM 11280 O ILE B 472 135.945 146.949 78.367 1.00300.29 O -ATOM 11281 CB ILE B 472 134.631 144.501 77.030 1.00300.29 C -ATOM 11282 CG1 ILE B 472 133.969 143.126 76.912 1.00300.29 C -ATOM 11283 CG2 ILE B 472 135.530 144.780 75.837 1.00300.29 C -ATOM 11284 CD1 ILE B 472 133.017 143.007 75.748 1.00300.29 C -ATOM 11285 N TYR B 473 137.663 145.486 78.341 1.00291.35 N -ATOM 11286 CA TYR B 473 138.679 146.522 78.218 1.00291.35 C -ATOM 11287 C TYR B 473 138.867 146.896 76.753 1.00291.35 C -ATOM 11288 O TYR B 473 139.119 146.032 75.905 1.00291.35 O -ATOM 11289 CB TYR B 473 140.002 146.057 78.824 1.00291.35 C -ATOM 11290 CG TYR B 473 139.903 145.680 80.283 1.00291.35 C -ATOM 11291 CD1 TYR B 473 139.225 146.493 81.184 1.00291.35 C -ATOM 11292 CD2 TYR B 473 140.488 144.514 80.761 1.00291.35 C -ATOM 11293 CE1 TYR B 473 139.131 146.155 82.523 1.00291.35 C -ATOM 11294 CE2 TYR B 473 140.398 144.168 82.096 1.00291.35 C -ATOM 11295 CZ TYR B 473 139.720 144.990 82.972 1.00291.35 C -ATOM 11296 OH TYR B 473 139.632 144.646 84.302 1.00291.35 O -ATOM 11297 N GLN B 474 138.754 148.191 76.467 1.00292.79 N -ATOM 11298 CA GLN B 474 138.789 148.716 75.109 1.00292.79 C -ATOM 11299 C GLN B 474 140.172 149.293 74.832 1.00292.79 C -ATOM 11300 O GLN B 474 140.643 150.165 75.570 1.00292.79 O -ATOM 11301 CB GLN B 474 137.714 149.786 74.919 1.00292.79 C -ATOM 11302 CG GLN B 474 136.292 149.274 75.084 1.00292.79 C -ATOM 11303 CD GLN B 474 135.253 150.367 74.930 1.00292.79 C -ATOM 11304 OE1 GLN B 474 135.588 151.542 74.778 1.00292.79 O -ATOM 11305 NE2 GLN B 474 133.981 149.985 74.969 1.00292.79 N -ATOM 11306 N ALA B 475 140.816 148.807 73.772 1.00266.86 N -ATOM 11307 CA ALA B 475 142.134 149.285 73.378 1.00266.86 C -ATOM 11308 C ALA B 475 142.158 149.960 72.017 1.00266.86 C -ATOM 11309 O ALA B 475 142.984 150.849 71.800 1.00266.86 O -ATOM 11310 CB ALA B 475 143.142 148.128 73.374 1.00266.86 C -ATOM 11311 N GLY B 476 141.277 149.562 71.097 1.00263.12 N -ATOM 11312 CA GLY B 476 141.234 150.151 69.777 1.00263.12 C -ATOM 11313 C GLY B 476 140.328 151.367 69.707 1.00263.12 C -ATOM 11314 O GLY B 476 139.648 151.738 70.664 1.00263.12 O -ATOM 11315 N ASN B 477 140.331 152.000 68.532 1.00275.17 N -ATOM 11316 CA ASN B 477 139.490 153.171 68.308 1.00275.17 C -ATOM 11317 C ASN B 477 138.019 152.808 68.155 1.00275.17 C -ATOM 11318 O ASN B 477 137.156 153.654 68.412 1.00275.17 O -ATOM 11319 CB ASN B 477 139.968 153.933 67.071 1.00275.17 C -ATOM 11320 CG ASN B 477 141.451 154.241 67.114 1.00275.17 C -ATOM 11321 OD1 ASN B 477 141.990 154.617 68.156 1.00275.17 O -ATOM 11322 ND2 ASN B 477 142.121 154.083 65.979 1.00275.17 N -ATOM 11323 N LYS B 478 137.719 151.585 67.739 1.00291.23 N -ATOM 11324 CA LYS B 478 136.332 151.165 67.585 1.00291.23 C -ATOM 11325 C LYS B 478 135.712 150.910 68.955 1.00291.23 C -ATOM 11326 O LYS B 478 136.284 150.163 69.758 1.00291.23 O -ATOM 11327 CB LYS B 478 136.249 149.905 66.726 1.00291.23 C -ATOM 11328 CG LYS B 478 136.941 150.024 65.379 1.00291.23 C -ATOM 11329 CD LYS B 478 136.792 148.745 64.570 1.00291.23 C -ATOM 11330 CE LYS B 478 137.410 148.890 63.189 1.00291.23 C -ATOM 11331 NZ LYS B 478 137.292 147.638 62.393 1.00291.23 N1+ -ATOM 11332 N PRO B 479 134.566 151.519 69.268 1.00309.81 N -ATOM 11333 CA PRO B 479 133.902 151.245 70.554 1.00309.81 C -ATOM 11334 C PRO B 479 133.308 149.843 70.568 1.00309.81 C -ATOM 11335 O PRO B 479 132.474 149.499 69.727 1.00309.81 O -ATOM 11336 CB PRO B 479 132.817 152.326 70.634 1.00309.81 C -ATOM 11337 CG PRO B 479 132.588 152.756 69.223 1.00309.81 C -ATOM 11338 CD PRO B 479 133.891 152.581 68.502 1.00309.81 C -ATOM 11339 N CYS B 480 133.751 149.031 71.528 1.00309.99 N -ATOM 11340 CA CYS B 480 133.289 147.648 71.605 1.00309.99 C -ATOM 11341 C CYS B 480 131.868 147.575 72.151 1.00309.99 C -ATOM 11342 O CYS B 480 130.948 147.131 71.452 1.00309.99 O -ATOM 11343 CB CYS B 480 134.250 146.828 72.469 1.00309.99 C -ATOM 11344 SG CYS B 480 136.004 147.136 72.143 1.00309.99 S -ATOM 11345 N ASN B 481 131.681 148.017 73.402 1.00307.31 N -ATOM 11346 CA ASN B 481 130.384 148.145 74.081 1.00307.31 C -ATOM 11347 C ASN B 481 129.630 146.812 74.146 1.00307.31 C -ATOM 11348 O ASN B 481 128.542 146.651 73.591 1.00307.31 O -ATOM 11349 CB ASN B 481 129.526 149.239 73.431 1.00307.31 C -ATOM 11350 CG ASN B 481 130.059 150.633 73.699 1.00307.31 C -ATOM 11351 OD1 ASN B 481 131.185 150.800 74.166 1.00307.31 O -ATOM 11352 ND2 ASN B 481 129.249 151.643 73.403 1.00307.31 N -ATOM 11353 N GLY B 482 130.236 145.853 74.842 1.00286.49 N -ATOM 11354 CA GLY B 482 129.618 144.563 75.063 1.00286.49 C -ATOM 11355 C GLY B 482 129.922 143.501 74.028 1.00286.49 C -ATOM 11356 O GLY B 482 129.484 142.356 74.198 1.00286.49 O -ATOM 11357 N VAL B 483 130.653 143.834 72.968 1.00285.32 N -ATOM 11358 CA VAL B 483 131.044 142.875 71.940 1.00285.32 C -ATOM 11359 C VAL B 483 132.562 142.769 71.959 1.00285.32 C -ATOM 11360 O VAL B 483 133.261 143.775 71.787 1.00285.32 O -ATOM 11361 CB VAL B 483 130.540 143.287 70.548 1.00285.32 C -ATOM 11362 CG1 VAL B 483 130.964 142.263 69.506 1.00285.32 C -ATOM 11363 CG2 VAL B 483 129.026 143.448 70.556 1.00285.32 C -ATOM 11364 N ALA B 484 133.070 141.556 72.158 1.00271.20 N -ATOM 11365 CA ALA B 484 134.499 141.344 72.318 1.00271.20 C -ATOM 11366 C ALA B 484 135.184 141.189 70.962 1.00271.20 C -ATOM 11367 O ALA B 484 134.560 141.266 69.901 1.00271.20 O -ATOM 11368 CB ALA B 484 134.758 140.126 73.201 1.00271.20 C -ATOM 11369 N GLY B 485 136.488 140.968 71.003 1.00269.27 N -ATOM 11370 CA GLY B 485 137.285 140.826 69.804 1.00269.27 C -ATOM 11371 C GLY B 485 138.707 141.276 70.073 1.00269.27 C -ATOM 11372 O GLY B 485 139.122 141.434 71.217 1.00269.27 O -ATOM 11373 N PHE B 486 139.448 141.476 68.985 1.00268.46 N -ATOM 11374 CA PHE B 486 140.805 141.995 69.095 1.00268.46 C -ATOM 11375 C PHE B 486 140.762 143.475 69.452 1.00268.46 C -ATOM 11376 O PHE B 486 140.006 144.244 68.848 1.00268.46 O -ATOM 11377 CB PHE B 486 141.568 141.768 67.792 1.00268.46 C -ATOM 11378 CG PHE B 486 141.872 140.322 67.517 1.00268.46 C -ATOM 11379 CD1 PHE B 486 142.804 139.640 68.287 1.00268.46 C -ATOM 11380 CD2 PHE B 486 141.221 139.643 66.498 1.00268.46 C -ATOM 11381 CE1 PHE B 486 143.086 138.306 68.042 1.00268.46 C -ATOM 11382 CE2 PHE B 486 141.498 138.308 66.247 1.00268.46 C -ATOM 11383 CZ PHE B 486 142.431 137.640 67.020 1.00268.46 C -ATOM 11384 N ASN B 487 141.561 143.853 70.463 1.00279.20 N -ATOM 11385 CA ASN B 487 141.515 145.157 71.147 1.00279.20 C -ATOM 11386 C ASN B 487 140.130 145.453 71.729 1.00279.20 C -ATOM 11387 O ASN B 487 139.729 146.612 71.860 1.00279.20 O -ATOM 11388 CB ASN B 487 141.985 146.304 70.241 1.00279.20 C -ATOM 11389 CG ASN B 487 143.451 146.189 69.872 1.00279.20 C -ATOM 11390 OD1 ASN B 487 144.245 145.607 70.612 1.00279.20 O -ATOM 11391 ND2 ASN B 487 143.819 146.746 68.724 1.00279.20 N -ATOM 11392 N CYS B 488 139.400 144.397 72.080 1.00288.90 N -ATOM 11393 CA CYS B 488 138.119 144.456 72.774 1.00288.90 C -ATOM 11394 C CYS B 488 138.123 143.385 73.858 1.00288.90 C -ATOM 11395 O CYS B 488 137.205 142.572 73.973 1.00288.90 O -ATOM 11396 CB CYS B 488 136.952 144.265 71.805 1.00288.90 C -ATOM 11397 SG CYS B 488 136.536 145.711 70.799 1.00288.90 S -ATOM 11398 N TYR B 489 139.186 143.372 74.657 1.00290.72 N -ATOM 11399 CA TYR B 489 139.581 142.167 75.374 1.00290.72 C -ATOM 11400 C TYR B 489 138.743 141.920 76.622 1.00290.72 C -ATOM 11401 O TYR B 489 138.410 142.847 77.366 1.00290.72 O -ATOM 11402 CB TYR B 489 141.059 142.243 75.757 1.00290.72 C -ATOM 11403 CG TYR B 489 141.998 142.195 74.573 1.00290.72 C -ATOM 11404 CD1 TYR B 489 141.940 141.147 73.661 1.00290.72 C -ATOM 11405 CD2 TYR B 489 142.942 143.195 74.367 1.00290.72 C -ATOM 11406 CE1 TYR B 489 142.796 141.095 72.574 1.00290.72 C -ATOM 11407 CE2 TYR B 489 143.803 143.152 73.283 1.00290.72 C -ATOM 11408 CZ TYR B 489 143.724 142.100 72.391 1.00290.72 C -ATOM 11409 OH TYR B 489 144.578 142.054 71.313 1.00290.72 O -ATOM 11410 N PHE B 490 138.404 140.649 76.837 1.00298.67 N -ATOM 11411 CA PHE B 490 137.862 140.215 78.112 1.00298.67 C -ATOM 11412 C PHE B 490 138.950 140.260 79.183 1.00298.67 C -ATOM 11413 O PHE B 490 140.137 140.112 78.881 1.00298.67 O -ATOM 11414 CB PHE B 490 137.315 138.791 78.017 1.00298.67 C -ATOM 11415 CG PHE B 490 135.931 138.699 77.445 1.00298.67 C -ATOM 11416 CD1 PHE B 490 134.890 139.433 77.994 1.00298.67 C -ATOM 11417 CD2 PHE B 490 135.662 137.842 76.389 1.00298.67 C -ATOM 11418 CE1 PHE B 490 133.609 139.338 77.477 1.00298.67 C -ATOM 11419 CE2 PHE B 490 134.383 137.737 75.872 1.00298.67 C -ATOM 11420 CZ PHE B 490 133.356 138.488 76.415 1.00298.67 C -ATOM 11421 N PRO B 491 138.573 140.471 80.447 1.00296.69 N -ATOM 11422 CA PRO B 491 139.561 140.310 81.522 1.00296.69 C -ATOM 11423 C PRO B 491 139.910 138.858 81.788 1.00296.69 C -ATOM 11424 O PRO B 491 141.061 138.559 82.127 1.00296.69 O -ATOM 11425 CB PRO B 491 138.874 140.951 82.738 1.00296.69 C -ATOM 11426 CG PRO B 491 137.705 141.702 82.198 1.00296.69 C -ATOM 11427 CD PRO B 491 137.294 140.994 80.953 1.00296.69 C -ATOM 11428 N LEU B 492 138.962 137.943 81.610 1.00288.32 N -ATOM 11429 CA LEU B 492 139.100 136.573 82.086 1.00288.32 C -ATOM 11430 C LEU B 492 139.802 135.717 81.038 1.00288.32 C -ATOM 11431 O LEU B 492 139.338 135.614 79.897 1.00288.32 O -ATOM 11432 CB LEU B 492 137.726 135.993 82.417 1.00288.32 C -ATOM 11433 CG LEU B 492 136.866 136.817 83.380 1.00288.32 C -ATOM 11434 CD1 LEU B 492 135.549 136.117 83.668 1.00288.32 C -ATOM 11435 CD2 LEU B 492 137.615 137.098 84.672 1.00288.32 C -ATOM 11436 N ARG B 493 140.919 135.106 81.429 1.00273.86 N -ATOM 11437 CA ARG B 493 141.603 134.110 80.619 1.00273.86 C -ATOM 11438 C ARG B 493 142.012 132.952 81.517 1.00273.86 C -ATOM 11439 O ARG B 493 142.266 133.132 82.711 1.00273.86 O -ATOM 11440 CB ARG B 493 142.830 134.691 79.901 1.00273.86 C -ATOM 11441 CG ARG B 493 142.486 135.542 78.687 1.00273.86 C -ATOM 11442 CD ARG B 493 143.731 135.961 77.923 1.00273.86 C -ATOM 11443 NE ARG B 493 143.400 136.495 76.608 1.00273.86 N -ATOM 11444 CZ ARG B 493 144.290 136.958 75.741 1.00273.86 C -ATOM 11445 NH1 ARG B 493 145.584 136.968 76.017 1.00273.86 N1+ -ATOM 11446 NH2 ARG B 493 143.872 137.422 74.566 1.00273.86 N -ATOM 11447 N SER B 494 142.073 131.761 80.931 1.00258.10 N -ATOM 11448 CA SER B 494 142.287 130.529 81.678 1.00258.10 C -ATOM 11449 C SER B 494 143.722 130.051 81.515 1.00258.10 C -ATOM 11450 O SER B 494 144.245 130.006 80.396 1.00258.10 O -ATOM 11451 CB SER B 494 141.321 129.438 81.211 1.00258.10 C -ATOM 11452 OG SER B 494 141.555 129.096 79.855 1.00258.10 O -ATOM 11453 N TYR B 495 144.357 129.696 82.634 1.00245.41 N -ATOM 11454 CA TYR B 495 145.647 129.024 82.573 1.00245.41 C -ATOM 11455 C TYR B 495 145.513 127.559 82.185 1.00245.41 C -ATOM 11456 O TYR B 495 146.490 126.979 81.694 1.00245.41 O -ATOM 11457 CB TYR B 495 146.380 129.149 83.912 1.00245.41 C -ATOM 11458 CG TYR B 495 146.956 130.526 84.169 1.00245.41 C -ATOM 11459 CD1 TYR B 495 147.146 131.428 83.127 1.00245.41 C -ATOM 11460 CD2 TYR B 495 147.319 130.921 85.452 1.00245.41 C -ATOM 11461 CE1 TYR B 495 147.672 132.687 83.356 1.00245.41 C -ATOM 11462 CE2 TYR B 495 147.847 132.179 85.692 1.00245.41 C -ATOM 11463 CZ TYR B 495 148.021 133.056 84.639 1.00245.41 C -ATOM 11464 OH TYR B 495 148.545 134.307 84.866 1.00245.41 O -ATOM 11465 N SER B 496 144.328 126.968 82.398 1.00248.22 N -ATOM 11466 CA SER B 496 143.945 125.626 81.943 1.00248.22 C -ATOM 11467 C SER B 496 144.883 124.553 82.507 1.00248.22 C -ATOM 11468 O SER B 496 145.644 123.909 81.782 1.00248.22 O -ATOM 11469 CB SER B 496 143.882 125.562 80.411 1.00248.22 C -ATOM 11470 OG SER B 496 145.176 125.422 79.851 1.00248.22 O -ATOM 11471 N PHE B 497 144.808 124.400 83.833 1.00243.86 N -ATOM 11472 CA PHE B 497 145.703 123.511 84.569 1.00243.86 C -ATOM 11473 C PHE B 497 145.526 122.054 84.154 1.00243.86 C -ATOM 11474 O PHE B 497 144.403 121.555 84.039 1.00243.86 O -ATOM 11475 CB PHE B 497 145.462 123.652 86.073 1.00243.86 C -ATOM 11476 CG PHE B 497 145.807 125.006 86.621 1.00243.86 C -ATOM 11477 CD1 PHE B 497 146.986 125.638 86.252 1.00243.86 C -ATOM 11478 CD2 PHE B 497 144.957 125.645 87.511 1.00243.86 C -ATOM 11479 CE1 PHE B 497 147.308 126.885 86.757 1.00243.86 C -ATOM 11480 CE2 PHE B 497 145.273 126.893 88.021 1.00243.86 C -ATOM 11481 CZ PHE B 497 146.450 127.513 87.643 1.00243.86 C -ATOM 11482 N ARG B 498 146.650 121.379 83.932 1.00243.62 N -ATOM 11483 CA ARG B 498 146.721 119.996 83.496 1.00243.62 C -ATOM 11484 C ARG B 498 147.706 119.240 84.375 1.00243.62 C -ATOM 11485 O ARG B 498 148.630 119.842 84.932 1.00243.62 O -ATOM 11486 CB ARG B 498 147.163 119.908 82.026 1.00243.62 C -ATOM 11487 CG ARG B 498 146.129 120.413 81.032 1.00243.62 C -ATOM 11488 CD ARG B 498 146.643 120.317 79.605 1.00243.62 C -ATOM 11489 NE ARG B 498 145.705 120.890 78.647 1.00243.62 N -ATOM 11490 CZ ARG B 498 145.497 120.416 77.426 1.00243.62 C -ATOM 11491 NH1 ARG B 498 146.147 119.355 76.977 1.00243.62 N1+ -ATOM 11492 NH2 ARG B 498 144.614 121.021 76.637 1.00243.62 N -ATOM 11493 N PRO B 499 147.528 117.921 84.534 1.00240.93 N -ATOM 11494 CA PRO B 499 148.501 117.144 85.323 1.00240.93 C -ATOM 11495 C PRO B 499 149.867 116.998 84.667 1.00240.93 C -ATOM 11496 O PRO B 499 150.821 116.615 85.355 1.00240.93 O -ATOM 11497 CB PRO B 499 147.816 115.778 85.483 1.00240.93 C -ATOM 11498 CG PRO B 499 146.809 115.720 84.382 1.00240.93 C -ATOM 11499 CD PRO B 499 146.330 117.125 84.213 1.00240.93 C -ATOM 11500 N THR B 500 149.997 117.287 83.374 1.00241.90 N -ATOM 11501 CA THR B 500 151.254 117.112 82.658 1.00241.90 C -ATOM 11502 C THR B 500 152.133 118.358 82.665 1.00241.90 C -ATOM 11503 O THR B 500 153.194 118.350 82.032 1.00241.90 O -ATOM 11504 CB THR B 500 150.981 116.694 81.209 1.00241.90 C -ATOM 11505 OG1 THR B 500 150.282 117.744 80.529 1.00241.90 O -ATOM 11506 CG2 THR B 500 150.141 115.427 81.171 1.00241.90 C -ATOM 11507 N TYR B 501 151.725 119.422 83.353 1.00239.42 N -ATOM 11508 CA TYR B 501 152.495 120.656 83.364 1.00239.42 C -ATOM 11509 C TYR B 501 153.733 120.534 84.248 1.00239.42 C -ATOM 11510 O TYR B 501 153.817 119.688 85.142 1.00239.42 O -ATOM 11511 CB TYR B 501 151.647 121.832 83.850 1.00239.42 C -ATOM 11512 CG TYR B 501 150.635 122.345 82.852 1.00239.42 C -ATOM 11513 CD1 TYR B 501 150.660 121.933 81.523 1.00239.42 C -ATOM 11514 CD2 TYR B 501 149.670 123.266 83.236 1.00239.42 C -ATOM 11515 CE1 TYR B 501 149.737 122.411 80.610 1.00239.42 C -ATOM 11516 CE2 TYR B 501 148.749 123.752 82.334 1.00239.42 C -ATOM 11517 CZ TYR B 501 148.784 123.320 81.022 1.00239.42 C -ATOM 11518 OH TYR B 501 147.864 123.803 80.121 1.00239.42 O -ATOM 11519 N GLY B 502 154.704 121.408 83.981 1.00231.61 N -ATOM 11520 CA GLY B 502 155.878 121.525 84.815 1.00231.61 C -ATOM 11521 C GLY B 502 155.599 122.321 86.075 1.00231.61 C -ATOM 11522 O GLY B 502 154.501 122.831 86.294 1.00231.61 O -ATOM 11523 N VAL B 503 156.643 122.439 86.904 1.00226.88 N -ATOM 11524 CA VAL B 503 156.513 123.017 88.242 1.00226.88 C -ATOM 11525 C VAL B 503 156.172 124.503 88.167 1.00226.88 C -ATOM 11526 O VAL B 503 155.419 125.024 89.000 1.00226.88 O -ATOM 11527 CB VAL B 503 157.802 122.764 89.047 1.00226.88 C -ATOM 11528 CG1 VAL B 503 157.613 123.123 90.517 1.00226.88 C -ATOM 11529 CG2 VAL B 503 158.241 121.315 88.901 1.00226.88 C -ATOM 11530 N GLY B 504 156.706 125.205 87.164 1.00224.31 N -ATOM 11531 CA GLY B 504 156.361 126.605 86.983 1.00224.31 C -ATOM 11532 C GLY B 504 154.928 126.820 86.537 1.00224.31 C -ATOM 11533 O GLY B 504 154.344 127.874 86.805 1.00224.31 O -ATOM 11534 N HIS B 505 154.343 125.835 85.859 1.00232.92 N -ATOM 11535 CA HIS B 505 152.949 125.889 85.444 1.00232.92 C -ATOM 11536 C HIS B 505 152.033 125.052 86.327 1.00232.92 C -ATOM 11537 O HIS B 505 150.822 125.023 86.087 1.00232.92 O -ATOM 11538 CB HIS B 505 152.816 125.440 83.985 1.00232.92 C -ATOM 11539 CG HIS B 505 153.959 125.865 83.118 1.00232.92 C -ATOM 11540 ND1 HIS B 505 154.257 127.188 82.875 1.00232.92 N -ATOM 11541 CD2 HIS B 505 154.880 125.142 82.437 1.00232.92 C -ATOM 11542 CE1 HIS B 505 155.310 127.263 82.081 1.00232.92 C -ATOM 11543 NE2 HIS B 505 155.708 126.035 81.801 1.00232.92 N -ATOM 11544 N GLN B 506 152.578 124.369 87.331 1.00236.96 N -ATOM 11545 CA GLN B 506 151.747 123.598 88.244 1.00236.96 C -ATOM 11546 C GLN B 506 150.997 124.532 89.192 1.00236.96 C -ATOM 11547 O GLN B 506 151.551 125.542 89.637 1.00236.96 O -ATOM 11548 CB GLN B 506 152.596 122.616 89.050 1.00236.96 C -ATOM 11549 CG GLN B 506 152.690 121.225 88.448 1.00236.96 C -ATOM 11550 CD GLN B 506 153.695 120.346 89.164 1.00236.96 C -ATOM 11551 OE1 GLN B 506 154.194 120.699 90.233 1.00236.96 O -ATOM 11552 NE2 GLN B 506 153.998 119.194 88.578 1.00236.96 N -ATOM 11553 N PRO B 507 149.742 124.229 89.517 1.00240.98 N -ATOM 11554 CA PRO B 507 149.021 125.045 90.498 1.00240.98 C -ATOM 11555 C PRO B 507 149.460 124.732 91.920 1.00240.98 C -ATOM 11556 O PRO B 507 149.751 123.585 92.268 1.00240.98 O -ATOM 11557 CB PRO B 507 147.555 124.658 90.270 1.00240.98 C -ATOM 11558 CG PRO B 507 147.617 123.271 89.734 1.00240.98 C -ATOM 11559 CD PRO B 507 148.886 123.183 88.927 1.00240.98 C -ATOM 11560 N TYR B 508 149.508 125.776 92.742 1.00239.22 N -ATOM 11561 CA TYR B 508 149.809 125.658 94.160 1.00239.22 C -ATOM 11562 C TYR B 508 148.572 126.029 94.966 1.00239.22 C -ATOM 11563 O TYR B 508 147.823 126.933 94.583 1.00239.22 O -ATOM 11564 CB TYR B 508 150.964 126.574 94.571 1.00239.22 C -ATOM 11565 CG TYR B 508 152.355 126.097 94.217 1.00239.22 C -ATOM 11566 CD1 TYR B 508 152.881 126.310 92.948 1.00239.22 C -ATOM 11567 CD2 TYR B 508 153.157 125.470 95.164 1.00239.22 C -ATOM 11568 CE1 TYR B 508 154.161 125.892 92.624 1.00239.22 C -ATOM 11569 CE2 TYR B 508 154.439 125.047 94.849 1.00239.22 C -ATOM 11570 CZ TYR B 508 154.935 125.262 93.578 1.00239.22 C -ATOM 11571 OH TYR B 508 156.205 124.842 93.259 1.00239.22 O -ATOM 11572 N ARG B 509 148.360 125.336 96.083 1.00237.68 N -ATOM 11573 CA ARG B 509 147.295 125.703 97.017 1.00237.68 C -ATOM 11574 C ARG B 509 147.863 126.746 97.970 1.00237.68 C -ATOM 11575 O ARG B 509 148.426 126.427 99.018 1.00237.68 O -ATOM 11576 CB ARG B 509 146.762 124.479 97.752 1.00237.68 C -ATOM 11577 CG ARG B 509 145.549 124.773 98.623 1.00237.68 C -ATOM 11578 CD ARG B 509 144.924 123.499 99.165 1.00237.68 C -ATOM 11579 NE ARG B 509 144.341 122.686 98.104 1.00237.68 N -ATOM 11580 CZ ARG B 509 143.126 122.866 97.603 1.00237.68 C -ATOM 11581 NH1 ARG B 509 142.328 123.822 98.051 1.00237.68 N1+ -ATOM 11582 NH2 ARG B 509 142.700 122.065 96.630 1.00237.68 N -ATOM 11583 N VAL B 510 147.707 128.014 97.600 1.00239.57 N -ATOM 11584 CA VAL B 510 148.323 129.132 98.307 1.00239.57 C -ATOM 11585 C VAL B 510 147.316 129.705 99.291 1.00239.57 C -ATOM 11586 O VAL B 510 146.212 130.104 98.902 1.00239.57 O -ATOM 11587 CB VAL B 510 148.802 130.217 97.330 1.00239.57 C -ATOM 11588 CG1 VAL B 510 149.487 131.346 98.084 1.00239.57 C -ATOM 11589 CG2 VAL B 510 149.728 129.625 96.299 1.00239.57 C -ATOM 11590 N VAL B 511 147.694 129.753 100.563 1.00234.85 N -ATOM 11591 CA VAL B 511 146.914 130.425 101.594 1.00234.85 C -ATOM 11592 C VAL B 511 147.733 131.614 102.075 1.00234.85 C -ATOM 11593 O VAL B 511 148.789 131.442 102.696 1.00234.85 O -ATOM 11594 CB VAL B 511 146.558 129.487 102.754 1.00234.85 C -ATOM 11595 CG1 VAL B 511 145.532 130.143 103.665 1.00234.85 C -ATOM 11596 CG2 VAL B 511 146.033 128.159 102.226 1.00234.85 C -ATOM 11597 N VAL B 512 147.251 132.821 101.790 1.00232.20 N -ATOM 11598 CA VAL B 512 147.915 134.047 102.218 1.00232.20 C -ATOM 11599 C VAL B 512 147.300 134.438 103.558 1.00232.20 C -ATOM 11600 O VAL B 512 146.206 135.001 103.616 1.00232.20 O -ATOM 11601 CB VAL B 512 147.781 135.162 101.180 1.00232.20 C -ATOM 11602 CG1 VAL B 512 148.533 136.405 101.637 1.00232.20 C -ATOM 11603 CG2 VAL B 512 148.294 134.692 99.827 1.00232.20 C -ATOM 11604 N LEU B 513 148.010 134.130 104.643 1.00226.59 N -ATOM 11605 CA LEU B 513 147.533 134.408 105.997 1.00226.59 C -ATOM 11606 C LEU B 513 147.823 135.870 106.321 1.00226.59 C -ATOM 11607 O LEU B 513 148.802 136.213 106.987 1.00226.59 O -ATOM 11608 CB LEU B 513 148.194 133.471 107.000 1.00226.59 C -ATOM 11609 CG LEU B 513 148.002 131.973 106.769 1.00226.59 C -ATOM 11610 CD1 LEU B 513 149.127 131.191 107.421 1.00226.59 C -ATOM 11611 CD2 LEU B 513 146.657 131.519 107.305 1.00226.59 C -ATOM 11612 N SER B 514 146.948 136.746 105.829 1.00226.63 N -ATOM 11613 CA SER B 514 147.097 138.175 106.070 1.00226.63 C -ATOM 11614 C SER B 514 146.783 138.497 107.526 1.00226.63 C -ATOM 11615 O SER B 514 145.776 138.037 108.073 1.00226.63 O -ATOM 11616 CB SER B 514 146.182 138.968 105.139 1.00226.63 C -ATOM 11617 OG SER B 514 146.527 138.754 103.781 1.00226.63 O -ATOM 11618 N PHE B 515 147.648 139.287 108.152 1.00214.23 N -ATOM 11619 CA PHE B 515 147.516 139.580 109.575 1.00214.23 C -ATOM 11620 C PHE B 515 146.963 140.983 109.797 1.00214.23 C -ATOM 11621 O PHE B 515 147.357 141.930 109.117 1.00214.23 O -ATOM 11622 CB PHE B 515 148.866 139.427 110.283 1.00214.23 C -ATOM 11623 CG PHE B 515 149.408 138.021 110.274 1.00214.23 C -ATOM 11624 CD1 PHE B 515 148.558 136.926 110.182 1.00214.23 C -ATOM 11625 CD2 PHE B 515 150.775 137.796 110.361 1.00214.23 C -ATOM 11626 CE1 PHE B 515 149.061 135.635 110.175 1.00214.23 C -ATOM 11627 CE2 PHE B 515 151.285 136.509 110.354 1.00214.23 C -ATOM 11628 CZ PHE B 515 150.426 135.428 110.260 1.00214.23 C -ATOM 11629 N PRO B 527 148.665 131.912 124.833 1.00158.20 N -ATOM 11630 CA PRO B 527 149.235 130.827 124.028 1.00158.20 C -ATOM 11631 C PRO B 527 150.231 129.976 124.809 1.00158.20 C -ATOM 11632 O PRO B 527 150.762 129.002 124.276 1.00158.20 O -ATOM 11633 CB PRO B 527 149.934 131.571 122.886 1.00158.20 C -ATOM 11634 CG PRO B 527 150.265 132.904 123.459 1.00158.20 C -ATOM 11635 CD PRO B 527 149.137 133.236 124.392 1.00158.20 C -ATOM 11636 N LYS B 528 150.479 130.348 126.062 1.00156.97 N -ATOM 11637 CA LYS B 528 151.436 129.633 126.892 1.00156.97 C -ATOM 11638 C LYS B 528 150.831 128.338 127.419 1.00156.97 C -ATOM 11639 O LYS B 528 149.684 128.310 127.873 1.00156.97 O -ATOM 11640 CB LYS B 528 151.892 130.514 128.057 1.00156.97 C -ATOM 11641 CG LYS B 528 153.048 129.940 128.861 1.00156.97 C -ATOM 11642 CD LYS B 528 154.235 129.615 127.968 1.00156.97 C -ATOM 11643 CE LYS B 528 155.305 128.853 128.731 1.00156.97 C -ATOM 11644 NZ LYS B 528 154.823 127.513 129.167 1.00156.97 N1+ -ATOM 11645 N LYS B 529 151.613 127.264 127.354 1.00159.41 N -ATOM 11646 CA LYS B 529 151.178 125.964 127.836 1.00159.41 C -ATOM 11647 C LYS B 529 151.205 125.919 129.363 1.00159.41 C -ATOM 11648 O LYS B 529 151.776 126.785 130.032 1.00159.41 O -ATOM 11649 CB LYS B 529 152.057 124.860 127.251 1.00159.41 C -ATOM 11650 CG LYS B 529 152.004 124.766 125.733 1.00159.41 C -ATOM 11651 CD LYS B 529 152.962 123.707 125.210 1.00159.41 C -ATOM 11652 CE LYS B 529 152.719 123.415 123.738 1.00159.41 C -ATOM 11653 NZ LYS B 529 153.632 122.354 123.227 1.00159.41 N1+ -ATOM 11654 N SER B 530 150.576 124.884 129.914 1.00166.39 N -ATOM 11655 CA SER B 530 150.480 124.683 131.353 1.00166.39 C -ATOM 11656 C SER B 530 151.308 123.473 131.768 1.00166.39 C -ATOM 11657 O SER B 530 151.327 122.455 131.069 1.00166.39 O -ATOM 11658 CB SER B 530 149.021 124.491 131.780 1.00166.39 C -ATOM 11659 OG SER B 530 148.397 123.475 131.014 1.00166.39 O -ATOM 11660 N THR B 531 151.994 123.587 132.903 1.00171.92 N -ATOM 11661 CA THR B 531 152.855 122.527 133.409 1.00171.92 C -ATOM 11662 C THR B 531 152.176 121.772 134.550 1.00171.92 C -ATOM 11663 O THR B 531 151.113 122.155 135.043 1.00171.92 O -ATOM 11664 CB THR B 531 154.199 123.097 133.880 1.00171.92 C -ATOM 11665 OG1 THR B 531 153.997 123.912 135.040 1.00171.92 O -ATOM 11666 CG2 THR B 531 154.833 123.940 132.784 1.00171.92 C -ATOM 11667 N ASN B 532 152.819 120.684 134.971 1.00177.38 N -ATOM 11668 CA ASN B 532 152.303 119.858 136.054 1.00177.38 C -ATOM 11669 C ASN B 532 152.493 120.554 137.402 1.00177.38 C -ATOM 11670 O ASN B 532 153.301 121.475 137.550 1.00177.38 O -ATOM 11671 CB ASN B 532 152.990 118.492 136.066 1.00177.38 C -ATOM 11672 CG ASN B 532 152.112 117.402 136.650 1.00177.38 C -ATOM 11673 OD1 ASN B 532 150.887 117.519 136.669 1.00177.38 O -ATOM 11674 ND2 ASN B 532 152.737 116.344 137.156 1.00177.38 N -ATOM 11675 N LEU B 533 151.733 120.093 138.394 1.00176.28 N -ATOM 11676 CA LEU B 533 151.674 120.736 139.702 1.00176.28 C -ATOM 11677 C LEU B 533 152.639 120.075 140.674 1.00176.28 C -ATOM 11678 O LEU B 533 152.779 118.850 140.694 1.00176.28 O -ATOM 11679 CB LEU B 533 150.261 120.665 140.281 1.00176.28 C -ATOM 11680 CG LEU B 533 149.876 121.745 141.294 1.00176.28 C -ATOM 11681 CD1 LEU B 533 150.115 123.144 140.739 1.00176.28 C -ATOM 11682 CD2 LEU B 533 148.430 121.579 141.721 1.00176.28 C -ATOM 11683 N VAL B 534 153.284 120.896 141.496 1.00180.93 N -ATOM 11684 CA VAL B 534 154.147 120.429 142.572 1.00180.93 C -ATOM 11685 C VAL B 534 153.611 121.004 143.876 1.00180.93 C -ATOM 11686 O VAL B 534 153.473 122.225 144.010 1.00180.93 O -ATOM 11687 CB VAL B 534 155.614 120.837 142.338 1.00180.93 C -ATOM 11688 CG1 VAL B 534 156.448 120.642 143.599 1.00180.93 C -ATOM 11689 CG2 VAL B 534 156.202 120.045 141.177 1.00180.93 C -ATOM 11690 N LYS B 535 153.305 120.128 144.829 1.00177.44 N -ATOM 11691 CA LYS B 535 152.732 120.537 146.098 1.00177.44 C -ATOM 11692 C LYS B 535 153.728 120.297 147.223 1.00177.44 C -ATOM 11693 O LYS B 535 154.693 119.540 147.076 1.00177.44 O -ATOM 11694 CB LYS B 535 151.425 119.791 146.400 1.00177.44 C -ATOM 11695 CG LYS B 535 150.319 120.038 145.397 1.00177.44 C -ATOM 11696 CD LYS B 535 149.120 119.164 145.700 1.00177.44 C -ATOM 11697 CE LYS B 535 147.952 119.504 144.798 1.00177.44 C -ATOM 11698 NZ LYS B 535 146.818 118.571 145.017 1.00177.44 N1+ -ATOM 11699 N ASN B 536 153.488 120.996 148.339 1.00167.31 N -ATOM 11700 CA ASN B 536 154.227 120.884 149.600 1.00167.31 C -ATOM 11701 C ASN B 536 155.713 121.212 149.461 1.00167.31 C -ATOM 11702 O ASN B 536 156.528 120.767 150.277 1.00167.31 O -ATOM 11703 CB ASN B 536 154.043 119.499 150.234 1.00167.31 C -ATOM 11704 CG ASN B 536 152.648 119.299 150.786 1.00167.31 C -ATOM 11705 OD1 ASN B 536 151.677 119.218 150.034 1.00167.31 O -ATOM 11706 ND2 ASN B 536 152.537 119.228 152.107 1.00167.31 N -ATOM 11707 N LYS B 537 156.084 121.993 148.450 1.00167.35 N -ATOM 11708 CA LYS B 537 157.455 122.436 148.253 1.00167.35 C -ATOM 11709 C LYS B 537 157.424 123.887 147.804 1.00167.35 C -ATOM 11710 O LYS B 537 156.572 124.273 146.999 1.00167.35 O -ATOM 11711 CB LYS B 537 158.182 121.567 147.219 1.00167.35 C -ATOM 11712 CG LYS B 537 158.714 120.254 147.777 1.00167.35 C -ATOM 11713 CD LYS B 537 159.349 119.402 146.691 1.00167.35 C -ATOM 11714 CE LYS B 537 160.477 120.139 145.995 1.00167.35 C -ATOM 11715 NZ LYS B 537 160.898 119.449 144.744 1.00167.35 N1+ -ATOM 11716 N CYS B 538 158.346 124.691 148.330 1.00167.67 N -ATOM 11717 CA CYS B 538 158.333 126.129 148.073 1.00167.67 C -ATOM 11718 C CYS B 538 158.867 126.373 146.667 1.00167.67 C -ATOM 11719 O CYS B 538 160.074 126.310 146.425 1.00167.67 O -ATOM 11720 CB CYS B 538 159.154 126.877 149.116 1.00167.67 C -ATOM 11721 SG CYS B 538 158.708 128.621 149.233 1.00167.67 S -ATOM 11722 N VAL B 539 157.956 126.645 145.732 1.00167.31 N -ATOM 11723 CA VAL B 539 158.295 126.850 144.331 1.00167.31 C -ATOM 11724 C VAL B 539 157.736 128.191 143.871 1.00167.31 C -ATOM 11725 O VAL B 539 156.919 128.823 144.545 1.00167.31 O -ATOM 11726 CB VAL B 539 157.771 125.715 143.422 1.00167.31 C -ATOM 11727 CG1 VAL B 539 158.373 124.372 143.818 1.00167.31 C -ATOM 11728 CG2 VAL B 539 156.252 125.659 143.466 1.00167.31 C -ATOM 11729 N ASN B 540 158.220 128.628 142.711 1.00164.76 N -ATOM 11730 CA ASN B 540 157.633 129.753 141.998 1.00164.76 C -ATOM 11731 C ASN B 540 156.419 129.268 141.217 1.00164.76 C -ATOM 11732 O ASN B 540 156.459 128.210 140.586 1.00164.76 O -ATOM 11733 CB ASN B 540 158.664 130.370 141.051 1.00164.76 C -ATOM 11734 CG ASN B 540 158.287 131.765 140.598 1.00164.76 C -ATOM 11735 OD1 ASN B 540 158.040 132.002 139.417 1.00164.76 O -ATOM 11736 ND2 ASN B 540 158.234 132.698 141.541 1.00164.76 N -ATOM 11737 N PHE B 541 155.332 130.036 141.263 1.00154.40 N -ATOM 11738 CA PHE B 541 154.085 129.606 140.650 1.00154.40 C -ATOM 11739 C PHE B 541 153.453 130.743 139.861 1.00154.40 C -ATOM 11740 O PHE B 541 153.657 131.925 140.157 1.00154.40 O -ATOM 11741 CB PHE B 541 153.087 129.069 141.696 1.00154.40 C -ATOM 11742 CG PHE B 541 152.807 130.017 142.837 1.00154.40 C -ATOM 11743 CD1 PHE B 541 151.796 130.968 142.748 1.00154.40 C -ATOM 11744 CD2 PHE B 541 153.538 129.937 144.011 1.00154.40 C -ATOM 11745 CE1 PHE B 541 151.538 131.831 143.796 1.00154.40 C -ATOM 11746 CE2 PHE B 541 153.279 130.796 145.063 1.00154.40 C -ATOM 11747 CZ PHE B 541 152.282 131.744 144.953 1.00154.40 C -ATOM 11748 N ASN B 542 152.670 130.354 138.855 1.00149.44 N -ATOM 11749 CA ASN B 542 151.877 131.271 138.047 1.00149.44 C -ATOM 11750 C ASN B 542 150.504 130.646 137.856 1.00149.44 C -ATOM 11751 O ASN B 542 150.395 129.530 137.332 1.00149.44 O -ATOM 11752 CB ASN B 542 152.547 131.536 136.695 1.00149.44 C -ATOM 11753 CG ASN B 542 151.949 132.725 135.962 1.00149.44 C -ATOM 11754 OD1 ASN B 542 150.997 133.351 136.429 1.00149.44 O -ATOM 11755 ND2 ASN B 542 152.508 133.039 134.800 1.00149.44 N -ATOM 11756 N PHE B 543 149.466 131.362 138.290 1.00146.33 N -ATOM 11757 CA PHE B 543 148.074 130.930 138.171 1.00146.33 C -ATOM 11758 C PHE B 543 147.295 132.048 137.482 1.00146.33 C -ATOM 11759 O PHE B 543 146.949 133.044 138.128 1.00146.33 O -ATOM 11760 CB PHE B 543 147.472 130.618 139.538 1.00146.33 C -ATOM 11761 CG PHE B 543 148.022 129.380 140.178 1.00146.33 C -ATOM 11762 CD1 PHE B 543 147.471 128.138 139.908 1.00146.33 C -ATOM 11763 CD2 PHE B 543 149.066 129.465 141.086 1.00146.33 C -ATOM 11764 CE1 PHE B 543 147.972 126.998 140.509 1.00146.33 C -ATOM 11765 CE2 PHE B 543 149.568 128.330 141.694 1.00146.33 C -ATOM 11766 CZ PHE B 543 149.022 127.095 141.404 1.00146.33 C -ATOM 11767 N ASN B 544 147.029 131.864 136.180 1.00144.85 N -ATOM 11768 CA ASN B 544 146.253 132.793 135.341 1.00144.85 C -ATOM 11769 C ASN B 544 146.821 134.211 135.362 1.00144.85 C -ATOM 11770 O ASN B 544 146.082 135.194 135.427 1.00144.85 O -ATOM 11771 CB ASN B 544 144.772 132.802 135.730 1.00144.85 C -ATOM 11772 CG ASN B 544 144.155 131.422 135.708 1.00144.85 C -ATOM 11773 OD1 ASN B 544 144.362 130.652 134.771 1.00144.85 O -ATOM 11774 ND2 ASN B 544 143.380 131.104 136.738 1.00144.85 N -ATOM 11775 N GLY B 545 148.146 134.319 135.311 1.00135.33 N -ATOM 11776 CA GLY B 545 148.805 135.603 135.375 1.00135.33 C -ATOM 11777 C GLY B 545 149.119 136.089 136.772 1.00135.33 C -ATOM 11778 O GLY B 545 149.794 137.116 136.916 1.00135.33 O -ATOM 11779 N LEU B 546 148.651 135.389 137.804 1.00137.66 N -ATOM 11780 CA LEU B 546 148.988 135.713 139.185 1.00137.66 C -ATOM 11781 C LEU B 546 150.277 134.980 139.534 1.00137.66 C -ATOM 11782 O LEU B 546 150.281 133.754 139.675 1.00137.66 O -ATOM 11783 CB LEU B 546 147.848 135.322 140.123 1.00137.66 C -ATOM 11784 CG LEU B 546 147.937 135.749 141.591 1.00137.66 C -ATOM 11785 CD1 LEU B 546 146.603 136.306 142.057 1.00137.66 C -ATOM 11786 CD2 LEU B 546 148.358 134.583 142.475 1.00137.66 C -ATOM 11787 N LYS B 547 151.370 135.725 139.655 1.00135.69 N -ATOM 11788 CA LYS B 547 152.685 135.148 139.883 1.00135.69 C -ATOM 11789 C LYS B 547 153.086 135.313 141.342 1.00135.69 C -ATOM 11790 O LYS B 547 152.802 136.340 141.963 1.00135.69 O -ATOM 11791 CB LYS B 547 153.730 135.800 138.976 1.00135.69 C -ATOM 11792 CG LYS B 547 153.496 135.556 137.495 1.00135.69 C -ATOM 11793 CD LYS B 547 154.582 136.196 136.648 1.00135.69 C -ATOM 11794 CE LYS B 547 154.387 135.881 135.174 1.00135.69 C -ATOM 11795 NZ LYS B 547 155.415 136.540 134.322 1.00135.69 N1+ -ATOM 11796 N GLY B 548 153.745 134.293 141.883 1.00147.61 N -ATOM 11797 CA GLY B 548 154.187 134.355 143.262 1.00147.61 C -ATOM 11798 C GLY B 548 155.215 133.284 143.544 1.00147.61 C -ATOM 11799 O GLY B 548 155.607 132.518 142.663 1.00147.61 O -ATOM 11800 N THR B 549 155.652 133.239 144.800 1.00154.45 N -ATOM 11801 CA THR B 549 156.625 132.253 145.257 1.00154.45 C -ATOM 11802 C THR B 549 156.205 131.783 146.639 1.00154.45 C -ATOM 11803 O THR B 549 156.049 132.602 147.549 1.00154.45 O -ATOM 11804 CB THR B 549 158.039 132.844 145.288 1.00154.45 C -ATOM 11805 OG1 THR B 549 158.511 133.028 143.947 1.00154.45 O -ATOM 11806 CG2 THR B 549 158.993 131.928 146.037 1.00154.45 C -ATOM 11807 N GLY B 550 156.019 130.477 146.800 1.00159.85 N -ATOM 11808 CA GLY B 550 155.529 129.974 148.070 1.00159.85 C -ATOM 11809 C GLY B 550 155.326 128.477 148.027 1.00159.85 C -ATOM 11810 O GLY B 550 155.660 127.805 147.046 1.00159.85 O -ATOM 11811 N VAL B 551 154.782 127.960 149.126 1.00162.15 N -ATOM 11812 CA VAL B 551 154.480 126.539 149.262 1.00162.15 C -ATOM 11813 C VAL B 551 153.013 126.344 148.899 1.00162.15 C -ATOM 11814 O VAL B 551 152.122 126.810 149.612 1.00162.15 O -ATOM 11815 CB VAL B 551 154.763 126.032 150.681 1.00162.15 C -ATOM 11816 CG1 VAL B 551 154.677 124.513 150.728 1.00162.15 C -ATOM 11817 CG2 VAL B 551 156.114 126.514 151.172 1.00162.15 C -ATOM 11818 N LEU B 552 152.759 125.649 147.793 1.00165.70 N -ATOM 11819 CA LEU B 552 151.391 125.373 147.357 1.00165.70 C -ATOM 11820 C LEU B 552 150.854 124.218 148.194 1.00165.70 C -ATOM 11821 O LEU B 552 151.002 123.045 147.850 1.00165.70 O -ATOM 11822 CB LEU B 552 151.352 125.064 145.866 1.00165.70 C -ATOM 11823 CG LEU B 552 151.870 126.186 144.962 1.00165.70 C -ATOM 11824 CD1 LEU B 552 152.001 125.715 143.521 1.00165.70 C -ATOM 11825 CD2 LEU B 552 150.970 127.409 145.052 1.00165.70 C -ATOM 11826 N THR B 553 150.218 124.561 149.311 1.00172.36 N -ATOM 11827 CA THR B 553 149.742 123.585 150.282 1.00172.36 C -ATOM 11828 C THR B 553 148.237 123.403 150.114 1.00172.36 C -ATOM 11829 O THR B 553 147.512 124.374 149.892 1.00172.36 O -ATOM 11830 CB THR B 553 150.085 124.054 151.703 1.00172.36 C -ATOM 11831 OG1 THR B 553 151.506 124.195 151.824 1.00172.36 O -ATOM 11832 CG2 THR B 553 149.614 123.063 152.765 1.00172.36 C -ATOM 11833 N GLU B 554 147.775 122.153 150.184 1.00183.72 N -ATOM 11834 CA GLU B 554 146.346 121.875 150.101 1.00183.72 C -ATOM 11835 C GLU B 554 145.624 122.419 151.329 1.00183.72 C -ATOM 11836 O GLU B 554 146.053 122.198 152.465 1.00183.72 O -ATOM 11837 CB GLU B 554 146.099 120.373 149.977 1.00183.72 C -ATOM 11838 CG GLU B 554 146.722 119.722 148.757 1.00183.72 C -ATOM 11839 CD GLU B 554 146.053 118.406 148.411 1.00183.72 C -ATOM 11840 OE1 GLU B 554 145.628 117.694 149.344 1.00183.72 O -ATOM 11841 OE2 GLU B 554 145.945 118.086 147.209 1.00183.72 O1- -ATOM 11842 N SER B 555 144.521 123.127 151.095 1.00181.97 N -ATOM 11843 CA SER B 555 143.755 123.779 152.148 1.00181.97 C -ATOM 11844 C SER B 555 142.283 123.407 152.009 1.00181.97 C -ATOM 11845 O SER B 555 141.895 122.622 151.139 1.00181.97 O -ATOM 11846 CB SER B 555 143.939 125.301 152.101 1.00181.97 C -ATOM 11847 OG SER B 555 143.132 125.879 151.090 1.00181.97 O -ATOM 11848 N ASN B 556 141.454 123.985 152.884 1.00185.57 N -ATOM 11849 CA ASN B 556 140.023 123.705 152.886 1.00185.57 C -ATOM 11850 C ASN B 556 139.197 124.974 153.067 1.00185.57 C -ATOM 11851 O ASN B 556 138.122 124.935 153.675 1.00185.57 O -ATOM 11852 CB ASN B 556 139.664 122.691 153.976 1.00185.57 C -ATOM 11853 CG ASN B 556 140.249 123.055 155.328 1.00185.57 C -ATOM 11854 OD1 ASN B 556 139.792 123.989 155.987 1.00185.57 O -ATOM 11855 ND2 ASN B 556 141.268 122.314 155.747 1.00185.57 N -ATOM 11856 N LYS B 557 139.679 126.103 152.553 1.00176.54 N -ATOM 11857 CA LYS B 557 138.933 127.351 152.640 1.00176.54 C -ATOM 11858 C LYS B 557 137.782 127.335 151.642 1.00176.54 C -ATOM 11859 O LYS B 557 137.985 127.076 150.452 1.00176.54 O -ATOM 11860 CB LYS B 557 139.852 128.543 152.376 1.00176.54 C -ATOM 11861 CG LYS B 557 140.718 128.935 153.562 1.00176.54 C -ATOM 11862 CD LYS B 557 141.709 130.024 153.185 1.00176.54 C -ATOM 11863 CE LYS B 557 142.514 130.484 154.390 1.00176.54 C -ATOM 11864 NZ LYS B 557 141.716 131.358 155.293 1.00176.54 N1+ -ATOM 11865 N LYS B 558 136.575 127.615 152.127 1.00167.16 N -ATOM 11866 CA LYS B 558 135.372 127.542 151.298 1.00167.16 C -ATOM 11867 C LYS B 558 135.315 128.769 150.398 1.00167.16 C -ATOM 11868 O LYS B 558 134.851 129.840 150.791 1.00167.16 O -ATOM 11869 CB LYS B 558 134.123 127.429 152.163 1.00167.16 C -ATOM 11870 CG LYS B 558 132.848 127.216 151.362 1.00167.16 C -ATOM 11871 CD LYS B 558 131.666 126.888 152.256 1.00167.16 C -ATOM 11872 CE LYS B 558 130.467 126.448 151.430 1.00167.16 C -ATOM 11873 NZ LYS B 558 129.306 126.072 152.283 1.00167.16 N1+ -ATOM 11874 N PHE B 559 135.803 128.609 149.172 1.00147.70 N -ATOM 11875 CA PHE B 559 135.701 129.669 148.182 1.00147.70 C -ATOM 11876 C PHE B 559 134.281 129.758 147.640 1.00147.70 C -ATOM 11877 O PHE B 559 133.563 128.759 147.543 1.00147.70 O -ATOM 11878 CB PHE B 559 136.661 129.422 147.018 1.00147.70 C -ATOM 11879 CG PHE B 559 138.019 130.042 147.192 1.00147.70 C -ATOM 11880 CD1 PHE B 559 138.494 130.386 148.449 1.00147.70 C -ATOM 11881 CD2 PHE B 559 138.826 130.276 146.088 1.00147.70 C -ATOM 11882 CE1 PHE B 559 139.749 130.950 148.599 1.00147.70 C -ATOM 11883 CE2 PHE B 559 140.079 130.842 146.231 1.00147.70 C -ATOM 11884 CZ PHE B 559 140.541 131.180 147.488 1.00147.70 C -ATOM 11885 N LEU B 560 133.877 130.972 147.286 1.00130.08 N -ATOM 11886 CA LEU B 560 132.684 131.139 146.479 1.00130.08 C -ATOM 11887 C LEU B 560 132.992 130.710 145.043 1.00130.08 C -ATOM 11888 O LEU B 560 134.143 130.803 144.604 1.00130.08 O -ATOM 11889 CB LEU B 560 132.210 132.591 146.536 1.00130.08 C -ATOM 11890 CG LEU B 560 131.698 133.020 147.917 1.00130.08 C -ATOM 11891 CD1 LEU B 560 131.127 134.427 147.889 1.00130.08 C -ATOM 11892 CD2 LEU B 560 130.660 132.038 148.451 1.00130.08 C -ATOM 11893 N PRO B 561 131.995 130.188 144.311 1.00124.10 N -ATOM 11894 CA PRO B 561 132.265 129.648 142.961 1.00124.10 C -ATOM 11895 C PRO B 561 132.766 130.668 141.948 1.00124.10 C -ATOM 11896 O PRO B 561 133.450 130.279 140.993 1.00124.10 O -ATOM 11897 CB PRO B 561 130.907 129.069 142.540 1.00124.10 C -ATOM 11898 CG PRO B 561 130.222 128.762 143.822 1.00124.10 C -ATOM 11899 CD PRO B 561 130.631 129.854 144.762 1.00124.10 C -ATOM 11900 N PHE B 562 132.457 131.951 142.120 1.00115.46 N -ATOM 11901 CA PHE B 562 133.060 132.987 141.291 1.00115.46 C -ATOM 11902 C PHE B 562 134.387 133.483 141.847 1.00115.46 C -ATOM 11903 O PHE B 562 135.193 134.035 141.089 1.00115.46 O -ATOM 11904 CB PHE B 562 132.093 134.170 141.112 1.00115.46 C -ATOM 11905 CG PHE B 562 131.744 134.891 142.392 1.00115.46 C -ATOM 11906 CD1 PHE B 562 130.727 134.424 143.214 1.00115.46 C -ATOM 11907 CD2 PHE B 562 132.411 136.055 142.755 1.00115.46 C -ATOM 11908 CE1 PHE B 562 130.402 135.084 144.381 1.00115.46 C -ATOM 11909 CE2 PHE B 562 132.090 136.719 143.923 1.00115.46 C -ATOM 11910 CZ PHE B 562 131.084 136.232 144.734 1.00115.46 C -ATOM 11911 N GLN B 563 134.629 133.303 143.143 1.00129.99 N -ATOM 11912 CA GLN B 563 135.873 133.739 143.760 1.00129.99 C -ATOM 11913 C GLN B 563 137.002 132.789 143.384 1.00129.99 C -ATOM 11914 O GLN B 563 136.867 131.568 143.511 1.00129.99 O -ATOM 11915 CB GLN B 563 135.718 133.803 145.279 1.00129.99 C -ATOM 11916 CG GLN B 563 135.010 135.050 145.777 1.00129.99 C -ATOM 11917 CD GLN B 563 134.791 135.034 147.276 1.00129.99 C -ATOM 11918 OE1 GLN B 563 134.932 133.997 147.924 1.00129.99 O -ATOM 11919 NE2 GLN B 563 134.444 136.186 147.836 1.00129.99 N -ATOM 11920 N GLN B 564 138.120 133.353 142.923 1.00138.14 N -ATOM 11921 CA GLN B 564 139.265 132.560 142.502 1.00138.14 C -ATOM 11922 C GLN B 564 140.504 132.766 143.359 1.00138.14 C -ATOM 11923 O GLN B 564 141.372 131.888 143.375 1.00138.14 O -ATOM 11924 CB GLN B 564 139.616 132.869 141.039 1.00138.14 C -ATOM 11925 CG GLN B 564 138.602 132.341 140.037 1.00138.14 C -ATOM 11926 CD GLN B 564 138.311 130.863 140.222 1.00138.14 C -ATOM 11927 OE1 GLN B 564 137.238 130.483 140.691 1.00138.14 O -ATOM 11928 NE2 GLN B 564 139.266 130.022 139.846 1.00138.14 N -ATOM 11929 N PHE B 565 140.611 133.888 144.066 1.00139.19 N -ATOM 11930 CA PHE B 565 141.742 134.159 144.939 1.00139.19 C -ATOM 11931 C PHE B 565 141.246 134.477 146.341 1.00139.19 C -ATOM 11932 O PHE B 565 140.146 135.004 146.525 1.00139.19 O -ATOM 11933 CB PHE B 565 142.598 135.329 144.429 1.00139.19 C -ATOM 11934 CG PHE B 565 142.855 135.298 142.952 1.00139.19 C -ATOM 11935 CD1 PHE B 565 143.472 134.204 142.364 1.00139.19 C -ATOM 11936 CD2 PHE B 565 142.484 136.367 142.151 1.00139.19 C -ATOM 11937 CE1 PHE B 565 143.712 134.174 141.002 1.00139.19 C -ATOM 11938 CE2 PHE B 565 142.720 136.345 140.788 1.00139.19 C -ATOM 11939 CZ PHE B 565 143.335 135.247 140.213 1.00139.19 C -ATOM 11940 N GLY B 566 142.071 134.148 147.326 1.00154.79 N -ATOM 11941 CA GLY B 566 141.806 134.477 148.719 1.00154.79 C -ATOM 11942 C GLY B 566 142.840 135.468 149.219 1.00154.79 C -ATOM 11943 O GLY B 566 144.019 135.382 148.862 1.00154.79 O -ATOM 11944 N ARG B 567 142.401 136.399 150.060 1.00163.08 N -ATOM 11945 CA ARG B 567 143.285 137.436 150.562 1.00163.08 C -ATOM 11946 C ARG B 567 143.256 137.471 152.082 1.00163.08 C -ATOM 11947 O ARG B 567 142.301 137.027 152.724 1.00163.08 O -ATOM 11948 CB ARG B 567 142.928 138.814 149.996 1.00163.08 C -ATOM 11949 CG ARG B 567 143.673 139.144 148.713 1.00163.08 C -ATOM 11950 CD ARG B 567 143.650 140.631 148.414 1.00163.08 C -ATOM 11951 NE ARG B 567 143.797 140.894 146.988 1.00163.08 N -ATOM 11952 CZ ARG B 567 144.845 141.493 146.440 1.00163.08 C -ATOM 11953 NH1 ARG B 567 145.865 141.908 147.173 1.00163.08 N1+ -ATOM 11954 NH2 ARG B 567 144.871 141.680 145.123 1.00163.08 N -ATOM 11955 N ASP B 568 144.330 138.012 152.644 1.00182.64 N -ATOM 11956 CA ASP B 568 144.526 138.087 154.081 1.00182.64 C -ATOM 11957 C ASP B 568 143.907 139.383 154.605 1.00182.64 C -ATOM 11958 O ASP B 568 143.193 140.090 153.889 1.00182.64 O -ATOM 11959 CB ASP B 568 146.018 137.984 154.396 1.00182.64 C -ATOM 11960 CG ASP B 568 146.295 137.361 155.751 1.00182.64 C -ATOM 11961 OD1 ASP B 568 145.325 137.048 156.472 1.00182.64 O -ATOM 11962 OD2 ASP B 568 147.483 137.187 156.093 1.00182.64 O1- -ATOM 11963 N ILE B 569 144.163 139.695 155.877 1.00186.04 N -ATOM 11964 CA ILE B 569 143.804 141.002 156.417 1.00186.04 C -ATOM 11965 C ILE B 569 144.646 142.088 155.757 1.00186.04 C -ATOM 11966 O ILE B 569 144.165 143.196 155.487 1.00186.04 O -ATOM 11967 CB ILE B 569 143.971 141.000 157.948 1.00186.04 C -ATOM 11968 CG1 ILE B 569 143.207 139.830 158.567 1.00186.04 C -ATOM 11969 CG2 ILE B 569 143.465 142.302 158.556 1.00186.04 C -ATOM 11970 CD1 ILE B 569 143.489 139.635 160.039 1.00186.04 C -ATOM 11971 N ALA B 570 145.903 141.774 155.454 1.00184.62 N -ATOM 11972 CA ALA B 570 146.853 142.716 154.881 1.00184.62 C -ATOM 11973 C ALA B 570 146.804 142.775 153.358 1.00184.62 C -ATOM 11974 O ALA B 570 147.742 143.306 152.751 1.00184.62 O -ATOM 11975 CB ALA B 570 148.266 142.358 155.334 1.00184.62 C -ATOM 11976 N ASP B 571 145.739 142.236 152.745 1.00184.67 N -ATOM 11977 CA ASP B 571 145.512 142.231 151.291 1.00184.67 C -ATOM 11978 C ASP B 571 146.646 141.545 150.529 1.00184.67 C -ATOM 11979 O ASP B 571 147.041 141.977 149.444 1.00184.67 O -ATOM 11980 CB ASP B 571 145.270 143.646 150.751 1.00184.67 C -ATOM 11981 CG ASP B 571 144.098 144.336 151.423 1.00184.67 C -ATOM 11982 OD1 ASP B 571 143.088 143.658 151.705 1.00184.67 O -ATOM 11983 OD2 ASP B 571 144.188 145.557 151.671 1.00184.67 O1- -ATOM 11984 N THR B 572 147.173 140.467 151.100 1.00172.01 N -ATOM 11985 CA THR B 572 148.173 139.636 150.449 1.00172.01 C -ATOM 11986 C THR B 572 147.535 138.329 149.999 1.00172.01 C -ATOM 11987 O THR B 572 146.523 137.892 150.549 1.00172.01 O -ATOM 11988 CB THR B 572 149.351 139.349 151.385 1.00172.01 C -ATOM 11989 OG1 THR B 572 148.857 138.952 152.670 1.00172.01 O -ATOM 11990 CG2 THR B 572 150.219 140.588 151.542 1.00172.01 C -ATOM 11991 N THR B 573 148.144 137.707 148.991 1.00165.22 N -ATOM 11992 CA THR B 573 147.600 136.488 148.396 1.00165.22 C -ATOM 11993 C THR B 573 147.745 135.326 149.372 1.00165.22 C -ATOM 11994 O THR B 573 148.836 134.769 149.530 1.00165.22 O -ATOM 11995 CB THR B 573 148.308 136.183 147.080 1.00165.22 C -ATOM 11996 OG1 THR B 573 148.331 137.360 146.264 1.00165.22 O -ATOM 11997 CG2 THR B 573 147.587 135.071 146.336 1.00165.22 C -ATOM 11998 N ASP B 574 146.644 134.955 150.025 1.00168.08 N -ATOM 11999 CA ASP B 574 146.651 133.914 151.043 1.00168.08 C -ATOM 12000 C ASP B 574 146.176 132.565 150.523 1.00168.08 C -ATOM 12001 O ASP B 574 146.634 131.529 151.016 1.00168.08 O -ATOM 12002 CB ASP B 574 145.770 134.337 152.224 1.00168.08 C -ATOM 12003 CG ASP B 574 146.036 133.526 153.475 1.00168.08 C -ATOM 12004 OD1 ASP B 574 147.121 132.915 153.573 1.00168.08 O -ATOM 12005 OD2 ASP B 574 145.159 133.501 154.364 1.00168.08 O1- -ATOM 12006 N ALA B 575 145.278 132.551 149.540 1.00159.55 N -ATOM 12007 CA ALA B 575 144.765 131.310 148.979 1.00159.55 C -ATOM 12008 C ALA B 575 144.428 131.528 147.512 1.00159.55 C -ATOM 12009 O ALA B 575 144.007 132.619 147.120 1.00159.55 O -ATOM 12010 CB ALA B 575 143.529 130.816 149.740 1.00159.55 C -ATOM 12011 N VAL B 576 144.633 130.490 146.702 1.00154.89 N -ATOM 12012 CA VAL B 576 144.342 130.537 145.275 1.00154.89 C -ATOM 12013 C VAL B 576 143.525 129.310 144.886 1.00154.89 C -ATOM 12014 O VAL B 576 143.404 128.345 145.642 1.00154.89 O -ATOM 12015 CB VAL B 576 145.618 130.631 144.407 1.00154.89 C -ATOM 12016 CG1 VAL B 576 146.277 131.997 144.555 1.00154.89 C -ATOM 12017 CG2 VAL B 576 146.592 129.519 144.765 1.00154.89 C -ATOM 12018 N ARG B 577 142.944 129.376 143.690 1.00153.31 N -ATOM 12019 CA ARG B 577 142.214 128.268 143.090 1.00153.31 C -ATOM 12020 C ARG B 577 142.888 127.891 141.780 1.00153.31 C -ATOM 12021 O ARG B 577 143.087 128.754 140.916 1.00153.31 O -ATOM 12022 CB ARG B 577 140.745 128.632 142.836 1.00153.31 C -ATOM 12023 CG ARG B 577 139.968 127.541 142.101 1.00153.31 C -ATOM 12024 CD ARG B 577 138.604 127.252 142.722 1.00153.31 C -ATOM 12025 NE ARG B 577 137.663 128.356 142.564 1.00153.31 N -ATOM 12026 CZ ARG B 577 136.466 128.406 143.134 1.00153.31 C -ATOM 12027 NH1 ARG B 577 136.031 127.429 143.913 1.00153.31 N1+ -ATOM 12028 NH2 ARG B 577 135.690 129.465 142.923 1.00153.31 N -ATOM 12029 N ASP B 578 143.236 126.610 141.637 1.00165.09 N -ATOM 12030 CA ASP B 578 143.820 126.129 140.391 1.00165.09 C -ATOM 12031 C ASP B 578 142.782 126.171 139.273 1.00165.09 C -ATOM 12032 O ASP B 578 141.624 125.794 139.480 1.00165.09 O -ATOM 12033 CB ASP B 578 144.374 124.707 140.554 1.00165.09 C -ATOM 12034 CG ASP B 578 145.252 124.271 139.375 1.00165.09 C -ATOM 12035 OD1 ASP B 578 144.697 123.901 138.319 1.00165.09 O -ATOM 12036 OD2 ASP B 578 146.493 124.313 139.498 1.00165.09 O1- -ATOM 12037 N PRO B 579 143.155 126.671 138.092 1.00164.76 N -ATOM 12038 CA PRO B 579 142.188 126.746 136.985 1.00164.76 C -ATOM 12039 C PRO B 579 141.822 125.397 136.386 1.00164.76 C -ATOM 12040 O PRO B 579 140.741 125.286 135.791 1.00164.76 O -ATOM 12041 CB PRO B 579 142.895 127.646 135.961 1.00164.76 C -ATOM 12042 CG PRO B 579 144.355 127.563 136.311 1.00164.76 C -ATOM 12043 CD PRO B 579 144.405 127.394 137.796 1.00164.76 C -ATOM 12044 N GLN B 580 142.667 124.372 136.518 1.00178.80 N -ATOM 12045 CA GLN B 580 142.291 123.052 136.020 1.00178.80 C -ATOM 12046 C GLN B 580 141.406 122.283 136.992 1.00178.80 C -ATOM 12047 O GLN B 580 140.309 121.858 136.619 1.00178.80 O -ATOM 12048 CB GLN B 580 143.522 122.207 135.668 1.00178.80 C -ATOM 12049 CG GLN B 580 144.366 122.764 134.546 1.00178.80 C -ATOM 12050 CD GLN B 580 145.426 121.780 134.080 1.00178.80 C -ATOM 12051 OE1 GLN B 580 145.503 120.653 134.571 1.00178.80 O -ATOM 12052 NE2 GLN B 580 146.226 122.191 133.104 1.00178.80 N -ATOM 12053 N THR B 581 141.858 122.088 138.225 1.00180.56 N -ATOM 12054 CA THR B 581 141.062 121.399 139.229 1.00180.56 C -ATOM 12055 C THR B 581 140.676 122.374 140.335 1.00180.56 C -ATOM 12056 O THR B 581 141.485 123.198 140.774 1.00180.56 O -ATOM 12057 CB THR B 581 141.798 120.141 139.776 1.00180.56 C -ATOM 12058 OG1 THR B 581 140.925 119.401 140.639 1.00180.56 O -ATOM 12059 CG2 THR B 581 143.125 120.459 140.484 1.00180.56 C -ATOM 12060 N LEU B 582 139.413 122.306 140.754 1.00182.09 N -ATOM 12061 CA LEU B 582 138.855 123.286 141.685 1.00182.09 C -ATOM 12062 C LEU B 582 139.277 122.911 143.102 1.00182.09 C -ATOM 12063 O LEU B 582 138.508 122.371 143.901 1.00182.09 O -ATOM 12064 CB LEU B 582 137.340 123.362 141.542 1.00182.09 C -ATOM 12065 CG LEU B 582 136.769 123.853 140.206 1.00182.09 C -ATOM 12066 CD1 LEU B 582 135.315 124.273 140.373 1.00182.09 C -ATOM 12067 CD2 LEU B 582 137.596 124.999 139.628 1.00182.09 C -ATOM 12068 N GLU B 583 140.535 123.213 143.412 1.00178.48 N -ATOM 12069 CA GLU B 583 141.106 122.972 144.725 1.00178.48 C -ATOM 12070 C GLU B 583 141.654 124.279 145.275 1.00178.48 C -ATOM 12071 O GLU B 583 142.123 125.140 144.527 1.00178.48 O -ATOM 12072 CB GLU B 583 142.219 121.918 144.683 1.00178.48 C -ATOM 12073 CG GLU B 583 141.732 120.512 144.386 1.00178.48 C -ATOM 12074 CD GLU B 583 142.857 119.580 143.983 1.00178.48 C -ATOM 12075 OE1 GLU B 583 143.974 120.073 143.719 1.00178.48 O -ATOM 12076 OE2 GLU B 583 142.624 118.355 143.931 1.00178.48 O1- -ATOM 12077 N ILE B 584 141.587 124.415 146.594 1.00170.61 N -ATOM 12078 CA ILE B 584 141.960 125.644 147.282 1.00170.61 C -ATOM 12079 C ILE B 584 143.343 125.445 147.882 1.00170.61 C -ATOM 12080 O ILE B 584 143.539 124.568 148.732 1.00170.61 O -ATOM 12081 CB ILE B 584 140.933 126.008 148.364 1.00170.61 C -ATOM 12082 CG1 ILE B 584 139.514 125.740 147.854 1.00170.61 C -ATOM 12083 CG2 ILE B 584 141.099 127.458 148.792 1.00170.61 C -ATOM 12084 CD1 ILE B 584 139.079 126.647 146.723 1.00170.61 C -ATOM 12085 N LEU B 585 144.304 126.254 147.445 1.00173.00 N -ATOM 12086 CA LEU B 585 145.693 126.115 147.860 1.00173.00 C -ATOM 12087 C LEU B 585 146.097 127.316 148.705 1.00173.00 C -ATOM 12088 O LEU B 585 146.021 128.459 148.242 1.00173.00 O -ATOM 12089 CB LEU B 585 146.612 125.979 146.645 1.00173.00 C -ATOM 12090 CG LEU B 585 146.233 124.887 145.641 1.00173.00 C -ATOM 12091 CD1 LEU B 585 146.998 125.063 144.338 1.00173.00 C -ATOM 12092 CD2 LEU B 585 146.476 123.505 146.229 1.00173.00 C -ATOM 12093 N ASP B 586 146.518 127.047 149.937 1.00176.27 N -ATOM 12094 CA ASP B 586 147.132 128.053 150.788 1.00176.27 C -ATOM 12095 C ASP B 586 148.607 128.202 150.436 1.00176.27 C -ATOM 12096 O ASP B 586 149.284 127.233 150.076 1.00176.27 O -ATOM 12097 CB ASP B 586 146.985 127.674 152.262 1.00176.27 C -ATOM 12098 CG ASP B 586 145.757 128.288 152.903 1.00176.27 C -ATOM 12099 OD1 ASP B 586 145.049 129.059 152.223 1.00176.27 O -ATOM 12100 OD2 ASP B 586 145.498 127.993 154.089 1.00176.27 O1- -ATOM 12101 N ILE B 587 149.102 129.433 150.544 1.00168.03 N -ATOM 12102 CA ILE B 587 150.452 129.788 150.125 1.00168.03 C -ATOM 12103 C ILE B 587 151.207 130.343 151.325 1.00168.03 C -ATOM 12104 O ILE B 587 150.720 131.254 152.005 1.00168.03 O -ATOM 12105 CB ILE B 587 150.431 130.812 148.974 1.00168.03 C -ATOM 12106 CG1 ILE B 587 149.642 130.264 147.785 1.00168.03 C -ATOM 12107 CG2 ILE B 587 151.844 131.171 148.541 1.00168.03 C -ATOM 12108 CD1 ILE B 587 149.200 131.328 146.818 1.00168.03 C -ATOM 12109 N THR B 588 152.391 129.792 151.583 1.00163.14 N -ATOM 12110 CA THR B 588 153.308 130.313 152.590 1.00163.14 C -ATOM 12111 C THR B 588 154.627 130.646 151.908 1.00163.14 C -ATOM 12112 O THR B 588 155.273 129.742 151.352 1.00163.14 O -ATOM 12113 CB THR B 588 153.526 129.303 153.719 1.00163.14 C -ATOM 12114 OG1 THR B 588 152.272 129.009 154.348 1.00163.14 O -ATOM 12115 CG2 THR B 588 154.487 129.863 154.755 1.00163.14 C -ATOM 12116 N PRO B 589 155.079 131.905 151.923 1.00159.57 N -ATOM 12117 CA PRO B 589 156.248 132.310 151.107 1.00159.57 C -ATOM 12118 C PRO B 589 157.583 131.863 151.694 1.00159.57 C -ATOM 12119 O PRO B 589 158.354 132.664 152.245 1.00159.57 O -ATOM 12120 CB PRO B 589 156.101 133.834 151.064 1.00159.57 C -ATOM 12121 CG PRO B 589 155.427 134.182 152.352 1.00159.57 C -ATOM 12122 CD PRO B 589 154.527 133.027 152.705 1.00159.57 C -ATOM 12123 N CYS B 590 157.857 130.569 151.543 1.00156.87 N -ATOM 12124 CA CYS B 590 159.071 129.855 152.006 1.00156.87 C -ATOM 12125 C CYS B 590 159.192 130.056 153.520 1.00156.87 C -ATOM 12126 O CYS B 590 158.186 129.966 154.240 1.00156.87 O -ATOM 12127 CB CYS B 590 160.292 130.296 151.208 1.00156.87 C -ATOM 12128 SG CYS B 590 160.461 129.582 149.554 1.00156.87 S -ATOM 12129 N SER B 591 160.392 130.323 154.026 1.00128.06 N -ATOM 12130 CA SER B 591 160.598 130.663 155.425 1.00128.06 C -ATOM 12131 C SER B 591 161.754 131.646 155.504 1.00128.06 C -ATOM 12132 O SER B 591 162.724 131.534 154.750 1.00128.06 O -ATOM 12133 CB SER B 591 160.890 129.421 156.273 1.00128.06 C -ATOM 12134 OG SER B 591 161.186 129.779 157.611 1.00128.06 O -ATOM 12135 N PHE B 592 161.645 132.612 156.410 1.00 94.49 N -ATOM 12136 CA PHE B 592 162.678 133.618 156.587 1.00 94.49 C -ATOM 12137 C PHE B 592 162.935 133.809 158.074 1.00 94.49 C -ATOM 12138 O PHE B 592 162.091 133.497 158.918 1.00 94.49 O -ATOM 12139 CB PHE B 592 162.291 134.956 155.933 1.00 94.49 C -ATOM 12140 CG PHE B 592 161.317 135.769 156.739 1.00 94.49 C -ATOM 12141 CD1 PHE B 592 159.981 135.406 156.812 1.00 94.49 C -ATOM 12142 CD2 PHE B 592 161.737 136.913 157.407 1.00 94.49 C -ATOM 12143 CE1 PHE B 592 159.087 136.154 157.555 1.00 94.49 C -ATOM 12144 CE2 PHE B 592 160.849 137.665 158.149 1.00 94.49 C -ATOM 12145 CZ PHE B 592 159.523 137.285 158.223 1.00 94.49 C -ATOM 12146 N GLY B 593 164.116 134.329 158.386 1.00 88.35 N -ATOM 12147 CA GLY B 593 164.494 134.562 159.764 1.00 88.35 C -ATOM 12148 C GLY B 593 165.900 135.104 159.889 1.00 88.35 C -ATOM 12149 O GLY B 593 166.762 134.792 159.063 1.00 88.35 O -ATOM 12150 N GLY B 594 166.138 135.924 160.910 1.00 72.67 N -ATOM 12151 CA GLY B 594 167.458 136.497 161.103 1.00 72.67 C -ATOM 12152 C GLY B 594 168.469 135.451 161.539 1.00 72.67 C -ATOM 12153 O GLY B 594 168.196 134.602 162.390 1.00 72.67 O -ATOM 12154 N VAL B 595 169.650 135.511 160.934 1.00 69.55 N -ATOM 12155 CA VAL B 595 170.737 134.588 161.241 1.00 69.55 C -ATOM 12156 C VAL B 595 171.673 135.345 162.176 1.00 69.55 C -ATOM 12157 O VAL B 595 172.598 136.038 161.748 1.00 69.55 O -ATOM 12158 CB VAL B 595 171.440 134.095 159.978 1.00 69.55 C -ATOM 12159 CG1 VAL B 595 172.480 133.039 160.322 1.00 69.55 C -ATOM 12160 CG2 VAL B 595 170.422 133.543 158.993 1.00 69.55 C -ATOM 12161 N SER B 596 171.416 135.224 163.473 1.00 61.66 N -ATOM 12162 CA SER B 596 172.250 135.856 164.477 1.00 61.66 C -ATOM 12163 C SER B 596 173.493 135.017 164.740 1.00 61.66 C -ATOM 12164 O SER B 596 173.466 133.785 164.679 1.00 61.66 O -ATOM 12165 CB SER B 596 171.472 136.057 165.777 1.00 61.66 C -ATOM 12166 OG SER B 596 170.338 136.880 165.572 1.00 61.66 O -ATOM 12167 N VAL B 597 174.590 135.703 165.041 1.00 58.02 N -ATOM 12168 CA VAL B 597 175.878 135.075 165.306 1.00 58.02 C -ATOM 12169 C VAL B 597 176.187 135.246 166.785 1.00 58.02 C -ATOM 12170 O VAL B 597 176.256 136.374 167.287 1.00 58.02 O -ATOM 12171 CB VAL B 597 176.988 135.670 164.427 1.00 58.02 C -ATOM 12172 CG1 VAL B 597 178.357 135.306 164.972 1.00 58.02 C -ATOM 12173 CG2 VAL B 597 176.845 135.168 162.999 1.00 58.02 C -ATOM 12174 N ILE B 598 176.355 134.128 167.484 1.00 61.62 N -ATOM 12175 CA ILE B 598 176.697 134.124 168.898 1.00 61.62 C -ATOM 12176 C ILE B 598 178.156 133.723 169.024 1.00 61.62 C -ATOM 12177 O ILE B 598 178.531 132.598 168.677 1.00 61.62 O -ATOM 12178 CB ILE B 598 175.788 133.171 169.687 1.00 61.62 C -ATOM 12179 CG1 ILE B 598 174.339 133.653 169.607 1.00 61.62 C -ATOM 12180 CG2 ILE B 598 176.251 133.051 171.129 1.00 61.62 C -ATOM 12181 CD1 ILE B 598 173.349 132.659 170.124 1.00 61.62 C -ATOM 12182 N THR B 599 178.980 134.639 169.513 1.00 66.89 N -ATOM 12183 CA THR B 599 180.408 134.403 169.610 1.00 66.89 C -ATOM 12184 C THR B 599 180.951 135.036 170.881 1.00 66.89 C -ATOM 12185 O THR B 599 180.390 136.019 171.381 1.00 66.89 O -ATOM 12186 CB THR B 599 181.151 134.967 168.383 1.00 66.89 C -ATOM 12187 OG1 THR B 599 182.568 134.836 168.558 1.00 66.89 O -ATOM 12188 CG2 THR B 599 180.800 136.431 168.149 1.00 66.89 C -ATOM 12189 N PRO B 600 182.015 134.477 171.442 1.00 67.14 N -ATOM 12190 CA PRO B 600 182.865 135.230 172.365 1.00 67.14 C -ATOM 12191 C PRO B 600 183.767 136.164 171.565 1.00 67.14 C -ATOM 12192 O PRO B 600 183.728 136.202 170.335 1.00 67.14 O -ATOM 12193 CB PRO B 600 183.664 134.139 173.081 1.00 67.14 C -ATOM 12194 CG PRO B 600 183.698 133.013 172.110 1.00 67.14 C -ATOM 12195 CD PRO B 600 182.381 133.051 171.396 1.00 67.14 C -ATOM 12196 N GLY B 601 184.580 136.932 172.286 1.00 82.04 N -ATOM 12197 CA GLY B 601 185.481 137.859 171.629 1.00 82.04 C -ATOM 12198 C GLY B 601 186.570 137.148 170.848 1.00 82.04 C -ATOM 12199 O GLY B 601 187.047 136.077 171.223 1.00 82.04 O -ATOM 12200 N THR B 602 186.968 137.765 169.731 1.00 86.58 N -ATOM 12201 CA THR B 602 188.049 137.227 168.912 1.00 86.58 C -ATOM 12202 C THR B 602 189.412 137.372 169.576 1.00 86.58 C -ATOM 12203 O THR B 602 190.377 136.755 169.112 1.00 86.58 O -ATOM 12204 CB THR B 602 188.066 137.906 167.542 1.00 86.58 C -ATOM 12205 OG1 THR B 602 187.913 139.321 167.705 1.00 86.58 O -ATOM 12206 CG2 THR B 602 186.936 137.375 166.675 1.00 86.58 C -ATOM 12207 N ASN B 603 189.510 138.178 170.637 1.00 89.77 N -ATOM 12208 CA ASN B 603 190.697 138.180 171.483 1.00 89.77 C -ATOM 12209 C ASN B 603 190.871 136.849 172.206 1.00 89.77 C -ATOM 12210 O ASN B 603 192.001 136.458 172.522 1.00 89.77 O -ATOM 12211 CB ASN B 603 190.604 139.331 172.487 1.00 89.77 C -ATOM 12212 CG ASN B 603 191.848 139.471 173.338 1.00 89.77 C -ATOM 12213 OD1 ASN B 603 192.910 139.854 172.848 1.00 89.77 O -ATOM 12214 ND2 ASN B 603 191.722 139.163 174.623 1.00 89.77 N -ATOM 12215 N THR B 604 189.775 136.133 172.464 1.00 85.99 N -ATOM 12216 CA THR B 604 189.823 134.861 173.178 1.00 85.99 C -ATOM 12217 C THR B 604 189.860 133.666 172.230 1.00 85.99 C -ATOM 12218 O THR B 604 190.796 132.863 172.280 1.00 85.99 O -ATOM 12219 CB THR B 604 188.623 134.741 174.128 1.00 85.99 C -ATOM 12220 OG1 THR B 604 187.434 134.491 173.369 1.00 85.99 O -ATOM 12221 CG2 THR B 604 188.445 136.022 174.928 1.00 85.99 C -ATOM 12222 N SER B 605 188.859 133.534 171.361 1.00 86.75 N -ATOM 12223 CA SER B 605 188.752 132.362 170.500 1.00 86.75 C -ATOM 12224 C SER B 605 187.941 132.715 169.262 1.00 86.75 C -ATOM 12225 O SER B 605 187.400 133.816 169.139 1.00 86.75 O -ATOM 12226 CB SER B 605 188.118 131.182 171.240 1.00 86.75 C -ATOM 12227 OG SER B 605 187.917 130.085 170.367 1.00 86.75 O -ATOM 12228 N ASN B 606 187.869 131.754 168.338 1.00 91.52 N -ATOM 12229 CA ASN B 606 187.146 131.920 167.081 1.00 91.52 C -ATOM 12230 C ASN B 606 185.971 130.961 166.937 1.00 91.52 C -ATOM 12231 O ASN B 606 185.450 130.803 165.827 1.00 91.52 O -ATOM 12232 CB ASN B 606 188.093 131.744 165.891 1.00 91.52 C -ATOM 12233 CG ASN B 606 189.301 132.654 165.964 1.00 91.52 C -ATOM 12234 OD1 ASN B 606 189.223 133.836 165.631 1.00 91.52 O -ATOM 12235 ND2 ASN B 606 190.431 132.103 166.388 1.00 91.52 N -ATOM 12236 N GLN B 607 185.543 130.311 168.015 1.00 96.36 N -ATOM 12237 CA GLN B 607 184.416 129.392 167.935 1.00 96.36 C -ATOM 12238 C GLN B 607 183.108 130.172 167.899 1.00 96.36 C -ATOM 12239 O GLN B 607 182.910 131.117 168.668 1.00 96.36 O -ATOM 12240 CB GLN B 607 184.432 128.425 169.116 1.00 96.36 C -ATOM 12241 CG GLN B 607 185.606 127.460 169.089 1.00 96.36 C -ATOM 12242 CD GLN B 607 185.262 126.107 169.671 1.00 96.36 C -ATOM 12243 OE1 GLN B 607 184.603 125.292 169.027 1.00 96.36 O -ATOM 12244 NE2 GLN B 607 185.705 125.861 170.898 1.00 96.36 N -ATOM 12245 N VAL B 608 182.222 129.783 166.983 1.00 88.71 N -ATOM 12246 CA VAL B 608 181.024 130.551 166.648 1.00 88.71 C -ATOM 12247 C VAL B 608 179.816 129.622 166.675 1.00 88.71 C -ATOM 12248 O VAL B 608 179.863 128.519 166.120 1.00 88.71 O -ATOM 12249 CB VAL B 608 181.153 131.228 165.262 1.00 88.71 C -ATOM 12250 CG1 VAL B 608 179.873 131.932 164.863 1.00 88.71 C -ATOM 12251 CG2 VAL B 608 182.302 132.224 165.235 1.00 88.71 C -ATOM 12252 N ALA B 609 178.746 130.056 167.336 1.00 75.55 N -ATOM 12253 CA ALA B 609 177.433 129.440 167.226 1.00 75.55 C -ATOM 12254 C ALA B 609 176.518 130.314 166.372 1.00 75.55 C -ATOM 12255 O ALA B 609 176.716 131.525 166.247 1.00 75.55 O -ATOM 12256 CB ALA B 609 176.816 129.221 168.609 1.00 75.55 C -ATOM 12257 N VAL B 610 175.502 129.685 165.783 1.00 73.88 N -ATOM 12258 CA VAL B 610 174.610 130.350 164.840 1.00 73.88 C -ATOM 12259 C VAL B 610 173.171 130.109 165.278 1.00 73.88 C -ATOM 12260 O VAL B 610 172.769 128.960 165.494 1.00 73.88 O -ATOM 12261 CB VAL B 610 174.842 129.845 163.400 1.00 73.88 C -ATOM 12262 CG1 VAL B 610 173.678 130.197 162.493 1.00 73.88 C -ATOM 12263 CG2 VAL B 610 176.134 130.413 162.842 1.00 73.88 C -ATOM 12264 N LEU B 611 172.397 131.185 165.413 1.00 67.58 N -ATOM 12265 CA LEU B 611 170.995 131.101 165.803 1.00 67.58 C -ATOM 12266 C LEU B 611 170.120 131.589 164.655 1.00 67.58 C -ATOM 12267 O LEU B 611 170.246 132.734 164.217 1.00 67.58 O -ATOM 12268 CB LEU B 611 170.731 131.923 167.064 1.00 67.58 C -ATOM 12269 CG LEU B 611 169.266 132.196 167.408 1.00 67.58 C -ATOM 12270 CD1 LEU B 611 168.582 130.929 167.891 1.00 67.58 C -ATOM 12271 CD2 LEU B 611 169.159 133.295 168.451 1.00 67.58 C -ATOM 12272 N TYR B 612 169.231 130.725 164.179 1.00 73.15 N -ATOM 12273 CA TYR B 612 168.220 131.107 163.203 1.00 73.15 C -ATOM 12274 C TYR B 612 166.944 131.467 163.952 1.00 73.15 C -ATOM 12275 O TYR B 612 166.402 130.638 164.693 1.00 73.15 O -ATOM 12276 CB TYR B 612 167.965 129.976 162.208 1.00 73.15 C -ATOM 12277 CG TYR B 612 169.210 129.475 161.514 1.00 73.15 C -ATOM 12278 CD1 TYR B 612 169.745 130.159 160.429 1.00 73.15 C -ATOM 12279 CD2 TYR B 612 169.847 128.315 161.938 1.00 73.15 C -ATOM 12280 CE1 TYR B 612 170.883 129.704 159.788 1.00 73.15 C -ATOM 12281 CE2 TYR B 612 170.987 127.853 161.304 1.00 73.15 C -ATOM 12282 CZ TYR B 612 171.497 128.550 160.229 1.00 73.15 C -ATOM 12283 OH TYR B 612 172.630 128.096 159.595 1.00 73.15 O -ATOM 12284 N GLN B 613 166.469 132.698 163.760 1.00 69.12 N -ATOM 12285 CA GLN B 613 165.346 133.216 164.530 1.00 69.12 C -ATOM 12286 C GLN B 613 164.028 132.756 163.920 1.00 69.12 C -ATOM 12287 O GLN B 613 163.774 132.979 162.732 1.00 69.12 O -ATOM 12288 CB GLN B 613 165.399 134.741 164.587 1.00 69.12 C -ATOM 12289 CG GLN B 613 166.400 135.298 165.581 1.00 69.12 C -ATOM 12290 CD GLN B 613 166.911 136.666 165.182 1.00 69.12 C -ATOM 12291 OE1 GLN B 613 168.020 137.057 165.543 1.00 69.12 O -ATOM 12292 NE2 GLN B 613 166.103 137.403 164.430 1.00 69.12 N -ATOM 12293 N GLY B 614 163.190 132.120 164.736 1.00 76.73 N -ATOM 12294 CA GLY B 614 161.857 131.745 164.312 1.00 76.73 C -ATOM 12295 C GLY B 614 161.779 130.572 163.366 1.00 76.73 C -ATOM 12296 O GLY B 614 160.718 130.339 162.781 1.00 76.73 O -ATOM 12297 N VAL B 615 162.864 129.823 163.195 1.00 89.92 N -ATOM 12298 CA VAL B 615 162.916 128.701 162.266 1.00 89.92 C -ATOM 12299 C VAL B 615 163.015 127.413 163.068 1.00 89.92 C -ATOM 12300 O VAL B 615 163.818 127.317 164.004 1.00 89.92 O -ATOM 12301 CB VAL B 615 164.097 128.833 161.290 1.00 89.92 C -ATOM 12302 CG1 VAL B 615 164.045 127.733 160.250 1.00 89.92 C -ATOM 12303 CG2 VAL B 615 164.083 130.200 160.624 1.00 89.92 C -ATOM 12304 N ASN B 616 162.186 126.434 162.713 1.00121.54 N -ATOM 12305 CA ASN B 616 162.261 125.120 163.330 1.00121.54 C -ATOM 12306 C ASN B 616 163.554 124.412 162.938 1.00121.54 C -ATOM 12307 O ASN B 616 164.081 124.592 161.837 1.00121.54 O -ATOM 12308 CB ASN B 616 161.060 124.270 162.923 1.00121.54 C -ATOM 12309 CG ASN B 616 160.786 123.158 163.905 1.00121.54 C -ATOM 12310 OD1 ASN B 616 161.427 123.070 164.951 1.00121.54 O -ATOM 12311 ND2 ASN B 616 159.829 122.301 163.580 1.00121.54 N -ATOM 12312 N CYS B 617 164.064 123.596 163.862 1.00120.40 N -ATOM 12313 CA CYS B 617 165.336 122.913 163.660 1.00120.40 C -ATOM 12314 C CYS B 617 165.246 121.758 162.673 1.00120.40 C -ATOM 12315 O CYS B 617 166.289 121.282 162.212 1.00120.40 O -ATOM 12316 CB CYS B 617 165.867 122.404 164.998 1.00120.40 C -ATOM 12317 SG CYS B 617 166.734 123.659 165.952 1.00120.40 S -ATOM 12318 N THR B 618 164.044 121.299 162.341 1.00129.79 N -ATOM 12319 CA THR B 618 163.862 120.211 161.391 1.00129.79 C -ATOM 12320 C THR B 618 163.787 120.691 159.949 1.00129.79 C -ATOM 12321 O THR B 618 163.593 119.869 159.048 1.00129.79 O -ATOM 12322 CB THR B 618 162.595 119.419 161.729 1.00129.79 C -ATOM 12323 OG1 THR B 618 161.463 120.297 161.716 1.00129.79 O -ATOM 12324 CG2 THR B 618 162.718 118.781 163.104 1.00129.79 C -ATOM 12325 N GLU B 619 163.934 121.994 159.707 1.00129.24 N -ATOM 12326 CA GLU B 619 163.849 122.541 158.364 1.00129.24 C -ATOM 12327 C GLU B 619 165.106 123.268 157.911 1.00129.24 C -ATOM 12328 O GLU B 619 165.220 123.572 156.720 1.00129.24 O -ATOM 12329 CB GLU B 619 162.648 123.494 158.251 1.00129.24 C -ATOM 12330 CG GLU B 619 161.306 122.801 158.424 1.00129.24 C -ATOM 12331 CD GLU B 619 160.149 123.775 158.505 1.00129.24 C -ATOM 12332 OE1 GLU B 619 160.393 124.998 158.458 1.00129.24 O -ATOM 12333 OE2 GLU B 619 158.993 123.315 158.615 1.00129.24 O1- -ATOM 12334 N VAL B 620 166.034 123.573 158.813 1.00128.45 N -ATOM 12335 CA VAL B 620 167.339 124.123 158.441 1.00128.45 C -ATOM 12336 C VAL B 620 168.180 123.121 157.636 1.00128.45 C -ATOM 12337 O VAL B 620 168.729 123.529 156.598 1.00128.45 O -ATOM 12338 CB VAL B 620 168.084 124.659 159.682 1.00128.45 C -ATOM 12339 CG1 VAL B 620 169.454 125.205 159.308 1.00128.45 C -ATOM 12340 CG2 VAL B 620 167.253 125.723 160.377 1.00128.45 C -ATOM 12341 N PRO B 621 168.332 121.829 158.012 1.00141.55 N -ATOM 12342 CA PRO B 621 169.037 120.912 157.093 1.00141.55 C -ATOM 12343 C PRO B 621 168.283 120.627 155.803 1.00141.55 C -ATOM 12344 O PRO B 621 168.912 120.203 154.825 1.00141.55 O -ATOM 12345 CB PRO B 621 169.213 119.632 157.924 1.00141.55 C -ATOM 12346 CG PRO B 621 169.108 120.072 159.319 1.00141.55 C -ATOM 12347 CD PRO B 621 168.047 121.112 159.277 1.00141.55 C -ATOM 12348 N VAL B 622 166.965 120.827 155.771 1.00145.18 N -ATOM 12349 CA VAL B 622 166.242 120.788 154.503 1.00145.18 C -ATOM 12350 C VAL B 622 166.621 121.990 153.647 1.00145.18 C -ATOM 12351 O VAL B 622 166.917 121.859 152.454 1.00145.18 O -ATOM 12352 CB VAL B 622 164.725 120.725 154.753 1.00145.18 C -ATOM 12353 CG1 VAL B 622 163.978 120.528 153.443 1.00145.18 C -ATOM 12354 CG2 VAL B 622 164.395 119.610 155.734 1.00145.18 C -ATOM 12355 N ALA B 623 166.622 123.178 154.248 1.00146.78 N -ATOM 12356 CA ALA B 623 167.101 124.395 153.595 1.00146.78 C -ATOM 12357 C ALA B 623 168.562 124.656 153.970 1.00146.78 C -ATOM 12358 O ALA B 623 168.934 125.714 154.469 1.00146.78 O -ATOM 12359 CB ALA B 623 166.212 125.577 153.963 1.00146.78 C -ATOM 12360 N ILE B 624 169.386 123.636 153.742 1.00158.06 N -ATOM 12361 CA ILE B 624 170.834 123.702 153.921 1.00158.06 C -ATOM 12362 C ILE B 624 171.430 124.495 152.756 1.00158.06 C -ATOM 12363 O ILE B 624 170.731 124.798 151.782 1.00158.06 O -ATOM 12364 CB ILE B 624 171.423 122.277 154.031 1.00158.06 C -ATOM 12365 CG1 ILE B 624 172.726 122.252 154.843 1.00158.06 C -ATOM 12366 CG2 ILE B 624 171.617 121.655 152.647 1.00158.06 C -ATOM 12367 CD1 ILE B 624 173.163 120.863 155.253 1.00158.06 C -ATOM 12368 N HIS B 625 172.722 124.845 152.852 1.00165.25 N -ATOM 12369 CA HIS B 625 173.386 125.712 151.877 1.00165.25 C -ATOM 12370 C HIS B 625 173.475 125.104 150.479 1.00165.25 C -ATOM 12371 O HIS B 625 173.754 125.837 149.522 1.00165.25 O -ATOM 12372 CB HIS B 625 174.798 126.044 152.357 1.00165.25 C -ATOM 12373 CG HIS B 625 175.776 124.931 152.147 1.00165.25 C -ATOM 12374 ND1 HIS B 625 176.680 124.923 151.106 1.00165.25 N -ATOM 12375 CD2 HIS B 625 175.965 123.770 152.817 1.00165.25 C -ATOM 12376 CE1 HIS B 625 177.400 123.817 151.160 1.00165.25 C -ATOM 12377 NE2 HIS B 625 176.985 123.099 152.188 1.00165.25 N -ATOM 12378 N ALA B 626 173.289 123.786 150.342 1.00175.07 N -ATOM 12379 CA ALA B 626 173.209 123.174 149.018 1.00175.07 C -ATOM 12380 C ALA B 626 171.989 123.676 148.256 1.00175.07 C -ATOM 12381 O ALA B 626 172.058 123.918 147.045 1.00175.07 O -ATOM 12382 CB ALA B 626 173.178 121.651 149.144 1.00175.07 C -ATOM 12383 N ASP B 627 170.863 123.826 148.948 1.00178.94 N -ATOM 12384 CA ASP B 627 169.723 124.553 148.409 1.00178.94 C -ATOM 12385 C ASP B 627 170.091 126.027 148.253 1.00178.94 C -ATOM 12386 O ASP B 627 170.947 126.548 148.976 1.00178.94 O -ATOM 12387 CB ASP B 627 168.513 124.377 149.337 1.00178.94 C -ATOM 12388 CG ASP B 627 167.288 125.144 148.874 1.00178.94 C -ATOM 12389 OD1 ASP B 627 166.825 124.900 147.740 1.00178.94 O -ATOM 12390 OD2 ASP B 627 166.789 125.992 149.644 1.00178.94 O1- -ATOM 12391 N GLN B 628 169.475 126.683 147.263 1.00183.76 N -ATOM 12392 CA GLN B 628 169.670 128.115 147.047 1.00183.76 C -ATOM 12393 C GLN B 628 169.221 128.900 148.273 1.00183.76 C -ATOM 12394 O GLN B 628 168.085 128.757 148.735 1.00183.76 O -ATOM 12395 CB GLN B 628 168.901 128.569 145.807 1.00183.76 C -ATOM 12396 CG GLN B 628 169.548 129.727 145.059 1.00183.76 C -ATOM 12397 CD GLN B 628 168.717 130.205 143.882 1.00183.76 C -ATOM 12398 OE1 GLN B 628 167.704 129.598 143.534 1.00183.76 O -ATOM 12399 NE2 GLN B 628 169.139 131.304 143.267 1.00183.76 N -ATOM 12400 N LEU B 629 170.128 129.716 148.807 1.00158.54 N -ATOM 12401 CA LEU B 629 169.958 130.256 150.147 1.00158.54 C -ATOM 12402 C LEU B 629 170.901 131.440 150.317 1.00158.54 C -ATOM 12403 O LEU B 629 171.945 131.511 149.664 1.00158.54 O -ATOM 12404 CB LEU B 629 170.249 129.171 151.189 1.00158.54 C -ATOM 12405 CG LEU B 629 169.775 129.387 152.617 1.00158.54 C -ATOM 12406 CD1 LEU B 629 168.272 129.219 152.668 1.00158.54 C -ATOM 12407 CD2 LEU B 629 170.480 128.446 153.570 1.00158.54 C -ATOM 12408 N THR B 630 170.523 132.375 151.197 1.00147.21 N -ATOM 12409 CA THR B 630 171.380 133.529 151.458 1.00147.21 C -ATOM 12410 C THR B 630 172.534 133.155 152.400 1.00147.21 C -ATOM 12411 O THR B 630 173.656 133.630 152.175 1.00147.21 O -ATOM 12412 CB THR B 630 170.557 134.723 151.975 1.00147.21 C -ATOM 12413 OG1 THR B 630 169.389 134.889 151.162 1.00147.21 O -ATOM 12414 CG2 THR B 630 171.376 136.009 151.944 1.00147.21 C -ATOM 12415 N PRO B 631 172.353 132.317 153.436 1.00147.14 N -ATOM 12416 CA PRO B 631 173.523 131.612 153.973 1.00147.14 C -ATOM 12417 C PRO B 631 174.061 130.592 152.985 1.00147.14 C -ATOM 12418 O PRO B 631 173.303 129.862 152.342 1.00147.14 O -ATOM 12419 CB PRO B 631 172.983 130.937 155.238 1.00147.14 C -ATOM 12420 CG PRO B 631 171.923 131.831 155.680 1.00147.14 C -ATOM 12421 CD PRO B 631 171.243 132.232 154.412 1.00147.14 C -ATOM 12422 N THR B 632 175.386 130.554 152.863 1.00149.82 N -ATOM 12423 CA THR B 632 176.096 129.645 151.965 1.00149.82 C -ATOM 12424 C THR B 632 177.306 129.036 152.664 1.00149.82 C -ATOM 12425 O THR B 632 178.400 128.949 152.101 1.00149.82 O -ATOM 12426 CB THR B 632 176.539 130.350 150.682 1.00149.82 C -ATOM 12427 OG1 THR B 632 177.160 131.600 151.008 1.00149.82 O -ATOM 12428 CG2 THR B 632 175.363 130.586 149.738 1.00149.82 C -ATOM 12429 N TRP B 633 177.129 128.600 153.911 1.00136.95 N -ATOM 12430 CA TRP B 633 178.193 127.947 154.661 1.00136.95 C -ATOM 12431 C TRP B 633 177.697 126.631 155.246 1.00136.95 C -ATOM 12432 O TRP B 633 176.495 126.363 155.310 1.00136.95 O -ATOM 12433 CB TRP B 633 178.744 128.822 155.797 1.00136.95 C -ATOM 12434 CG TRP B 633 177.708 129.592 156.548 1.00136.95 C -ATOM 12435 CD1 TRP B 633 177.125 129.241 157.730 1.00136.95 C -ATOM 12436 CD2 TRP B 633 177.196 130.887 156.218 1.00136.95 C -ATOM 12437 NE1 TRP B 633 176.241 130.213 158.129 1.00136.95 N -ATOM 12438 CE2 TRP B 633 176.272 131.238 157.222 1.00136.95 C -ATOM 12439 CE3 TRP B 633 177.415 131.775 155.161 1.00136.95 C -ATOM 12440 CZ2 TRP B 633 175.571 132.440 157.202 1.00136.95 C -ATOM 12441 CZ3 TRP B 633 176.715 132.966 155.141 1.00136.95 C -ATOM 12442 CH2 TRP B 633 175.803 133.286 156.154 1.00136.95 C -ATOM 12443 N ARG B 634 178.658 125.810 155.676 1.00159.89 N -ATOM 12444 CA ARG B 634 178.369 124.509 156.264 1.00159.89 C -ATOM 12445 C ARG B 634 179.252 124.174 157.458 1.00159.89 C -ATOM 12446 O ARG B 634 179.146 123.061 157.982 1.00159.89 O -ATOM 12447 CB ARG B 634 178.499 123.382 155.213 1.00159.89 C -ATOM 12448 CG ARG B 634 179.928 122.984 154.787 1.00159.89 C -ATOM 12449 CD ARG B 634 180.555 123.938 153.771 1.00159.89 C -ATOM 12450 NE ARG B 634 181.792 123.418 153.201 1.00159.89 N -ATOM 12451 CZ ARG B 634 182.628 124.130 152.457 1.00159.89 C -ATOM 12452 NH1 ARG B 634 182.388 125.399 152.169 1.00159.89 N1+ -ATOM 12453 NH2 ARG B 634 183.734 123.555 151.993 1.00159.89 N -ATOM 12454 N VAL B 635 180.116 125.092 157.899 1.00167.06 N -ATOM 12455 CA VAL B 635 181.017 124.812 159.013 1.00167.06 C -ATOM 12456 C VAL B 635 180.245 124.731 160.325 1.00167.06 C -ATOM 12457 O VAL B 635 180.492 123.848 161.156 1.00167.06 O -ATOM 12458 CB VAL B 635 182.128 125.876 159.068 1.00167.06 C -ATOM 12459 CG1 VAL B 635 183.177 125.512 160.109 1.00167.06 C -ATOM 12460 CG2 VAL B 635 182.762 126.047 157.695 1.00167.06 C -ATOM 12461 N TYR B 636 179.295 125.639 160.529 1.00145.98 N -ATOM 12462 CA TYR B 636 178.488 125.691 161.740 1.00145.98 C -ATOM 12463 C TYR B 636 177.010 125.498 161.421 1.00145.98 C -ATOM 12464 O TYR B 636 176.137 126.123 162.027 1.00145.98 O -ATOM 12465 CB TYR B 636 178.722 127.004 162.482 1.00145.98 C -ATOM 12466 CG TYR B 636 180.030 127.033 163.236 1.00145.98 C -ATOM 12467 CD1 TYR B 636 180.390 125.984 164.075 1.00145.98 C -ATOM 12468 CD2 TYR B 636 180.920 128.088 163.083 1.00145.98 C -ATOM 12469 CE1 TYR B 636 181.591 125.998 164.764 1.00145.98 C -ATOM 12470 CE2 TYR B 636 182.127 128.108 163.763 1.00145.98 C -ATOM 12471 CZ TYR B 636 182.454 127.063 164.603 1.00145.98 C -ATOM 12472 OH TYR B 636 183.651 127.081 165.281 1.00145.98 O -ATOM 12473 N SER B 637 176.716 124.632 160.447 1.00162.07 N -ATOM 12474 CA SER B 637 175.335 124.301 160.122 1.00162.07 C -ATOM 12475 C SER B 637 175.137 122.825 159.793 1.00162.07 C -ATOM 12476 O SER B 637 174.033 122.444 159.383 1.00162.07 O -ATOM 12477 CB SER B 637 174.838 125.155 158.950 1.00162.07 C -ATOM 12478 OG SER B 637 173.644 124.621 158.405 1.00162.07 O -ATOM 12479 N THR B 638 176.155 121.984 159.959 1.00178.33 N -ATOM 12480 CA THR B 638 176.077 120.577 159.557 1.00178.33 C -ATOM 12481 C THR B 638 175.600 119.670 160.694 1.00178.33 C -ATOM 12482 O THR B 638 176.153 118.601 160.955 1.00178.33 O -ATOM 12483 CB THR B 638 177.431 120.129 159.011 1.00178.33 C -ATOM 12484 OG1 THR B 638 177.405 118.724 158.729 1.00178.33 O -ATOM 12485 CG2 THR B 638 178.582 120.473 159.976 1.00178.33 C -ATOM 12486 N GLY B 639 174.511 120.069 161.345 1.00173.44 N -ATOM 12487 CA GLY B 639 173.967 119.293 162.441 1.00173.44 C -ATOM 12488 C GLY B 639 174.803 119.372 163.701 1.00173.44 C -ATOM 12489 O GLY B 639 175.040 120.471 164.217 1.00173.44 O -ATOM 12490 N SER B 640 175.246 118.203 164.187 1.00164.48 N -ATOM 12491 CA SER B 640 176.056 118.027 165.403 1.00164.48 C -ATOM 12492 C SER B 640 175.275 118.590 166.585 1.00164.48 C -ATOM 12493 O SER B 640 174.214 118.033 166.919 1.00164.48 O -ATOM 12494 CB SER B 640 177.457 118.609 165.185 1.00164.48 C -ATOM 12495 OG SER B 640 178.059 118.068 164.021 1.00164.48 O -ATOM 12496 N ASN B 641 175.733 119.654 167.240 1.00131.49 N -ATOM 12497 CA ASN B 641 174.991 120.259 168.341 1.00131.49 C -ATOM 12498 C ASN B 641 173.862 121.105 167.767 1.00131.49 C -ATOM 12499 O ASN B 641 174.105 122.175 167.200 1.00131.49 O -ATOM 12500 CB ASN B 641 175.918 121.099 169.214 1.00131.49 C -ATOM 12501 CG ASN B 641 176.794 120.254 170.114 1.00131.49 C -ATOM 12502 OD1 ASN B 641 176.521 119.074 170.336 1.00131.49 O -ATOM 12503 ND2 ASN B 641 177.855 120.854 170.640 1.00131.49 N -ATOM 12504 N VAL B 642 172.629 120.626 167.906 1.00119.26 N -ATOM 12505 CA VAL B 642 171.444 121.325 167.423 1.00119.26 C -ATOM 12506 C VAL B 642 170.441 121.370 168.568 1.00119.26 C -ATOM 12507 O VAL B 642 170.086 120.325 169.126 1.00119.26 O -ATOM 12508 CB VAL B 642 170.839 120.641 166.183 1.00119.26 C -ATOM 12509 CG1 VAL B 642 169.390 121.059 165.967 1.00119.26 C -ATOM 12510 CG2 VAL B 642 171.670 120.956 164.948 1.00119.26 C -ATOM 12511 N PHE B 643 169.995 122.573 168.926 1.00100.00 N -ATOM 12512 CA PHE B 643 169.035 122.755 170.003 1.00100.00 C -ATOM 12513 C PHE B 643 167.896 123.638 169.519 1.00100.00 C -ATOM 12514 O PHE B 643 168.109 124.575 168.744 1.00100.00 O -ATOM 12515 CB PHE B 643 169.701 123.371 171.238 1.00100.00 C -ATOM 12516 CG PHE B 643 168.911 123.197 172.500 1.00100.00 C -ATOM 12517 CD1 PHE B 643 168.654 121.931 173.003 1.00100.00 C -ATOM 12518 CD2 PHE B 643 168.427 124.299 173.184 1.00100.00 C -ATOM 12519 CE1 PHE B 643 167.925 121.768 174.168 1.00100.00 C -ATOM 12520 CE2 PHE B 643 167.696 124.145 174.348 1.00100.00 C -ATOM 12521 CZ PHE B 643 167.445 122.877 174.841 1.00100.00 C -ATOM 12522 N GLN B 644 166.684 123.333 169.972 1.00 93.51 N -ATOM 12523 CA GLN B 644 165.482 124.047 169.554 1.00 93.51 C -ATOM 12524 C GLN B 644 165.010 124.916 170.713 1.00 93.51 C -ATOM 12525 O GLN B 644 164.533 124.401 171.730 1.00 93.51 O -ATOM 12526 CB GLN B 644 164.395 123.068 169.116 1.00 93.51 C -ATOM 12527 CG GLN B 644 163.038 123.705 168.852 1.00 93.51 C -ATOM 12528 CD GLN B 644 163.100 124.800 167.807 1.00 93.51 C -ATOM 12529 OE1 GLN B 644 163.623 124.599 166.711 1.00 93.51 O -ATOM 12530 NE2 GLN B 644 162.561 125.967 168.139 1.00 93.51 N -ATOM 12531 N THR B 645 165.152 126.228 170.564 1.00 81.70 N -ATOM 12532 CA THR B 645 164.682 127.194 171.543 1.00 81.70 C -ATOM 12533 C THR B 645 163.449 127.904 171.003 1.00 81.70 C -ATOM 12534 O THR B 645 163.134 127.837 169.812 1.00 81.70 O -ATOM 12535 CB THR B 645 165.774 128.219 171.874 1.00 81.70 C -ATOM 12536 OG1 THR B 645 166.123 128.944 170.689 1.00 81.70 O -ATOM 12537 CG2 THR B 645 167.010 127.526 172.407 1.00 81.70 C -ATOM 12538 N ARG B 646 162.761 128.617 171.899 1.00 69.65 N -ATOM 12539 CA ARG B 646 161.614 129.418 171.487 1.00 69.65 C -ATOM 12540 C ARG B 646 162.022 130.606 170.626 1.00 69.65 C -ATOM 12541 O ARG B 646 161.180 131.151 169.904 1.00 69.65 O -ATOM 12542 CB ARG B 646 160.838 129.895 172.713 1.00 69.65 C -ATOM 12543 CG ARG B 646 159.711 128.964 173.121 1.00 69.65 C -ATOM 12544 CD ARG B 646 158.987 129.472 174.355 1.00 69.65 C -ATOM 12545 NE ARG B 646 157.759 128.728 174.605 1.00 69.65 N -ATOM 12546 CZ ARG B 646 156.569 129.065 174.127 1.00 69.65 C -ATOM 12547 NH1 ARG B 646 156.406 130.140 173.374 1.00 69.65 N1+ -ATOM 12548 NH2 ARG B 646 155.516 128.304 174.412 1.00 69.65 N -ATOM 12549 N ALA B 647 163.291 131.018 170.688 1.00 72.14 N -ATOM 12550 CA ALA B 647 163.805 131.981 169.724 1.00 72.14 C -ATOM 12551 C ALA B 647 164.012 131.347 168.355 1.00 72.14 C -ATOM 12552 O ALA B 647 163.881 132.032 167.334 1.00 72.14 O -ATOM 12553 CB ALA B 647 165.113 132.587 170.232 1.00 72.14 C -ATOM 12554 N GLY B 648 164.333 130.054 168.305 1.00 81.15 N -ATOM 12555 CA GLY B 648 164.546 129.402 167.026 1.00 81.15 C -ATOM 12556 C GLY B 648 165.422 128.166 167.063 1.00 81.15 C -ATOM 12557 O GLY B 648 165.194 127.252 167.860 1.00 81.15 O -ATOM 12558 N CYS B 649 166.425 128.121 166.191 1.00 83.18 N -ATOM 12559 CA CYS B 649 167.320 126.974 166.075 1.00 83.18 C -ATOM 12560 C CYS B 649 168.742 127.421 166.377 1.00 83.18 C -ATOM 12561 O CYS B 649 169.271 128.304 165.698 1.00 83.18 O -ATOM 12562 CB CYS B 649 167.237 126.356 164.678 1.00 83.18 C -ATOM 12563 SG CYS B 649 167.837 124.658 164.572 1.00 83.18 S -ATOM 12564 N LEU B 650 169.363 126.810 167.383 1.00 83.51 N -ATOM 12565 CA LEU B 650 170.721 127.146 167.789 1.00 83.51 C -ATOM 12566 C LEU B 650 171.645 125.995 167.415 1.00 83.51 C -ATOM 12567 O LEU B 650 171.461 124.867 167.886 1.00 83.51 O -ATOM 12568 CB LEU B 650 170.783 127.426 169.290 1.00 83.51 C -ATOM 12569 CG LEU B 650 172.157 127.741 169.877 1.00 83.51 C -ATOM 12570 CD1 LEU B 650 172.678 129.057 169.335 1.00 83.51 C -ATOM 12571 CD2 LEU B 650 172.080 127.778 171.391 1.00 83.51 C -ATOM 12572 N ILE B 651 172.636 126.280 166.573 1.00 96.76 N -ATOM 12573 CA ILE B 651 173.563 125.275 166.068 1.00 96.76 C -ATOM 12574 C ILE B 651 174.972 125.678 166.478 1.00 96.76 C -ATOM 12575 O ILE B 651 175.403 126.808 166.215 1.00 96.76 O -ATOM 12576 CB ILE B 651 173.455 125.121 164.539 1.00 96.76 C -ATOM 12577 CG1 ILE B 651 172.027 124.735 164.144 1.00 96.76 C -ATOM 12578 CG2 ILE B 651 174.436 124.071 164.040 1.00 96.76 C -ATOM 12579 CD1 ILE B 651 171.835 124.480 162.663 1.00 96.76 C -ATOM 12580 N GLY B 652 175.686 124.755 167.119 1.00 99.45 N -ATOM 12581 CA GLY B 652 177.034 125.003 167.586 1.00 99.45 C -ATOM 12582 C GLY B 652 177.173 125.128 169.086 1.00 99.45 C -ATOM 12583 O GLY B 652 178.282 125.397 169.564 1.00 99.45 O -ATOM 12584 N ALA B 653 176.096 124.946 169.845 1.00 98.88 N -ATOM 12585 CA ALA B 653 176.144 125.028 171.296 1.00 98.88 C -ATOM 12586 C ALA B 653 175.444 123.821 171.902 1.00 98.88 C -ATOM 12587 O ALA B 653 174.461 123.311 171.358 1.00 98.88 O -ATOM 12588 CB ALA B 653 175.501 126.319 171.811 1.00 98.88 C -ATOM 12589 N GLU B 654 175.963 123.373 173.040 1.00 97.33 N -ATOM 12590 CA GLU B 654 175.437 122.218 173.752 1.00 97.33 C -ATOM 12591 C GLU B 654 174.632 122.691 174.955 1.00 97.33 C -ATOM 12592 O GLU B 654 175.093 123.548 175.716 1.00 97.33 O -ATOM 12593 CB GLU B 654 176.575 121.300 174.201 1.00 97.33 C -ATOM 12594 CG GLU B 654 176.141 120.130 175.064 1.00 97.33 C -ATOM 12595 CD GLU B 654 177.304 119.247 175.467 1.00 97.33 C -ATOM 12596 OE1 GLU B 654 178.451 119.740 175.469 1.00 97.33 O -ATOM 12597 OE2 GLU B 654 177.070 118.062 175.782 1.00 97.33 O1- -ATOM 12598 N TYR B 655 173.433 122.138 175.122 1.00 88.30 N -ATOM 12599 CA TYR B 655 172.586 122.500 176.250 1.00 88.30 C -ATOM 12600 C TYR B 655 173.107 121.836 177.518 1.00 88.30 C -ATOM 12601 O TYR B 655 173.282 120.614 177.562 1.00 88.30 O -ATOM 12602 CB TYR B 655 171.136 122.102 175.992 1.00 88.30 C -ATOM 12603 CG TYR B 655 170.178 122.645 177.026 1.00 88.30 C -ATOM 12604 CD1 TYR B 655 169.924 124.009 177.118 1.00 88.30 C -ATOM 12605 CD2 TYR B 655 169.533 121.796 177.917 1.00 88.30 C -ATOM 12606 CE1 TYR B 655 169.050 124.512 178.066 1.00 88.30 C -ATOM 12607 CE2 TYR B 655 168.657 122.288 178.869 1.00 88.30 C -ATOM 12608 CZ TYR B 655 168.420 123.647 178.938 1.00 88.30 C -ATOM 12609 OH TYR B 655 167.550 124.140 179.882 1.00 88.30 O -ATOM 12610 N VAL B 656 173.352 122.643 178.547 1.00 92.65 N -ATOM 12611 CA VAL B 656 173.857 122.180 179.833 1.00 92.65 C -ATOM 12612 C VAL B 656 172.777 122.431 180.876 1.00 92.65 C -ATOM 12613 O VAL B 656 172.216 123.531 180.941 1.00 92.65 O -ATOM 12614 CB VAL B 656 175.173 122.888 180.205 1.00 92.65 C -ATOM 12615 CG1 VAL B 656 175.678 122.428 181.565 1.00 92.65 C -ATOM 12616 CG2 VAL B 656 176.223 122.642 179.137 1.00 92.65 C -ATOM 12617 N ASN B 657 172.479 121.407 181.683 1.00116.76 N -ATOM 12618 CA ASN B 657 171.415 121.506 182.678 1.00116.76 C -ATOM 12619 C ASN B 657 171.748 122.465 183.814 1.00116.76 C -ATOM 12620 O ASN B 657 170.830 122.938 184.492 1.00116.76 O -ATOM 12621 CB ASN B 657 171.106 120.125 183.255 1.00116.76 C -ATOM 12622 CG ASN B 657 170.409 119.222 182.262 1.00116.76 C -ATOM 12623 OD1 ASN B 657 169.846 119.685 181.270 1.00116.76 O -ATOM 12624 ND2 ASN B 657 170.443 117.921 182.525 1.00116.76 N -ATOM 12625 N ASN B 658 173.028 122.750 184.044 1.00 82.01 N -ATOM 12626 CA ASN B 658 173.412 123.688 185.089 1.00 82.01 C -ATOM 12627 C ASN B 658 173.036 125.111 184.694 1.00 82.01 C -ATOM 12628 O ASN B 658 173.204 125.520 183.543 1.00 82.01 O -ATOM 12629 CB ASN B 658 174.912 123.598 185.358 1.00 82.01 C -ATOM 12630 CG ASN B 658 175.346 122.207 185.772 1.00 82.01 C -ATOM 12631 OD1 ASN B 658 174.652 121.528 186.528 1.00 82.01 O -ATOM 12632 ND2 ASN B 658 176.500 121.775 185.277 1.00 82.01 N -ATOM 12633 N SER B 659 172.523 125.865 185.660 1.00 67.10 N -ATOM 12634 CA SER B 659 172.062 127.228 185.438 1.00 67.10 C -ATOM 12635 C SER B 659 173.056 128.208 186.044 1.00 67.10 C -ATOM 12636 O SER B 659 173.395 128.104 187.227 1.00 67.10 O -ATOM 12637 CB SER B 659 170.672 127.436 186.043 1.00 67.10 C -ATOM 12638 OG SER B 659 170.702 127.275 187.450 1.00 67.10 O -ATOM 12639 N TYR B 660 173.516 129.153 185.234 1.00 69.61 N -ATOM 12640 CA TYR B 660 174.446 130.187 185.663 1.00 69.61 C -ATOM 12641 C TYR B 660 173.811 131.557 185.434 1.00 69.61 C -ATOM 12642 O TYR B 660 172.653 131.669 185.024 1.00 69.61 O -ATOM 12643 CB TYR B 660 175.777 130.079 184.913 1.00 69.61 C -ATOM 12644 CG TYR B 660 176.299 128.674 184.720 1.00 69.61 C -ATOM 12645 CD1 TYR B 660 177.064 128.056 185.701 1.00 69.61 C -ATOM 12646 CD2 TYR B 660 176.056 127.977 183.540 1.00 69.61 C -ATOM 12647 CE1 TYR B 660 177.553 126.775 185.524 1.00 69.61 C -ATOM 12648 CE2 TYR B 660 176.540 126.696 183.354 1.00 69.61 C -ATOM 12649 CZ TYR B 660 177.288 126.102 184.349 1.00 69.61 C -ATOM 12650 OH TYR B 660 177.773 124.828 184.167 1.00 69.61 O -ATOM 12651 N GLU B 661 174.587 132.604 185.693 1.00 69.98 N -ATOM 12652 CA GLU B 661 174.176 133.942 185.307 1.00 69.98 C -ATOM 12653 C GLU B 661 174.222 134.083 183.787 1.00 69.98 C -ATOM 12654 O GLU B 661 174.958 133.375 183.094 1.00 69.98 O -ATOM 12655 CB GLU B 661 175.071 134.992 185.964 1.00 69.98 C -ATOM 12656 CG GLU B 661 175.420 134.694 187.413 1.00 69.98 C -ATOM 12657 CD GLU B 661 174.251 134.920 188.350 1.00 69.98 C -ATOM 12658 OE1 GLU B 661 173.720 136.050 188.380 1.00 69.98 O -ATOM 12659 OE2 GLU B 661 173.862 133.967 189.058 1.00 69.98 O1- -ATOM 12660 N CYS B 662 173.417 135.006 183.270 1.00 69.00 N -ATOM 12661 CA CYS B 662 173.290 135.174 181.827 1.00 69.00 C -ATOM 12662 C CYS B 662 174.515 135.889 181.270 1.00 69.00 C -ATOM 12663 O CYS B 662 174.779 137.047 181.612 1.00 69.00 O -ATOM 12664 CB CYS B 662 172.023 135.948 181.482 1.00 69.00 C -ATOM 12665 SG CYS B 662 171.590 135.799 179.746 1.00 69.00 S -ATOM 12666 N ASP B 663 175.251 135.198 180.402 1.00 63.38 N -ATOM 12667 CA ASP B 663 176.465 135.741 179.803 1.00 63.38 C -ATOM 12668 C ASP B 663 176.177 136.388 178.451 1.00 63.38 C -ATOM 12669 O ASP B 663 176.439 137.579 178.257 1.00 63.38 O -ATOM 12670 CB ASP B 663 177.508 134.626 179.673 1.00 63.38 C -ATOM 12671 CG ASP B 663 178.912 135.155 179.514 1.00 63.38 C -ATOM 12672 OD1 ASP B 663 179.141 136.343 179.827 1.00 63.38 O -ATOM 12673 OD2 ASP B 663 179.791 134.376 179.093 1.00 63.38 O1- -ATOM 12674 N ILE B 664 175.646 135.615 177.509 1.00 52.01 N -ATOM 12675 CA ILE B 664 175.190 136.138 176.222 1.00 52.01 C -ATOM 12676 C ILE B 664 173.720 135.772 176.059 1.00 52.01 C -ATOM 12677 O ILE B 664 173.402 134.587 175.901 1.00 52.01 O -ATOM 12678 CB ILE B 664 176.030 135.589 175.058 1.00 52.01 C -ATOM 12679 CG1 ILE B 664 177.493 136.014 175.196 1.00 52.01 C -ATOM 12680 CG2 ILE B 664 175.468 136.065 173.726 1.00 52.01 C -ATOM 12681 CD1 ILE B 664 178.389 135.479 174.100 1.00 52.01 C -ATOM 12682 N PRO B 665 172.797 136.730 176.100 1.00 45.50 N -ATOM 12683 CA PRO B 665 171.372 136.384 176.044 1.00 45.50 C -ATOM 12684 C PRO B 665 170.943 135.934 174.656 1.00 45.50 C -ATOM 12685 O PRO B 665 171.542 136.303 173.644 1.00 45.50 O -ATOM 12686 CB PRO B 665 170.679 137.691 176.439 1.00 45.50 C -ATOM 12687 CG PRO B 665 171.624 138.749 175.991 1.00 45.50 C -ATOM 12688 CD PRO B 665 173.011 138.186 176.165 1.00 45.50 C -ATOM 12689 N ILE B 666 169.884 135.122 174.619 1.00 42.59 N -ATOM 12690 CA ILE B 666 169.317 134.611 173.379 1.00 42.59 C -ATOM 12691 C ILE B 666 167.840 134.966 173.262 1.00 42.59 C -ATOM 12692 O ILE B 666 167.411 135.584 172.282 1.00 42.59 O -ATOM 12693 CB ILE B 666 169.522 133.083 173.260 1.00 42.59 C -ATOM 12694 CG1 ILE B 666 170.988 132.768 172.976 1.00 42.59 C -ATOM 12695 CG2 ILE B 666 168.655 132.493 172.157 1.00 42.59 C -ATOM 12696 CD1 ILE B 666 171.314 131.294 173.022 1.00 42.59 C -ATOM 12697 N GLY B 667 167.056 134.603 174.257 1.00 41.52 N -ATOM 12698 CA GLY B 667 165.627 134.842 174.268 1.00 41.52 C -ATOM 12699 C GLY B 667 164.930 133.693 174.967 1.00 41.52 C -ATOM 12700 O GLY B 667 165.387 132.553 174.927 1.00 41.52 O -ATOM 12701 N ALA B 668 163.802 134.024 175.614 1.00 40.43 N -ATOM 12702 CA ALA B 668 162.952 133.087 176.362 1.00 40.43 C -ATOM 12703 C ALA B 668 163.727 132.335 177.444 1.00 40.43 C -ATOM 12704 O ALA B 668 163.558 131.128 177.629 1.00 40.43 O -ATOM 12705 CB ALA B 668 162.233 132.109 175.427 1.00 40.43 C -ATOM 12706 N GLY B 669 164.581 133.054 178.167 1.00 48.40 N -ATOM 12707 CA GLY B 669 165.298 132.462 179.279 1.00 48.40 C -ATOM 12708 C GLY B 669 166.457 131.569 178.903 1.00 48.40 C -ATOM 12709 O GLY B 669 166.802 130.665 179.668 1.00 48.40 O -ATOM 12710 N ILE B 670 167.070 131.791 177.743 1.00 47.37 N -ATOM 12711 CA ILE B 670 168.211 131.006 177.286 1.00 47.37 C -ATOM 12712 C ILE B 670 169.406 131.937 177.140 1.00 47.37 C -ATOM 12713 O ILE B 670 169.289 133.027 176.567 1.00 47.37 O -ATOM 12714 CB ILE B 670 167.914 130.279 175.961 1.00 47.37 C -ATOM 12715 CG1 ILE B 670 166.585 129.526 176.044 1.00 47.37 C -ATOM 12716 CG2 ILE B 670 169.038 129.315 175.611 1.00 47.37 C -ATOM 12717 CD1 ILE B 670 166.574 128.418 177.076 1.00 47.37 C -ATOM 12718 N CYS B 671 170.544 131.523 177.689 1.00 60.82 N -ATOM 12719 CA CYS B 671 171.790 132.255 177.541 1.00 60.82 C -ATOM 12720 C CYS B 671 172.881 131.297 177.088 1.00 60.82 C -ATOM 12721 O CYS B 671 172.754 130.077 177.198 1.00 60.82 O -ATOM 12722 CB CYS B 671 172.194 132.957 178.844 1.00 60.82 C -ATOM 12723 SG CYS B 671 170.864 133.909 179.607 1.00 60.82 S -ATOM 12724 N ALA B 672 173.949 131.867 176.546 1.00 64.35 N -ATOM 12725 CA ALA B 672 175.073 131.102 176.037 1.00 64.35 C -ATOM 12726 C ALA B 672 176.369 131.699 176.561 1.00 64.35 C -ATOM 12727 O ALA B 672 176.462 132.904 176.812 1.00 64.35 O -ATOM 12728 CB ALA B 672 175.088 131.074 174.506 1.00 64.35 C -ATOM 12729 N SER B 673 177.368 130.838 176.723 1.00 80.73 N -ATOM 12730 CA SER B 673 178.651 131.250 177.274 1.00 80.73 C -ATOM 12731 C SER B 673 179.748 130.372 176.688 1.00 80.73 C -ATOM 12732 O SER B 673 179.487 129.441 175.922 1.00 80.73 O -ATOM 12733 CB SER B 673 178.641 131.180 178.803 1.00 80.73 C -ATOM 12734 OG SER B 673 178.639 129.837 179.252 1.00 80.73 O -ATOM 12735 N TYR B 674 180.986 130.678 177.064 1.00 93.24 N -ATOM 12736 CA TYR B 674 182.175 129.966 176.599 1.00 93.24 C -ATOM 12737 C TYR B 674 182.814 129.313 177.820 1.00 93.24 C -ATOM 12738 O TYR B 674 183.495 129.985 178.601 1.00 93.24 O -ATOM 12739 CB TYR B 674 183.139 130.925 175.905 1.00 93.24 C -ATOM 12740 CG TYR B 674 184.194 130.253 175.061 1.00 93.24 C -ATOM 12741 CD1 TYR B 674 183.871 129.188 174.231 1.00 93.24 C -ATOM 12742 CD2 TYR B 674 185.515 130.687 175.090 1.00 93.24 C -ATOM 12743 CE1 TYR B 674 184.833 128.571 173.453 1.00 93.24 C -ATOM 12744 CE2 TYR B 674 186.485 130.075 174.317 1.00 93.24 C -ATOM 12745 CZ TYR B 674 186.136 129.019 173.500 1.00 93.24 C -ATOM 12746 OH TYR B 674 187.092 128.400 172.727 1.00 93.24 O -ATOM 12747 N GLN B 675 182.601 128.010 177.992 1.00107.42 N -ATOM 12748 CA GLN B 675 183.041 127.322 179.198 1.00107.42 C -ATOM 12749 C GLN B 675 183.770 126.036 178.832 1.00107.42 C -ATOM 12750 O GLN B 675 183.669 125.533 177.713 1.00107.42 O -ATOM 12751 CB GLN B 675 181.864 127.028 180.136 1.00107.42 C -ATOM 12752 CG GLN B 675 181.427 128.224 180.964 1.00107.42 C -ATOM 12753 CD GLN B 675 180.409 127.860 182.025 1.00107.42 C -ATOM 12754 OE1 GLN B 675 180.478 126.789 182.627 1.00107.42 O -ATOM 12755 NE2 GLN B 675 179.455 128.753 182.260 1.00107.42 N -ATOM 12756 N THR B 676 184.490 125.491 179.811 1.00129.06 N -ATOM 12757 CA THR B 676 185.483 124.450 179.572 1.00129.06 C -ATOM 12758 C THR B 676 184.901 123.044 179.472 1.00129.06 C -ATOM 12759 O THR B 676 185.675 122.086 179.375 1.00129.06 O -ATOM 12760 CB THR B 676 186.542 124.478 180.677 1.00129.06 C -ATOM 12761 OG1 THR B 676 187.532 123.474 180.419 1.00129.06 O -ATOM 12762 CG2 THR B 676 185.902 124.215 182.032 1.00129.06 C -ATOM 12763 N GLN B 677 183.581 122.883 179.499 1.00132.72 N -ATOM 12764 CA GLN B 677 182.994 121.553 179.352 1.00132.72 C -ATOM 12765 C GLN B 677 183.053 121.090 177.900 1.00132.72 C -ATOM 12766 O GLN B 677 183.092 119.891 177.622 1.00132.72 O -ATOM 12767 CB GLN B 677 181.546 121.532 179.846 1.00132.72 C -ATOM 12768 CG GLN B 677 181.365 122.009 181.274 1.00132.72 C -ATOM 12769 CD GLN B 677 180.784 123.402 181.342 1.00132.72 C -ATOM 12770 OE1 GLN B 677 180.515 124.021 180.314 1.00132.72 O -ATOM 12771 NE2 GLN B 677 180.586 123.905 182.555 1.00132.72 N -ATOM 12772 N SER B 689 188.939 121.761 174.835 1.00141.12 N -ATOM 12773 CA SER B 689 188.453 121.970 176.193 1.00141.12 C -ATOM 12774 C SER B 689 187.298 122.964 176.213 1.00141.12 C -ATOM 12775 O SER B 689 186.162 122.603 176.521 1.00141.12 O -ATOM 12776 CB SER B 689 189.584 122.461 177.099 1.00141.12 C -ATOM 12777 OG SER B 689 189.968 123.783 176.761 1.00141.12 O -ATOM 12778 N GLN B 690 187.600 124.218 175.886 1.00124.31 N -ATOM 12779 CA GLN B 690 186.582 125.259 175.890 1.00124.31 C -ATOM 12780 C GLN B 690 185.642 125.107 174.701 1.00124.31 C -ATOM 12781 O GLN B 690 186.059 124.749 173.596 1.00124.31 O -ATOM 12782 CB GLN B 690 187.234 126.641 175.870 1.00124.31 C -ATOM 12783 CG GLN B 690 188.328 126.831 176.906 1.00124.31 C -ATOM 12784 CD GLN B 690 187.804 127.401 178.210 1.00124.31 C -ATOM 12785 OE1 GLN B 690 186.594 127.478 178.426 1.00124.31 O -ATOM 12786 NE2 GLN B 690 188.714 127.808 179.086 1.00124.31 N -ATOM 12787 N SER B 691 184.363 125.387 174.939 1.00103.98 N -ATOM 12788 CA SER B 691 183.332 125.283 173.918 1.00103.98 C -ATOM 12789 C SER B 691 182.175 126.192 174.305 1.00103.98 C -ATOM 12790 O SER B 691 182.054 126.623 175.456 1.00103.98 O -ATOM 12791 CB SER B 691 182.851 123.839 173.746 1.00103.98 C -ATOM 12792 OG SER B 691 182.475 123.276 174.991 1.00103.98 O -ATOM 12793 N ILE B 692 181.327 126.476 173.321 1.00 87.01 N -ATOM 12794 CA ILE B 692 180.148 127.306 173.537 1.00 87.01 C -ATOM 12795 C ILE B 692 179.036 126.426 174.092 1.00 87.01 C -ATOM 12796 O ILE B 692 178.677 125.408 173.493 1.00 87.01 O -ATOM 12797 CB ILE B 692 179.709 127.996 172.238 1.00 87.01 C -ATOM 12798 CG1 ILE B 692 180.816 128.910 171.716 1.00 87.01 C -ATOM 12799 CG2 ILE B 692 178.431 128.789 172.457 1.00 87.01 C -ATOM 12800 CD1 ILE B 692 180.498 129.541 170.380 1.00 87.01 C -ATOM 12801 N ILE B 693 178.491 126.817 175.239 1.00 83.26 N -ATOM 12802 CA ILE B 693 177.404 126.085 175.871 1.00 83.26 C -ATOM 12803 C ILE B 693 176.189 126.994 175.971 1.00 83.26 C -ATOM 12804 O ILE B 693 176.302 128.225 175.985 1.00 83.26 O -ATOM 12805 CB ILE B 693 177.794 125.548 177.266 1.00 83.26 C -ATOM 12806 CG1 ILE B 693 178.202 126.696 178.188 1.00 83.26 C -ATOM 12807 CG2 ILE B 693 178.917 124.532 177.150 1.00 83.26 C -ATOM 12808 CD1 ILE B 693 178.181 126.335 179.650 1.00 83.26 C -ATOM 12809 N ALA B 694 175.016 126.370 176.028 1.00 76.20 N -ATOM 12810 CA ALA B 694 173.750 127.057 176.220 1.00 76.20 C -ATOM 12811 C ALA B 694 173.083 126.525 177.479 1.00 76.20 C -ATOM 12812 O ALA B 694 173.232 125.351 177.829 1.00 76.20 O -ATOM 12813 CB ALA B 694 172.822 126.871 175.014 1.00 76.20 C -ATOM 12814 N TYR B 695 172.348 127.396 178.163 1.00 60.67 N -ATOM 12815 CA TYR B 695 171.740 127.033 179.433 1.00 60.67 C -ATOM 12816 C TYR B 695 170.528 127.915 179.687 1.00 60.67 C -ATOM 12817 O TYR B 695 170.322 128.941 179.031 1.00 60.67 O -ATOM 12818 CB TYR B 695 172.746 127.145 180.590 1.00 60.67 C -ATOM 12819 CG TYR B 695 173.462 128.480 180.692 1.00 60.67 C -ATOM 12820 CD1 TYR B 695 172.926 129.527 181.437 1.00 60.67 C -ATOM 12821 CD2 TYR B 695 174.683 128.687 180.061 1.00 60.67 C -ATOM 12822 CE1 TYR B 695 173.575 130.741 181.535 1.00 60.67 C -ATOM 12823 CE2 TYR B 695 175.340 129.900 180.155 1.00 60.67 C -ATOM 12824 CZ TYR B 695 174.780 130.922 180.894 1.00 60.67 C -ATOM 12825 OH TYR B 695 175.429 132.131 180.993 1.00 60.67 O -ATOM 12826 N THR B 696 169.711 127.485 180.643 1.00 63.45 N -ATOM 12827 CA THR B 696 168.685 128.347 181.207 1.00 63.45 C -ATOM 12828 C THR B 696 169.327 129.262 182.240 1.00 63.45 C -ATOM 12829 O THR B 696 170.193 128.835 183.008 1.00 63.45 O -ATOM 12830 CB THR B 696 167.573 127.513 181.848 1.00 63.45 C -ATOM 12831 OG1 THR B 696 167.213 126.440 180.970 1.00 63.45 O -ATOM 12832 CG2 THR B 696 166.340 128.365 182.121 1.00 63.45 C -ATOM 12833 N MET B 697 168.924 130.530 182.236 1.00 56.40 N -ATOM 12834 CA MET B 697 169.481 131.501 183.166 1.00 56.40 C -ATOM 12835 C MET B 697 169.037 131.206 184.595 1.00 56.40 C -ATOM 12836 O MET B 697 167.969 130.636 184.835 1.00 56.40 O -ATOM 12837 CB MET B 697 169.061 132.914 182.767 1.00 56.40 C -ATOM 12838 CG MET B 697 167.562 133.100 182.670 1.00 56.40 C -ATOM 12839 SD MET B 697 167.078 134.830 182.735 1.00 56.40 S -ATOM 12840 CE MET B 697 168.263 135.580 181.627 1.00 56.40 C -ATOM 12841 N SER B 698 169.882 131.585 185.548 1.00 56.63 N -ATOM 12842 CA SER B 698 169.623 131.370 186.964 1.00 56.63 C -ATOM 12843 C SER B 698 169.177 132.680 187.591 1.00 56.63 C -ATOM 12844 O SER B 698 169.860 133.701 187.456 1.00 56.63 O -ATOM 12845 CB SER B 698 170.866 130.836 187.677 1.00 56.63 C -ATOM 12846 OG SER B 698 170.668 130.792 189.078 1.00 56.63 O -ATOM 12847 N LEU B 699 168.028 132.648 188.267 1.00 47.15 N -ATOM 12848 CA LEU B 699 167.483 133.865 188.858 1.00 47.15 C -ATOM 12849 C LEU B 699 168.282 134.287 190.083 1.00 47.15 C -ATOM 12850 O LEU B 699 168.579 135.474 190.263 1.00 47.15 O -ATOM 12851 CB LEU B 699 166.016 133.650 189.220 1.00 47.15 C -ATOM 12852 CG LEU B 699 165.184 133.005 188.113 1.00 47.15 C -ATOM 12853 CD1 LEU B 699 163.807 132.607 188.630 1.00 47.15 C -ATOM 12854 CD2 LEU B 699 165.090 133.940 186.916 1.00 47.15 C -ATOM 12855 N GLY B 700 168.645 133.330 190.924 1.00 49.87 N -ATOM 12856 CA GLY B 700 169.400 133.624 192.122 1.00 49.87 C -ATOM 12857 C GLY B 700 169.413 132.423 193.039 1.00 49.87 C -ATOM 12858 O GLY B 700 168.865 131.361 192.727 1.00 49.87 O -ATOM 12859 N ALA B 701 170.057 132.615 194.185 1.00 51.33 N -ATOM 12860 CA ALA B 701 170.152 131.554 195.176 1.00 51.33 C -ATOM 12861 C ALA B 701 168.818 131.357 195.882 1.00 51.33 C -ATOM 12862 O ALA B 701 168.160 132.321 196.283 1.00 51.33 O -ATOM 12863 CB ALA B 701 171.243 131.879 196.194 1.00 51.33 C -ATOM 12864 N GLU B 702 168.418 130.097 196.026 1.00 56.76 N -ATOM 12865 CA GLU B 702 167.193 129.775 196.743 1.00 56.76 C -ATOM 12866 C GLU B 702 167.371 130.025 198.235 1.00 56.76 C -ATOM 12867 O GLU B 702 168.398 129.675 198.823 1.00 56.76 O -ATOM 12868 CB GLU B 702 166.800 128.319 196.493 1.00 56.76 C -ATOM 12869 CG GLU B 702 165.425 127.939 197.021 1.00 56.76 C -ATOM 12870 CD GLU B 702 164.342 128.048 195.967 1.00 56.76 C -ATOM 12871 OE1 GLU B 702 164.619 128.598 194.881 1.00 56.76 O -ATOM 12872 OE2 GLU B 702 163.212 127.581 196.223 1.00 56.76 O1- -ATOM 12873 N ASN B 703 166.360 130.635 198.850 1.00 53.60 N -ATOM 12874 CA ASN B 703 166.426 131.004 200.255 1.00 53.60 C -ATOM 12875 C ASN B 703 165.056 130.818 200.890 1.00 53.60 C -ATOM 12876 O ASN B 703 164.025 130.846 200.215 1.00 53.60 O -ATOM 12877 CB ASN B 703 166.904 132.454 200.428 1.00 53.60 C -ATOM 12878 CG ASN B 703 167.455 132.728 201.814 1.00 53.60 C -ATOM 12879 OD1 ASN B 703 167.419 131.867 202.692 1.00 53.60 O -ATOM 12880 ND2 ASN B 703 167.970 133.935 202.015 1.00 53.60 N -ATOM 12881 N SER B 704 165.062 130.624 202.206 1.00 60.46 N -ATOM 12882 CA SER B 704 163.838 130.488 202.983 1.00 60.46 C -ATOM 12883 C SER B 704 164.037 131.171 204.325 1.00 60.46 C -ATOM 12884 O SER B 704 165.056 130.956 204.988 1.00 60.46 O -ATOM 12885 CB SER B 704 163.467 129.014 203.185 1.00 60.46 C -ATOM 12886 OG SER B 704 164.485 128.325 203.888 1.00 60.46 O -ATOM 12887 N VAL B 705 163.068 131.987 204.720 1.00 58.17 N -ATOM 12888 CA VAL B 705 163.135 132.724 205.976 1.00 58.17 C -ATOM 12889 C VAL B 705 162.410 131.925 207.049 1.00 58.17 C -ATOM 12890 O VAL B 705 161.264 131.502 206.854 1.00 58.17 O -ATOM 12891 CB VAL B 705 162.525 134.127 205.825 1.00 58.17 C -ATOM 12892 CG1 VAL B 705 162.791 134.958 207.069 1.00 58.17 C -ATOM 12893 CG2 VAL B 705 163.080 134.814 204.590 1.00 58.17 C -ATOM 12894 N ALA B 706 163.078 131.715 208.184 1.00 67.40 N -ATOM 12895 CA ALA B 706 162.498 130.970 209.301 1.00 67.40 C -ATOM 12896 C ALA B 706 161.561 131.900 210.067 1.00 67.40 C -ATOM 12897 O ALA B 706 161.895 132.460 211.113 1.00 67.40 O -ATOM 12898 CB ALA B 706 163.591 130.405 210.198 1.00 67.40 C -ATOM 12899 N TYR B 707 160.359 132.062 209.522 1.00 57.59 N -ATOM 12900 CA TYR B 707 159.375 132.962 210.104 1.00 57.59 C -ATOM 12901 C TYR B 707 158.621 132.270 211.232 1.00 57.59 C -ATOM 12902 O TYR B 707 158.153 131.138 211.078 1.00 57.59 O -ATOM 12903 CB TYR B 707 158.397 133.446 209.034 1.00 57.59 C -ATOM 12904 CG TYR B 707 157.182 134.150 209.592 1.00 57.59 C -ATOM 12905 CD1 TYR B 707 157.285 135.420 210.144 1.00 57.59 C -ATOM 12906 CD2 TYR B 707 155.930 133.546 209.563 1.00 57.59 C -ATOM 12907 CE1 TYR B 707 156.176 136.068 210.656 1.00 57.59 C -ATOM 12908 CE2 TYR B 707 154.817 134.185 210.075 1.00 57.59 C -ATOM 12909 CZ TYR B 707 154.946 135.445 210.618 1.00 57.59 C -ATOM 12910 OH TYR B 707 153.840 136.085 211.126 1.00 57.59 O -ATOM 12911 N SER B 708 158.505 132.958 212.365 1.00 61.81 N -ATOM 12912 CA SER B 708 157.712 132.488 213.489 1.00 61.81 C -ATOM 12913 C SER B 708 157.036 133.687 214.136 1.00 61.81 C -ATOM 12914 O SER B 708 157.484 134.827 213.997 1.00 61.81 O -ATOM 12915 CB SER B 708 158.565 131.731 214.514 1.00 61.81 C -ATOM 12916 OG SER B 708 157.748 131.089 215.477 1.00 61.81 O -ATOM 12917 N ASN B 709 155.950 133.418 214.855 1.00 62.54 N -ATOM 12918 CA ASN B 709 155.138 134.469 215.452 1.00 62.54 C -ATOM 12919 C ASN B 709 155.630 134.903 216.829 1.00 62.54 C -ATOM 12920 O ASN B 709 154.972 135.724 217.475 1.00 62.54 O -ATOM 12921 CB ASN B 709 153.672 134.026 215.518 1.00 62.54 C -ATOM 12922 CG ASN B 709 153.511 132.600 216.005 1.00 62.54 C -ATOM 12923 OD1 ASN B 709 154.456 131.990 216.504 1.00 62.54 O -ATOM 12924 ND2 ASN B 709 152.307 132.055 215.847 1.00 62.54 N -ATOM 12925 N ASN B 710 156.768 134.377 217.293 1.00 54.20 N -ATOM 12926 CA ASN B 710 157.365 134.873 218.528 1.00 54.20 C -ATOM 12927 C ASN B 710 158.884 134.983 218.437 1.00 54.20 C -ATOM 12928 O ASN B 710 159.548 135.107 219.473 1.00 54.20 O -ATOM 12929 CB ASN B 710 156.990 133.982 219.716 1.00 54.20 C -ATOM 12930 CG ASN B 710 157.590 132.595 219.616 1.00 54.20 C -ATOM 12931 OD1 ASN B 710 157.743 132.049 218.524 1.00 54.20 O -ATOM 12932 ND2 ASN B 710 157.938 132.019 220.760 1.00 54.20 N -ATOM 12933 N SER B 711 159.453 134.947 217.235 1.00 49.08 N -ATOM 12934 CA SER B 711 160.896 134.969 217.044 1.00 49.08 C -ATOM 12935 C SER B 711 161.294 136.165 216.194 1.00 49.08 C -ATOM 12936 O SER B 711 160.635 136.478 215.198 1.00 49.08 O -ATOM 12937 CB SER B 711 161.385 133.680 216.377 1.00 49.08 C -ATOM 12938 OG SER B 711 162.785 133.720 216.163 1.00 49.08 O -ATOM 12939 N ILE B 712 162.382 136.830 216.588 1.00 49.76 N -ATOM 12940 CA ILE B 712 162.928 137.948 215.834 1.00 49.76 C -ATOM 12941 C ILE B 712 164.423 137.714 215.654 1.00 49.76 C -ATOM 12942 O ILE B 712 165.039 136.905 216.351 1.00 49.76 O -ATOM 12943 CB ILE B 712 162.642 139.312 216.517 1.00 49.76 C -ATOM 12944 CG1 ILE B 712 162.493 140.424 215.473 1.00 49.76 C -ATOM 12945 CG2 ILE B 712 163.707 139.662 217.554 1.00 49.76 C -ATOM 12946 CD1 ILE B 712 162.014 141.737 216.035 1.00 49.76 C -ATOM 12947 N ALA B 713 164.995 138.396 214.664 1.00 46.60 N -ATOM 12948 CA ALA B 713 166.425 138.338 214.394 1.00 46.60 C -ATOM 12949 C ALA B 713 166.963 139.759 214.383 1.00 46.60 C -ATOM 12950 O ALA B 713 166.501 140.593 213.598 1.00 46.60 O -ATOM 12951 CB ALA B 713 166.712 137.638 213.064 1.00 46.60 C -ATOM 12952 N ILE B 714 167.931 140.033 215.251 1.00 48.22 N -ATOM 12953 CA ILE B 714 168.468 141.373 215.449 1.00 48.22 C -ATOM 12954 C ILE B 714 169.957 141.331 215.137 1.00 48.22 C -ATOM 12955 O ILE B 714 170.637 140.390 215.552 1.00 48.22 O -ATOM 12956 CB ILE B 714 168.216 141.897 216.876 1.00 48.22 C -ATOM 12957 CG1 ILE B 714 166.759 142.342 217.006 1.00 48.22 C -ATOM 12958 CG2 ILE B 714 169.137 143.051 217.248 1.00 48.22 C -ATOM 12959 CD1 ILE B 714 166.405 142.905 218.354 1.00 48.22 C -ATOM 12960 N PRO B 715 170.484 142.267 214.346 1.00 44.31 N -ATOM 12961 CA PRO B 715 171.929 142.305 214.107 1.00 44.31 C -ATOM 12962 C PRO B 715 172.711 142.692 215.353 1.00 44.31 C -ATOM 12963 O PRO B 715 172.261 143.487 216.181 1.00 44.31 O -ATOM 12964 CB PRO B 715 172.078 143.368 213.015 1.00 44.31 C -ATOM 12965 CG PRO B 715 170.865 144.219 213.151 1.00 44.31 C -ATOM 12966 CD PRO B 715 169.769 143.289 213.564 1.00 44.31 C -ATOM 12967 N THR B 716 173.908 142.121 215.469 1.00 50.15 N -ATOM 12968 CA THR B 716 174.825 142.427 216.557 1.00 50.15 C -ATOM 12969 C THR B 716 176.058 143.185 216.091 1.00 50.15 C -ATOM 12970 O THR B 716 176.871 143.595 216.925 1.00 50.15 O -ATOM 12971 CB THR B 716 175.260 141.140 217.266 1.00 50.15 C -ATOM 12972 OG1 THR B 716 176.104 140.378 216.395 1.00 50.15 O -ATOM 12973 CG2 THR B 716 174.050 140.303 217.647 1.00 50.15 C -ATOM 12974 N ASN B 717 176.216 143.382 214.786 1.00 57.86 N -ATOM 12975 CA ASN B 717 177.388 144.036 214.226 1.00 57.86 C -ATOM 12976 C ASN B 717 176.954 144.752 212.954 1.00 57.86 C -ATOM 12977 O ASN B 717 175.774 144.748 212.593 1.00 57.86 O -ATOM 12978 CB ASN B 717 178.500 143.017 213.963 1.00 57.86 C -ATOM 12979 CG ASN B 717 179.881 143.617 214.073 1.00 57.86 C -ATOM 12980 OD1 ASN B 717 180.044 144.836 214.055 1.00 57.86 O -ATOM 12981 ND2 ASN B 717 180.890 142.762 214.187 1.00 57.86 N -ATOM 12982 N PHE B 718 177.912 145.370 212.267 1.00 50.24 N -ATOM 12983 CA PHE B 718 177.595 146.095 211.047 1.00 50.24 C -ATOM 12984 C PHE B 718 178.809 146.115 210.128 1.00 50.24 C -ATOM 12985 O PHE B 718 179.846 145.508 210.408 1.00 50.24 O -ATOM 12986 CB PHE B 718 177.121 147.521 211.350 1.00 50.24 C -ATOM 12987 CG PHE B 718 177.978 148.264 212.345 1.00 50.24 C -ATOM 12988 CD1 PHE B 718 179.147 148.900 211.947 1.00 50.24 C -ATOM 12989 CD2 PHE B 718 177.600 148.347 213.676 1.00 50.24 C -ATOM 12990 CE1 PHE B 718 179.928 149.581 212.856 1.00 50.24 C -ATOM 12991 CE2 PHE B 718 178.380 149.033 214.592 1.00 50.24 C -ATOM 12992 CZ PHE B 718 179.544 149.650 214.179 1.00 50.24 C -ATOM 12993 N THR B 719 178.655 146.833 209.019 1.00 57.13 N -ATOM 12994 CA THR B 719 179.732 147.121 208.089 1.00 57.13 C -ATOM 12995 C THR B 719 179.387 148.405 207.349 1.00 57.13 C -ATOM 12996 O THR B 719 178.224 148.823 207.289 1.00 57.13 O -ATOM 12997 CB THR B 719 179.971 145.969 207.102 1.00 57.13 C -ATOM 12998 OG1 THR B 719 181.029 146.321 206.202 1.00 57.13 O -ATOM 12999 CG2 THR B 719 178.715 145.670 206.305 1.00 57.13 C -ATOM 13000 N ILE B 720 180.418 149.035 206.797 1.00 33.99 N -ATOM 13001 CA ILE B 720 180.290 150.297 206.081 1.00 33.99 C -ATOM 13002 C ILE B 720 180.644 150.037 204.625 1.00 33.99 C -ATOM 13003 O ILE B 720 181.748 149.566 204.323 1.00 33.99 O -ATOM 13004 CB ILE B 720 181.190 151.383 206.688 1.00 33.99 C -ATOM 13005 CG1 ILE B 720 180.815 151.627 208.152 1.00 33.99 C -ATOM 13006 CG2 ILE B 720 181.098 152.664 205.887 1.00 33.99 C -ATOM 13007 CD1 ILE B 720 179.420 152.174 208.345 1.00 33.99 C -ATOM 13008 N SER B 721 179.716 150.341 203.722 1.00 51.32 N -ATOM 13009 CA SER B 721 179.883 150.045 202.306 1.00 51.32 C -ATOM 13010 C SER B 721 179.911 151.340 201.511 1.00 51.32 C -ATOM 13011 O SER B 721 179.038 152.194 201.680 1.00 51.32 O -ATOM 13012 CB SER B 721 178.757 149.140 201.799 1.00 51.32 C -ATOM 13013 OG SER B 721 178.864 147.837 202.346 1.00 51.32 O -ATOM 13014 N VAL B 722 180.903 151.479 200.638 1.00 31.15 N -ATOM 13015 CA VAL B 722 181.012 152.635 199.755 1.00 31.15 C -ATOM 13016 C VAL B 722 180.855 152.122 198.329 1.00 31.15 C -ATOM 13017 O VAL B 722 181.771 151.511 197.768 1.00 31.15 O -ATOM 13018 CB VAL B 722 182.329 153.394 199.937 1.00 31.15 C -ATOM 13019 CG1 VAL B 722 182.342 154.621 199.052 1.00 31.15 C -ATOM 13020 CG2 VAL B 722 182.494 153.810 201.386 1.00 31.15 C -ATOM 13021 N THR B 723 179.691 152.374 197.743 1.00 48.09 N -ATOM 13022 CA THR B 723 179.366 151.937 196.394 1.00 48.09 C -ATOM 13023 C THR B 723 179.574 153.075 195.398 1.00 48.09 C -ATOM 13024 O THR B 723 179.677 154.245 195.764 1.00 48.09 O -ATOM 13025 CB THR B 723 177.923 151.431 196.328 1.00 48.09 C -ATOM 13026 OG1 THR B 723 177.025 152.515 196.589 1.00 48.09 O -ATOM 13027 CG2 THR B 723 177.699 150.342 197.363 1.00 48.09 C -ATOM 13028 N THR B 724 179.620 152.714 194.118 1.00 33.98 N -ATOM 13029 CA THR B 724 179.910 153.651 193.041 1.00 33.98 C -ATOM 13030 C THR B 724 178.745 153.676 192.061 1.00 33.98 C -ATOM 13031 O THR B 724 178.327 152.625 191.562 1.00 33.98 O -ATOM 13032 CB THR B 724 181.212 153.260 192.328 1.00 33.98 C -ATOM 13033 OG1 THR B 724 182.325 153.530 193.188 1.00 33.98 O -ATOM 13034 CG2 THR B 724 181.388 154.035 191.030 1.00 33.98 C -ATOM 13035 N GLU B 725 178.224 154.872 191.786 1.00 42.97 N -ATOM 13036 CA GLU B 725 177.122 155.054 190.848 1.00 42.97 C -ATOM 13037 C GLU B 725 177.524 156.076 189.796 1.00 42.97 C -ATOM 13038 O GLU B 725 177.944 157.183 190.136 1.00 42.97 O -ATOM 13039 CB GLU B 725 175.854 155.506 191.575 1.00 42.97 C -ATOM 13040 CG GLU B 725 174.766 156.026 190.659 1.00 42.97 C -ATOM 13041 CD GLU B 725 173.407 156.015 191.319 1.00 42.97 C -ATOM 13042 OE1 GLU B 725 173.331 156.318 192.528 1.00 42.97 O -ATOM 13043 OE2 GLU B 725 172.416 155.699 190.630 1.00 42.97 O1- -ATOM 13044 N ILE B 726 177.381 155.718 188.524 1.00 34.32 N -ATOM 13045 CA ILE B 726 177.906 156.508 187.415 1.00 34.32 C -ATOM 13046 C ILE B 726 176.738 157.015 186.580 1.00 34.32 C -ATOM 13047 O ILE B 726 175.879 156.227 186.170 1.00 34.32 O -ATOM 13048 CB ILE B 726 178.880 155.674 186.564 1.00 34.32 C -ATOM 13049 CG1 ILE B 726 180.036 155.192 187.441 1.00 34.32 C -ATOM 13050 CG2 ILE B 726 179.400 156.481 185.389 1.00 34.32 C -ATOM 13051 CD1 ILE B 726 180.576 153.844 187.062 1.00 34.32 C -ATOM 13052 N LEU B 727 176.706 158.327 186.327 1.00 29.81 N -ATOM 13053 CA LEU B 727 175.597 158.937 185.603 1.00 29.81 C -ATOM 13054 C LEU B 727 176.112 159.866 184.510 1.00 29.81 C -ATOM 13055 O LEU B 727 176.958 160.735 184.784 1.00 29.81 O -ATOM 13056 CB LEU B 727 174.690 159.715 186.563 1.00 29.81 C -ATOM 13057 CG LEU B 727 173.699 158.912 187.400 1.00 29.81 C -ATOM 13058 CD1 LEU B 727 173.304 159.704 188.630 1.00 29.81 C -ATOM 13059 CD2 LEU B 727 172.476 158.560 186.575 1.00 29.81 C -ATOM 13060 N PRO B 728 175.631 159.731 183.275 1.00 29.04 N -ATOM 13061 CA PRO B 728 175.935 160.739 182.254 1.00 29.04 C -ATOM 13062 C PRO B 728 175.199 162.040 182.530 1.00 29.04 C -ATOM 13063 O PRO B 728 174.115 162.054 183.119 1.00 29.04 O -ATOM 13064 CB PRO B 728 175.448 160.092 180.950 1.00 29.04 C -ATOM 13065 CG PRO B 728 175.156 158.659 181.289 1.00 29.04 C -ATOM 13066 CD PRO B 728 174.817 158.632 182.737 1.00 29.04 C -ATOM 13067 N VAL B 729 175.800 163.147 182.092 1.00 28.40 N -ATOM 13068 CA VAL B 729 175.273 164.484 182.336 1.00 28.40 C -ATOM 13069 C VAL B 729 175.030 165.237 181.031 1.00 28.40 C -ATOM 13070 O VAL B 729 173.934 165.756 180.795 1.00 28.40 O -ATOM 13071 CB VAL B 729 176.202 165.291 183.273 1.00 28.40 C -ATOM 13072 CG1 VAL B 729 175.850 166.770 183.264 1.00 28.40 C -ATOM 13073 CG2 VAL B 729 176.130 164.739 184.687 1.00 28.40 C -ATOM 13074 N SER B 730 176.036 165.292 180.161 1.00 30.62 N -ATOM 13075 CA SER B 730 175.922 166.025 178.909 1.00 30.62 C -ATOM 13076 C SER B 730 176.807 165.365 177.863 1.00 30.62 C -ATOM 13077 O SER B 730 177.879 164.848 178.180 1.00 30.62 O -ATOM 13078 CB SER B 730 176.314 167.495 179.082 1.00 30.62 C -ATOM 13079 OG SER B 730 177.615 167.611 179.631 1.00 30.62 O -ATOM 13080 N MET B 731 176.356 165.391 176.613 1.00 45.15 N -ATOM 13081 CA MET B 731 177.094 164.753 175.537 1.00 45.15 C -ATOM 13082 C MET B 731 177.874 165.801 174.744 1.00 45.15 C -ATOM 13083 O MET B 731 178.020 166.954 175.160 1.00 45.15 O -ATOM 13084 CB MET B 731 176.165 163.961 174.617 1.00 45.15 C -ATOM 13085 CG MET B 731 174.972 164.721 174.089 1.00 45.15 C -ATOM 13086 SD MET B 731 174.269 163.793 172.715 1.00 45.15 S -ATOM 13087 CE MET B 731 172.716 164.632 172.485 1.00 45.15 C -ATOM 13088 N THR B 732 178.397 165.387 173.592 1.00 38.16 N -ATOM 13089 CA THR B 732 179.189 166.272 172.747 1.00 38.16 C -ATOM 13090 C THR B 732 178.297 167.269 172.015 1.00 38.16 C -ATOM 13091 O THR B 732 177.323 166.885 171.361 1.00 38.16 O -ATOM 13092 CB THR B 732 179.991 165.445 171.741 1.00 38.16 C -ATOM 13093 OG1 THR B 732 180.863 164.548 172.440 1.00 38.16 O -ATOM 13094 CG2 THR B 732 180.816 166.338 170.834 1.00 38.16 C -ATOM 13095 N LYS B 733 178.631 168.554 172.130 1.00 34.50 N -ATOM 13096 CA LYS B 733 177.956 169.595 171.367 1.00 34.50 C -ATOM 13097 C LYS B 733 178.473 169.601 169.934 1.00 34.50 C -ATOM 13098 O LYS B 733 179.684 169.539 169.705 1.00 34.50 O -ATOM 13099 CB LYS B 733 178.183 170.961 172.010 1.00 34.50 C -ATOM 13100 CG LYS B 733 177.584 171.109 173.395 1.00 34.50 C -ATOM 13101 CD LYS B 733 178.277 172.207 174.183 1.00 34.50 C -ATOM 13102 CE LYS B 733 178.149 173.553 173.492 1.00 34.50 C -ATOM 13103 NZ LYS B 733 178.706 174.652 174.324 1.00 34.50 N1+ -ATOM 13104 N THR B 734 177.559 169.676 168.969 1.00 38.78 N -ATOM 13105 CA THR B 734 177.920 169.666 167.558 1.00 38.78 C -ATOM 13106 C THR B 734 177.272 170.842 166.841 1.00 38.78 C -ATOM 13107 O THR B 734 176.396 171.527 167.375 1.00 38.78 O -ATOM 13108 CB THR B 734 177.511 168.353 166.875 1.00 38.78 C -ATOM 13109 OG1 THR B 734 176.154 168.037 167.210 1.00 38.78 O -ATOM 13110 CG2 THR B 734 178.417 167.213 167.309 1.00 38.78 C -ATOM 13111 N SER B 735 177.726 171.069 165.610 1.00 43.64 N -ATOM 13112 CA SER B 735 177.175 172.097 164.741 1.00 43.64 C -ATOM 13113 C SER B 735 177.383 171.661 163.299 1.00 43.64 C -ATOM 13114 O SER B 735 178.408 171.059 162.970 1.00 43.64 O -ATOM 13115 CB SER B 735 177.832 173.459 164.988 1.00 43.64 C -ATOM 13116 OG SER B 735 177.307 174.442 164.115 1.00 43.64 O -ATOM 13117 N VAL B 736 176.407 171.959 162.446 1.00 48.55 N -ATOM 13118 CA VAL B 736 176.380 171.461 161.076 1.00 48.55 C -ATOM 13119 C VAL B 736 176.256 172.639 160.119 1.00 48.55 C -ATOM 13120 O VAL B 736 175.332 173.451 160.241 1.00 48.55 O -ATOM 13121 CB VAL B 736 175.227 170.461 160.868 1.00 48.55 C -ATOM 13122 CG1 VAL B 736 174.989 170.210 159.392 1.00 48.55 C -ATOM 13123 CG2 VAL B 736 175.529 169.152 161.579 1.00 48.55 C -ATOM 13124 N ASP B 737 177.191 172.730 159.173 1.00 68.46 N -ATOM 13125 CA ASP B 737 177.070 173.639 158.035 1.00 68.46 C -ATOM 13126 C ASP B 737 176.352 172.883 156.924 1.00 68.46 C -ATOM 13127 O ASP B 737 176.952 172.058 156.229 1.00 68.46 O -ATOM 13128 CB ASP B 737 178.438 174.135 157.584 1.00 68.46 C -ATOM 13129 CG ASP B 737 178.355 175.418 156.782 1.00 68.46 C -ATOM 13130 OD1 ASP B 737 177.228 175.892 156.532 1.00 68.46 O -ATOM 13131 OD2 ASP B 737 179.417 175.954 156.400 1.00 68.46 O1- -ATOM 13132 N CYS B 738 175.055 173.168 156.764 1.00 69.09 N -ATOM 13133 CA CYS B 738 174.229 172.427 155.813 1.00 69.09 C -ATOM 13134 C CYS B 738 174.626 172.729 154.377 1.00 69.09 C -ATOM 13135 O CYS B 738 174.615 171.832 153.526 1.00 69.09 O -ATOM 13136 CB CYS B 738 172.758 172.771 156.014 1.00 69.09 C -ATOM 13137 SG CYS B 738 172.429 174.492 155.635 1.00 69.09 S -ATOM 13138 N THR B 739 174.950 173.994 154.090 1.00 72.50 N -ATOM 13139 CA THR B 739 175.329 174.396 152.738 1.00 72.50 C -ATOM 13140 C THR B 739 176.618 173.712 152.301 1.00 72.50 C -ATOM 13141 O THR B 739 176.705 173.196 151.181 1.00 72.50 O -ATOM 13142 CB THR B 739 175.474 175.917 152.673 1.00 72.50 C -ATOM 13143 OG1 THR B 739 174.265 176.533 153.133 1.00 72.50 O -ATOM 13144 CG2 THR B 739 175.748 176.372 151.248 1.00 72.50 C -ATOM 13145 N MET B 740 177.611 173.657 153.192 1.00 72.92 N -ATOM 13146 CA MET B 740 178.863 172.976 152.884 1.00 72.92 C -ATOM 13147 C MET B 740 178.690 171.461 152.845 1.00 72.92 C -ATOM 13148 O MET B 740 179.365 170.784 152.060 1.00 72.92 O -ATOM 13149 CB MET B 740 179.929 173.375 153.906 1.00 72.92 C -ATOM 13150 CG MET B 740 181.323 172.833 153.634 1.00 72.92 C -ATOM 13151 SD MET B 740 182.501 173.370 154.881 1.00 72.92 S -ATOM 13152 CE MET B 740 182.653 175.094 154.435 1.00 72.92 C -ATOM 13153 N TYR B 741 177.796 170.914 153.674 1.00 52.34 N -ATOM 13154 CA TYR B 741 177.567 169.472 153.668 1.00 52.34 C -ATOM 13155 C TYR B 741 176.883 169.016 152.385 1.00 52.34 C -ATOM 13156 O TYR B 741 177.261 167.991 151.806 1.00 52.34 O -ATOM 13157 CB TYR B 741 176.738 169.064 154.885 1.00 52.34 C -ATOM 13158 CG TYR B 741 176.272 167.627 154.839 1.00 52.34 C -ATOM 13159 CD1 TYR B 741 177.175 166.580 154.970 1.00 52.34 C -ATOM 13160 CD2 TYR B 741 174.929 167.317 154.657 1.00 52.34 C -ATOM 13161 CE1 TYR B 741 176.755 165.264 154.925 1.00 52.34 C -ATOM 13162 CE2 TYR B 741 174.500 166.005 154.608 1.00 52.34 C -ATOM 13163 CZ TYR B 741 175.417 164.984 154.744 1.00 52.34 C -ATOM 13164 OH TYR B 741 174.995 163.676 154.698 1.00 52.34 O -ATOM 13165 N ILE B 742 175.878 169.759 151.925 1.00 65.30 N -ATOM 13166 CA ILE B 742 175.157 169.368 150.719 1.00 65.30 C -ATOM 13167 C ILE B 742 175.967 169.699 149.472 1.00 65.30 C -ATOM 13168 O ILE B 742 176.184 168.840 148.610 1.00 65.30 O -ATOM 13169 CB ILE B 742 173.769 170.033 150.690 1.00 65.30 C -ATOM 13170 CG1 ILE B 742 172.926 169.554 151.871 1.00 65.30 C -ATOM 13171 CG2 ILE B 742 173.064 169.730 149.390 1.00 65.30 C -ATOM 13172 CD1 ILE B 742 171.727 170.426 152.154 1.00 65.30 C -ATOM 13173 N CYS B 743 176.434 170.939 149.356 1.00 80.97 N -ATOM 13174 CA CYS B 743 177.183 171.395 148.193 1.00 80.97 C -ATOM 13175 C CYS B 743 178.630 171.625 148.605 1.00 80.97 C -ATOM 13176 O CYS B 743 178.892 172.352 149.568 1.00 80.97 O -ATOM 13177 CB CYS B 743 176.570 172.675 147.628 1.00 80.97 C -ATOM 13178 SG CYS B 743 174.765 172.665 147.621 1.00 80.97 S -ATOM 13179 N GLY B 744 179.561 171.005 147.885 1.00 97.81 N -ATOM 13180 CA GLY B 744 180.966 171.131 148.222 1.00 97.81 C -ATOM 13181 C GLY B 744 181.518 172.525 148.006 1.00 97.81 C -ATOM 13182 O GLY B 744 181.849 173.221 148.970 1.00 97.81 O -ATOM 13183 N ASP B 745 181.621 172.946 146.748 1.00123.25 N -ATOM 13184 CA ASP B 745 182.021 174.308 146.417 1.00123.25 C -ATOM 13185 C ASP B 745 181.272 174.799 145.186 1.00123.25 C -ATOM 13186 O ASP B 745 181.833 175.495 144.334 1.00123.25 O -ATOM 13187 CB ASP B 745 183.532 174.401 146.205 1.00123.25 C -ATOM 13188 CG ASP B 745 184.279 174.725 147.484 1.00123.25 C -ATOM 13189 OD1 ASP B 745 183.744 175.499 148.306 1.00123.25 O -ATOM 13190 OD2 ASP B 745 185.400 174.207 147.669 1.00123.25 O1- -ATOM 13191 N SER B 746 179.993 174.448 145.074 1.00121.68 N -ATOM 13192 CA SER B 746 179.222 174.685 143.858 1.00121.68 C -ATOM 13193 C SER B 746 178.233 175.825 144.083 1.00121.68 C -ATOM 13194 O SER B 746 177.282 175.693 144.865 1.00121.68 O -ATOM 13195 CB SER B 746 178.507 173.411 143.417 1.00121.68 C -ATOM 13196 OG SER B 746 177.465 173.704 142.503 1.00121.68 O -ATOM 13197 N THR B 747 178.459 176.936 143.375 1.00120.46 N -ATOM 13198 CA THR B 747 177.539 178.068 143.410 1.00120.46 C -ATOM 13199 C THR B 747 176.192 177.698 142.793 1.00120.46 C -ATOM 13200 O THR B 747 175.143 178.155 143.267 1.00120.46 O -ATOM 13201 CB THR B 747 178.184 179.260 142.687 1.00120.46 C -ATOM 13202 OG1 THR B 747 179.409 179.605 143.346 1.00120.46 O -ATOM 13203 CG2 THR B 747 177.281 180.494 142.694 1.00120.46 C -ATOM 13204 N GLU B 748 176.204 176.837 141.769 1.00120.19 N -ATOM 13205 CA GLU B 748 174.964 176.337 141.180 1.00120.19 C -ATOM 13206 C GLU B 748 174.169 175.501 142.177 1.00120.19 C -ATOM 13207 O GLU B 748 172.938 175.615 142.252 1.00120.19 O -ATOM 13208 CB GLU B 748 175.274 175.520 139.924 1.00120.19 C -ATOM 13209 CG GLU B 748 176.336 176.128 139.017 1.00120.19 C -ATOM 13210 CD GLU B 748 177.715 175.537 139.251 1.00120.19 C -ATOM 13211 OE1 GLU B 748 178.148 175.481 140.422 1.00120.19 O -ATOM 13212 OE2 GLU B 748 178.366 175.130 138.266 1.00120.19 O1- -ATOM 13213 N CYS B 749 174.856 174.667 142.967 1.00106.92 N -ATOM 13214 CA CYS B 749 174.169 173.916 144.014 1.00106.92 C -ATOM 13215 C CYS B 749 173.667 174.826 145.125 1.00106.92 C -ATOM 13216 O CYS B 749 172.621 174.545 145.713 1.00106.92 O -ATOM 13217 CB CYS B 749 175.076 172.838 144.604 1.00106.92 C -ATOM 13218 SG CYS B 749 174.271 171.799 145.853 1.00106.92 S -ATOM 13219 N SER B 750 174.388 175.910 145.428 1.00102.01 N -ATOM 13220 CA SER B 750 173.883 176.876 146.404 1.00102.01 C -ATOM 13221 C SER B 750 172.614 177.561 145.904 1.00102.01 C -ATOM 13222 O SER B 750 171.661 177.766 146.671 1.00102.01 O -ATOM 13223 CB SER B 750 174.961 177.909 146.725 1.00102.01 C -ATOM 13224 OG SER B 750 174.544 178.763 147.776 1.00102.01 O -ATOM 13225 N ASN B 751 172.580 177.902 144.612 1.00 99.34 N -ATOM 13226 CA ASN B 751 171.392 178.516 144.024 1.00 99.34 C -ATOM 13227 C ASN B 751 170.221 177.540 143.978 1.00 99.34 C -ATOM 13228 O ASN B 751 169.065 177.943 144.149 1.00 99.34 O -ATOM 13229 CB ASN B 751 171.711 179.038 142.623 1.00 99.34 C -ATOM 13230 CG ASN B 751 172.749 180.143 142.636 1.00 99.34 C -ATOM 13231 OD1 ASN B 751 173.041 180.725 143.681 1.00 99.34 O -ATOM 13232 ND2 ASN B 751 173.314 180.438 141.471 1.00 99.34 N -ATOM 13233 N LEU B 752 170.497 176.254 143.744 1.00 93.17 N -ATOM 13234 CA LEU B 752 169.429 175.259 143.792 1.00 93.17 C -ATOM 13235 C LEU B 752 168.998 174.957 145.223 1.00 93.17 C -ATOM 13236 O LEU B 752 167.849 174.566 145.454 1.00 93.17 O -ATOM 13237 CB LEU B 752 169.867 173.976 143.089 1.00 93.17 C -ATOM 13238 CG LEU B 752 170.023 174.092 141.574 1.00 93.17 C -ATOM 13239 CD1 LEU B 752 170.571 172.805 140.988 1.00 93.17 C -ATOM 13240 CD2 LEU B 752 168.691 174.451 140.941 1.00 93.17 C -ATOM 13241 N LEU B 753 169.903 175.122 146.188 1.00 82.26 N -ATOM 13242 CA LEU B 753 169.571 174.933 147.593 1.00 82.26 C -ATOM 13243 C LEU B 753 168.758 176.092 148.145 1.00 82.26 C -ATOM 13244 O LEU B 753 168.024 175.910 149.122 1.00 82.26 O -ATOM 13245 CB LEU B 753 170.854 174.752 148.407 1.00 82.26 C -ATOM 13246 CG LEU B 753 170.748 174.133 149.801 1.00 82.26 C -ATOM 13247 CD1 LEU B 753 169.979 172.826 149.751 1.00 82.26 C -ATOM 13248 CD2 LEU B 753 172.132 173.923 150.391 1.00 82.26 C -ATOM 13249 N LEU B 754 168.868 177.278 147.538 1.00 80.88 N -ATOM 13250 CA LEU B 754 168.014 178.395 147.928 1.00 80.88 C -ATOM 13251 C LEU B 754 166.548 178.174 147.565 1.00 80.88 C -ATOM 13252 O LEU B 754 165.679 178.856 148.119 1.00 80.88 O -ATOM 13253 CB LEU B 754 168.515 179.691 147.290 1.00 80.88 C -ATOM 13254 CG LEU B 754 169.757 180.312 147.929 1.00 80.88 C -ATOM 13255 CD1 LEU B 754 170.251 181.489 147.106 1.00 80.88 C -ATOM 13256 CD2 LEU B 754 169.463 180.736 149.358 1.00 80.88 C -ATOM 13257 N GLN B 755 166.251 177.243 146.653 1.00 81.02 N -ATOM 13258 CA GLN B 755 164.874 176.931 146.290 1.00 81.02 C -ATOM 13259 C GLN B 755 164.147 176.101 147.341 1.00 81.02 C -ATOM 13260 O GLN B 755 162.931 175.920 147.222 1.00 81.02 O -ATOM 13261 CB GLN B 755 164.835 176.190 144.951 1.00 81.02 C -ATOM 13262 CG GLN B 755 165.805 176.716 143.908 1.00 81.02 C -ATOM 13263 CD GLN B 755 165.437 178.100 143.417 1.00 81.02 C -ATOM 13264 OE1 GLN B 755 164.305 178.342 143.000 1.00 81.02 O -ATOM 13265 NE2 GLN B 755 166.395 179.018 143.462 1.00 81.02 N -ATOM 13266 N TYR B 756 164.847 175.589 148.353 1.00 69.76 N -ATOM 13267 CA TYR B 756 164.229 174.735 149.361 1.00 69.76 C -ATOM 13268 C TYR B 756 163.824 175.477 150.627 1.00 69.76 C -ATOM 13269 O TYR B 756 162.806 175.126 151.231 1.00 69.76 O -ATOM 13270 CB TYR B 756 165.167 173.577 149.720 1.00 69.76 C -ATOM 13271 CG TYR B 756 165.196 172.490 148.668 1.00 69.76 C -ATOM 13272 CD1 TYR B 756 165.970 172.622 147.521 1.00 69.76 C -ATOM 13273 CD2 TYR B 756 164.446 171.331 148.825 1.00 69.76 C -ATOM 13274 CE1 TYR B 756 165.991 171.630 146.556 1.00 69.76 C -ATOM 13275 CE2 TYR B 756 164.464 170.333 147.869 1.00 69.76 C -ATOM 13276 CZ TYR B 756 165.239 170.488 146.738 1.00 69.76 C -ATOM 13277 OH TYR B 756 165.259 169.497 145.786 1.00 69.76 O -ATOM 13278 N GLY B 757 164.584 176.484 151.049 1.00 65.89 N -ATOM 13279 CA GLY B 757 164.095 177.386 152.075 1.00 65.89 C -ATOM 13280 C GLY B 757 164.703 177.271 153.459 1.00 65.89 C -ATOM 13281 O GLY B 757 165.924 177.339 153.625 1.00 65.89 O -ATOM 13282 N SER B 758 163.842 177.094 154.464 1.00 53.96 N -ATOM 13283 CA SER B 758 164.200 177.262 155.867 1.00 53.96 C -ATOM 13284 C SER B 758 164.551 175.948 156.557 1.00 53.96 C -ATOM 13285 O SER B 758 164.555 175.891 157.796 1.00 53.96 O -ATOM 13286 CB SER B 758 163.060 177.955 156.613 1.00 53.96 C -ATOM 13287 OG SER B 758 162.030 177.035 156.924 1.00 53.96 O -ATOM 13288 N PHE B 759 164.830 174.894 155.782 1.00 52.71 N -ATOM 13289 CA PHE B 759 165.286 173.632 156.360 1.00 52.71 C -ATOM 13290 C PHE B 759 166.611 173.809 157.090 1.00 52.71 C -ATOM 13291 O PHE B 759 166.775 173.324 158.218 1.00 52.71 O -ATOM 13292 CB PHE B 759 165.419 172.575 155.264 1.00 52.71 C -ATOM 13293 CG PHE B 759 164.142 171.844 154.963 1.00 52.71 C -ATOM 13294 CD1 PHE B 759 163.231 172.355 154.051 1.00 52.71 C -ATOM 13295 CD2 PHE B 759 163.858 170.639 155.586 1.00 52.71 C -ATOM 13296 CE1 PHE B 759 162.055 171.678 153.770 1.00 52.71 C -ATOM 13297 CE2 PHE B 759 162.686 169.958 155.311 1.00 52.71 C -ATOM 13298 CZ PHE B 759 161.783 170.480 154.402 1.00 52.71 C -ATOM 13299 N CYS B 760 167.546 174.541 156.476 1.00 58.34 N -ATOM 13300 CA CYS B 760 168.829 174.832 157.108 1.00 58.34 C -ATOM 13301 C CYS B 760 168.670 175.663 158.372 1.00 58.34 C -ATOM 13302 O CYS B 760 169.364 175.422 159.368 1.00 58.34 O -ATOM 13303 CB CYS B 760 169.741 175.559 156.124 1.00 58.34 C -ATOM 13304 SG CYS B 760 170.532 174.500 154.927 1.00 58.34 S -ATOM 13305 N THR B 761 167.768 176.649 158.347 1.00 52.97 N -ATOM 13306 CA THR B 761 167.554 177.490 159.518 1.00 52.97 C -ATOM 13307 C THR B 761 166.958 176.693 160.671 1.00 52.97 C -ATOM 13308 O THR B 761 167.379 176.857 161.821 1.00 52.97 O -ATOM 13309 CB THR B 761 166.653 178.673 159.168 1.00 52.97 C -ATOM 13310 OG1 THR B 761 165.304 178.220 159.022 1.00 52.97 O -ATOM 13311 CG2 THR B 761 167.107 179.316 157.868 1.00 52.97 C -ATOM 13312 N GLN B 762 166.014 175.789 160.381 1.00 52.08 N -ATOM 13313 CA GLN B 762 165.435 175.000 161.464 1.00 52.08 C -ATOM 13314 C GLN B 762 166.409 173.943 161.987 1.00 52.08 C -ATOM 13315 O GLN B 762 166.403 173.649 163.191 1.00 52.08 O -ATOM 13316 CB GLN B 762 164.098 174.389 161.022 1.00 52.08 C -ATOM 13317 CG GLN B 762 164.153 173.083 160.246 1.00 52.08 C -ATOM 13318 CD GLN B 762 162.787 172.640 159.771 1.00 52.08 C -ATOM 13319 OE1 GLN B 762 161.805 173.370 159.901 1.00 52.08 O -ATOM 13320 NE2 GLN B 762 162.715 171.435 159.217 1.00 52.08 N -ATOM 13321 N LEU B 763 167.297 173.413 161.132 1.00 49.42 N -ATOM 13322 CA LEU B 763 168.300 172.467 161.621 1.00 49.42 C -ATOM 13323 C LEU B 763 169.346 173.164 162.484 1.00 49.42 C -ATOM 13324 O LEU B 763 169.752 172.631 163.528 1.00 49.42 O -ATOM 13325 CB LEU B 763 168.966 171.738 160.455 1.00 49.42 C -ATOM 13326 CG LEU B 763 168.092 170.754 159.672 1.00 49.42 C -ATOM 13327 CD1 LEU B 763 168.897 170.024 158.610 1.00 49.42 C -ATOM 13328 CD2 LEU B 763 167.376 169.784 160.589 1.00 49.42 C -ATOM 13329 N LYS B 764 169.779 174.362 162.067 1.00 47.31 N -ATOM 13330 CA LYS B 764 170.698 175.157 162.877 1.00 47.31 C -ATOM 13331 C LYS B 764 170.065 175.553 164.204 1.00 47.31 C -ATOM 13332 O LYS B 764 170.735 175.542 165.243 1.00 47.31 O -ATOM 13333 CB LYS B 764 171.135 176.405 162.110 1.00 47.31 C -ATOM 13334 CG LYS B 764 172.317 176.202 161.183 1.00 47.31 C -ATOM 13335 CD LYS B 764 172.673 177.502 160.478 1.00 47.31 C -ATOM 13336 CE LYS B 764 173.689 177.282 159.371 1.00 47.31 C -ATOM 13337 NZ LYS B 764 173.886 178.514 158.558 1.00 47.31 N1+ -ATOM 13338 N ARG B 765 168.769 175.886 164.187 1.00 48.88 N -ATOM 13339 CA ARG B 765 168.059 176.246 165.410 1.00 48.88 C -ATOM 13340 C ARG B 765 167.970 175.071 166.380 1.00 48.88 C -ATOM 13341 O ARG B 765 168.209 175.235 167.585 1.00 48.88 O -ATOM 13342 CB ARG B 765 166.664 176.757 165.052 1.00 48.88 C -ATOM 13343 CG ARG B 765 166.006 177.622 166.104 1.00 48.88 C -ATOM 13344 CD ARG B 765 164.543 177.841 165.760 1.00 48.88 C -ATOM 13345 NE ARG B 765 164.389 178.500 164.468 1.00 48.88 N -ATOM 13346 CZ ARG B 765 163.450 178.200 163.581 1.00 48.88 C -ATOM 13347 NH1 ARG B 765 162.561 177.247 163.810 1.00 48.88 N1+ -ATOM 13348 NH2 ARG B 765 163.405 178.869 162.433 1.00 48.88 N -ATOM 13349 N ALA B 766 167.654 173.874 165.867 1.00 39.08 N -ATOM 13350 CA ALA B 766 167.566 172.691 166.722 1.00 39.08 C -ATOM 13351 C ALA B 766 168.922 172.313 167.312 1.00 39.08 C -ATOM 13352 O ALA B 766 169.022 172.007 168.511 1.00 39.08 O -ATOM 13353 CB ALA B 766 166.980 171.519 165.936 1.00 39.08 C -ATOM 13354 N LEU B 767 169.981 172.353 166.495 1.00 34.69 N -ATOM 13355 CA LEU B 767 171.302 171.995 167.005 1.00 34.69 C -ATOM 13356 C LEU B 767 171.843 173.043 167.974 1.00 34.69 C -ATOM 13357 O LEU B 767 172.529 172.688 168.941 1.00 34.69 O -ATOM 13358 CB LEU B 767 172.268 171.776 165.844 1.00 34.69 C -ATOM 13359 CG LEU B 767 172.100 170.408 165.183 1.00 34.69 C -ATOM 13360 CD1 LEU B 767 172.838 170.353 163.865 1.00 34.69 C -ATOM 13361 CD2 LEU B 767 172.573 169.302 166.111 1.00 34.69 C -ATOM 13362 N THR B 768 171.519 174.323 167.757 1.00 37.80 N -ATOM 13363 CA THR B 768 171.900 175.362 168.708 1.00 37.80 C -ATOM 13364 C THR B 768 171.164 175.197 170.033 1.00 37.80 C -ATOM 13365 O THR B 768 171.750 175.408 171.103 1.00 37.80 O -ATOM 13366 CB THR B 768 171.626 176.740 168.103 1.00 37.80 C -ATOM 13367 OG1 THR B 768 172.175 176.796 166.781 1.00 37.80 O -ATOM 13368 CG2 THR B 768 172.262 177.835 168.943 1.00 37.80 C -ATOM 13369 N GLY B 769 169.885 174.803 169.979 1.00 37.01 N -ATOM 13370 CA GLY B 769 169.148 174.529 171.205 1.00 37.01 C -ATOM 13371 C GLY B 769 169.717 173.362 171.992 1.00 37.01 C -ATOM 13372 O GLY B 769 169.820 173.423 173.221 1.00 37.01 O -ATOM 13373 N ILE B 770 170.122 172.297 171.290 1.00 33.53 N -ATOM 13374 CA ILE B 770 170.764 171.158 171.952 1.00 33.53 C -ATOM 13375 C ILE B 770 172.108 171.566 172.561 1.00 33.53 C -ATOM 13376 O ILE B 770 172.437 171.177 173.694 1.00 33.53 O -ATOM 13377 CB ILE B 770 170.910 169.986 170.961 1.00 33.53 C -ATOM 13378 CG1 ILE B 770 169.534 169.464 170.550 1.00 33.53 C -ATOM 13379 CG2 ILE B 770 171.727 168.848 171.556 1.00 33.53 C -ATOM 13380 CD1 ILE B 770 169.586 168.342 169.537 1.00 33.53 C -ATOM 13381 N ALA B 771 172.888 172.378 171.836 1.00 34.16 N -ATOM 13382 CA ALA B 771 174.191 172.817 172.335 1.00 34.16 C -ATOM 13383 C ALA B 771 174.070 173.730 173.552 1.00 34.16 C -ATOM 13384 O ALA B 771 174.935 173.694 174.434 1.00 34.16 O -ATOM 13385 CB ALA B 771 174.967 173.521 171.224 1.00 34.16 C -ATOM 13386 N VAL B 772 173.024 174.556 173.615 1.00 34.16 N -ATOM 13387 CA VAL B 772 172.772 175.340 174.823 1.00 34.16 C -ATOM 13388 C VAL B 772 172.312 174.432 175.963 1.00 34.16 C -ATOM 13389 O VAL B 772 172.714 174.612 177.125 1.00 34.16 O -ATOM 13390 CB VAL B 772 171.759 176.462 174.515 1.00 34.16 C -ATOM 13391 CG1 VAL B 772 171.266 177.150 175.781 1.00 34.16 C -ATOM 13392 CG2 VAL B 772 172.387 177.490 173.589 1.00 34.16 C -ATOM 13393 N GLU B 773 171.494 173.420 175.640 1.00 37.49 N -ATOM 13394 CA GLU B 773 170.952 172.516 176.652 1.00 37.49 C -ATOM 13395 C GLU B 773 172.036 171.681 177.327 1.00 37.49 C -ATOM 13396 O GLU B 773 171.901 171.341 178.507 1.00 37.49 O -ATOM 13397 CB GLU B 773 169.901 171.608 176.013 1.00 37.49 C -ATOM 13398 CG GLU B 773 169.062 170.807 176.992 1.00 37.49 C -ATOM 13399 CD GLU B 773 168.277 169.707 176.312 1.00 37.49 C -ATOM 13400 OE1 GLU B 773 167.134 169.967 175.883 1.00 37.49 O -ATOM 13401 OE2 GLU B 773 168.805 168.581 176.204 1.00 37.49 O1- -ATOM 13402 N GLN B 774 173.114 171.349 176.606 1.00 34.22 N -ATOM 13403 CA GLN B 774 174.213 170.595 177.221 1.00 34.22 C -ATOM 13404 C GLN B 774 174.907 171.399 178.322 1.00 34.22 C -ATOM 13405 O GLN B 774 175.166 170.883 179.421 1.00 34.22 O -ATOM 13406 CB GLN B 774 175.229 170.167 176.161 1.00 34.22 C -ATOM 13407 CG GLN B 774 174.681 169.267 175.073 1.00 34.22 C -ATOM 13408 CD GLN B 774 173.748 168.203 175.607 1.00 34.22 C -ATOM 13409 OE1 GLN B 774 174.172 167.287 176.309 1.00 34.22 O -ATOM 13410 NE2 GLN B 774 172.470 168.315 175.272 1.00 34.22 N -ATOM 13411 N ASP B 775 175.204 172.674 178.047 1.00 36.97 N -ATOM 13412 CA ASP B 775 175.806 173.535 179.060 1.00 36.97 C -ATOM 13413 C ASP B 775 174.840 173.820 180.200 1.00 36.97 C -ATOM 13414 O ASP B 775 175.270 173.943 181.355 1.00 36.97 O -ATOM 13415 CB ASP B 775 176.281 174.844 178.432 1.00 36.97 C -ATOM 13416 CG ASP B 775 177.178 174.624 177.234 1.00 36.97 C -ATOM 13417 OD1 ASP B 775 177.945 173.640 177.239 1.00 36.97 O -ATOM 13418 OD2 ASP B 775 177.120 175.437 176.288 1.00 36.97 O1- -ATOM 13419 N LYS B 776 173.539 173.912 179.895 1.00 38.11 N -ATOM 13420 CA LYS B 776 172.536 174.060 180.946 1.00 38.11 C -ATOM 13421 C LYS B 776 172.505 172.841 181.862 1.00 38.11 C -ATOM 13422 O LYS B 776 172.395 172.983 183.085 1.00 38.11 O -ATOM 13423 CB LYS B 776 171.157 174.298 180.332 1.00 38.11 C -ATOM 13424 CG LYS B 776 170.078 174.598 181.356 1.00 38.11 C -ATOM 13425 CD LYS B 776 168.721 174.771 180.703 1.00 38.11 C -ATOM 13426 CE LYS B 776 167.637 174.973 181.747 1.00 38.11 C -ATOM 13427 NZ LYS B 776 166.324 175.301 181.130 1.00 38.11 N1+ -ATOM 13428 N ASN B 777 172.618 171.639 181.283 1.00 33.60 N -ATOM 13429 CA ASN B 777 172.655 170.411 182.074 1.00 33.60 C -ATOM 13430 C ASN B 777 173.885 170.357 182.970 1.00 33.60 C -ATOM 13431 O ASN B 777 173.785 169.993 184.149 1.00 33.60 O -ATOM 13432 CB ASN B 777 172.630 169.192 181.152 1.00 33.60 C -ATOM 13433 CG ASN B 777 171.280 168.970 180.515 1.00 33.60 C -ATOM 13434 OD1 ASN B 777 170.303 169.635 180.855 1.00 33.60 O -ATOM 13435 ND2 ASN B 777 171.217 168.031 179.580 1.00 33.60 N -ATOM 13436 N THR B 778 175.054 170.718 182.424 1.00 29.94 N -ATOM 13437 CA THR B 778 176.284 170.693 183.216 1.00 29.94 C -ATOM 13438 C THR B 778 176.245 171.712 184.354 1.00 29.94 C -ATOM 13439 O THR B 778 176.637 171.398 185.488 1.00 29.94 O -ATOM 13440 CB THR B 778 177.494 170.941 182.316 1.00 29.94 C -ATOM 13441 OG1 THR B 778 177.430 170.071 181.180 1.00 29.94 O -ATOM 13442 CG2 THR B 778 178.785 170.671 183.070 1.00 29.94 C -ATOM 13443 N GLN B 779 175.747 172.924 184.076 1.00 34.78 N -ATOM 13444 CA GLN B 779 175.621 173.945 185.114 1.00 34.78 C -ATOM 13445 C GLN B 779 174.606 173.545 186.179 1.00 34.78 C -ATOM 13446 O GLN B 779 174.838 173.770 187.372 1.00 34.78 O -ATOM 13447 CB GLN B 779 175.237 175.284 184.488 1.00 34.78 C -ATOM 13448 CG GLN B 779 175.495 176.485 185.381 1.00 34.78 C -ATOM 13449 CD GLN B 779 176.888 177.056 185.207 1.00 34.78 C -ATOM 13450 OE1 GLN B 779 177.533 176.849 184.179 1.00 34.78 O -ATOM 13451 NE2 GLN B 779 177.358 177.786 186.212 1.00 34.78 N -ATOM 13452 N GLU B 780 173.487 172.939 185.767 1.00 37.94 N -ATOM 13453 CA GLU B 780 172.459 172.513 186.711 1.00 37.94 C -ATOM 13454 C GLU B 780 172.958 171.389 187.613 1.00 37.94 C -ATOM 13455 O GLU B 780 172.656 171.372 188.813 1.00 37.94 O -ATOM 13456 CB GLU B 780 171.208 172.087 185.938 1.00 37.94 C -ATOM 13457 CG GLU B 780 170.155 171.348 186.745 1.00 37.94 C -ATOM 13458 CD GLU B 780 169.003 170.864 185.889 1.00 37.94 C -ATOM 13459 OE1 GLU B 780 169.178 170.762 184.657 1.00 37.94 O -ATOM 13460 OE2 GLU B 780 167.922 170.585 186.447 1.00 37.94 O1- -ATOM 13461 N VAL B 781 173.734 170.453 187.061 1.00 27.61 N -ATOM 13462 CA VAL B 781 174.258 169.356 187.872 1.00 27.61 C -ATOM 13463 C VAL B 781 175.329 169.856 188.838 1.00 27.61 C -ATOM 13464 O VAL B 781 175.269 169.585 190.043 1.00 27.61 O -ATOM 13465 CB VAL B 781 174.789 168.226 186.970 1.00 27.61 C -ATOM 13466 CG1 VAL B 781 175.620 167.240 187.772 1.00 27.61 C -ATOM 13467 CG2 VAL B 781 173.635 167.499 186.310 1.00 27.61 C -ATOM 13468 N PHE B 782 176.306 170.620 188.341 1.00 29.77 N -ATOM 13469 CA PHE B 782 177.478 170.874 189.174 1.00 29.77 C -ATOM 13470 C PHE B 782 177.416 172.186 189.950 1.00 29.77 C -ATOM 13471 O PHE B 782 177.850 172.231 191.106 1.00 29.77 O -ATOM 13472 CB PHE B 782 178.745 170.830 188.319 1.00 29.77 C -ATOM 13473 CG PHE B 782 179.200 169.437 187.998 1.00 29.77 C -ATOM 13474 CD1 PHE B 782 179.921 168.700 188.925 1.00 29.77 C -ATOM 13475 CD2 PHE B 782 178.893 168.858 186.778 1.00 29.77 C -ATOM 13476 CE1 PHE B 782 180.335 167.414 188.636 1.00 29.77 C -ATOM 13477 CE2 PHE B 782 179.304 167.572 186.482 1.00 29.77 C -ATOM 13478 CZ PHE B 782 180.027 166.850 187.413 1.00 29.77 C -ATOM 13479 N ALA B 783 176.892 173.260 189.359 1.00 33.05 N -ATOM 13480 CA ALA B 783 176.911 174.575 190.006 1.00 33.05 C -ATOM 13481 C ALA B 783 175.713 174.717 190.946 1.00 33.05 C -ATOM 13482 O ALA B 783 174.779 175.486 190.718 1.00 33.05 O -ATOM 13483 CB ALA B 783 176.935 175.680 188.959 1.00 33.05 C -ATOM 13484 N GLN B 784 175.761 173.946 192.032 1.00 35.87 N -ATOM 13485 CA GLN B 784 174.725 173.978 193.052 1.00 35.87 C -ATOM 13486 C GLN B 784 175.174 174.621 194.354 1.00 35.87 C -ATOM 13487 O GLN B 784 174.348 174.786 195.258 1.00 35.87 O -ATOM 13488 CB GLN B 784 174.219 172.559 193.343 1.00 35.87 C -ATOM 13489 CG GLN B 784 173.279 172.014 192.290 1.00 35.87 C -ATOM 13490 CD GLN B 784 172.550 170.777 192.756 1.00 35.87 C -ATOM 13491 OE1 GLN B 784 172.887 170.198 193.787 1.00 35.87 O -ATOM 13492 NE2 GLN B 784 171.536 170.369 192.005 1.00 35.87 N -ATOM 13493 N VAL B 785 176.446 174.986 194.478 1.00 39.60 N -ATOM 13494 CA VAL B 785 176.981 175.585 195.692 1.00 39.60 C -ATOM 13495 C VAL B 785 177.218 177.070 195.433 1.00 39.60 C -ATOM 13496 O VAL B 785 177.591 177.471 194.323 1.00 39.60 O -ATOM 13497 CB VAL B 785 178.253 174.842 196.168 1.00 39.60 C -ATOM 13498 CG1 VAL B 785 179.421 174.982 195.188 1.00 39.60 C -ATOM 13499 CG2 VAL B 785 178.648 175.265 197.576 1.00 39.60 C -ATOM 13500 N LYS B 786 176.907 177.895 196.436 1.00 46.49 N -ATOM 13501 CA LYS B 786 176.994 179.342 196.267 1.00 46.49 C -ATOM 13502 C LYS B 786 178.442 179.816 196.245 1.00 46.49 C -ATOM 13503 O LYS B 786 178.829 180.623 195.392 1.00 46.49 O -ATOM 13504 CB LYS B 786 176.216 180.040 197.382 1.00 46.49 C -ATOM 13505 CG LYS B 786 176.120 179.226 198.663 1.00 46.49 C -ATOM 13506 CD LYS B 786 175.602 180.061 199.819 1.00 46.49 C -ATOM 13507 CE LYS B 786 175.543 179.245 201.099 1.00 46.49 C -ATOM 13508 NZ LYS B 786 174.992 180.035 202.234 1.00 46.49 N1+ -ATOM 13509 N GLN B 787 179.258 179.324 197.172 1.00 48.35 N -ATOM 13510 CA GLN B 787 180.639 179.755 197.314 1.00 48.35 C -ATOM 13511 C GLN B 787 181.571 178.563 197.172 1.00 48.35 C -ATOM 13512 O GLN B 787 181.192 177.422 197.447 1.00 48.35 O -ATOM 13513 CB GLN B 787 180.872 180.433 198.669 1.00 48.35 C -ATOM 13514 CG GLN B 787 179.892 181.548 198.981 1.00 48.35 C -ATOM 13515 CD GLN B 787 180.293 182.349 200.200 1.00 48.35 C -ATOM 13516 OE1 GLN B 787 181.428 182.264 200.669 1.00 48.35 O -ATOM 13517 NE2 GLN B 787 179.360 183.135 200.724 1.00 48.35 N -ATOM 13518 N ILE B 788 182.801 178.836 196.744 1.00 41.42 N -ATOM 13519 CA ILE B 788 183.809 177.798 196.569 1.00 41.42 C -ATOM 13520 C ILE B 788 184.486 177.600 197.921 1.00 41.42 C -ATOM 13521 O ILE B 788 185.327 178.401 198.334 1.00 41.42 O -ATOM 13522 CB ILE B 788 184.813 178.160 195.473 1.00 41.42 C -ATOM 13523 CG1 ILE B 788 184.093 178.358 194.138 1.00 41.42 C -ATOM 13524 CG2 ILE B 788 185.866 177.072 195.334 1.00 41.42 C -ATOM 13525 CD1 ILE B 788 183.297 177.154 193.685 1.00 41.42 C -ATOM 13526 N TYR B 789 184.104 176.535 198.621 1.00 39.84 N -ATOM 13527 CA TYR B 789 184.701 176.212 199.907 1.00 39.84 C -ATOM 13528 C TYR B 789 186.005 175.449 199.719 1.00 39.84 C -ATOM 13529 O TYR B 789 186.183 174.707 198.749 1.00 39.84 O -ATOM 13530 CB TYR B 789 183.746 175.376 200.760 1.00 39.84 C -ATOM 13531 CG TYR B 789 182.434 176.047 201.088 1.00 39.84 C -ATOM 13532 CD1 TYR B 789 182.379 177.103 201.988 1.00 39.84 C -ATOM 13533 CD2 TYR B 789 181.247 175.611 200.512 1.00 39.84 C -ATOM 13534 CE1 TYR B 789 181.178 177.716 202.297 1.00 39.84 C -ATOM 13535 CE2 TYR B 789 180.042 176.217 200.816 1.00 39.84 C -ATOM 13536 CZ TYR B 789 180.015 177.268 201.708 1.00 39.84 C -ATOM 13537 OH TYR B 789 178.819 177.874 202.011 1.00 39.84 O -ATOM 13538 N LYS B 790 186.922 175.636 200.664 1.00 58.18 N -ATOM 13539 CA LYS B 790 188.179 174.905 200.670 1.00 58.18 C -ATOM 13540 C LYS B 790 188.440 174.333 202.056 1.00 58.18 C -ATOM 13541 O LYS B 790 187.972 174.864 203.067 1.00 58.18 O -ATOM 13542 CB LYS B 790 189.360 175.787 200.231 1.00 58.18 C -ATOM 13543 CG LYS B 790 189.646 176.974 201.132 1.00 58.18 C -ATOM 13544 CD LYS B 790 190.787 177.811 200.574 1.00 58.18 C -ATOM 13545 CE LYS B 790 190.752 179.232 201.108 1.00 58.18 C -ATOM 13546 NZ LYS B 790 191.586 180.151 200.286 1.00 58.18 N1+ -ATOM 13547 N THR B 791 189.187 173.232 202.086 1.00 67.89 N -ATOM 13548 CA THR B 791 189.478 172.533 203.325 1.00 67.89 C -ATOM 13549 C THR B 791 190.528 173.283 204.143 1.00 67.89 C -ATOM 13550 O THR B 791 191.323 174.052 203.597 1.00 67.89 O -ATOM 13551 CB THR B 791 189.972 171.118 203.028 1.00 67.89 C -ATOM 13552 OG1 THR B 791 191.092 171.178 202.137 1.00 67.89 O -ATOM 13553 CG2 THR B 791 188.870 170.290 202.400 1.00 67.89 C -ATOM 13554 N PRO B 792 190.539 173.087 205.461 1.00 80.93 N -ATOM 13555 CA PRO B 792 191.678 173.533 206.274 1.00 80.93 C -ATOM 13556 C PRO B 792 192.934 172.758 205.915 1.00 80.93 C -ATOM 13557 O PRO B 792 192.843 171.631 205.401 1.00 80.93 O -ATOM 13558 CB PRO B 792 191.224 173.231 207.714 1.00 80.93 C -ATOM 13559 CG PRO B 792 190.104 172.253 207.572 1.00 80.93 C -ATOM 13560 CD PRO B 792 189.418 172.643 206.307 1.00 80.93 C -ATOM 13561 N PRO B 793 194.123 173.335 206.143 1.00 97.41 N -ATOM 13562 CA PRO B 793 195.370 172.642 205.760 1.00 97.41 C -ATOM 13563 C PRO B 793 195.646 171.357 206.530 1.00 97.41 C -ATOM 13564 O PRO B 793 196.428 170.529 206.046 1.00 97.41 O -ATOM 13565 CB PRO B 793 196.453 173.694 206.035 1.00 97.41 C -ATOM 13566 CG PRO B 793 195.841 174.609 207.043 1.00 97.41 C -ATOM 13567 CD PRO B 793 194.396 174.687 206.663 1.00 97.41 C -ATOM 13568 N ILE B 794 195.042 171.160 207.696 1.00 95.58 N -ATOM 13569 CA ILE B 794 195.175 169.912 208.439 1.00 95.58 C -ATOM 13570 C ILE B 794 194.091 168.953 207.966 1.00 95.58 C -ATOM 13571 O ILE B 794 192.900 169.285 207.991 1.00 95.58 O -ATOM 13572 CB ILE B 794 195.079 170.160 209.953 1.00 95.58 C -ATOM 13573 CG1 ILE B 794 196.267 170.999 210.427 1.00 95.58 C -ATOM 13574 CG2 ILE B 794 195.026 168.845 210.713 1.00 95.58 C -ATOM 13575 CD1 ILE B 794 196.138 171.495 211.850 1.00 95.58 C -ATOM 13576 N LYS B 795 194.502 167.762 207.532 1.00 82.51 N -ATOM 13577 CA LYS B 795 193.600 166.785 206.923 1.00 82.51 C -ATOM 13578 C LYS B 795 193.243 165.652 207.877 1.00 82.51 C -ATOM 13579 O LYS B 795 193.114 164.498 207.459 1.00 82.51 O -ATOM 13580 CB LYS B 795 194.215 166.230 205.642 1.00 82.51 C -ATOM 13581 CG LYS B 795 194.514 167.285 204.588 1.00 82.51 C -ATOM 13582 CD LYS B 795 193.267 168.071 204.219 1.00 82.51 C -ATOM 13583 CE LYS B 795 193.301 168.512 202.764 1.00 82.51 C -ATOM 13584 NZ LYS B 795 194.456 169.404 202.473 1.00 82.51 N1+ -ATOM 13585 N TYR B 796 193.078 165.949 209.163 1.00 65.94 N -ATOM 13586 CA TYR B 796 192.637 164.966 210.148 1.00 65.94 C -ATOM 13587 C TYR B 796 191.148 165.171 210.401 1.00 65.94 C -ATOM 13588 O TYR B 796 190.746 166.175 210.998 1.00 65.94 O -ATOM 13589 CB TYR B 796 193.430 165.091 211.446 1.00 65.94 C -ATOM 13590 CG TYR B 796 192.941 164.167 212.539 1.00 65.94 C -ATOM 13591 CD1 TYR B 796 193.134 162.793 212.450 1.00 65.94 C -ATOM 13592 CD2 TYR B 796 192.279 164.667 213.654 1.00 65.94 C -ATOM 13593 CE1 TYR B 796 192.685 161.942 213.446 1.00 65.94 C -ATOM 13594 CE2 TYR B 796 191.826 163.825 214.655 1.00 65.94 C -ATOM 13595 CZ TYR B 796 192.033 162.464 214.544 1.00 65.94 C -ATOM 13596 OH TYR B 796 191.585 161.623 215.536 1.00 65.94 O -ATOM 13597 N PHE B 797 190.332 164.222 209.948 1.00 50.10 N -ATOM 13598 CA PHE B 797 188.884 164.263 210.145 1.00 50.10 C -ATOM 13599 C PHE B 797 188.459 162.979 210.846 1.00 50.10 C -ATOM 13600 O PHE B 797 188.004 162.033 210.202 1.00 50.10 O -ATOM 13601 CB PHE B 797 188.162 164.435 208.811 1.00 50.10 C -ATOM 13602 CG PHE B 797 188.513 165.700 208.091 1.00 50.10 C -ATOM 13603 CD1 PHE B 797 188.098 166.928 208.579 1.00 50.10 C -ATOM 13604 CD2 PHE B 797 189.258 165.662 206.924 1.00 50.10 C -ATOM 13605 CE1 PHE B 797 188.421 168.097 207.917 1.00 50.10 C -ATOM 13606 CE2 PHE B 797 189.585 166.826 206.256 1.00 50.10 C -ATOM 13607 CZ PHE B 797 189.165 168.046 206.754 1.00 50.10 C -ATOM 13608 N GLY B 798 188.600 162.958 212.172 1.00 51.82 N -ATOM 13609 CA GLY B 798 188.119 161.857 212.991 1.00 51.82 C -ATOM 13610 C GLY B 798 188.781 160.517 212.754 1.00 51.82 C -ATOM 13611 O GLY B 798 188.224 159.487 213.140 1.00 51.82 O -ATOM 13612 N GLY B 799 189.957 160.496 212.130 1.00 46.30 N -ATOM 13613 CA GLY B 799 190.599 159.261 211.741 1.00 46.30 C -ATOM 13614 C GLY B 799 190.212 158.753 210.370 1.00 46.30 C -ATOM 13615 O GLY B 799 190.827 157.794 209.886 1.00 46.30 O -ATOM 13616 N PHE B 800 189.215 159.360 209.733 1.00 43.24 N -ATOM 13617 CA PHE B 800 188.832 158.981 208.382 1.00 43.24 C -ATOM 13618 C PHE B 800 189.869 159.490 207.386 1.00 43.24 C -ATOM 13619 O PHE B 800 190.490 160.538 207.581 1.00 43.24 O -ATOM 13620 CB PHE B 800 187.446 159.535 208.040 1.00 43.24 C -ATOM 13621 CG PHE B 800 186.329 158.976 208.892 1.00 43.24 C -ATOM 13622 CD1 PHE B 800 186.014 159.541 210.121 1.00 43.24 C -ATOM 13623 CD2 PHE B 800 185.589 157.890 208.457 1.00 43.24 C -ATOM 13624 CE1 PHE B 800 184.989 159.028 210.897 1.00 43.24 C -ATOM 13625 CE2 PHE B 800 184.562 157.373 209.226 1.00 43.24 C -ATOM 13626 CZ PHE B 800 184.264 157.944 210.448 1.00 43.24 C -ATOM 13627 N ASN B 801 190.056 158.734 206.308 1.00 62.86 N -ATOM 13628 CA ASN B 801 191.110 158.995 205.329 1.00 62.86 C -ATOM 13629 C ASN B 801 190.467 159.587 204.078 1.00 62.86 C -ATOM 13630 O ASN B 801 189.857 158.868 203.282 1.00 62.86 O -ATOM 13631 CB ASN B 801 191.878 157.713 205.019 1.00 62.86 C -ATOM 13632 CG ASN B 801 193.051 157.939 204.090 1.00 62.86 C -ATOM 13633 OD1 ASN B 801 192.888 158.035 202.874 1.00 62.86 O -ATOM 13634 ND2 ASN B 801 194.248 158.018 204.658 1.00 62.86 N -ATOM 13635 N PHE B 802 190.611 160.902 203.906 1.00 49.30 N -ATOM 13636 CA PHE B 802 190.034 161.621 202.779 1.00 49.30 C -ATOM 13637 C PHE B 802 191.074 162.027 201.742 1.00 49.30 C -ATOM 13638 O PHE B 802 190.801 162.902 200.914 1.00 49.30 O -ATOM 13639 CB PHE B 802 189.284 162.858 203.272 1.00 49.30 C -ATOM 13640 CG PHE B 802 187.962 162.549 203.899 1.00 49.30 C -ATOM 13641 CD1 PHE B 802 186.989 161.868 203.187 1.00 49.30 C -ATOM 13642 CD2 PHE B 802 187.691 162.934 205.201 1.00 49.30 C -ATOM 13643 CE1 PHE B 802 185.768 161.579 203.759 1.00 49.30 C -ATOM 13644 CE2 PHE B 802 186.472 162.647 205.780 1.00 49.30 C -ATOM 13645 CZ PHE B 802 185.511 161.968 205.057 1.00 49.30 C -ATOM 13646 N SER B 803 192.259 161.415 201.767 1.00 58.01 N -ATOM 13647 CA SER B 803 193.324 161.823 200.859 1.00 58.01 C -ATOM 13648 C SER B 803 193.076 161.382 199.422 1.00 58.01 C -ATOM 13649 O SER B 803 193.677 161.948 198.503 1.00 58.01 O -ATOM 13650 CB SER B 803 194.665 161.270 201.342 1.00 58.01 C -ATOM 13651 OG SER B 803 194.862 159.943 200.886 1.00 58.01 O -ATOM 13652 N GLN B 804 192.211 160.394 199.205 1.00 54.86 N -ATOM 13653 CA GLN B 804 191.995 159.840 197.877 1.00 54.86 C -ATOM 13654 C GLN B 804 190.890 160.539 197.096 1.00 54.86 C -ATOM 13655 O GLN B 804 190.733 160.265 195.902 1.00 54.86 O -ATOM 13656 CB GLN B 804 191.676 158.348 197.986 1.00 54.86 C -ATOM 13657 CG GLN B 804 192.627 157.601 198.902 1.00 54.86 C -ATOM 13658 CD GLN B 804 194.060 157.652 198.411 1.00 54.86 C -ATOM 13659 OE1 GLN B 804 194.349 157.308 197.266 1.00 54.86 O -ATOM 13660 NE2 GLN B 804 194.964 158.095 199.274 1.00 54.86 N -ATOM 13661 N ILE B 805 190.128 161.429 197.725 1.00 49.15 N -ATOM 13662 CA ILE B 805 189.092 162.176 197.024 1.00 49.15 C -ATOM 13663 C ILE B 805 189.289 163.681 197.105 1.00 49.15 C -ATOM 13664 O ILE B 805 188.744 164.406 196.256 1.00 49.15 O -ATOM 13665 CB ILE B 805 187.686 161.797 197.536 1.00 49.15 C -ATOM 13666 CG1 ILE B 805 187.631 161.862 199.062 1.00 49.15 C -ATOM 13667 CG2 ILE B 805 187.292 160.417 197.041 1.00 49.15 C -ATOM 13668 CD1 ILE B 805 186.274 161.522 199.631 1.00 49.15 C -ATOM 13669 N LEU B 806 190.033 164.183 198.086 1.00 55.64 N -ATOM 13670 CA LEU B 806 190.376 165.591 198.143 1.00 55.64 C -ATOM 13671 C LEU B 806 191.375 165.919 197.031 1.00 55.64 C -ATOM 13672 O LEU B 806 192.078 165.026 196.549 1.00 55.64 O -ATOM 13673 CB LEU B 806 190.936 165.922 199.527 1.00 55.64 C -ATOM 13674 CG LEU B 806 189.828 166.098 200.569 1.00 55.64 C -ATOM 13675 CD1 LEU B 806 190.398 166.297 201.962 1.00 55.64 C -ATOM 13676 CD2 LEU B 806 188.906 167.246 200.187 1.00 55.64 C -ATOM 13677 N PRO B 807 191.417 167.179 196.570 1.00 71.35 N -ATOM 13678 CA PRO B 807 192.261 167.519 195.413 1.00 71.35 C -ATOM 13679 C PRO B 807 193.751 167.334 195.659 1.00 71.35 C -ATOM 13680 O PRO B 807 194.256 167.523 196.768 1.00 71.35 O -ATOM 13681 CB PRO B 807 191.935 168.994 195.161 1.00 71.35 C -ATOM 13682 CG PRO B 807 190.589 169.161 195.680 1.00 71.35 C -ATOM 13683 CD PRO B 807 190.488 168.282 196.882 1.00 71.35 C -ATOM 13684 N ASP B 808 194.450 166.955 194.590 1.00106.15 N -ATOM 13685 CA ASP B 808 195.887 166.747 194.622 1.00106.15 C -ATOM 13686 C ASP B 808 196.571 167.960 194.015 1.00106.15 C -ATOM 13687 O ASP B 808 196.433 168.193 192.804 1.00106.15 O -ATOM 13688 CB ASP B 808 196.260 165.483 193.852 1.00106.15 C -ATOM 13689 CG ASP B 808 197.637 164.968 194.208 1.00106.15 C -ATOM 13690 OD1 ASP B 808 198.197 165.421 195.228 1.00106.15 O -ATOM 13691 OD2 ASP B 808 198.160 164.109 193.467 1.00106.15 O1- -ATOM 13692 N PRO B 809 197.301 168.763 194.797 1.00119.84 N -ATOM 13693 CA PRO B 809 197.968 169.946 194.228 1.00119.84 C -ATOM 13694 C PRO B 809 199.163 169.623 193.343 1.00119.84 C -ATOM 13695 O PRO B 809 199.639 170.519 192.635 1.00119.84 O -ATOM 13696 CB PRO B 809 198.404 170.738 195.471 1.00119.84 C -ATOM 13697 CG PRO B 809 197.640 170.135 196.621 1.00119.84 C -ATOM 13698 CD PRO B 809 197.442 168.702 196.259 1.00119.84 C -ATOM 13699 N SER B 810 199.665 168.385 193.365 1.00125.55 N -ATOM 13700 CA SER B 810 200.803 168.015 192.532 1.00125.55 C -ATOM 13701 C SER B 810 200.449 167.945 191.052 1.00125.55 C -ATOM 13702 O SER B 810 201.335 168.112 190.208 1.00125.55 O -ATOM 13703 CB SER B 810 201.373 166.672 192.990 1.00125.55 C -ATOM 13704 OG SER B 810 202.460 166.274 192.174 1.00125.55 O -ATOM 13705 N LYS B 811 199.185 167.698 190.721 1.00114.89 N -ATOM 13706 CA LYS B 811 198.762 167.587 189.335 1.00114.89 C -ATOM 13707 C LYS B 811 198.694 168.964 188.675 1.00114.89 C -ATOM 13708 O LYS B 811 198.431 169.967 189.346 1.00114.89 O -ATOM 13709 CB LYS B 811 197.398 166.910 189.255 1.00114.89 C -ATOM 13710 CG LYS B 811 197.384 165.476 189.753 1.00114.89 C -ATOM 13711 CD LYS B 811 198.129 164.554 188.805 1.00114.89 C -ATOM 13712 CE LYS B 811 198.420 163.215 189.462 1.00114.89 C -ATOM 13713 NZ LYS B 811 197.198 162.624 190.075 1.00114.89 N1+ -ATOM 13714 N PRO B 812 198.955 169.041 187.364 1.00120.06 N -ATOM 13715 CA PRO B 812 198.750 170.322 186.663 1.00120.06 C -ATOM 13716 C PRO B 812 197.289 170.727 186.583 1.00120.06 C -ATOM 13717 O PRO B 812 196.970 171.913 186.728 1.00120.06 O -ATOM 13718 CB PRO B 812 199.352 170.062 185.274 1.00120.06 C -ATOM 13719 CG PRO B 812 199.336 168.575 185.120 1.00120.06 C -ATOM 13720 CD PRO B 812 199.574 168.028 186.493 1.00120.06 C -ATOM 13721 N SER B 813 196.391 169.772 186.355 1.00 96.08 N -ATOM 13722 CA SER B 813 194.955 169.990 186.481 1.00 96.08 C -ATOM 13723 C SER B 813 194.542 169.420 187.831 1.00 96.08 C -ATOM 13724 O SER B 813 194.621 168.207 188.048 1.00 96.08 O -ATOM 13725 CB SER B 813 194.192 169.328 185.336 1.00 96.08 C -ATOM 13726 OG SER B 813 192.799 169.556 185.454 1.00 96.08 O -ATOM 13727 N LYS B 814 194.092 170.295 188.733 1.00 90.95 N -ATOM 13728 CA LYS B 814 193.948 169.963 190.152 1.00 90.95 C -ATOM 13729 C LYS B 814 192.741 169.050 190.352 1.00 90.95 C -ATOM 13730 O LYS B 814 191.649 169.470 190.744 1.00 90.95 O -ATOM 13731 CB LYS B 814 193.836 171.234 190.988 1.00 90.95 C -ATOM 13732 CG LYS B 814 194.638 172.418 190.452 1.00 90.95 C -ATOM 13733 CD LYS B 814 196.144 172.187 190.565 1.00 90.95 C -ATOM 13734 CE LYS B 814 196.918 173.492 190.465 1.00 90.95 C -ATOM 13735 NZ LYS B 814 198.316 173.349 190.958 1.00 90.95 N1+ -ATOM 13736 N ARG B 815 192.955 167.767 190.074 1.00 64.93 N -ATOM 13737 CA ARG B 815 191.960 166.724 190.255 1.00 64.93 C -ATOM 13738 C ARG B 815 192.483 165.692 191.245 1.00 64.93 C -ATOM 13739 O ARG B 815 193.688 165.587 191.487 1.00 64.93 O -ATOM 13740 CB ARG B 815 191.616 166.045 188.924 1.00 64.93 C -ATOM 13741 CG ARG B 815 191.130 166.997 187.847 1.00 64.93 C -ATOM 13742 CD ARG B 815 190.602 166.237 186.645 1.00 64.93 C -ATOM 13743 NE ARG B 815 191.635 165.412 186.029 1.00 64.93 N -ATOM 13744 CZ ARG B 815 192.123 165.607 184.812 1.00 64.93 C -ATOM 13745 NH1 ARG B 815 191.696 166.598 184.047 1.00 64.93 N1+ -ATOM 13746 NH2 ARG B 815 193.062 164.786 184.351 1.00 64.93 N -ATOM 13747 N SER B 816 191.561 164.926 191.821 1.00 53.96 N -ATOM 13748 CA SER B 816 191.925 163.919 192.804 1.00 53.96 C -ATOM 13749 C SER B 816 192.416 162.648 192.113 1.00 53.96 C -ATOM 13750 O SER B 816 192.445 162.543 190.883 1.00 53.96 O -ATOM 13751 CB SER B 816 190.742 163.623 193.721 1.00 53.96 C -ATOM 13752 OG SER B 816 189.744 162.884 193.041 1.00 53.96 O -ATOM 13753 N PHE B 817 192.807 161.665 192.929 1.00 49.25 N -ATOM 13754 CA PHE B 817 193.352 160.414 192.406 1.00 49.25 C -ATOM 13755 C PHE B 817 192.277 159.590 191.706 1.00 49.25 C -ATOM 13756 O PHE B 817 192.492 159.078 190.599 1.00 49.25 O -ATOM 13757 CB PHE B 817 193.988 159.621 193.548 1.00 49.25 C -ATOM 13758 CG PHE B 817 194.808 158.450 193.096 1.00 49.25 C -ATOM 13759 CD1 PHE B 817 196.052 158.643 192.515 1.00 49.25 C -ATOM 13760 CD2 PHE B 817 194.343 157.156 193.262 1.00 49.25 C -ATOM 13761 CE1 PHE B 817 196.815 157.566 192.101 1.00 49.25 C -ATOM 13762 CE2 PHE B 817 195.099 156.073 192.851 1.00 49.25 C -ATOM 13763 CZ PHE B 817 196.337 156.279 192.269 1.00 49.25 C -ATOM 13764 N ILE B 818 191.104 159.464 192.334 1.00 46.01 N -ATOM 13765 CA ILE B 818 189.996 158.731 191.730 1.00 46.01 C -ATOM 13766 C ILE B 818 189.460 159.475 190.511 1.00 46.01 C -ATOM 13767 O ILE B 818 189.052 158.848 189.525 1.00 46.01 O -ATOM 13768 CB ILE B 818 188.906 158.472 192.789 1.00 46.01 C -ATOM 13769 CG1 ILE B 818 189.526 157.793 194.011 1.00 46.01 C -ATOM 13770 CG2 ILE B 818 187.790 157.596 192.236 1.00 46.01 C -ATOM 13771 CD1 ILE B 818 188.536 157.443 195.098 1.00 46.01 C -ATOM 13772 N GLU B 819 189.482 160.812 190.541 1.00 49.84 N -ATOM 13773 CA GLU B 819 189.100 161.596 189.368 1.00 49.84 C -ATOM 13774 C GLU B 819 190.068 161.378 188.210 1.00 49.84 C -ATOM 13775 O GLU B 819 189.646 161.296 187.052 1.00 49.84 O -ATOM 13776 CB GLU B 819 189.027 163.078 189.727 1.00 49.84 C -ATOM 13777 CG GLU B 819 187.644 163.552 190.126 1.00 49.84 C -ATOM 13778 CD GLU B 819 187.670 164.899 190.816 1.00 49.84 C -ATOM 13779 OE1 GLU B 819 188.453 165.064 191.773 1.00 49.84 O -ATOM 13780 OE2 GLU B 819 186.904 165.793 190.403 1.00 49.84 O1- -ATOM 13781 N ASP B 820 191.366 161.262 188.506 1.00 55.16 N -ATOM 13782 CA ASP B 820 192.344 160.989 187.457 1.00 55.16 C -ATOM 13783 C ASP B 820 192.183 159.581 186.896 1.00 55.16 C -ATOM 13784 O ASP B 820 192.349 159.369 185.688 1.00 55.16 O -ATOM 13785 CB ASP B 820 193.759 161.195 187.992 1.00 55.16 C -ATOM 13786 CG ASP B 820 194.216 162.632 187.877 1.00 55.16 C -ATOM 13787 OD1 ASP B 820 193.613 163.387 187.085 1.00 55.16 O -ATOM 13788 OD2 ASP B 820 195.178 163.008 188.577 1.00 55.16 O1- -ATOM 13789 N LEU B 821 191.858 158.610 187.758 1.00 48.43 N -ATOM 13790 CA LEU B 821 191.571 157.256 187.284 1.00 48.43 C -ATOM 13791 C LEU B 821 190.330 157.224 186.396 1.00 48.43 C -ATOM 13792 O LEU B 821 190.314 156.542 185.363 1.00 48.43 O -ATOM 13793 CB LEU B 821 191.398 156.304 188.467 1.00 48.43 C -ATOM 13794 CG LEU B 821 192.624 156.015 189.333 1.00 48.43 C -ATOM 13795 CD1 LEU B 821 192.283 154.999 190.408 1.00 48.43 C -ATOM 13796 CD2 LEU B 821 193.784 155.529 188.482 1.00 48.43 C -ATOM 13797 N LEU B 822 189.286 157.964 186.780 1.00 39.96 N -ATOM 13798 CA LEU B 822 188.068 158.028 185.976 1.00 39.96 C -ATOM 13799 C LEU B 822 188.299 158.752 184.656 1.00 39.96 C -ATOM 13800 O LEU B 822 187.659 158.421 183.651 1.00 39.96 O -ATOM 13801 CB LEU B 822 186.955 158.715 186.766 1.00 39.96 C -ATOM 13802 CG LEU B 822 186.304 157.904 187.887 1.00 39.96 C -ATOM 13803 CD1 LEU B 822 185.617 158.827 188.878 1.00 39.96 C -ATOM 13804 CD2 LEU B 822 185.324 156.894 187.326 1.00 39.96 C -ATOM 13805 N PHE B 823 189.190 159.745 184.640 1.00 46.32 N -ATOM 13806 CA PHE B 823 189.539 160.404 183.386 1.00 46.32 C -ATOM 13807 C PHE B 823 190.354 159.485 182.485 1.00 46.32 C -ATOM 13808 O PHE B 823 190.159 159.472 181.264 1.00 46.32 O -ATOM 13809 CB PHE B 823 190.307 161.695 183.665 1.00 46.32 C -ATOM 13810 CG PHE B 823 189.438 162.916 183.728 1.00 46.32 C -ATOM 13811 CD1 PHE B 823 188.375 162.984 184.616 1.00 46.32 C -ATOM 13812 CD2 PHE B 823 189.684 163.999 182.898 1.00 46.32 C -ATOM 13813 CE1 PHE B 823 187.574 164.110 184.676 1.00 46.32 C -ATOM 13814 CE2 PHE B 823 188.887 165.127 182.952 1.00 46.32 C -ATOM 13815 CZ PHE B 823 187.831 165.182 183.844 1.00 46.32 C -ATOM 13816 N ASN B 824 191.272 158.709 183.064 1.00 54.55 N -ATOM 13817 CA ASN B 824 192.108 157.821 182.266 1.00 54.55 C -ATOM 13818 C ASN B 824 191.386 156.556 181.822 1.00 54.55 C -ATOM 13819 O ASN B 824 191.857 155.889 180.894 1.00 54.55 O -ATOM 13820 CB ASN B 824 193.370 157.441 183.042 1.00 54.55 C -ATOM 13821 CG ASN B 824 194.321 158.608 183.214 1.00 54.55 C -ATOM 13822 OD1 ASN B 824 194.254 159.592 182.478 1.00 54.55 O -ATOM 13823 ND2 ASN B 824 195.218 158.502 184.188 1.00 54.55 N -ATOM 13824 N LYS B 825 190.265 156.206 182.449 1.00 47.37 N -ATOM 13825 CA LYS B 825 189.538 154.999 182.073 1.00 47.37 C -ATOM 13826 C LYS B 825 188.508 155.230 180.974 1.00 47.37 C -ATOM 13827 O LYS B 825 187.790 154.291 180.616 1.00 47.37 O -ATOM 13828 CB LYS B 825 188.858 154.382 183.300 1.00 47.37 C -ATOM 13829 CG LYS B 825 189.768 153.501 184.153 1.00 47.37 C -ATOM 13830 CD LYS B 825 190.636 152.584 183.298 1.00 47.37 C -ATOM 13831 CE LYS B 825 191.594 151.769 184.148 1.00 47.37 C -ATOM 13832 NZ LYS B 825 192.670 151.149 183.326 1.00 47.37 N1+ -ATOM 13833 N VAL B 826 188.412 156.441 180.433 1.00 55.04 N -ATOM 13834 CA VAL B 826 187.558 156.734 179.287 1.00 55.04 C -ATOM 13835 C VAL B 826 188.463 157.167 178.142 1.00 55.04 C -ATOM 13836 O VAL B 826 189.250 158.110 178.289 1.00 55.04 O -ATOM 13837 CB VAL B 826 186.509 157.813 179.608 1.00 55.04 C -ATOM 13838 CG1 VAL B 826 185.939 158.423 178.333 1.00 55.04 C -ATOM 13839 CG2 VAL B 826 185.391 157.226 180.441 1.00 55.04 C -ATOM 13840 N THR B 827 188.359 156.473 177.008 1.00 66.22 N -ATOM 13841 CA THR B 827 189.168 156.786 175.828 1.00 66.22 C -ATOM 13842 C THR B 827 188.475 157.878 175.011 1.00 66.22 C -ATOM 13843 O THR B 827 187.963 157.662 173.911 1.00 66.22 O -ATOM 13844 CB THR B 827 189.410 155.532 174.999 1.00 66.22 C -ATOM 13845 OG1 THR B 827 188.159 155.036 174.506 1.00 66.22 O -ATOM 13846 CG2 THR B 827 190.075 154.458 175.846 1.00 66.22 C -ATOM 13847 N LEU B 828 188.467 159.076 175.588 1.00 75.48 N -ATOM 13848 CA LEU B 828 187.830 160.216 174.948 1.00 75.48 C -ATOM 13849 C LEU B 828 188.702 160.747 173.818 1.00 75.48 C -ATOM 13850 O LEU B 828 189.921 160.882 173.961 1.00 75.48 O -ATOM 13851 CB LEU B 828 187.567 161.313 175.980 1.00 75.48 C -ATOM 13852 CG LEU B 828 186.900 162.616 175.535 1.00 75.48 C -ATOM 13853 CD1 LEU B 828 185.624 162.342 174.753 1.00 75.48 C -ATOM 13854 CD2 LEU B 828 186.609 163.481 176.748 1.00 75.48 C -ATOM 13855 N ALA B 829 188.070 161.043 172.686 1.00 94.77 N -ATOM 13856 CA ALA B 829 188.783 161.603 171.550 1.00 94.77 C -ATOM 13857 C ALA B 829 189.145 163.063 171.812 1.00 94.77 C -ATOM 13858 O ALA B 829 188.625 163.708 172.728 1.00 94.77 O -ATOM 13859 CB ALA B 829 187.943 161.490 170.278 1.00 94.77 C -ATOM 13860 N ASP B 830 190.072 163.576 170.998 1.00108.95 N -ATOM 13861 CA ASP B 830 190.453 164.981 171.106 1.00108.95 C -ATOM 13862 C ASP B 830 189.316 165.896 170.667 1.00108.95 C -ATOM 13863 O ASP B 830 188.961 166.834 171.392 1.00108.95 O -ATOM 13864 CB ASP B 830 191.710 165.247 170.280 1.00108.95 C -ATOM 13865 CG ASP B 830 192.947 164.603 170.878 1.00108.95 C -ATOM 13866 OD1 ASP B 830 192.838 163.999 171.965 1.00108.95 O -ATOM 13867 OD2 ASP B 830 194.028 164.703 170.260 1.00108.95 O1- -ATOM 13868 N ALA B 831 188.723 165.610 169.500 1.00104.47 N -ATOM 13869 CA ALA B 831 187.537 166.276 168.920 1.00104.47 C -ATOM 13870 C ALA B 831 187.813 167.775 168.786 1.00104.47 C -ATOM 13871 O ALA B 831 188.888 168.152 168.299 1.00104.47 O -ATOM 13872 CB ALA B 831 186.305 165.904 169.738 1.00104.47 C -ATOM 13873 N GLY B 832 186.896 168.646 169.193 1.00 98.82 N -ATOM 13874 CA GLY B 832 187.078 170.080 169.154 1.00 98.82 C -ATOM 13875 C GLY B 832 187.637 170.692 170.418 1.00 98.82 C -ATOM 13876 O GLY B 832 187.626 171.921 170.546 1.00 98.82 O -ATOM 13877 N PHE B 833 188.097 169.871 171.370 1.00102.00 N -ATOM 13878 CA PHE B 833 188.724 170.400 172.579 1.00102.00 C -ATOM 13879 C PHE B 833 190.040 171.093 172.248 1.00102.00 C -ATOM 13880 O PHE B 833 190.323 172.184 172.756 1.00102.00 O -ATOM 13881 CB PHE B 833 188.962 169.277 173.595 1.00102.00 C -ATOM 13882 CG PHE B 833 187.701 168.636 174.130 1.00102.00 C -ATOM 13883 CD1 PHE B 833 186.469 169.273 174.049 1.00102.00 C -ATOM 13884 CD2 PHE B 833 187.758 167.378 174.713 1.00102.00 C -ATOM 13885 CE1 PHE B 833 185.324 168.667 174.540 1.00102.00 C -ATOM 13886 CE2 PHE B 833 186.617 166.771 175.207 1.00102.00 C -ATOM 13887 CZ PHE B 833 185.400 167.416 175.121 1.00102.00 C -ATOM 13888 N ILE B 834 190.849 170.473 171.395 1.00126.41 N -ATOM 13889 CA ILE B 834 192.041 171.083 170.822 1.00126.41 C -ATOM 13890 C ILE B 834 191.720 171.405 169.367 1.00126.41 C -ATOM 13891 O ILE B 834 191.009 170.644 168.695 1.00126.41 O -ATOM 13892 CB ILE B 834 193.267 170.152 170.976 1.00126.41 C -ATOM 13893 CG1 ILE B 834 194.538 170.749 170.358 1.00126.41 C -ATOM 13894 CG2 ILE B 834 192.985 168.748 170.444 1.00126.41 C -ATOM 13895 CD1 ILE B 834 195.046 171.985 171.072 1.00126.41 C -ATOM 13896 N LYS B 835 192.183 172.569 168.897 1.00133.59 N -ATOM 13897 CA LYS B 835 191.736 173.091 167.606 1.00133.59 C -ATOM 13898 C LYS B 835 192.250 172.260 166.428 1.00133.59 C -ATOM 13899 O LYS B 835 191.495 172.012 165.479 1.00133.59 O -ATOM 13900 CB LYS B 835 192.096 174.585 167.512 1.00133.59 C -ATOM 13901 CG LYS B 835 193.582 175.001 167.532 1.00133.59 C -ATOM 13902 CD LYS B 835 194.268 175.094 166.180 1.00133.59 C -ATOM 13903 CE LYS B 835 195.692 175.618 166.332 1.00133.59 C -ATOM 13904 NZ LYS B 835 196.416 175.709 165.035 1.00133.59 N1+ -ATOM 13905 N GLN B 836 193.520 171.821 166.472 1.00151.21 N -ATOM 13906 CA GLN B 836 194.128 170.868 165.518 1.00151.21 C -ATOM 13907 C GLN B 836 194.068 171.346 164.060 1.00151.21 C -ATOM 13908 O GLN B 836 194.148 170.543 163.120 1.00151.21 O -ATOM 13909 CB GLN B 836 193.498 169.476 165.655 1.00151.21 C -ATOM 13910 CG GLN B 836 194.483 168.318 165.535 1.00151.21 C -ATOM 13911 CD GLN B 836 195.445 168.232 166.706 1.00151.21 C -ATOM 13912 OE1 GLN B 836 195.102 168.579 167.835 1.00151.21 O -ATOM 13913 NE2 GLN B 836 196.656 167.755 166.442 1.00151.21 N -ATOM 13914 N TYR B 837 193.966 172.661 163.862 1.00149.66 N -ATOM 13915 CA TYR B 837 193.723 173.223 162.540 1.00149.66 C -ATOM 13916 C TYR B 837 194.967 173.173 161.666 1.00149.66 C -ATOM 13917 O TYR B 837 194.855 172.991 160.448 1.00149.66 O -ATOM 13918 CB TYR B 837 193.230 174.661 162.686 1.00149.66 C -ATOM 13919 CG TYR B 837 192.334 175.148 161.578 1.00149.66 C -ATOM 13920 CD1 TYR B 837 191.141 174.498 161.286 1.00149.66 C -ATOM 13921 CD2 TYR B 837 192.660 176.286 160.853 1.00149.66 C -ATOM 13922 CE1 TYR B 837 190.312 174.952 160.279 1.00149.66 C -ATOM 13923 CE2 TYR B 837 191.840 176.750 159.849 1.00149.66 C -ATOM 13924 CZ TYR B 837 190.668 176.079 159.567 1.00149.66 C -ATOM 13925 OH TYR B 837 189.853 176.535 158.562 1.00149.66 O -ATOM 13926 N GLY B 838 196.147 173.319 162.272 1.00175.73 N -ATOM 13927 CA GLY B 838 197.382 173.176 161.521 1.00175.73 C -ATOM 13928 C GLY B 838 197.605 171.758 161.032 1.00175.73 C -ATOM 13929 O GLY B 838 198.071 171.548 159.910 1.00175.73 O -ATOM 13930 N ASP B 839 197.261 170.767 161.858 1.00182.36 N -ATOM 13931 CA ASP B 839 197.355 169.379 161.419 1.00182.36 C -ATOM 13932 C ASP B 839 196.286 169.044 160.387 1.00182.36 C -ATOM 13933 O ASP B 839 196.502 168.172 159.538 1.00182.36 O -ATOM 13934 CB ASP B 839 197.249 168.433 162.615 1.00182.36 C -ATOM 13935 CG ASP B 839 197.823 167.060 162.323 1.00182.36 C -ATOM 13936 OD1 ASP B 839 198.511 166.910 161.291 1.00182.36 O -ATOM 13937 OD2 ASP B 839 197.581 166.129 163.120 1.00182.36 O1- -ATOM 13938 N CYS B 840 195.131 169.715 160.443 1.00164.65 N -ATOM 13939 CA CYS B 840 194.100 169.465 159.438 1.00164.65 C -ATOM 13940 C CYS B 840 194.459 170.084 158.088 1.00164.65 C -ATOM 13941 O CYS B 840 194.257 169.456 157.042 1.00164.65 O -ATOM 13942 CB CYS B 840 192.747 169.984 159.925 1.00164.65 C -ATOM 13943 SG CYS B 840 191.920 168.911 161.128 1.00164.65 S -ATOM 13944 N LEU B 841 194.988 171.310 158.083 1.00171.80 N -ATOM 13945 CA LEU B 841 195.277 171.974 156.812 1.00171.80 C -ATOM 13946 C LEU B 841 196.627 171.562 156.234 1.00171.80 C -ATOM 13947 O LEU B 841 196.777 171.488 155.010 1.00171.80 O -ATOM 13948 CB LEU B 841 195.209 173.499 156.955 1.00171.80 C -ATOM 13949 CG LEU B 841 193.868 174.246 156.869 1.00171.80 C -ATOM 13950 CD1 LEU B 841 193.260 174.080 155.476 1.00171.80 C -ATOM 13951 CD2 LEU B 841 192.867 173.845 157.938 1.00171.80 C -ATOM 13952 N GLY B 842 197.617 171.294 157.079 1.00189.27 N -ATOM 13953 CA GLY B 842 198.943 170.971 156.604 1.00189.27 C -ATOM 13954 C GLY B 842 199.057 169.526 156.159 1.00189.27 C -ATOM 13955 O GLY B 842 198.071 168.806 155.990 1.00189.27 O -ATOM 13956 N ASP B 843 200.301 169.108 155.949 1.00198.46 N -ATOM 13957 CA ASP B 843 200.564 167.726 155.579 1.00198.46 C -ATOM 13958 C ASP B 843 200.297 166.811 156.767 1.00198.46 C -ATOM 13959 O ASP B 843 200.646 167.127 157.907 1.00198.46 O -ATOM 13960 CB ASP B 843 202.004 167.567 155.096 1.00198.46 C -ATOM 13961 CG ASP B 843 202.171 166.399 154.149 1.00198.46 C -ATOM 13962 OD1 ASP B 843 201.174 165.688 153.901 1.00198.46 O -ATOM 13963 OD2 ASP B 843 203.296 166.197 153.647 1.00198.46 O1- -ATOM 13964 N ILE B 844 199.659 165.677 156.496 1.00202.42 N -ATOM 13965 CA ILE B 844 199.284 164.732 157.536 1.00202.42 C -ATOM 13966 C ILE B 844 199.732 163.339 157.111 1.00202.42 C -ATOM 13967 O ILE B 844 199.905 163.053 155.921 1.00202.42 O -ATOM 13968 CB ILE B 844 197.760 164.796 157.833 1.00202.42 C -ATOM 13969 CG1 ILE B 844 197.453 164.326 159.260 1.00202.42 C -ATOM 13970 CG2 ILE B 844 196.940 164.037 156.790 1.00202.42 C -ATOM 13971 CD1 ILE B 844 196.089 164.743 159.759 1.00202.42 C -ATOM 13972 N ALA B 845 199.989 162.487 158.106 1.00205.91 N -ATOM 13973 CA ALA B 845 200.400 161.116 157.829 1.00205.91 C -ATOM 13974 C ALA B 845 199.225 160.258 157.375 1.00205.91 C -ATOM 13975 O ALA B 845 199.359 159.466 156.435 1.00205.91 O -ATOM 13976 CB ALA B 845 201.059 160.507 159.066 1.00205.91 C -ATOM 13977 N ALA B 846 198.073 160.402 158.026 1.00188.30 N -ATOM 13978 CA ALA B 846 196.890 159.622 157.699 1.00188.30 C -ATOM 13979 C ALA B 846 195.656 160.500 157.848 1.00188.30 C -ATOM 13980 O ALA B 846 195.673 161.515 158.548 1.00188.30 O -ATOM 13981 CB ALA B 846 196.769 158.376 158.587 1.00188.30 C -ATOM 13982 N ARG B 847 194.580 160.090 157.179 1.00156.70 N -ATOM 13983 CA ARG B 847 193.342 160.864 157.153 1.00156.70 C -ATOM 13984 C ARG B 847 192.658 160.789 158.512 1.00156.70 C -ATOM 13985 O ARG B 847 192.102 159.750 158.882 1.00156.70 O -ATOM 13986 CB ARG B 847 192.419 160.347 156.053 1.00156.70 C -ATOM 13987 CG ARG B 847 192.704 160.915 154.670 1.00156.70 C -ATOM 13988 CD ARG B 847 193.706 160.055 153.917 1.00156.70 C -ATOM 13989 NE ARG B 847 193.264 158.668 153.827 1.00156.70 N -ATOM 13990 CZ ARG B 847 192.486 158.191 152.867 1.00156.70 C -ATOM 13991 NH1 ARG B 847 192.051 158.962 151.884 1.00156.70 N1+ -ATOM 13992 NH2 ARG B 847 192.133 156.909 152.893 1.00156.70 N -ATOM 13993 N ASP B 848 192.701 161.889 159.258 1.00121.07 N -ATOM 13994 CA ASP B 848 192.070 161.948 160.567 1.00121.07 C -ATOM 13995 C ASP B 848 190.558 162.062 160.423 1.00121.07 C -ATOM 13996 O ASP B 848 190.056 162.744 159.524 1.00121.07 O -ATOM 13997 CB ASP B 848 192.614 163.132 161.368 1.00121.07 C -ATOM 13998 CG ASP B 848 192.168 163.112 162.816 1.00121.07 C -ATOM 13999 OD1 ASP B 848 191.824 162.022 163.321 1.00121.07 O -ATOM 14000 OD2 ASP B 848 192.162 164.187 163.451 1.00121.07 O1- -ATOM 14001 N LEU B 849 189.837 161.371 161.314 1.00100.95 N -ATOM 14002 CA LEU B 849 188.378 161.440 161.323 1.00100.95 C -ATOM 14003 C LEU B 849 187.893 162.842 161.667 1.00100.95 C -ATOM 14004 O LEU B 849 186.928 163.337 161.070 1.00100.95 O -ATOM 14005 CB LEU B 849 187.812 160.426 162.317 1.00100.95 C -ATOM 14006 CG LEU B 849 187.678 158.976 161.851 1.00100.95 C -ATOM 14007 CD1 LEU B 849 187.322 158.076 163.025 1.00100.95 C -ATOM 14008 CD2 LEU B 849 186.637 158.861 160.750 1.00100.95 C -ATOM 14009 N ILE B 850 188.559 163.493 162.627 1.00 97.08 N -ATOM 14010 CA ILE B 850 188.202 164.853 163.024 1.00 97.08 C -ATOM 14011 C ILE B 850 188.443 165.827 161.878 1.00 97.08 C -ATOM 14012 O ILE B 850 187.602 166.687 161.593 1.00 97.08 O -ATOM 14013 CB ILE B 850 188.987 165.262 164.284 1.00 97.08 C -ATOM 14014 CG1 ILE B 850 188.836 164.203 165.375 1.00 97.08 C -ATOM 14015 CG2 ILE B 850 188.515 166.614 164.794 1.00 97.08 C -ATOM 14016 CD1 ILE B 850 189.843 164.340 166.496 1.00 97.08 C -ATOM 14017 N CYS B 851 189.580 165.687 161.187 1.00109.12 N -ATOM 14018 CA CYS B 851 189.888 166.558 160.055 1.00109.12 C -ATOM 14019 C CYS B 851 188.927 166.333 158.893 1.00109.12 C -ATOM 14020 O CYS B 851 188.495 167.295 158.247 1.00109.12 O -ATOM 14021 CB CYS B 851 191.332 166.341 159.602 1.00109.12 C -ATOM 14022 SG CYS B 851 192.596 167.044 160.693 1.00109.12 S -ATOM 14023 N ALA B 852 188.558 165.074 158.632 1.00 96.19 N -ATOM 14024 CA ALA B 852 187.639 164.779 157.534 1.00 96.19 C -ATOM 14025 C ALA B 852 186.231 165.292 157.822 1.00 96.19 C -ATOM 14026 O ALA B 852 185.597 165.901 156.949 1.00 96.19 O -ATOM 14027 CB ALA B 852 187.616 163.277 157.257 1.00 96.19 C -ATOM 14028 N GLN B 853 185.729 165.073 159.041 1.00 81.21 N -ATOM 14029 CA GLN B 853 184.400 165.570 159.375 1.00 81.21 C -ATOM 14030 C GLN B 853 184.383 167.081 159.564 1.00 81.21 C -ATOM 14031 O GLN B 853 183.321 167.695 159.422 1.00 81.21 O -ATOM 14032 CB GLN B 853 183.862 164.852 160.618 1.00 81.21 C -ATOM 14033 CG GLN B 853 184.363 165.364 161.953 1.00 81.21 C -ATOM 14034 CD GLN B 853 184.079 164.389 163.076 1.00 81.21 C -ATOM 14035 OE1 GLN B 853 183.921 163.190 162.845 1.00 81.21 O -ATOM 14036 NE2 GLN B 853 184.008 164.898 164.299 1.00 81.21 N -ATOM 14037 N LYS B 854 185.533 167.694 159.861 1.00 88.12 N -ATOM 14038 CA LYS B 854 185.635 169.145 159.807 1.00 88.12 C -ATOM 14039 C LYS B 854 185.553 169.637 158.370 1.00 88.12 C -ATOM 14040 O LYS B 854 184.847 170.610 158.083 1.00 88.12 O -ATOM 14041 CB LYS B 854 186.940 169.596 160.461 1.00 88.12 C -ATOM 14042 CG LYS B 854 187.214 171.087 160.385 1.00 88.12 C -ATOM 14043 CD LYS B 854 186.423 171.851 161.431 1.00 88.12 C -ATOM 14044 CE LYS B 854 186.910 173.286 161.539 1.00 88.12 C -ATOM 14045 NZ LYS B 854 186.149 174.062 162.554 1.00 88.12 N1+ -ATOM 14046 N PHE B 855 186.246 168.950 157.451 1.00 98.57 N -ATOM 14047 CA PHE B 855 186.228 169.322 156.038 1.00 98.57 C -ATOM 14048 C PHE B 855 184.857 169.119 155.409 1.00 98.57 C -ATOM 14049 O PHE B 855 184.520 169.790 154.427 1.00 98.57 O -ATOM 14050 CB PHE B 855 187.275 168.516 155.268 1.00 98.57 C -ATOM 14051 CG PHE B 855 188.680 169.026 155.424 1.00 98.57 C -ATOM 14052 CD1 PHE B 855 188.923 170.328 155.832 1.00 98.57 C -ATOM 14053 CD2 PHE B 855 189.761 168.200 155.154 1.00 98.57 C -ATOM 14054 CE1 PHE B 855 190.216 170.798 155.972 1.00 98.57 C -ATOM 14055 CE2 PHE B 855 191.058 168.662 155.292 1.00 98.57 C -ATOM 14056 CZ PHE B 855 191.285 169.963 155.702 1.00 98.57 C -ATOM 14057 N LYS B 856 184.055 168.207 155.951 1.00 77.22 N -ATOM 14058 CA LYS B 856 182.713 167.978 155.434 1.00 77.22 C -ATOM 14059 C LYS B 856 181.671 168.908 156.043 1.00 77.22 C -ATOM 14060 O LYS B 856 180.486 168.781 155.717 1.00 77.22 O -ATOM 14061 CB LYS B 856 182.306 166.518 155.653 1.00 77.22 C -ATOM 14062 CG LYS B 856 182.332 165.687 154.381 1.00 77.22 C -ATOM 14063 CD LYS B 856 183.712 165.677 153.743 1.00 77.22 C -ATOM 14064 CE LYS B 856 183.690 165.010 152.379 1.00 77.22 C -ATOM 14065 NZ LYS B 856 185.032 165.022 151.734 1.00 77.22 N1+ -ATOM 14066 N GLY B 857 182.074 169.832 156.910 1.00 62.68 N -ATOM 14067 CA GLY B 857 181.175 170.838 157.432 1.00 62.68 C -ATOM 14068 C GLY B 857 180.566 170.556 158.787 1.00 62.68 C -ATOM 14069 O GLY B 857 179.616 171.248 159.170 1.00 62.68 O -ATOM 14070 N LEU B 858 181.074 169.572 159.524 1.00 53.08 N -ATOM 14071 CA LEU B 858 180.539 169.201 160.830 1.00 53.08 C -ATOM 14072 C LEU B 858 181.576 169.550 161.890 1.00 53.08 C -ATOM 14073 O LEU B 858 182.656 168.953 161.929 1.00 53.08 O -ATOM 14074 CB LEU B 858 180.193 167.715 160.870 1.00 53.08 C -ATOM 14075 CG LEU B 858 179.572 167.137 159.597 1.00 53.08 C -ATOM 14076 CD1 LEU B 858 179.544 165.620 159.656 1.00 53.08 C -ATOM 14077 CD2 LEU B 858 178.180 167.692 159.367 1.00 53.08 C -ATOM 14078 N THR B 859 181.248 170.503 162.755 1.00 45.61 N -ATOM 14079 CA THR B 859 182.169 170.966 163.779 1.00 45.61 C -ATOM 14080 C THR B 859 181.690 170.536 165.158 1.00 45.61 C -ATOM 14081 O THR B 859 180.504 170.281 165.379 1.00 45.61 O -ATOM 14082 CB THR B 859 182.321 172.490 163.734 1.00 45.61 C -ATOM 14083 OG1 THR B 859 181.044 173.105 163.945 1.00 45.61 O -ATOM 14084 CG2 THR B 859 182.867 172.927 162.385 1.00 45.61 C -ATOM 14085 N VAL B 860 182.636 170.459 166.089 1.00 37.94 N -ATOM 14086 CA VAL B 860 182.361 170.118 167.479 1.00 37.94 C -ATOM 14087 C VAL B 860 182.687 171.342 168.324 1.00 37.94 C -ATOM 14088 O VAL B 860 183.815 171.850 168.287 1.00 37.94 O -ATOM 14089 CB VAL B 860 183.166 168.889 167.930 1.00 37.94 C -ATOM 14090 CG1 VAL B 860 183.250 168.815 169.449 1.00 37.94 C -ATOM 14091 CG2 VAL B 860 182.543 167.620 167.372 1.00 37.94 C -ATOM 14092 N LEU B 861 181.698 171.825 169.069 1.00 35.81 N -ATOM 14093 CA LEU B 861 181.941 173.006 169.887 1.00 35.81 C -ATOM 14094 C LEU B 861 182.423 172.599 171.276 1.00 35.81 C -ATOM 14095 O LEU B 861 181.946 171.604 171.830 1.00 35.81 O -ATOM 14096 CB LEU B 861 180.674 173.846 170.012 1.00 35.81 C -ATOM 14097 CG LEU B 861 179.895 174.123 168.725 1.00 35.81 C -ATOM 14098 CD1 LEU B 861 178.660 174.953 169.026 1.00 35.81 C -ATOM 14099 CD2 LEU B 861 180.774 174.826 167.704 1.00 35.81 C -ATOM 14100 N PRO B 862 183.374 173.339 171.853 1.00 34.75 N -ATOM 14101 CA PRO B 862 183.834 173.008 173.197 1.00 34.75 C -ATOM 14102 C PRO B 862 182.799 173.403 174.234 1.00 34.75 C -ATOM 14103 O PRO B 862 182.001 174.330 174.012 1.00 34.75 O -ATOM 14104 CB PRO B 862 185.121 173.838 173.342 1.00 34.75 C -ATOM 14105 CG PRO B 862 184.891 175.011 172.465 1.00 34.75 C -ATOM 14106 CD PRO B 862 184.084 174.505 171.298 1.00 34.75 C -ATOM 14107 N PRO B 863 182.759 172.718 175.376 1.00 28.56 N -ATOM 14108 CA PRO B 863 181.812 173.094 176.428 1.00 28.56 C -ATOM 14109 C PRO B 863 182.229 174.381 177.121 1.00 28.56 C -ATOM 14110 O PRO B 863 183.392 174.789 177.097 1.00 28.56 O -ATOM 14111 CB PRO B 863 181.863 171.905 177.391 1.00 28.56 C -ATOM 14112 CG PRO B 863 183.226 171.350 177.205 1.00 28.56 C -ATOM 14113 CD PRO B 863 183.541 171.527 175.748 1.00 28.56 C -ATOM 14114 N LEU B 864 181.237 175.030 177.737 1.00 31.22 N -ATOM 14115 CA LEU B 864 181.484 176.294 178.424 1.00 31.22 C -ATOM 14116 C LEU B 864 182.318 176.093 179.684 1.00 31.22 C -ATOM 14117 O LEU B 864 183.231 176.878 179.962 1.00 31.22 O -ATOM 14118 CB LEU B 864 180.154 176.969 178.756 1.00 31.22 C -ATOM 14119 CG LEU B 864 180.195 178.222 179.632 1.00 31.22 C -ATOM 14120 CD1 LEU B 864 180.977 179.331 178.952 1.00 31.22 C -ATOM 14121 CD2 LEU B 864 178.787 178.683 179.962 1.00 31.22 C -ATOM 14122 N LEU B 865 182.033 175.043 180.448 1.00 33.68 N -ATOM 14123 CA LEU B 865 182.731 174.770 181.697 1.00 33.68 C -ATOM 14124 C LEU B 865 183.821 173.735 181.449 1.00 33.68 C -ATOM 14125 O LEU B 865 183.530 172.607 181.038 1.00 33.68 O -ATOM 14126 CB LEU B 865 181.759 174.277 182.769 1.00 33.68 C -ATOM 14127 CG LEU B 865 180.980 175.346 183.534 1.00 33.68 C -ATOM 14128 CD1 LEU B 865 180.175 174.713 184.653 1.00 33.68 C -ATOM 14129 CD2 LEU B 865 181.919 176.404 184.085 1.00 33.68 C -ATOM 14130 N THR B 866 185.068 174.119 181.700 1.00 39.30 N -ATOM 14131 CA THR B 866 186.180 173.204 181.518 1.00 39.30 C -ATOM 14132 C THR B 866 186.280 172.237 182.698 1.00 39.30 C -ATOM 14133 O THR B 866 185.624 172.397 183.735 1.00 39.30 O -ATOM 14134 CB THR B 866 187.489 173.971 181.346 1.00 39.30 C -ATOM 14135 OG1 THR B 866 187.753 174.745 182.521 1.00 39.30 O -ATOM 14136 CG2 THR B 866 187.404 174.899 180.148 1.00 39.30 C -ATOM 14137 N ASP B 867 187.130 171.220 182.520 1.00 43.98 N -ATOM 14138 CA ASP B 867 187.283 170.173 183.525 1.00 43.98 C -ATOM 14139 C ASP B 867 187.918 170.700 184.804 1.00 43.98 C -ATOM 14140 O ASP B 867 187.646 170.169 185.885 1.00 43.98 O -ATOM 14141 CB ASP B 867 188.110 169.022 182.958 1.00 43.98 C -ATOM 14142 CG ASP B 867 187.350 168.212 181.929 1.00 43.98 C -ATOM 14143 OD1 ASP B 867 186.330 167.590 182.292 1.00 43.98 O -ATOM 14144 OD2 ASP B 867 187.773 168.199 180.754 1.00 43.98 O1- -ATOM 14145 N GLU B 868 188.741 171.748 184.705 1.00 45.13 N -ATOM 14146 CA GLU B 868 189.277 172.396 185.899 1.00 45.13 C -ATOM 14147 C GLU B 868 188.172 173.052 186.719 1.00 45.13 C -ATOM 14148 O GLU B 868 188.162 172.950 187.951 1.00 45.13 O -ATOM 14149 CB GLU B 868 190.335 173.427 185.507 1.00 45.13 C -ATOM 14150 CG GLU B 868 191.678 172.830 185.127 1.00 45.13 C -ATOM 14151 CD GLU B 868 191.742 172.417 183.670 1.00 45.13 C -ATOM 14152 OE1 GLU B 868 191.273 173.192 182.811 1.00 45.13 O -ATOM 14153 OE2 GLU B 868 192.262 171.319 183.384 1.00 45.13 O1- -ATOM 14154 N MET B 869 187.217 173.707 186.052 1.00 41.05 N -ATOM 14155 CA MET B 869 186.103 174.326 186.765 1.00 41.05 C -ATOM 14156 C MET B 869 185.157 173.278 187.341 1.00 41.05 C -ATOM 14157 O MET B 869 184.610 173.464 188.436 1.00 41.05 O -ATOM 14158 CB MET B 869 185.351 175.276 185.837 1.00 41.05 C -ATOM 14159 CG MET B 869 186.250 176.232 185.081 1.00 41.05 C -ATOM 14160 SD MET B 869 185.405 177.744 184.593 1.00 41.05 S -ATOM 14161 CE MET B 869 186.798 178.846 184.386 1.00 41.05 C -ATOM 14162 N ILE B 870 184.958 172.169 186.620 1.00 33.03 N -ATOM 14163 CA ILE B 870 184.138 171.076 187.142 1.00 33.03 C -ATOM 14164 C ILE B 870 184.794 170.446 188.370 1.00 33.03 C -ATOM 14165 O ILE B 870 184.125 170.168 189.377 1.00 33.03 O -ATOM 14166 CB ILE B 870 183.869 170.040 186.034 1.00 33.03 C -ATOM 14167 CG1 ILE B 870 183.084 170.674 184.886 1.00 33.03 C -ATOM 14168 CG2 ILE B 870 183.082 168.864 186.567 1.00 33.03 C -ATOM 14169 CD1 ILE B 870 181.792 171.327 185.314 1.00 33.03 C -ATOM 14170 N ALA B 871 186.116 170.246 188.322 1.00 33.95 N -ATOM 14171 CA ALA B 871 186.844 169.726 189.473 1.00 33.95 C -ATOM 14172 C ALA B 871 186.845 170.709 190.637 1.00 33.95 C -ATOM 14173 O ALA B 871 186.832 170.285 191.795 1.00 33.95 O -ATOM 14174 CB ALA B 871 188.277 169.377 189.075 1.00 33.95 C -ATOM 14175 N GLN B 872 186.842 172.015 190.355 1.00 37.25 N -ATOM 14176 CA GLN B 872 186.725 173.002 191.426 1.00 37.25 C -ATOM 14177 C GLN B 872 185.343 172.968 192.068 1.00 37.25 C -ATOM 14178 O GLN B 872 185.218 173.145 193.286 1.00 37.25 O -ATOM 14179 CB GLN B 872 187.036 174.399 190.893 1.00 37.25 C -ATOM 14180 CG GLN B 872 188.470 174.833 191.128 1.00 37.25 C -ATOM 14181 CD GLN B 872 188.816 176.117 190.408 1.00 37.25 C -ATOM 14182 OE1 GLN B 872 188.285 177.181 190.722 1.00 37.25 O -ATOM 14183 NE2 GLN B 872 189.713 176.025 189.434 1.00 37.25 N -ATOM 14184 N TYR B 873 184.296 172.743 191.265 1.00 34.00 N -ATOM 14185 CA TYR B 873 182.951 172.571 191.814 1.00 34.00 C -ATOM 14186 C TYR B 873 182.857 171.338 192.709 1.00 34.00 C -ATOM 14187 O TYR B 873 182.283 171.401 193.807 1.00 34.00 O -ATOM 14188 CB TYR B 873 181.927 172.477 190.685 1.00 34.00 C -ATOM 14189 CG TYR B 873 181.506 173.805 190.100 1.00 34.00 C -ATOM 14190 CD1 TYR B 873 181.713 174.992 190.793 1.00 34.00 C -ATOM 14191 CD2 TYR B 873 180.891 173.869 188.856 1.00 34.00 C -ATOM 14192 CE1 TYR B 873 181.320 176.206 190.260 1.00 34.00 C -ATOM 14193 CE2 TYR B 873 180.498 175.076 188.316 1.00 34.00 C -ATOM 14194 CZ TYR B 873 180.714 176.240 189.021 1.00 34.00 C -ATOM 14195 OH TYR B 873 180.322 177.444 188.484 1.00 34.00 O -ATOM 14196 N THR B 874 183.425 170.211 192.264 1.00 33.82 N -ATOM 14197 CA THR B 874 183.421 169.010 193.101 1.00 33.82 C -ATOM 14198 C THR B 874 184.284 169.180 194.345 1.00 33.82 C -ATOM 14199 O THR B 874 183.942 168.647 195.405 1.00 33.82 O -ATOM 14200 CB THR B 874 183.887 167.784 192.314 1.00 33.82 C -ATOM 14201 OG1 THR B 874 185.271 167.923 191.973 1.00 33.82 O -ATOM 14202 CG2 THR B 874 183.050 167.583 191.065 1.00 33.82 C -ATOM 14203 N SER B 875 185.385 169.930 194.239 1.00 33.49 N -ATOM 14204 CA SER B 875 186.219 170.221 195.401 1.00 33.49 C -ATOM 14205 C SER B 875 185.479 171.073 196.421 1.00 33.49 C -ATOM 14206 O SER B 875 185.582 170.832 197.630 1.00 33.49 O -ATOM 14207 CB SER B 875 187.494 170.929 194.954 1.00 33.49 C -ATOM 14208 OG SER B 875 188.148 171.534 196.055 1.00 33.49 O -ATOM 14209 N ALA B 876 184.731 172.076 195.949 1.00 32.62 N -ATOM 14210 CA ALA B 876 183.938 172.912 196.844 1.00 32.62 C -ATOM 14211 C ALA B 876 182.833 172.112 197.519 1.00 32.62 C -ATOM 14212 O ALA B 876 182.577 172.291 198.716 1.00 32.62 O -ATOM 14213 CB ALA B 876 183.349 174.092 196.075 1.00 32.62 C -ATOM 14214 N LEU B 877 182.181 171.214 196.771 1.00 28.67 N -ATOM 14215 CA LEU B 877 181.142 170.369 197.358 1.00 28.67 C -ATOM 14216 C LEU B 877 181.715 169.405 198.392 1.00 28.67 C -ATOM 14217 O LEU B 877 181.116 169.209 199.458 1.00 28.67 O -ATOM 14218 CB LEU B 877 180.407 169.605 196.259 1.00 28.67 C -ATOM 14219 CG LEU B 877 179.458 170.449 195.410 1.00 28.67 C -ATOM 14220 CD1 LEU B 877 179.207 169.782 194.074 1.00 28.67 C -ATOM 14221 CD2 LEU B 877 178.154 170.687 196.145 1.00 28.67 C -ATOM 14222 N LEU B 878 182.881 168.813 198.104 1.00 33.51 N -ATOM 14223 CA LEU B 878 183.532 167.914 199.055 1.00 33.51 C -ATOM 14224 C LEU B 878 183.964 168.644 200.320 1.00 33.51 C -ATOM 14225 O LEU B 878 183.763 168.139 201.432 1.00 33.51 O -ATOM 14226 CB LEU B 878 184.740 167.247 198.402 1.00 33.51 C -ATOM 14227 CG LEU B 878 184.469 166.074 197.467 1.00 33.51 C -ATOM 14228 CD1 LEU B 878 185.718 165.734 196.687 1.00 33.51 C -ATOM 14229 CD2 LEU B 878 184.009 164.889 198.277 1.00 33.51 C -ATOM 14230 N ALA B 879 184.559 169.834 200.166 1.00 30.74 N -ATOM 14231 CA ALA B 879 184.998 170.614 201.319 1.00 30.74 C -ATOM 14232 C ALA B 879 183.817 171.063 202.167 1.00 30.74 C -ATOM 14233 O ALA B 879 183.874 170.996 203.401 1.00 30.74 O -ATOM 14234 CB ALA B 879 185.812 171.820 200.855 1.00 30.74 C -ATOM 14235 N GLY B 880 182.729 171.495 201.519 1.00 31.34 N -ATOM 14236 CA GLY B 880 181.540 171.885 202.255 1.00 31.34 C -ATOM 14237 C GLY B 880 180.900 170.730 203.000 1.00 31.34 C -ATOM 14238 O GLY B 880 180.528 170.873 204.166 1.00 31.34 O -ATOM 14239 N THR B 881 180.808 169.561 202.352 1.00 33.21 N -ATOM 14240 CA THR B 881 180.227 168.386 202.999 1.00 33.21 C -ATOM 14241 C THR B 881 181.068 167.925 204.184 1.00 33.21 C -ATOM 14242 O THR B 881 180.527 167.671 205.268 1.00 33.21 O -ATOM 14243 CB THR B 881 180.067 167.256 201.980 1.00 33.21 C -ATOM 14244 OG1 THR B 881 179.196 167.684 200.927 1.00 33.21 O -ATOM 14245 CG2 THR B 881 179.477 166.015 202.632 1.00 33.21 C -ATOM 14246 N ILE B 882 182.395 167.885 204.016 1.00 30.49 N -ATOM 14247 CA ILE B 882 183.281 167.404 205.074 1.00 30.49 C -ATOM 14248 C ILE B 882 183.291 168.370 206.258 1.00 30.49 C -ATOM 14249 O ILE B 882 183.155 167.954 207.415 1.00 30.49 O -ATOM 14250 CB ILE B 882 184.696 167.169 204.511 1.00 30.49 C -ATOM 14251 CG1 ILE B 882 184.726 165.891 203.672 1.00 30.49 C -ATOM 14252 CG2 ILE B 882 185.735 167.082 205.619 1.00 30.49 C -ATOM 14253 CD1 ILE B 882 185.890 165.820 202.711 1.00 30.49 C -ATOM 14254 N THR B 883 183.407 169.672 205.993 1.00 33.78 N -ATOM 14255 CA THR B 883 183.549 170.622 207.086 1.00 33.78 C -ATOM 14256 C THR B 883 182.228 171.143 207.642 1.00 33.78 C -ATOM 14257 O THR B 883 182.249 171.824 208.672 1.00 33.78 O -ATOM 14258 CB THR B 883 184.411 171.813 206.649 1.00 33.78 C -ATOM 14259 OG1 THR B 883 183.728 172.555 205.632 1.00 33.78 O -ATOM 14260 CG2 THR B 883 185.756 171.338 206.123 1.00 33.78 C -ATOM 14261 N SER B 884 181.077 170.857 207.014 1.00 32.53 N -ATOM 14262 CA SER B 884 179.835 171.398 207.545 1.00 32.53 C -ATOM 14263 C SER B 884 178.637 170.456 207.523 1.00 32.53 C -ATOM 14264 O SER B 884 177.581 170.842 208.033 1.00 32.53 O -ATOM 14265 CB SER B 884 179.463 172.690 206.798 1.00 32.53 C -ATOM 14266 OG SER B 884 179.443 172.487 205.397 1.00 32.53 O -ATOM 14267 N GLY B 885 178.748 169.252 206.975 1.00 35.31 N -ATOM 14268 CA GLY B 885 177.594 168.365 206.933 1.00 35.31 C -ATOM 14269 C GLY B 885 176.615 168.789 205.860 1.00 35.31 C -ATOM 14270 O GLY B 885 176.988 168.959 204.698 1.00 35.31 O -ATOM 14271 N TRP B 886 175.351 168.961 206.246 1.00 40.33 N -ATOM 14272 CA TRP B 886 174.298 169.362 205.321 1.00 40.33 C -ATOM 14273 C TRP B 886 173.878 170.815 205.500 1.00 40.33 C -ATOM 14274 O TRP B 886 172.915 171.254 204.863 1.00 40.33 O -ATOM 14275 CB TRP B 886 173.080 168.446 205.471 1.00 40.33 C -ATOM 14276 CG TRP B 886 172.485 168.397 206.853 1.00 40.33 C -ATOM 14277 CD1 TRP B 886 171.643 169.312 207.420 1.00 40.33 C -ATOM 14278 CD2 TRP B 886 172.664 167.363 207.828 1.00 40.33 C -ATOM 14279 NE1 TRP B 886 171.302 168.919 208.690 1.00 40.33 N -ATOM 14280 CE2 TRP B 886 171.914 167.725 208.964 1.00 40.33 C -ATOM 14281 CE3 TRP B 886 173.391 166.170 207.852 1.00 40.33 C -ATOM 14282 CZ2 TRP B 886 171.871 166.936 210.112 1.00 40.33 C -ATOM 14283 CZ3 TRP B 886 173.347 165.389 208.992 1.00 40.33 C -ATOM 14284 CH2 TRP B 886 172.592 165.775 210.106 1.00 40.33 C -ATOM 14285 N THR B 887 174.568 171.565 206.359 1.00 37.33 N -ATOM 14286 CA THR B 887 174.133 172.920 206.680 1.00 37.33 C -ATOM 14287 C THR B 887 174.439 173.901 205.556 1.00 37.33 C -ATOM 14288 O THR B 887 173.756 174.925 205.426 1.00 37.33 O -ATOM 14289 CB THR B 887 174.795 173.377 207.974 1.00 37.33 C -ATOM 14290 OG1 THR B 887 176.195 173.575 207.749 1.00 37.33 O -ATOM 14291 CG2 THR B 887 174.611 172.327 209.055 1.00 37.33 C -ATOM 14292 N PHE B 888 175.458 173.614 204.744 1.00 33.85 N -ATOM 14293 CA PHE B 888 175.786 174.481 203.619 1.00 33.85 C -ATOM 14294 C PHE B 888 174.776 174.362 202.487 1.00 33.85 C -ATOM 14295 O PHE B 888 174.698 175.264 201.647 1.00 33.85 O -ATOM 14296 CB PHE B 888 177.199 174.174 203.112 1.00 33.85 C -ATOM 14297 CG PHE B 888 177.283 172.971 202.212 1.00 33.85 C -ATOM 14298 CD1 PHE B 888 177.151 171.691 202.728 1.00 33.85 C -ATOM 14299 CD2 PHE B 888 177.515 173.118 200.852 1.00 33.85 C -ATOM 14300 CE1 PHE B 888 177.233 170.582 201.906 1.00 33.85 C -ATOM 14301 CE2 PHE B 888 177.598 172.012 200.024 1.00 33.85 C -ATOM 14302 CZ PHE B 888 177.457 170.744 200.554 1.00 33.85 C -ATOM 14303 N GLY B 889 174.004 173.274 202.445 1.00 35.26 N -ATOM 14304 CA GLY B 889 172.939 173.161 201.468 1.00 35.26 C -ATOM 14305 C GLY B 889 171.707 173.976 201.788 1.00 35.26 C -ATOM 14306 O GLY B 889 170.936 174.295 200.878 1.00 35.26 O -ATOM 14307 N ALA B 890 171.504 174.322 203.059 1.00 39.14 N -ATOM 14308 CA ALA B 890 170.363 175.129 203.477 1.00 39.14 C -ATOM 14309 C ALA B 890 170.749 176.589 203.690 1.00 39.14 C -ATOM 14310 O ALA B 890 170.171 177.485 203.070 1.00 39.14 O -ATOM 14311 CB ALA B 890 169.744 174.547 204.754 1.00 39.14 C -ATOM 14312 N GLY B 891 171.722 176.844 204.558 1.00 41.09 N -ATOM 14313 CA GLY B 891 172.167 178.195 204.846 1.00 41.09 C -ATOM 14314 C GLY B 891 173.668 178.309 204.677 1.00 41.09 C -ATOM 14315 O GLY B 891 174.269 177.694 203.798 1.00 41.09 O -ATOM 14316 N ALA B 892 174.275 179.123 205.536 1.00 45.20 N -ATOM 14317 CA ALA B 892 175.723 179.237 205.560 1.00 45.20 C -ATOM 14318 C ALA B 892 176.343 177.968 206.138 1.00 45.20 C -ATOM 14319 O ALA B 892 175.696 177.199 206.855 1.00 45.20 O -ATOM 14320 CB ALA B 892 176.156 180.456 206.374 1.00 45.20 C -ATOM 14321 N ALA B 893 177.614 177.751 205.810 1.00 43.54 N -ATOM 14322 CA ALA B 893 178.315 176.556 206.264 1.00 43.54 C -ATOM 14323 C ALA B 893 178.617 176.664 207.753 1.00 43.54 C -ATOM 14324 O ALA B 893 179.258 177.621 208.198 1.00 43.54 O -ATOM 14325 CB ALA B 893 179.601 176.361 205.466 1.00 43.54 C -ATOM 14326 N LEU B 894 178.148 175.685 208.521 1.00 43.75 N -ATOM 14327 CA LEU B 894 178.315 175.655 209.970 1.00 43.75 C -ATOM 14328 C LEU B 894 179.364 174.602 210.290 1.00 43.75 C -ATOM 14329 O LEU B 894 179.143 173.414 210.035 1.00 43.75 O -ATOM 14330 CB LEU B 894 176.999 175.321 210.666 1.00 43.75 C -ATOM 14331 CG LEU B 894 175.766 176.130 210.272 1.00 43.75 C -ATOM 14332 CD1 LEU B 894 174.547 175.704 211.082 1.00 43.75 C -ATOM 14333 CD2 LEU B 894 176.028 177.593 210.420 1.00 43.75 C -ATOM 14334 N GLN B 895 180.492 175.029 210.854 1.00 45.00 N -ATOM 14335 CA GLN B 895 181.555 174.089 211.180 1.00 45.00 C -ATOM 14336 C GLN B 895 181.129 173.170 212.320 1.00 45.00 C -ATOM 14337 O GLN B 895 180.399 173.572 213.230 1.00 45.00 O -ATOM 14338 CB GLN B 895 182.851 174.835 211.519 1.00 45.00 C -ATOM 14339 CG GLN B 895 182.875 175.594 212.840 1.00 45.00 C -ATOM 14340 CD GLN B 895 182.618 177.077 212.663 1.00 45.00 C -ATOM 14341 OE1 GLN B 895 182.332 177.541 211.560 1.00 45.00 O -ATOM 14342 NE2 GLN B 895 182.723 177.830 213.751 1.00 45.00 N -ATOM 14343 N ILE B 896 181.541 171.910 212.224 1.00 41.37 N -ATOM 14344 CA ILE B 896 181.146 170.856 213.155 1.00 41.37 C -ATOM 14345 C ILE B 896 182.183 169.746 213.020 1.00 41.37 C -ATOM 14346 O ILE B 896 182.653 169.487 211.902 1.00 41.37 O -ATOM 14347 CB ILE B 896 179.708 170.374 212.872 1.00 41.37 C -ATOM 14348 CG1 ILE B 896 179.340 169.137 213.695 1.00 41.37 C -ATOM 14349 CG2 ILE B 896 179.486 170.118 211.384 1.00 41.37 C -ATOM 14350 CD1 ILE B 896 177.882 168.770 213.609 1.00 41.37 C -ATOM 14351 N PRO B 897 182.627 169.127 214.118 1.00 36.97 N -ATOM 14352 CA PRO B 897 183.548 167.990 214.004 1.00 36.97 C -ATOM 14353 C PRO B 897 182.918 166.815 213.269 1.00 36.97 C -ATOM 14354 O PRO B 897 181.709 166.571 213.351 1.00 36.97 O -ATOM 14355 CB PRO B 897 183.854 167.637 215.463 1.00 36.97 C -ATOM 14356 CG PRO B 897 183.654 168.911 216.198 1.00 36.97 C -ATOM 14357 CD PRO B 897 182.518 169.607 215.506 1.00 36.97 C -ATOM 14358 N PHE B 898 183.767 166.093 212.531 1.00 32.22 N -ATOM 14359 CA PHE B 898 183.287 165.022 211.666 1.00 32.22 C -ATOM 14360 C PHE B 898 182.748 163.845 212.466 1.00 32.22 C -ATOM 14361 O PHE B 898 181.857 163.133 211.987 1.00 32.22 O -ATOM 14362 CB PHE B 898 184.399 164.560 210.727 1.00 32.22 C -ATOM 14363 CG PHE B 898 183.902 163.764 209.560 1.00 32.22 C -ATOM 14364 CD1 PHE B 898 183.375 164.399 208.448 1.00 32.22 C -ATOM 14365 CD2 PHE B 898 183.943 162.380 209.583 1.00 32.22 C -ATOM 14366 CE1 PHE B 898 182.908 163.667 207.374 1.00 32.22 C -ATOM 14367 CE2 PHE B 898 183.477 161.643 208.514 1.00 32.22 C -ATOM 14368 CZ PHE B 898 182.957 162.288 207.410 1.00 32.22 C -ATOM 14369 N ALA B 899 183.263 163.633 213.680 1.00 33.41 N -ATOM 14370 CA ALA B 899 182.698 162.614 214.557 1.00 33.41 C -ATOM 14371 C ALA B 899 181.268 162.958 214.959 1.00 33.41 C -ATOM 14372 O ALA B 899 180.389 162.091 214.936 1.00 33.41 O -ATOM 14373 CB ALA B 899 183.577 162.437 215.793 1.00 33.41 C -ATOM 14374 N MET B 900 181.002 164.223 215.291 1.00 36.75 N -ATOM 14375 CA MET B 900 179.635 164.607 215.629 1.00 36.75 C -ATOM 14376 C MET B 900 178.728 164.590 214.407 1.00 36.75 C -ATOM 14377 O MET B 900 177.533 164.287 214.527 1.00 36.75 O -ATOM 14378 CB MET B 900 179.612 165.981 216.293 1.00 36.75 C -ATOM 14379 CG MET B 900 180.234 165.991 217.672 1.00 36.75 C -ATOM 14380 SD MET B 900 180.177 167.617 218.433 1.00 36.75 S -ATOM 14381 CE MET B 900 178.668 167.451 219.384 1.00 36.75 C -ATOM 14382 N GLN B 901 179.281 164.882 213.227 1.00 33.16 N -ATOM 14383 CA GLN B 901 178.494 164.781 212.002 1.00 33.16 C -ATOM 14384 C GLN B 901 178.108 163.332 211.706 1.00 33.16 C -ATOM 14385 O GLN B 901 176.954 163.052 211.360 1.00 33.16 O -ATOM 14386 CB GLN B 901 179.267 165.407 210.841 1.00 33.16 C -ATOM 14387 CG GLN B 901 178.660 165.191 209.473 1.00 33.16 C -ATOM 14388 CD GLN B 901 179.517 165.776 208.372 1.00 33.16 C -ATOM 14389 OE1 GLN B 901 180.296 166.700 208.603 1.00 33.16 O -ATOM 14390 NE2 GLN B 901 179.369 165.251 207.164 1.00 33.16 N -ATOM 14391 N MET B 902 179.046 162.392 211.887 1.00 33.46 N -ATOM 14392 CA MET B 902 178.731 160.970 211.746 1.00 33.46 C -ATOM 14393 C MET B 902 177.743 160.489 212.803 1.00 33.46 C -ATOM 14394 O MET B 902 176.908 159.617 212.522 1.00 33.46 O -ATOM 14395 CB MET B 902 180.009 160.137 211.820 1.00 33.46 C -ATOM 14396 CG MET B 902 180.570 159.710 210.483 1.00 33.46 C -ATOM 14397 SD MET B 902 179.440 158.593 209.637 1.00 33.46 S -ATOM 14398 CE MET B 902 180.166 158.566 208.010 1.00 33.46 C -ATOM 14399 N ALA B 903 177.822 161.041 214.018 1.00 42.99 N -ATOM 14400 CA ALA B 903 176.855 160.693 215.056 1.00 42.99 C -ATOM 14401 C ALA B 903 175.463 161.176 214.689 1.00 42.99 C -ATOM 14402 O ALA B 903 174.471 160.487 214.952 1.00 42.99 O -ATOM 14403 CB ALA B 903 177.291 161.273 216.400 1.00 42.99 C -ATOM 14404 N TYR B 904 175.370 162.341 214.049 1.00 43.24 N -ATOM 14405 CA TYR B 904 174.062 162.819 213.618 1.00 43.24 C -ATOM 14406 C TYR B 904 173.543 162.036 212.413 1.00 43.24 C -ATOM 14407 O TYR B 904 172.328 161.856 212.283 1.00 43.24 O -ATOM 14408 CB TYR B 904 174.119 164.322 213.339 1.00 43.24 C -ATOM 14409 CG TYR B 904 174.412 165.153 214.580 1.00 43.24 C -ATOM 14410 CD1 TYR B 904 174.085 164.683 215.851 1.00 43.24 C -ATOM 14411 CD2 TYR B 904 175.027 166.396 214.482 1.00 43.24 C -ATOM 14412 CE1 TYR B 904 174.356 165.428 216.984 1.00 43.24 C -ATOM 14413 CE2 TYR B 904 175.301 167.151 215.615 1.00 43.24 C -ATOM 14414 CZ TYR B 904 174.963 166.659 216.860 1.00 43.24 C -ATOM 14415 OH TYR B 904 175.231 167.394 217.989 1.00 43.24 O -ATOM 14416 N ARG B 905 174.434 161.524 211.551 1.00 29.97 N -ATOM 14417 CA ARG B 905 173.989 160.604 210.495 1.00 29.97 C -ATOM 14418 C ARG B 905 173.443 159.295 211.067 1.00 29.97 C -ATOM 14419 O ARG B 905 172.397 158.803 210.612 1.00 29.97 O -ATOM 14420 CB ARG B 905 175.121 160.294 209.511 1.00 29.97 C -ATOM 14421 CG ARG B 905 175.786 161.483 208.840 1.00 29.97 C -ATOM 14422 CD ARG B 905 174.853 162.247 207.918 1.00 29.97 C -ATOM 14423 NE ARG B 905 175.513 163.416 207.345 1.00 29.97 N -ATOM 14424 CZ ARG B 905 175.501 163.730 206.057 1.00 29.97 C -ATOM 14425 NH1 ARG B 905 174.880 162.974 205.167 1.00 29.97 N1+ -ATOM 14426 NH2 ARG B 905 176.135 164.826 205.650 1.00 29.97 N -ATOM 14427 N PHE B 906 174.142 158.709 212.051 1.00 26.50 N -ATOM 14428 CA PHE B 906 173.628 157.504 212.711 1.00 26.50 C -ATOM 14429 C PHE B 906 172.321 157.763 213.446 1.00 26.50 C -ATOM 14430 O PHE B 906 171.425 156.911 213.438 1.00 26.50 O -ATOM 14431 CB PHE B 906 174.652 156.888 213.667 1.00 26.50 C -ATOM 14432 CG PHE B 906 175.838 156.262 212.990 1.00 26.50 C -ATOM 14433 CD1 PHE B 906 175.826 155.984 211.634 1.00 26.50 C -ATOM 14434 CD2 PHE B 906 176.945 155.902 213.727 1.00 26.50 C -ATOM 14435 CE1 PHE B 906 176.914 155.386 211.027 1.00 26.50 C -ATOM 14436 CE2 PHE B 906 178.038 155.306 213.129 1.00 26.50 C -ATOM 14437 CZ PHE B 906 178.018 155.052 211.774 1.00 26.50 C -ATOM 14438 N ASN B 907 172.187 158.926 214.085 1.00 29.53 N -ATOM 14439 CA ASN B 907 170.907 159.273 214.693 1.00 29.53 C -ATOM 14440 C ASN B 907 169.829 159.499 213.640 1.00 29.53 C -ATOM 14441 O ASN B 907 168.639 159.331 213.927 1.00 29.53 O -ATOM 14442 CB ASN B 907 171.055 160.508 215.577 1.00 29.53 C -ATOM 14443 CG ASN B 907 170.149 160.462 216.785 1.00 29.53 C -ATOM 14444 OD1 ASN B 907 169.173 159.712 216.811 1.00 29.53 O -ATOM 14445 ND2 ASN B 907 170.463 161.263 217.795 1.00 29.53 N -ATOM 14446 N GLY B 908 170.224 159.893 212.428 1.00 51.34 N -ATOM 14447 CA GLY B 908 169.276 159.951 211.329 1.00 51.34 C -ATOM 14448 C GLY B 908 168.790 158.584 210.885 1.00 51.34 C -ATOM 14449 O GLY B 908 167.611 158.413 210.565 1.00 51.34 O -ATOM 14450 N ILE B 909 169.682 157.589 210.861 1.00 74.85 N -ATOM 14451 CA ILE B 909 169.287 156.267 210.370 1.00 74.85 C -ATOM 14452 C ILE B 909 168.763 155.385 211.500 1.00 74.85 C -ATOM 14453 O ILE B 909 168.584 154.175 211.319 1.00 74.85 O -ATOM 14454 CB ILE B 909 170.437 155.555 209.631 1.00 74.85 C -ATOM 14455 CG1 ILE B 909 171.611 155.298 210.569 1.00 74.85 C -ATOM 14456 CG2 ILE B 909 170.883 156.365 208.432 1.00 74.85 C -ATOM 14457 CD1 ILE B 909 172.611 154.308 210.037 1.00 74.85 C -ATOM 14458 N GLY B 910 168.513 155.972 212.667 1.00 45.49 N -ATOM 14459 CA GLY B 910 167.859 155.257 213.746 1.00 45.49 C -ATOM 14460 C GLY B 910 168.762 154.493 214.687 1.00 45.49 C -ATOM 14461 O GLY B 910 168.285 153.579 215.368 1.00 45.49 O -ATOM 14462 N VAL B 911 170.049 154.823 214.741 1.00 35.84 N -ATOM 14463 CA VAL B 911 171.005 154.167 215.625 1.00 35.84 C -ATOM 14464 C VAL B 911 171.548 155.214 216.592 1.00 35.84 C -ATOM 14465 O VAL B 911 171.862 156.338 216.187 1.00 35.84 O -ATOM 14466 CB VAL B 911 172.131 153.495 214.809 1.00 35.84 C -ATOM 14467 CG1 VAL B 911 173.196 152.891 215.707 1.00 35.84 C -ATOM 14468 CG2 VAL B 911 171.552 152.432 213.890 1.00 35.84 C -ATOM 14469 N THR B 912 171.636 154.857 217.871 1.00 35.54 N -ATOM 14470 CA THR B 912 172.058 155.815 218.882 1.00 35.54 C -ATOM 14471 C THR B 912 173.547 156.144 218.749 1.00 35.54 C -ATOM 14472 O THR B 912 174.324 155.415 218.126 1.00 35.54 O -ATOM 14473 CB THR B 912 171.754 155.282 220.280 1.00 35.54 C -ATOM 14474 OG1 THR B 912 172.393 154.013 220.459 1.00 35.54 O -ATOM 14475 CG2 THR B 912 170.257 155.115 220.462 1.00 35.54 C -ATOM 14476 N GLN B 913 173.933 157.271 219.353 1.00 38.89 N -ATOM 14477 CA GLN B 913 175.247 157.870 219.135 1.00 38.89 C -ATOM 14478 C GLN B 913 176.377 157.092 219.801 1.00 38.89 C -ATOM 14479 O GLN B 913 177.525 157.174 219.342 1.00 38.89 O -ATOM 14480 CB GLN B 913 175.234 159.311 219.647 1.00 38.89 C -ATOM 14481 CG GLN B 913 174.145 160.167 219.016 1.00 38.89 C -ATOM 14482 CD GLN B 913 174.038 161.547 219.635 1.00 38.89 C -ATOM 14483 OE1 GLN B 913 174.754 161.876 220.579 1.00 38.89 O -ATOM 14484 NE2 GLN B 913 173.129 162.361 219.109 1.00 38.89 N -ATOM 14485 N ASN B 914 176.081 156.342 220.867 1.00 43.26 N -ATOM 14486 CA ASN B 914 177.107 155.582 221.574 1.00 43.26 C -ATOM 14487 C ASN B 914 177.664 154.439 220.739 1.00 43.26 C -ATOM 14488 O ASN B 914 178.771 153.968 221.024 1.00 43.26 O -ATOM 14489 CB ASN B 914 176.542 155.020 222.873 1.00 43.26 C -ATOM 14490 CG ASN B 914 175.211 154.334 222.672 1.00 43.26 C -ATOM 14491 OD1 ASN B 914 174.670 154.319 221.567 1.00 43.26 O -ATOM 14492 ND2 ASN B 914 174.679 153.751 223.736 1.00 43.26 N -ATOM 14493 N VAL B 915 176.908 153.977 219.738 1.00 38.87 N -ATOM 14494 CA VAL B 915 177.415 152.988 218.794 1.00 38.87 C -ATOM 14495 C VAL B 915 178.606 153.551 218.028 1.00 38.87 C -ATOM 14496 O VAL B 915 179.647 152.894 217.905 1.00 38.87 O -ATOM 14497 CB VAL B 915 176.283 152.533 217.851 1.00 38.87 C -ATOM 14498 CG1 VAL B 915 176.836 151.889 216.587 1.00 38.87 C -ATOM 14499 CG2 VAL B 915 175.353 151.579 218.572 1.00 38.87 C -ATOM 14500 N LEU B 916 178.488 154.789 217.537 1.00 37.52 N -ATOM 14501 CA LEU B 916 179.634 155.458 216.923 1.00 37.52 C -ATOM 14502 C LEU B 916 180.723 155.748 217.940 1.00 37.52 C -ATOM 14503 O LEU B 916 181.893 155.413 217.724 1.00 37.52 O -ATOM 14504 CB LEU B 916 179.210 156.764 216.263 1.00 37.52 C -ATOM 14505 CG LEU B 916 180.411 157.536 215.707 1.00 37.52 C -ATOM 14506 CD1 LEU B 916 180.995 156.903 214.467 1.00 37.52 C -ATOM 14507 CD2 LEU B 916 180.038 158.928 215.430 1.00 37.52 C -ATOM 14508 N TYR B 917 180.353 156.355 219.069 1.00 35.92 N -ATOM 14509 CA TYR B 917 181.355 156.848 220.013 1.00 35.92 C -ATOM 14510 C TYR B 917 182.060 155.733 220.777 1.00 35.92 C -ATOM 14511 O TYR B 917 183.016 156.017 221.500 1.00 35.92 O -ATOM 14512 CB TYR B 917 180.711 157.839 220.974 1.00 35.92 C -ATOM 14513 CG TYR B 917 180.421 159.163 220.311 1.00 35.92 C -ATOM 14514 CD1 TYR B 917 181.407 159.828 219.591 1.00 35.92 C -ATOM 14515 CD2 TYR B 917 179.159 159.733 220.375 1.00 35.92 C -ATOM 14516 CE1 TYR B 917 181.142 161.033 218.968 1.00 35.92 C -ATOM 14517 CE2 TYR B 917 178.884 160.935 219.759 1.00 35.92 C -ATOM 14518 CZ TYR B 917 179.879 161.579 219.056 1.00 35.92 C -ATOM 14519 OH TYR B 917 179.606 162.777 218.443 1.00 35.92 O -ATOM 14520 N GLU B 918 181.603 154.489 220.649 1.00 49.21 N -ATOM 14521 CA GLU B 918 182.322 153.342 221.176 1.00 49.21 C -ATOM 14522 C GLU B 918 182.918 152.455 220.086 1.00 49.21 C -ATOM 14523 O GLU B 918 183.546 151.442 220.412 1.00 49.21 O -ATOM 14524 CB GLU B 918 181.396 152.524 222.083 1.00 49.21 C -ATOM 14525 CG GLU B 918 181.061 153.222 223.402 1.00 49.21 C -ATOM 14526 CD GLU B 918 179.676 152.879 223.922 1.00 49.21 C -ATOM 14527 OE1 GLU B 918 179.187 151.770 223.625 1.00 49.21 O -ATOM 14528 OE2 GLU B 918 179.077 153.717 224.630 1.00 49.21 O1- -ATOM 14529 N ASN B 919 182.739 152.800 218.801 1.00 43.45 N -ATOM 14530 CA ASN B 919 183.297 152.020 217.697 1.00 43.45 C -ATOM 14531 C ASN B 919 183.871 152.918 216.605 1.00 43.45 C -ATOM 14532 O ASN B 919 183.836 152.558 215.420 1.00 43.45 O -ATOM 14533 CB ASN B 919 182.253 151.090 217.073 1.00 43.45 C -ATOM 14534 CG ASN B 919 181.649 150.129 218.072 1.00 43.45 C -ATOM 14535 OD1 ASN B 919 182.105 148.996 218.214 1.00 43.45 O -ATOM 14536 ND2 ASN B 919 180.609 150.574 218.766 1.00 43.45 N -ATOM 14537 N GLN B 920 184.400 154.086 216.989 1.00 44.46 N -ATOM 14538 CA GLN B 920 184.840 155.081 216.014 1.00 44.46 C -ATOM 14539 C GLN B 920 186.058 154.608 215.230 1.00 44.46 C -ATOM 14540 O GLN B 920 186.143 154.828 214.015 1.00 44.46 O -ATOM 14541 CB GLN B 920 185.140 156.402 216.721 1.00 44.46 C -ATOM 14542 CG GLN B 920 185.291 157.584 215.784 1.00 44.46 C -ATOM 14543 CD GLN B 920 185.663 158.861 216.510 1.00 44.46 C -ATOM 14544 OE1 GLN B 920 185.313 159.053 217.674 1.00 44.46 O -ATOM 14545 NE2 GLN B 920 186.377 159.743 215.823 1.00 44.46 N -ATOM 14546 N LYS B 921 186.999 153.942 215.906 1.00 47.73 N -ATOM 14547 CA LYS B 921 188.191 153.424 215.240 1.00 47.73 C -ATOM 14548 C LYS B 921 187.843 152.319 214.248 1.00 47.73 C -ATOM 14549 O LYS B 921 188.385 152.283 213.135 1.00 47.73 O -ATOM 14550 CB LYS B 921 189.182 152.917 216.287 1.00 47.73 C -ATOM 14551 CG LYS B 921 190.601 152.736 215.787 1.00 47.73 C -ATOM 14552 CD LYS B 921 191.542 152.436 216.943 1.00 47.73 C -ATOM 14553 CE LYS B 921 192.991 152.411 216.492 1.00 47.73 C -ATOM 14554 NZ LYS B 921 193.921 152.245 217.643 1.00 47.73 N1+ -ATOM 14555 N LEU B 922 186.926 151.423 214.629 1.00 47.96 N -ATOM 14556 CA LEU B 922 186.493 150.352 213.736 1.00 47.96 C -ATOM 14557 C LEU B 922 185.745 150.902 212.527 1.00 47.96 C -ATOM 14558 O LEU B 922 185.946 150.430 211.399 1.00 47.96 O -ATOM 14559 CB LEU B 922 185.626 149.355 214.504 1.00 47.96 C -ATOM 14560 CG LEU B 922 184.906 148.272 213.700 1.00 47.96 C -ATOM 14561 CD1 LEU B 922 185.913 147.340 213.053 1.00 47.96 C -ATOM 14562 CD2 LEU B 922 183.955 147.494 214.591 1.00 47.96 C -ATOM 14563 N ILE B 923 184.898 151.914 212.741 1.00 41.37 N -ATOM 14564 CA ILE B 923 184.158 152.526 211.640 1.00 41.37 C -ATOM 14565 C ILE B 923 185.107 153.252 210.687 1.00 41.37 C -ATOM 14566 O ILE B 923 184.964 153.158 209.459 1.00 41.37 O -ATOM 14567 CB ILE B 923 183.061 153.447 212.211 1.00 41.37 C -ATOM 14568 CG1 ILE B 923 181.891 152.594 212.704 1.00 41.37 C -ATOM 14569 CG2 ILE B 923 182.579 154.474 211.194 1.00 41.37 C -ATOM 14570 CD1 ILE B 923 181.018 153.261 213.727 1.00 41.37 C -ATOM 14571 N ALA B 924 186.124 153.930 211.234 1.00 42.07 N -ATOM 14572 CA ALA B 924 187.117 154.601 210.399 1.00 42.07 C -ATOM 14573 C ALA B 924 187.943 153.606 209.589 1.00 42.07 C -ATOM 14574 O ALA B 924 188.220 153.844 208.407 1.00 42.07 O -ATOM 14575 CB ALA B 924 188.025 155.473 211.264 1.00 42.07 C -ATOM 14576 N ASN B 925 188.336 152.482 210.203 1.00 44.76 N -ATOM 14577 CA ASN B 925 189.102 151.466 209.481 1.00 44.76 C -ATOM 14578 C ASN B 925 188.276 150.813 208.376 1.00 44.76 C -ATOM 14579 O ASN B 925 188.789 150.564 207.274 1.00 44.76 O -ATOM 14580 CB ASN B 925 189.621 150.409 210.454 1.00 44.76 C -ATOM 14581 CG ASN B 925 190.668 150.956 211.400 1.00 44.76 C -ATOM 14582 OD1 ASN B 925 191.017 152.134 211.341 1.00 44.76 O -ATOM 14583 ND2 ASN B 925 191.176 150.102 212.281 1.00 44.76 N -ATOM 14584 N GLN B 926 186.993 150.543 208.651 1.00 44.07 N -ATOM 14585 CA GLN B 926 186.103 149.987 207.635 1.00 44.07 C -ATOM 14586 C GLN B 926 185.901 150.956 206.477 1.00 44.07 C -ATOM 14587 O GLN B 926 185.899 150.541 205.309 1.00 44.07 O -ATOM 14588 CB GLN B 926 184.760 149.623 208.263 1.00 44.07 C -ATOM 14589 CG GLN B 926 184.794 148.349 209.078 1.00 44.07 C -ATOM 14590 CD GLN B 926 183.461 148.031 209.712 1.00 44.07 C -ATOM 14591 OE1 GLN B 926 182.443 148.637 209.383 1.00 44.07 O -ATOM 14592 NE2 GLN B 926 183.458 147.075 210.632 1.00 44.07 N -ATOM 14593 N PHE B 927 185.753 152.251 206.780 1.00 44.41 N -ATOM 14594 CA PHE B 927 185.604 153.254 205.729 1.00 44.41 C -ATOM 14595 C PHE B 927 186.868 153.377 204.887 1.00 44.41 C -ATOM 14596 O PHE B 927 186.785 153.515 203.661 1.00 44.41 O -ATOM 14597 CB PHE B 927 185.246 154.608 206.335 1.00 44.41 C -ATOM 14598 CG PHE B 927 185.172 155.721 205.328 1.00 44.41 C -ATOM 14599 CD1 PHE B 927 184.124 155.785 204.426 1.00 44.41 C -ATOM 14600 CD2 PHE B 927 186.157 156.697 205.274 1.00 44.41 C -ATOM 14601 CE1 PHE B 927 184.052 156.807 203.498 1.00 44.41 C -ATOM 14602 CE2 PHE B 927 186.090 157.722 204.350 1.00 44.41 C -ATOM 14603 CZ PHE B 927 185.036 157.776 203.461 1.00 44.41 C -ATOM 14604 N ASN B 928 188.042 153.333 205.529 1.00 42.55 N -ATOM 14605 CA ASN B 928 189.301 153.419 204.793 1.00 42.55 C -ATOM 14606 C ASN B 928 189.497 152.217 203.877 1.00 42.55 C -ATOM 14607 O ASN B 928 189.946 152.372 202.733 1.00 42.55 O -ATOM 14608 CB ASN B 928 190.470 153.546 205.768 1.00 42.55 C -ATOM 14609 CG ASN B 928 190.457 154.857 206.524 1.00 42.55 C -ATOM 14610 OD1 ASN B 928 189.570 155.688 206.335 1.00 42.55 O -ATOM 14611 ND2 ASN B 928 191.437 155.043 207.399 1.00 42.55 N -ATOM 14612 N SER B 929 189.141 151.017 204.350 1.00 43.26 N -ATOM 14613 CA SER B 929 189.220 149.831 203.499 1.00 43.26 C -ATOM 14614 C SER B 929 188.228 149.903 202.340 1.00 43.26 C -ATOM 14615 O SER B 929 188.545 149.487 201.215 1.00 43.26 O -ATOM 14616 CB SER B 929 188.982 148.573 204.331 1.00 43.26 C -ATOM 14617 OG SER B 929 189.992 148.415 205.311 1.00 43.26 O -ATOM 14618 N ALA B 930 187.029 150.439 202.593 1.00 42.85 N -ATOM 14619 CA ALA B 930 186.027 150.550 201.537 1.00 42.85 C -ATOM 14620 C ALA B 930 186.420 151.572 200.475 1.00 42.85 C -ATOM 14621 O ALA B 930 186.114 151.375 199.293 1.00 42.85 O -ATOM 14622 CB ALA B 930 184.671 150.902 202.142 1.00 42.85 C -ATOM 14623 N ILE B 931 187.086 152.663 200.865 1.00 40.11 N -ATOM 14624 CA ILE B 931 187.627 153.586 199.866 1.00 40.11 C -ATOM 14625 C ILE B 931 188.789 152.944 199.113 1.00 40.11 C -ATOM 14626 O ILE B 931 188.895 153.076 197.886 1.00 40.11 O -ATOM 14627 CB ILE B 931 188.030 154.927 200.512 1.00 40.11 C -ATOM 14628 CG1 ILE B 931 186.823 155.581 201.178 1.00 40.11 C -ATOM 14629 CG2 ILE B 931 188.604 155.889 199.482 1.00 40.11 C -ATOM 14630 CD1 ILE B 931 185.699 155.905 200.213 1.00 40.11 C -ATOM 14631 N GLY B 932 189.657 152.214 199.820 1.00 47.44 N -ATOM 14632 CA GLY B 932 190.811 151.598 199.184 1.00 47.44 C -ATOM 14633 C GLY B 932 190.484 150.471 198.223 1.00 47.44 C -ATOM 14634 O GLY B 932 191.301 150.165 197.348 1.00 47.44 O -ATOM 14635 N LYS B 933 189.318 149.836 198.371 1.00 50.45 N -ATOM 14636 CA LYS B 933 188.917 148.825 197.392 1.00 50.45 C -ATOM 14637 C LYS B 933 188.505 149.444 196.058 1.00 50.45 C -ATOM 14638 O LYS B 933 188.598 148.783 195.013 1.00 50.45 O -ATOM 14639 CB LYS B 933 187.777 147.973 197.947 1.00 50.45 C -ATOM 14640 CG LYS B 933 188.214 146.966 198.995 1.00 50.45 C -ATOM 14641 CD LYS B 933 187.018 146.271 199.620 1.00 50.45 C -ATOM 14642 CE LYS B 933 187.383 145.641 200.953 1.00 50.45 C -ATOM 14643 NZ LYS B 933 186.184 145.116 201.663 1.00 50.45 N1+ -ATOM 14644 N ILE B 934 188.056 150.703 196.076 1.00 49.06 N -ATOM 14645 CA ILE B 934 187.516 151.349 194.880 1.00 49.06 C -ATOM 14646 C ILE B 934 188.618 151.610 193.856 1.00 49.06 C -ATOM 14647 O ILE B 934 188.410 151.437 192.647 1.00 49.06 O -ATOM 14648 CB ILE B 934 186.767 152.636 195.285 1.00 49.06 C -ATOM 14649 CG1 ILE B 934 185.425 152.276 195.921 1.00 49.06 C -ATOM 14650 CG2 ILE B 934 186.540 153.581 194.107 1.00 49.06 C -ATOM 14651 CD1 ILE B 934 184.631 153.470 196.368 1.00 49.06 C -ATOM 14652 N GLN B 935 189.809 152.004 194.323 1.00 57.79 N -ATOM 14653 CA GLN B 935 190.937 152.230 193.421 1.00 57.79 C -ATOM 14654 C GLN B 935 191.367 150.945 192.726 1.00 57.79 C -ATOM 14655 O GLN B 935 191.660 150.953 191.525 1.00 57.79 O -ATOM 14656 CB GLN B 935 192.115 152.825 194.187 1.00 57.79 C -ATOM 14657 CG GLN B 935 191.755 153.983 195.080 1.00 57.79 C -ATOM 14658 CD GLN B 935 192.978 154.638 195.672 1.00 57.79 C -ATOM 14659 OE1 GLN B 935 194.013 153.999 195.858 1.00 57.79 O -ATOM 14660 NE2 GLN B 935 192.873 155.925 195.957 1.00 57.79 N -ATOM 14661 N ASP B 936 191.399 149.832 193.465 1.00 61.71 N -ATOM 14662 CA ASP B 936 191.730 148.541 192.870 1.00 61.71 C -ATOM 14663 C ASP B 936 190.670 148.102 191.868 1.00 61.71 C -ATOM 14664 O ASP B 936 191.005 147.582 190.795 1.00 61.71 O -ATOM 14665 CB ASP B 936 191.899 147.490 193.965 1.00 61.71 C -ATOM 14666 CG ASP B 936 193.030 147.819 194.918 1.00 61.71 C -ATOM 14667 OD1 ASP B 936 193.997 148.481 194.487 1.00 61.71 O -ATOM 14668 OD2 ASP B 936 192.951 147.416 196.097 1.00 61.71 O1- -ATOM 14669 N SER B 937 189.390 148.320 192.196 1.00 56.56 N -ATOM 14670 CA SER B 937 188.308 147.959 191.280 1.00 56.56 C -ATOM 14671 C SER B 937 188.353 148.785 189.998 1.00 56.56 C -ATOM 14672 O SER B 937 188.155 148.250 188.901 1.00 56.56 O -ATOM 14673 CB SER B 937 186.957 148.127 191.975 1.00 56.56 C -ATOM 14674 OG SER B 937 185.893 148.061 191.041 1.00 56.56 O -ATOM 14675 N LEU B 938 188.636 150.085 190.114 1.00 59.18 N -ATOM 14676 CA LEU B 938 188.698 150.937 188.932 1.00 59.18 C -ATOM 14677 C LEU B 938 189.957 150.682 188.112 1.00 59.18 C -ATOM 14678 O LEU B 938 189.927 150.812 186.883 1.00 59.18 O -ATOM 14679 CB LEU B 938 188.618 152.410 189.334 1.00 59.18 C -ATOM 14680 CG LEU B 938 187.230 152.943 189.694 1.00 59.18 C -ATOM 14681 CD1 LEU B 938 187.304 154.407 190.095 1.00 59.18 C -ATOM 14682 CD2 LEU B 938 186.262 152.751 188.538 1.00 59.18 C -ATOM 14683 N SER B 939 191.067 150.324 188.763 1.00 65.73 N -ATOM 14684 CA SER B 939 192.290 150.037 188.023 1.00 65.73 C -ATOM 14685 C SER B 939 192.224 148.687 187.322 1.00 65.73 C -ATOM 14686 O SER B 939 192.790 148.529 186.235 1.00 65.73 O -ATOM 14687 CB SER B 939 193.496 150.092 188.960 1.00 65.73 C -ATOM 14688 OG SER B 939 193.611 151.367 189.567 1.00 65.73 O -ATOM 14689 N SER B 940 191.545 147.704 187.919 1.00 73.08 N -ATOM 14690 CA SER B 940 191.433 146.397 187.280 1.00 73.08 C -ATOM 14691 C SER B 940 190.317 146.380 186.240 1.00 73.08 C -ATOM 14692 O SER B 940 190.563 146.143 185.053 1.00 73.08 O -ATOM 14693 CB SER B 940 191.203 145.315 188.337 1.00 73.08 C -ATOM 14694 OG SER B 940 189.900 145.407 188.885 1.00 73.08 O -ATOM 14695 N THR B 941 189.082 146.632 186.669 1.00 72.53 N -ATOM 14696 CA THR B 941 187.920 146.555 185.790 1.00 72.53 C -ATOM 14697 C THR B 941 187.650 147.935 185.201 1.00 72.53 C -ATOM 14698 O THR B 941 187.294 148.869 185.926 1.00 72.53 O -ATOM 14699 CB THR B 941 186.704 146.037 186.553 1.00 72.53 C -ATOM 14700 OG1 THR B 941 187.093 144.935 187.383 1.00 72.53 O -ATOM 14701 CG2 THR B 941 185.627 145.576 185.585 1.00 72.53 C -ATOM 14702 N ALA B 942 187.820 148.061 183.886 1.00 79.59 N -ATOM 14703 CA ALA B 942 187.570 149.307 183.175 1.00 79.59 C -ATOM 14704 C ALA B 942 186.198 149.341 182.515 1.00 79.59 C -ATOM 14705 O ALA B 942 185.894 150.294 181.791 1.00 79.59 O -ATOM 14706 CB ALA B 942 188.660 149.544 182.128 1.00 79.59 C -ATOM 14707 N SER B 943 185.366 148.329 182.746 1.00 76.57 N -ATOM 14708 CA SER B 943 184.054 148.234 182.121 1.00 76.57 C -ATOM 14709 C SER B 943 182.955 148.891 182.946 1.00 76.57 C -ATOM 14710 O SER B 943 181.778 148.773 182.590 1.00 76.57 O -ATOM 14711 CB SER B 943 183.700 146.768 181.859 1.00 76.57 C -ATOM 14712 OG SER B 943 183.457 146.076 183.071 1.00 76.57 O -ATOM 14713 N ALA B 944 183.307 149.566 184.043 1.00 64.64 N -ATOM 14714 CA ALA B 944 182.299 150.251 184.844 1.00 64.64 C -ATOM 14715 C ALA B 944 181.798 151.517 184.159 1.00 64.64 C -ATOM 14716 O ALA B 944 180.653 151.926 184.379 1.00 64.64 O -ATOM 14717 CB ALA B 944 182.861 150.582 186.226 1.00 64.64 C -ATOM 14718 N LEU B 945 182.624 152.129 183.307 1.00 48.59 N -ATOM 14719 CA LEU B 945 182.299 153.387 182.645 1.00 48.59 C -ATOM 14720 C LEU B 945 181.673 153.180 181.272 1.00 48.59 C -ATOM 14721 O LEU B 945 181.890 153.994 180.357 1.00 48.59 O -ATOM 14722 CB LEU B 945 183.552 154.258 182.548 1.00 48.59 C -ATOM 14723 CG LEU B 945 184.131 154.650 183.909 1.00 48.59 C -ATOM 14724 CD1 LEU B 945 185.343 155.541 183.760 1.00 48.59 C -ATOM 14725 CD2 LEU B 945 183.075 155.351 184.739 1.00 48.59 C -ATOM 14726 N GLY B 946 180.905 152.098 181.111 1.00 52.43 N -ATOM 14727 CA GLY B 946 180.268 151.808 179.839 1.00 52.43 C -ATOM 14728 C GLY B 946 179.225 152.826 179.429 1.00 52.43 C -ATOM 14729 O GLY B 946 179.006 153.033 178.235 1.00 52.43 O -ATOM 14730 N LYS B 947 178.591 153.489 180.402 1.00 47.58 N -ATOM 14731 CA LYS B 947 177.625 154.542 180.090 1.00 47.58 C -ATOM 14732 C LYS B 947 178.301 155.730 179.413 1.00 47.58 C -ATOM 14733 O LYS B 947 177.839 156.217 178.374 1.00 47.58 O -ATOM 14734 CB LYS B 947 176.915 154.991 181.367 1.00 47.58 C -ATOM 14735 CG LYS B 947 176.071 153.920 182.032 1.00 47.58 C -ATOM 14736 CD LYS B 947 175.325 154.489 183.227 1.00 47.58 C -ATOM 14737 CE LYS B 947 174.444 153.444 183.885 1.00 47.58 C -ATOM 14738 NZ LYS B 947 173.705 154.008 185.048 1.00 47.58 N1+ -ATOM 14739 N LEU B 948 179.425 156.184 179.972 1.00 39.30 N -ATOM 14740 CA LEU B 948 180.150 157.310 179.391 1.00 39.30 C -ATOM 14741 C LEU B 948 180.813 156.916 178.076 1.00 39.30 C -ATOM 14742 O LEU B 948 180.892 157.729 177.139 1.00 39.30 O -ATOM 14743 CB LEU B 948 181.187 157.817 180.389 1.00 39.30 C -ATOM 14744 CG LEU B 948 180.645 158.040 181.803 1.00 39.30 C -ATOM 14745 CD1 LEU B 948 181.766 158.393 182.761 1.00 39.30 C -ATOM 14746 CD2 LEU B 948 179.564 159.100 181.820 1.00 39.30 C -ATOM 14747 N GLN B 949 181.282 155.666 177.986 1.00 44.96 N -ATOM 14748 CA GLN B 949 181.845 155.171 176.734 1.00 44.96 C -ATOM 14749 C GLN B 949 180.786 155.105 175.638 1.00 44.96 C -ATOM 14750 O GLN B 949 181.070 155.425 174.479 1.00 44.96 O -ATOM 14751 CB GLN B 949 182.486 153.802 176.952 1.00 44.96 C -ATOM 14752 CG GLN B 949 183.462 153.404 175.861 1.00 44.96 C -ATOM 14753 CD GLN B 949 184.609 154.385 175.727 1.00 44.96 C -ATOM 14754 OE1 GLN B 949 185.394 154.571 176.656 1.00 44.96 O -ATOM 14755 NE2 GLN B 949 184.710 155.022 174.566 1.00 44.96 N -ATOM 14756 N ASP B 950 179.554 154.724 175.991 1.00 45.78 N -ATOM 14757 CA ASP B 950 178.456 154.752 175.030 1.00 45.78 C -ATOM 14758 C ASP B 950 178.090 156.178 174.642 1.00 45.78 C -ATOM 14759 O ASP B 950 177.710 156.428 173.493 1.00 45.78 O -ATOM 14760 CB ASP B 950 177.238 154.030 175.604 1.00 45.78 C -ATOM 14761 CG ASP B 950 177.396 152.526 175.595 1.00 45.78 C -ATOM 14762 OD1 ASP B 950 178.316 152.029 174.914 1.00 45.78 O -ATOM 14763 OD2 ASP B 950 176.602 151.842 176.273 1.00 45.78 O1- -ATOM 14764 N VAL B 951 178.193 157.118 175.591 1.00 38.77 N -ATOM 14765 CA VAL B 951 177.929 158.531 175.307 1.00 38.77 C -ATOM 14766 C VAL B 951 178.906 159.064 174.261 1.00 38.77 C -ATOM 14767 O VAL B 951 178.511 159.774 173.325 1.00 38.77 O -ATOM 14768 CB VAL B 951 177.973 159.347 176.617 1.00 38.77 C -ATOM 14769 CG1 VAL B 951 178.195 160.833 176.359 1.00 38.77 C -ATOM 14770 CG2 VAL B 951 176.684 159.155 177.397 1.00 38.77 C -ATOM 14771 N VAL B 952 180.184 158.698 174.377 1.00 39.56 N -ATOM 14772 CA VAL B 952 181.157 159.084 173.350 1.00 39.56 C -ATOM 14773 C VAL B 952 180.896 158.341 172.036 1.00 39.56 C -ATOM 14774 O VAL B 952 180.909 158.942 170.946 1.00 39.56 O -ATOM 14775 CB VAL B 952 182.591 158.847 173.858 1.00 39.56 C -ATOM 14776 CG1 VAL B 952 183.606 159.301 172.824 1.00 39.56 C -ATOM 14777 CG2 VAL B 952 182.816 159.579 175.168 1.00 39.56 C -ATOM 14778 N ASN B 953 180.633 157.030 172.120 1.00 43.21 N -ATOM 14779 CA ASN B 953 180.591 156.178 170.936 1.00 43.21 C -ATOM 14780 C ASN B 953 179.371 156.442 170.064 1.00 43.21 C -ATOM 14781 O ASN B 953 179.461 156.304 168.841 1.00 43.21 O -ATOM 14782 CB ASN B 953 180.626 154.708 171.350 1.00 43.21 C -ATOM 14783 CG ASN B 953 182.018 154.241 171.717 1.00 43.21 C -ATOM 14784 OD1 ASN B 953 182.984 154.998 171.623 1.00 43.21 O -ATOM 14785 ND2 ASN B 953 182.128 152.989 172.143 1.00 43.21 N -ATOM 14786 N HIS B 954 178.231 156.809 170.663 1.00 43.13 N -ATOM 14787 CA HIS B 954 177.038 157.108 169.874 1.00 43.13 C -ATOM 14788 C HIS B 954 177.242 158.342 169.004 1.00 43.13 C -ATOM 14789 O HIS B 954 176.883 158.339 167.820 1.00 43.13 O -ATOM 14790 CB HIS B 954 175.831 157.304 170.791 1.00 43.13 C -ATOM 14791 CG HIS B 954 175.382 156.053 171.480 1.00 43.13 C -ATOM 14792 ND1 HIS B 954 175.715 154.794 171.030 1.00 43.13 N -ATOM 14793 CD2 HIS B 954 174.627 155.870 172.588 1.00 43.13 C -ATOM 14794 CE1 HIS B 954 175.184 153.888 171.831 1.00 43.13 C -ATOM 14795 NE2 HIS B 954 174.519 154.515 172.785 1.00 43.13 N -ATOM 14796 N ASN B 955 177.844 159.393 169.567 1.00 42.50 N -ATOM 14797 CA ASN B 955 178.120 160.601 168.797 1.00 42.50 C -ATOM 14798 C ASN B 955 179.176 160.350 167.727 1.00 42.50 C -ATOM 14799 O ASN B 955 179.052 160.854 166.601 1.00 42.50 O -ATOM 14800 CB ASN B 955 178.559 161.730 169.729 1.00 42.50 C -ATOM 14801 CG ASN B 955 177.504 162.078 170.759 1.00 42.50 C -ATOM 14802 OD1 ASN B 955 177.821 162.444 171.890 1.00 42.50 O -ATOM 14803 ND2 ASN B 955 176.239 161.968 170.370 1.00 42.50 N -ATOM 14804 N ALA B 956 180.208 159.558 168.055 1.00 36.66 N -ATOM 14805 CA ALA B 956 181.233 159.231 167.064 1.00 36.66 C -ATOM 14806 C ALA B 956 180.661 158.414 165.908 1.00 36.66 C -ATOM 14807 O ALA B 956 180.956 158.690 164.737 1.00 36.66 O -ATOM 14808 CB ALA B 956 182.386 158.480 167.729 1.00 36.66 C -ATOM 14809 N GLN B 957 179.812 157.428 166.218 1.00 40.20 N -ATOM 14810 CA GLN B 957 179.195 156.598 165.188 1.00 40.20 C -ATOM 14811 C GLN B 957 178.215 157.396 164.336 1.00 40.20 C -ATOM 14812 O GLN B 957 178.147 157.199 163.117 1.00 40.20 O -ATOM 14813 CB GLN B 957 178.499 155.405 165.842 1.00 40.20 C -ATOM 14814 CG GLN B 957 177.893 154.410 164.872 1.00 40.20 C -ATOM 14815 CD GLN B 957 177.337 153.187 165.573 1.00 40.20 C -ATOM 14816 OE1 GLN B 957 176.790 153.282 166.671 1.00 40.20 O -ATOM 14817 NE2 GLN B 957 177.477 152.028 164.941 1.00 40.20 N -ATOM 14818 N ALA B 958 177.457 158.310 164.957 1.00 44.27 N -ATOM 14819 CA ALA B 958 176.522 159.143 164.205 1.00 44.27 C -ATOM 14820 C ALA B 958 177.249 160.095 163.263 1.00 44.27 C -ATOM 14821 O ALA B 958 176.827 160.276 162.113 1.00 44.27 O -ATOM 14822 CB ALA B 958 175.625 159.922 165.165 1.00 44.27 C -ATOM 14823 N LEU B 959 178.353 160.696 163.720 1.00 33.32 N -ATOM 14824 CA LEU B 959 179.114 161.586 162.846 1.00 33.32 C -ATOM 14825 C LEU B 959 179.808 160.816 161.727 1.00 33.32 C -ATOM 14826 O LEU B 959 179.896 161.309 160.595 1.00 33.32 O -ATOM 14827 CB LEU B 959 180.124 162.392 163.659 1.00 33.32 C -ATOM 14828 CG LEU B 959 179.555 163.647 164.323 1.00 33.32 C -ATOM 14829 CD1 LEU B 959 180.615 164.355 165.150 1.00 33.32 C -ATOM 14830 CD2 LEU B 959 178.972 164.584 163.278 1.00 33.32 C -ATOM 14831 N ASN B 960 180.283 159.596 162.012 1.00 45.06 N -ATOM 14832 CA ASN B 960 180.882 158.775 160.961 1.00 45.06 C -ATOM 14833 C ASN B 960 179.849 158.345 159.925 1.00 45.06 C -ATOM 14834 O ASN B 960 180.146 158.319 158.724 1.00 45.06 O -ATOM 14835 CB ASN B 960 181.569 157.557 161.573 1.00 45.06 C -ATOM 14836 CG ASN B 960 182.858 157.913 162.283 1.00 45.06 C -ATOM 14837 OD1 ASN B 960 183.405 158.999 162.089 1.00 45.06 O -ATOM 14838 ND2 ASN B 960 183.352 156.999 163.108 1.00 45.06 N -ATOM 14839 N THR B 961 178.631 158.016 160.370 1.00 41.48 N -ATOM 14840 CA THR B 961 177.555 157.675 159.443 1.00 41.48 C -ATOM 14841 C THR B 961 177.161 158.872 158.583 1.00 41.48 C -ATOM 14842 O THR B 961 176.965 158.733 157.368 1.00 41.48 O -ATOM 14843 CB THR B 961 176.347 157.152 160.223 1.00 41.48 C -ATOM 14844 OG1 THR B 961 176.757 156.072 161.069 1.00 41.48 O -ATOM 14845 CG2 THR B 961 175.268 156.653 159.281 1.00 41.48 C -ATOM 14846 N LEU B 962 177.072 160.060 159.193 1.00 35.99 N -ATOM 14847 CA LEU B 962 176.736 161.270 158.447 1.00 35.99 C -ATOM 14848 C LEU B 962 177.828 161.654 157.454 1.00 35.99 C -ATOM 14849 O LEU B 962 177.527 162.215 156.394 1.00 35.99 O -ATOM 14850 CB LEU B 962 176.475 162.422 159.414 1.00 35.99 C -ATOM 14851 CG LEU B 962 175.721 163.626 158.852 1.00 35.99 C -ATOM 14852 CD1 LEU B 962 174.282 163.257 158.555 1.00 35.99 C -ATOM 14853 CD2 LEU B 962 175.787 164.786 159.824 1.00 35.99 C -ATOM 14854 N VAL B 963 179.092 161.373 157.778 1.00 39.57 N -ATOM 14855 CA VAL B 963 180.174 161.606 156.826 1.00 39.57 C -ATOM 14856 C VAL B 963 180.101 160.603 155.677 1.00 39.57 C -ATOM 14857 O VAL B 963 180.199 160.973 154.501 1.00 39.57 O -ATOM 14858 CB VAL B 963 181.534 161.559 157.550 1.00 39.57 C -ATOM 14859 CG1 VAL B 963 182.681 161.295 156.581 1.00 39.57 C -ATOM 14860 CG2 VAL B 963 181.765 162.858 158.290 1.00 39.57 C -ATOM 14861 N LYS B 964 179.884 159.324 155.996 1.00 50.21 N -ATOM 14862 CA LYS B 964 179.854 158.289 154.968 1.00 50.21 C -ATOM 14863 C LYS B 964 178.578 158.295 154.135 1.00 50.21 C -ATOM 14864 O LYS B 964 178.517 157.572 153.135 1.00 50.21 O -ATOM 14865 CB LYS B 964 180.043 156.908 155.600 1.00 50.21 C -ATOM 14866 CG LYS B 964 181.487 156.557 155.923 1.00 50.21 C -ATOM 14867 CD LYS B 964 181.569 155.292 156.763 1.00 50.21 C -ATOM 14868 CE LYS B 964 182.850 155.252 157.578 1.00 50.21 C -ATOM 14869 NZ LYS B 964 182.781 154.245 158.672 1.00 50.21 N1+ -ATOM 14870 N GLN B 965 177.561 159.075 154.511 1.00 54.97 N -ATOM 14871 CA GLN B 965 176.346 159.155 153.705 1.00 54.97 C -ATOM 14872 C GLN B 965 176.522 159.911 152.392 1.00 54.97 C -ATOM 14873 O GLN B 965 175.642 159.818 151.530 1.00 54.97 O -ATOM 14874 CB GLN B 965 175.216 159.802 154.508 1.00 54.97 C -ATOM 14875 CG GLN B 965 174.389 158.821 155.315 1.00 54.97 C -ATOM 14876 CD GLN B 965 173.731 157.781 154.437 1.00 54.97 C -ATOM 14877 OE1 GLN B 965 173.818 156.583 154.696 1.00 54.97 O -ATOM 14878 NE2 GLN B 965 173.085 158.239 153.375 1.00 54.97 N -ATOM 14879 N LEU B 966 177.617 160.651 152.209 1.00 56.02 N -ATOM 14880 CA LEU B 966 177.811 161.413 150.982 1.00 56.02 C -ATOM 14881 C LEU B 966 178.204 160.549 149.790 1.00 56.02 C -ATOM 14882 O LEU B 966 178.179 161.040 148.656 1.00 56.02 O -ATOM 14883 CB LEU B 966 178.870 162.496 151.195 1.00 56.02 C -ATOM 14884 CG LEU B 966 178.410 163.714 151.995 1.00 56.02 C -ATOM 14885 CD1 LEU B 966 179.533 164.721 152.141 1.00 56.02 C -ATOM 14886 CD2 LEU B 966 177.197 164.348 151.348 1.00 56.02 C -ATOM 14887 N SER B 967 178.568 159.287 150.012 1.00 66.44 N -ATOM 14888 CA SER B 967 178.949 158.396 148.925 1.00 66.44 C -ATOM 14889 C SER B 967 177.755 157.820 148.176 1.00 66.44 C -ATOM 14890 O SER B 967 177.942 157.238 147.102 1.00 66.44 O -ATOM 14891 CB SER B 967 179.805 157.251 149.466 1.00 66.44 C -ATOM 14892 OG SER B 967 179.007 156.298 150.145 1.00 66.44 O -ATOM 14893 N SER B 968 176.545 157.960 148.708 1.00 69.69 N -ATOM 14894 CA SER B 968 175.371 157.370 148.085 1.00 69.69 C -ATOM 14895 C SER B 968 174.868 158.241 146.941 1.00 69.69 C -ATOM 14896 O SER B 968 174.931 159.472 147.000 1.00 69.69 O -ATOM 14897 CB SER B 968 174.266 157.170 149.120 1.00 69.69 C -ATOM 14898 OG SER B 968 174.665 156.241 150.113 1.00 69.69 O -ATOM 14899 N LYS B 969 174.364 157.586 145.893 1.00 78.35 N -ATOM 14900 CA LYS B 969 173.922 158.297 144.699 1.00 78.35 C -ATOM 14901 C LYS B 969 172.490 158.801 144.813 1.00 78.35 C -ATOM 14902 O LYS B 969 172.161 159.826 144.204 1.00 78.35 O -ATOM 14903 CB LYS B 969 174.050 157.393 143.473 1.00 78.35 C -ATOM 14904 CG LYS B 969 175.450 156.869 143.225 1.00 78.35 C -ATOM 14905 CD LYS B 969 175.470 155.934 142.030 1.00 78.35 C -ATOM 14906 CE LYS B 969 176.774 155.162 141.955 1.00 78.35 C -ATOM 14907 NZ LYS B 969 176.725 154.099 140.914 1.00 78.35 N1+ -ATOM 14908 N PHE B 970 171.648 158.096 145.583 1.00 75.86 N -ATOM 14909 CA PHE B 970 170.207 158.366 145.720 1.00 75.86 C -ATOM 14910 C PHE B 970 169.500 158.394 144.365 1.00 75.86 C -ATOM 14911 O PHE B 970 168.658 159.254 144.096 1.00 75.86 O -ATOM 14912 CB PHE B 970 169.941 159.659 146.498 1.00 75.86 C -ATOM 14913 CG PHE B 970 170.753 159.794 147.753 1.00 75.86 C -ATOM 14914 CD1 PHE B 970 170.543 158.940 148.825 1.00 75.86 C -ATOM 14915 CD2 PHE B 970 171.724 160.778 147.862 1.00 75.86 C -ATOM 14916 CE1 PHE B 970 171.287 159.066 149.984 1.00 75.86 C -ATOM 14917 CE2 PHE B 970 172.473 160.908 149.017 1.00 75.86 C -ATOM 14918 CZ PHE B 970 172.253 160.051 150.079 1.00 75.86 C -ATOM 14919 N GLY B 971 169.849 157.443 143.501 1.00 82.98 N -ATOM 14920 CA GLY B 971 169.238 157.327 142.196 1.00 82.98 C -ATOM 14921 C GLY B 971 169.890 158.141 141.100 1.00 82.98 C -ATOM 14922 O GLY B 971 169.518 157.983 139.930 1.00 82.98 O -ATOM 14923 N ALA B 972 170.847 159.002 141.432 1.00 86.84 N -ATOM 14924 CA ALA B 972 171.571 159.742 140.415 1.00 86.84 C -ATOM 14925 C ALA B 972 172.613 158.846 139.752 1.00 86.84 C -ATOM 14926 O ALA B 972 172.967 157.779 140.260 1.00 86.84 O -ATOM 14927 CB ALA B 972 172.241 160.977 141.016 1.00 86.84 C -ATOM 14928 N ILE B 973 173.104 159.295 138.595 1.00 98.47 N -ATOM 14929 CA ILE B 973 174.102 158.520 137.868 1.00 98.47 C -ATOM 14930 C ILE B 973 175.467 158.593 138.535 1.00 98.47 C -ATOM 14931 O ILE B 973 176.287 157.685 138.362 1.00 98.47 O -ATOM 14932 CB ILE B 973 174.200 158.989 136.407 1.00 98.47 C -ATOM 14933 CG1 ILE B 973 174.302 160.511 136.342 1.00 98.47 C -ATOM 14934 CG2 ILE B 973 173.000 158.504 135.609 1.00 98.47 C -ATOM 14935 CD1 ILE B 973 174.970 161.005 135.097 1.00 98.47 C -ATOM 14936 N SER B 974 175.734 159.652 139.294 1.00102.58 N -ATOM 14937 CA SER B 974 177.007 159.810 139.978 1.00102.58 C -ATOM 14938 C SER B 974 176.781 160.598 141.257 1.00102.58 C -ATOM 14939 O SER B 974 175.802 161.339 141.382 1.00102.58 O -ATOM 14940 CB SER B 974 178.041 160.515 139.093 1.00102.58 C -ATOM 14941 OG SER B 974 179.236 160.771 139.810 1.00102.58 O -ATOM 14942 N SER B 975 177.694 160.427 142.208 1.00100.57 N -ATOM 14943 CA SER B 975 177.645 161.142 143.473 1.00100.57 C -ATOM 14944 C SER B 975 178.550 162.366 143.484 1.00100.57 C -ATOM 14945 O SER B 975 178.776 162.946 144.550 1.00100.57 O -ATOM 14946 CB SER B 975 178.016 160.206 144.624 1.00100.57 C -ATOM 14947 OG SER B 975 179.312 159.664 144.443 1.00100.57 O -ATOM 14948 N VAL B 976 179.074 162.771 142.329 1.00115.04 N -ATOM 14949 CA VAL B 976 179.950 163.931 142.229 1.00115.04 C -ATOM 14950 C VAL B 976 179.212 165.022 141.464 1.00115.04 C -ATOM 14951 O VAL B 976 178.867 164.853 140.284 1.00115.04 O -ATOM 14952 CB VAL B 976 181.287 163.586 141.557 1.00115.04 C -ATOM 14953 CG1 VAL B 976 182.197 164.805 141.560 1.00115.04 C -ATOM 14954 CG2 VAL B 976 181.950 162.420 142.269 1.00115.04 C -ATOM 14955 N LEU B 977 178.992 166.148 142.146 1.00117.28 N -ATOM 14956 CA LEU B 977 178.188 167.232 141.596 1.00117.28 C -ATOM 14957 C LEU B 977 178.899 167.919 140.440 1.00117.28 C -ATOM 14958 O LEU B 977 178.262 168.304 139.453 1.00117.28 O -ATOM 14959 CB LEU B 977 177.862 168.243 142.693 1.00117.28 C -ATOM 14960 CG LEU B 977 176.708 167.928 143.647 1.00117.28 C -ATOM 14961 CD1 LEU B 977 177.108 166.981 144.770 1.00117.28 C -ATOM 14962 CD2 LEU B 977 176.171 169.212 144.207 1.00117.28 C -ATOM 14963 N ASN B 978 180.221 168.076 140.546 1.00136.78 N -ATOM 14964 CA ASN B 978 180.988 168.664 139.456 1.00136.78 C -ATOM 14965 C ASN B 978 181.023 167.751 138.239 1.00136.78 C -ATOM 14966 O ASN B 978 181.001 168.242 137.107 1.00136.78 O -ATOM 14967 CB ASN B 978 182.404 168.988 139.925 1.00136.78 C -ATOM 14968 CG ASN B 978 182.420 169.793 141.209 1.00136.78 C -ATOM 14969 OD1 ASN B 978 182.549 169.241 142.301 1.00136.78 O -ATOM 14970 ND2 ASN B 978 182.285 171.108 141.083 1.00136.78 N -ATOM 14971 N ASP B 979 181.055 166.430 138.453 1.00130.69 N -ATOM 14972 CA ASP B 979 180.963 165.490 137.338 1.00130.69 C -ATOM 14973 C ASP B 979 179.609 165.581 136.647 1.00130.69 C -ATOM 14974 O ASP B 979 179.540 165.580 135.411 1.00130.69 O -ATOM 14975 CB ASP B 979 181.215 164.063 137.822 1.00130.69 C -ATOM 14976 CG ASP B 979 182.661 163.821 138.198 1.00130.69 C -ATOM 14977 OD1 ASP B 979 183.464 164.774 138.121 1.00130.69 O -ATOM 14978 OD2 ASP B 979 182.994 162.677 138.574 1.00130.69 O1- -ATOM 14979 N ILE B 980 178.527 165.685 137.429 1.00119.23 N -ATOM 14980 CA ILE B 980 177.186 165.817 136.855 1.00119.23 C -ATOM 14981 C ILE B 980 177.060 167.118 136.064 1.00119.23 C -ATOM 14982 O ILE B 980 176.559 167.128 134.928 1.00119.23 O -ATOM 14983 CB ILE B 980 176.124 165.716 137.968 1.00119.23 C -ATOM 14984 CG1 ILE B 980 175.943 164.263 138.401 1.00119.23 C -ATOM 14985 CG2 ILE B 980 174.782 166.281 137.517 1.00119.23 C -ATOM 14986 CD1 ILE B 980 175.050 164.101 139.608 1.00119.23 C -ATOM 14987 N PHE B 981 177.555 168.224 136.632 1.00123.58 N -ATOM 14988 CA PHE B 981 177.460 169.525 135.975 1.00123.58 C -ATOM 14989 C PHE B 981 178.328 169.595 134.722 1.00123.58 C -ATOM 14990 O PHE B 981 177.926 170.192 133.718 1.00123.58 O -ATOM 14991 CB PHE B 981 177.847 170.633 136.953 1.00123.58 C -ATOM 14992 CG PHE B 981 176.708 171.111 137.805 1.00123.58 C -ATOM 14993 CD1 PHE B 981 175.500 171.473 137.229 1.00123.58 C -ATOM 14994 CD2 PHE B 981 176.843 171.197 139.182 1.00123.58 C -ATOM 14995 CE1 PHE B 981 174.446 171.913 138.011 1.00123.58 C -ATOM 14996 CE2 PHE B 981 175.794 171.636 139.971 1.00123.58 C -ATOM 14997 CZ PHE B 981 174.594 171.994 139.383 1.00123.58 C -ATOM 14998 N SER B 982 179.518 168.993 134.755 1.00134.98 N -ATOM 14999 CA SER B 982 180.394 169.002 133.595 1.00134.98 C -ATOM 15000 C SER B 982 180.012 167.963 132.549 1.00134.98 C -ATOM 15001 O SER B 982 180.518 168.033 131.424 1.00134.98 O -ATOM 15002 CB SER B 982 181.845 168.780 134.032 1.00134.98 C -ATOM 15003 OG SER B 982 181.991 167.541 134.705 1.00134.98 O -ATOM 15004 N ARG B 983 179.147 167.006 132.882 1.00129.74 N -ATOM 15005 CA ARG B 983 178.751 166.000 131.907 1.00129.74 C -ATOM 15006 C ARG B 983 177.378 166.235 131.292 1.00129.74 C -ATOM 15007 O ARG B 983 177.158 165.824 130.149 1.00129.74 O -ATOM 15008 CB ARG B 983 178.771 164.607 132.545 1.00129.74 C -ATOM 15009 CG ARG B 983 180.138 163.950 132.595 1.00129.74 C -ATOM 15010 CD ARG B 983 180.134 162.784 133.571 1.00129.74 C -ATOM 15011 NE ARG B 983 179.059 161.843 133.281 1.00129.74 N -ATOM 15012 CZ ARG B 983 178.882 160.688 133.908 1.00129.74 C -ATOM 15013 NH1 ARG B 983 179.690 160.297 134.879 1.00129.74 N1+ -ATOM 15014 NH2 ARG B 983 177.868 159.905 133.551 1.00129.74 N -ATOM 15015 N LEU B 984 176.445 166.874 131.996 1.00128.73 N -ATOM 15016 CA LEU B 984 175.072 166.931 131.510 1.00128.73 C -ATOM 15017 C LEU B 984 174.642 168.375 131.261 1.00128.73 C -ATOM 15018 O LEU B 984 175.311 169.329 131.665 1.00128.73 O -ATOM 15019 CB LEU B 984 174.100 166.255 132.492 1.00128.73 C -ATOM 15020 CG LEU B 984 173.907 164.725 132.476 1.00128.73 C -ATOM 15021 CD1 LEU B 984 173.316 164.229 131.160 1.00128.73 C -ATOM 15022 CD2 LEU B 984 175.151 163.931 132.839 1.00128.73 C -ATOM 15023 N ASP B 985 173.506 168.522 130.576 1.00139.89 N -ATOM 15024 CA ASP B 985 172.879 169.820 130.358 1.00139.89 C -ATOM 15025 C ASP B 985 172.157 170.298 131.614 1.00139.89 C -ATOM 15026 O ASP B 985 172.074 169.600 132.628 1.00139.89 O -ATOM 15027 CB ASP B 985 171.901 169.767 129.184 1.00139.89 C -ATOM 15028 CG ASP B 985 172.591 169.601 127.848 1.00139.89 C -ATOM 15029 OD1 ASP B 985 173.742 170.064 127.716 1.00139.89 O -ATOM 15030 OD2 ASP B 985 171.981 169.011 126.931 1.00139.89 O1- -ATOM 15031 N LYS B 986 171.605 171.511 131.524 1.00138.11 N -ATOM 15032 CA LYS B 986 170.937 172.132 132.663 1.00138.11 C -ATOM 15033 C LYS B 986 169.616 171.440 132.988 1.00138.11 C -ATOM 15034 O LYS B 986 169.317 171.191 134.162 1.00138.11 O -ATOM 15035 CB LYS B 986 170.721 173.621 132.376 1.00138.11 C -ATOM 15036 CG LYS B 986 169.512 174.253 133.054 1.00138.11 C -ATOM 15037 CD LYS B 986 169.546 175.768 132.946 1.00138.11 C -ATOM 15038 CE LYS B 986 168.548 176.412 133.894 1.00138.11 C -ATOM 15039 NZ LYS B 986 168.856 177.849 134.131 1.00138.11 N1+ -ATOM 15040 N VAL B 987 168.835 171.084 131.962 1.00140.72 N -ATOM 15041 CA VAL B 987 167.455 170.648 132.167 1.00140.72 C -ATOM 15042 C VAL B 987 167.377 169.264 132.822 1.00140.72 C -ATOM 15043 O VAL B 987 166.373 168.943 133.470 1.00140.72 O -ATOM 15044 CB VAL B 987 166.707 170.727 130.814 1.00140.72 C -ATOM 15045 CG1 VAL B 987 167.275 169.745 129.804 1.00140.72 C -ATOM 15046 CG2 VAL B 987 165.188 170.578 130.969 1.00140.72 C -ATOM 15047 N GLU B 988 168.435 168.456 132.734 1.00136.52 N -ATOM 15048 CA GLU B 988 168.513 167.224 133.509 1.00136.52 C -ATOM 15049 C GLU B 988 169.517 167.285 134.654 1.00136.52 C -ATOM 15050 O GLU B 988 169.397 166.499 135.604 1.00136.52 O -ATOM 15051 CB GLU B 988 168.847 166.032 132.599 1.00136.52 C -ATOM 15052 CG GLU B 988 170.241 166.058 132.014 1.00136.52 C -ATOM 15053 CD GLU B 988 170.272 166.630 130.611 1.00136.52 C -ATOM 15054 OE1 GLU B 988 169.233 167.144 130.157 1.00136.52 O -ATOM 15055 OE2 GLU B 988 171.335 166.576 129.961 1.00136.52 O1- -ATOM 15056 N ALA B 989 170.481 168.210 134.603 1.00123.66 N -ATOM 15057 CA ALA B 989 171.364 168.422 135.743 1.00123.66 C -ATOM 15058 C ALA B 989 170.587 168.954 136.938 1.00123.66 C -ATOM 15059 O ALA B 989 170.867 168.588 138.082 1.00123.66 O -ATOM 15060 CB ALA B 989 172.496 169.376 135.364 1.00123.66 C -ATOM 15061 N GLU B 990 169.572 169.778 136.689 1.00119.67 N -ATOM 15062 CA GLU B 990 168.735 170.305 137.756 1.00119.67 C -ATOM 15063 C GLU B 990 167.640 169.337 138.202 1.00119.67 C -ATOM 15064 O GLU B 990 166.720 169.763 138.907 1.00119.67 O -ATOM 15065 CB GLU B 990 168.115 171.638 137.327 1.00119.67 C -ATOM 15066 CG GLU B 990 169.141 172.727 137.041 1.00119.67 C -ATOM 15067 CD GLU B 990 168.642 174.114 137.391 1.00119.67 C -ATOM 15068 OE1 GLU B 990 167.444 174.254 137.712 1.00119.67 O -ATOM 15069 OE2 GLU B 990 169.451 175.065 137.345 1.00119.67 O1- -ATOM 15070 N VAL B 991 167.700 168.061 137.813 1.00107.53 N -ATOM 15071 CA VAL B 991 166.872 167.054 138.466 1.00107.53 C -ATOM 15072 C VAL B 991 167.790 166.005 139.092 1.00107.53 C -ATOM 15073 O VAL B 991 167.456 165.427 140.134 1.00107.53 O -ATOM 15074 CB VAL B 991 165.821 166.442 137.509 1.00107.53 C -ATOM 15075 CG1 VAL B 991 166.426 165.501 136.474 1.00107.53 C -ATOM 15076 CG2 VAL B 991 164.720 165.741 138.297 1.00107.53 C -ATOM 15077 N GLN B 992 168.992 165.812 138.525 1.00 97.59 N -ATOM 15078 CA GLN B 992 169.964 164.941 139.190 1.00 97.59 C -ATOM 15079 C GLN B 992 170.495 165.576 140.476 1.00 97.59 C -ATOM 15080 O GLN B 992 170.558 164.917 141.528 1.00 97.59 O -ATOM 15081 CB GLN B 992 171.115 164.599 138.243 1.00 97.59 C -ATOM 15082 CG GLN B 992 170.690 163.857 136.988 1.00 97.59 C -ATOM 15083 CD GLN B 992 170.548 162.367 137.210 1.00 97.59 C -ATOM 15084 OE1 GLN B 992 171.480 161.705 137.663 1.00 97.59 O -ATOM 15085 NE2 GLN B 992 169.376 161.831 136.892 1.00 97.59 N -ATOM 15086 N ILE B 993 170.855 166.862 140.417 1.00 90.09 N -ATOM 15087 CA ILE B 993 171.276 167.585 141.612 1.00 90.09 C -ATOM 15088 C ILE B 993 170.100 167.751 142.572 1.00 90.09 C -ATOM 15089 O ILE B 993 170.287 167.762 143.792 1.00 90.09 O -ATOM 15090 CB ILE B 993 171.918 168.929 141.199 1.00 90.09 C -ATOM 15091 CG1 ILE B 993 173.170 168.684 140.352 1.00 90.09 C -ATOM 15092 CG2 ILE B 993 172.337 169.772 142.396 1.00 90.09 C -ATOM 15093 CD1 ILE B 993 174.147 167.697 140.947 1.00 90.09 C -ATOM 15094 N ASP B 994 168.872 167.827 142.045 1.00 84.02 N -ATOM 15095 CA ASP B 994 167.681 167.854 142.894 1.00 84.02 C -ATOM 15096 C ASP B 994 167.527 166.563 143.695 1.00 84.02 C -ATOM 15097 O ASP B 994 167.223 166.603 144.896 1.00 84.02 O -ATOM 15098 CB ASP B 994 166.442 168.100 142.036 1.00 84.02 C -ATOM 15099 CG ASP B 994 165.181 168.240 142.858 1.00 84.02 C -ATOM 15100 OD1 ASP B 994 164.986 169.310 143.469 1.00 84.02 O -ATOM 15101 OD2 ASP B 994 164.385 167.278 142.892 1.00 84.02 O1- -ATOM 15102 N ARG B 995 167.751 165.411 143.047 1.00 81.74 N -ATOM 15103 CA ARG B 995 167.724 164.129 143.750 1.00 81.74 C -ATOM 15104 C ARG B 995 168.817 164.047 144.811 1.00 81.74 C -ATOM 15105 O ARG B 995 168.569 163.584 145.936 1.00 81.74 O -ATOM 15106 CB ARG B 995 167.878 162.976 142.757 1.00 81.74 C -ATOM 15107 CG ARG B 995 166.608 162.568 142.033 1.00 81.74 C -ATOM 15108 CD ARG B 995 166.808 161.227 141.341 1.00 81.74 C -ATOM 15109 NE ARG B 995 165.784 160.950 140.341 1.00 81.74 N -ATOM 15110 CZ ARG B 995 165.974 160.192 139.269 1.00 81.74 C -ATOM 15111 NH1 ARG B 995 167.141 159.618 139.027 1.00 81.74 N1+ -ATOM 15112 NH2 ARG B 995 164.967 160.004 138.421 1.00 81.74 N -ATOM 15113 N LEU B 996 170.030 164.504 144.472 1.00 72.36 N -ATOM 15114 CA LEU B 996 171.138 164.474 145.428 1.00 72.36 C -ATOM 15115 C LEU B 996 170.885 165.393 146.623 1.00 72.36 C -ATOM 15116 O LEU B 996 171.180 165.025 147.769 1.00 72.36 O -ATOM 15117 CB LEU B 996 172.442 164.855 144.729 1.00 72.36 C -ATOM 15118 CG LEU B 996 173.307 163.699 144.226 1.00 72.36 C -ATOM 15119 CD1 LEU B 996 174.599 164.223 143.623 1.00 72.36 C -ATOM 15120 CD2 LEU B 996 173.599 162.718 145.347 1.00 72.36 C -ATOM 15121 N ILE B 997 170.322 166.579 146.373 1.00 64.72 N -ATOM 15122 CA ILE B 997 170.020 167.535 147.434 1.00 64.72 C -ATOM 15123 C ILE B 997 168.927 166.994 148.350 1.00 64.72 C -ATOM 15124 O ILE B 997 169.025 167.108 149.580 1.00 64.72 O -ATOM 15125 CB ILE B 997 169.643 168.898 146.815 1.00 64.72 C -ATOM 15126 CG1 ILE B 997 170.899 169.651 146.375 1.00 64.72 C -ATOM 15127 CG2 ILE B 997 168.848 169.767 147.779 1.00 64.72 C -ATOM 15128 CD1 ILE B 997 170.610 170.943 145.646 1.00 64.72 C -ATOM 15129 N THR B 998 167.891 166.370 147.771 1.00 65.38 N -ATOM 15130 CA THR B 998 166.824 165.772 148.572 1.00 65.38 C -ATOM 15131 C THR B 998 167.347 164.637 149.449 1.00 65.38 C -ATOM 15132 O THR B 998 167.011 164.557 150.642 1.00 65.38 O -ATOM 15133 CB THR B 998 165.708 165.267 147.655 1.00 65.38 C -ATOM 15134 OG1 THR B 998 165.271 166.331 146.801 1.00 65.38 O -ATOM 15135 CG2 THR B 998 164.524 164.768 148.469 1.00 65.38 C -ATOM 15136 N GLY B 999 168.209 163.780 148.886 1.00 65.43 N -ATOM 15137 CA GLY B 999 168.785 162.694 149.667 1.00 65.43 C -ATOM 15138 C GLY B 999 169.681 163.173 150.795 1.00 65.43 C -ATOM 15139 O GLY B 999 169.600 162.669 151.920 1.00 65.43 O -ATOM 15140 N ARG B1000 170.523 164.176 150.521 1.00 55.56 N -ATOM 15141 CA ARG B1000 171.413 164.690 151.560 1.00 55.56 C -ATOM 15142 C ARG B1000 170.652 165.460 152.636 1.00 55.56 C -ATOM 15143 O ARG B1000 171.015 165.390 153.818 1.00 55.56 O -ATOM 15144 CB ARG B1000 172.499 165.560 150.928 1.00 55.56 C -ATOM 15145 CG ARG B1000 173.538 164.749 150.171 1.00 55.56 C -ATOM 15146 CD ARG B1000 174.381 165.608 149.247 1.00 55.56 C -ATOM 15147 NE ARG B1000 175.292 164.795 148.450 1.00 55.56 N -ATOM 15148 CZ ARG B1000 176.432 165.234 147.935 1.00 55.56 C -ATOM 15149 NH1 ARG B1000 176.849 166.472 148.137 1.00 55.56 N1+ -ATOM 15150 NH2 ARG B1000 177.175 164.407 147.206 1.00 55.56 N -ATOM 15151 N LEU B1001 169.582 166.169 152.259 1.00 54.60 N -ATOM 15152 CA LEU B1001 168.761 166.868 153.243 1.00 54.60 C -ATOM 15153 C LEU B1001 168.021 165.889 154.149 1.00 54.60 C -ATOM 15154 O LEU B1001 167.916 166.118 155.361 1.00 54.60 O -ATOM 15155 CB LEU B1001 167.777 167.796 152.533 1.00 54.60 C -ATOM 15156 CG LEU B1001 167.267 169.010 153.311 1.00 54.60 C -ATOM 15157 CD1 LEU B1001 168.419 169.773 153.940 1.00 54.60 C -ATOM 15158 CD2 LEU B1001 166.457 169.918 152.402 1.00 54.60 C -ATOM 15159 N GLN B1002 167.516 164.785 153.583 1.00 58.54 N -ATOM 15160 CA GLN B1002 166.880 163.759 154.409 1.00 58.54 C -ATOM 15161 C GLN B1002 167.890 163.075 155.328 1.00 58.54 C -ATOM 15162 O GLN B1002 167.578 162.774 156.493 1.00 58.54 O -ATOM 15163 CB GLN B1002 166.179 162.736 153.518 1.00 58.54 C -ATOM 15164 CG GLN B1002 165.280 161.771 154.266 1.00 58.54 C -ATOM 15165 CD GLN B1002 164.441 160.921 153.335 1.00 58.54 C -ATOM 15166 OE1 GLN B1002 164.391 161.165 152.129 1.00 58.54 O -ATOM 15167 NE2 GLN B1002 163.775 159.916 153.890 1.00 58.54 N -ATOM 15168 N SER B1003 169.108 162.838 154.824 1.00 60.85 N -ATOM 15169 CA SER B1003 170.167 162.251 155.641 1.00 60.85 C -ATOM 15170 C SER B1003 170.588 163.169 156.782 1.00 60.85 C -ATOM 15171 O SER B1003 170.983 162.688 157.849 1.00 60.85 O -ATOM 15172 CB SER B1003 171.373 161.914 154.766 1.00 60.85 C -ATOM 15173 OG SER B1003 172.508 161.618 155.558 1.00 60.85 O -ATOM 15174 N LEU B1004 170.519 164.485 156.577 1.00 74.85 N -ATOM 15175 CA LEU B1004 170.797 165.415 157.667 1.00 74.85 C -ATOM 15176 C LEU B1004 169.648 165.467 158.674 1.00 74.85 C -ATOM 15177 O LEU B1004 169.883 165.545 159.891 1.00 74.85 O -ATOM 15178 CB LEU B1004 171.072 166.805 157.096 1.00 74.85 C -ATOM 15179 CG LEU B1004 171.859 167.785 157.960 1.00 74.85 C -ATOM 15180 CD1 LEU B1004 173.085 167.109 158.542 1.00 74.85 C -ATOM 15181 CD2 LEU B1004 172.251 168.992 157.129 1.00 74.85 C -ATOM 15182 N GLN B1005 168.406 165.423 158.174 1.00 71.04 N -ATOM 15183 CA GLN B1005 167.225 165.509 159.030 1.00 71.04 C -ATOM 15184 C GLN B1005 167.119 164.311 159.969 1.00 71.04 C -ATOM 15185 O GLN B1005 166.732 164.465 161.138 1.00 71.04 O -ATOM 15186 CB GLN B1005 165.973 165.627 158.158 1.00 71.04 C -ATOM 15187 CG GLN B1005 164.652 165.646 158.910 1.00 71.04 C -ATOM 15188 CD GLN B1005 164.640 166.644 160.049 1.00 71.04 C -ATOM 15189 OE1 GLN B1005 164.775 167.847 159.835 1.00 71.04 O -ATOM 15190 NE2 GLN B1005 164.476 166.147 161.269 1.00 71.04 N -ATOM 15191 N THR B1006 167.472 163.116 159.476 1.00 74.85 N -ATOM 15192 CA THR B1006 167.458 161.918 160.317 1.00 74.85 C -ATOM 15193 C THR B1006 168.453 162.032 161.473 1.00 74.85 C -ATOM 15194 O THR B1006 168.127 161.698 162.625 1.00 74.85 O -ATOM 15195 CB THR B1006 167.762 160.688 159.458 1.00 74.85 C -ATOM 15196 OG1 THR B1006 166.737 160.535 158.469 1.00 74.85 O -ATOM 15197 CG2 THR B1006 167.819 159.424 160.302 1.00 74.85 C -ATOM 15198 N TYR B1007 169.655 162.545 161.184 1.00 27.91 N -ATOM 15199 CA TYR B1007 170.673 162.752 162.211 1.00 27.91 C -ATOM 15200 C TYR B1007 170.221 163.767 163.254 1.00 27.91 C -ATOM 15201 O TYR B1007 170.424 163.557 164.456 1.00 27.91 O -ATOM 15202 CB TYR B1007 171.982 163.195 161.553 1.00 27.91 C -ATOM 15203 CG TYR B1007 172.968 163.889 162.470 1.00 27.91 C -ATOM 15204 CD1 TYR B1007 173.757 163.162 163.352 1.00 27.91 C -ATOM 15205 CD2 TYR B1007 173.136 165.270 162.426 1.00 27.91 C -ATOM 15206 CE1 TYR B1007 174.668 163.792 164.182 1.00 27.91 C -ATOM 15207 CE2 TYR B1007 174.041 165.907 163.254 1.00 27.91 C -ATOM 15208 CZ TYR B1007 174.804 165.164 164.128 1.00 27.91 C -ATOM 15209 OH TYR B1007 175.707 165.795 164.950 1.00 27.91 O -ATOM 15210 N VAL B1008 169.591 164.862 162.814 1.00 74.85 N -ATOM 15211 CA VAL B1008 169.135 165.886 163.758 1.00 74.85 C -ATOM 15212 C VAL B1008 168.002 165.354 164.640 1.00 74.85 C -ATOM 15213 O VAL B1008 167.954 165.638 165.847 1.00 74.85 O -ATOM 15214 CB VAL B1008 168.742 167.165 162.994 1.00 74.85 C -ATOM 15215 CG1 VAL B1008 168.125 168.205 163.918 1.00 74.85 C -ATOM 15216 CG2 VAL B1008 169.971 167.756 162.328 1.00 74.85 C -ATOM 15217 N THR B1009 167.106 164.536 164.070 1.00 46.12 N -ATOM 15218 CA THR B1009 166.027 163.935 164.859 1.00 46.12 C -ATOM 15219 C THR B1009 166.567 162.970 165.916 1.00 46.12 C -ATOM 15220 O THR B1009 166.126 162.991 167.081 1.00 46.12 O -ATOM 15221 CB THR B1009 165.046 163.222 163.926 1.00 46.12 C -ATOM 15222 OG1 THR B1009 164.486 164.170 163.009 1.00 46.12 O -ATOM 15223 CG2 THR B1009 163.915 162.573 164.709 1.00 46.12 C -ATOM 15224 N GLN B1010 167.546 162.138 165.539 1.00 59.31 N -ATOM 15225 CA GLN B1010 168.137 161.220 166.512 1.00 59.31 C -ATOM 15226 C GLN B1010 168.929 161.959 167.586 1.00 59.31 C -ATOM 15227 O GLN B1010 168.928 161.537 168.751 1.00 59.31 O -ATOM 15228 CB GLN B1010 169.019 160.193 165.807 1.00 59.31 C -ATOM 15229 CG GLN B1010 168.253 159.279 164.869 1.00 59.31 C -ATOM 15230 CD GLN B1010 168.699 157.837 164.967 1.00 59.31 C -ATOM 15231 OE1 GLN B1010 169.547 157.492 165.790 1.00 59.31 O -ATOM 15232 NE2 GLN B1010 168.128 156.983 164.126 1.00 59.31 N -ATOM 15233 N GLN B1011 169.580 163.072 167.225 1.00 44.62 N -ATOM 15234 CA GLN B1011 170.252 163.893 168.230 1.00 44.62 C -ATOM 15235 C GLN B1011 169.257 164.542 169.185 1.00 44.62 C -ATOM 15236 O GLN B1011 169.556 164.701 170.371 1.00 44.62 O -ATOM 15237 CB GLN B1011 171.120 164.958 167.563 1.00 44.62 C -ATOM 15238 CG GLN B1011 172.382 164.424 166.913 1.00 44.62 C -ATOM 15239 CD GLN B1011 173.240 163.622 167.868 1.00 44.62 C -ATOM 15240 OE1 GLN B1011 173.260 162.393 167.818 1.00 44.62 O -ATOM 15241 NE2 GLN B1011 173.957 164.315 168.744 1.00 44.62 N -ATOM 15242 N LEU B1012 168.073 164.921 168.690 1.00 37.68 N -ATOM 15243 CA LEU B1012 167.037 165.471 169.568 1.00 37.68 C -ATOM 15244 C LEU B1012 166.545 164.435 170.575 1.00 37.68 C -ATOM 15245 O LEU B1012 166.375 164.744 171.766 1.00 37.68 O -ATOM 15246 CB LEU B1012 165.868 165.993 168.735 1.00 37.68 C -ATOM 15247 CG LEU B1012 166.011 167.374 168.097 1.00 37.68 C -ATOM 15248 CD1 LEU B1012 164.996 167.545 166.983 1.00 37.68 C -ATOM 15249 CD2 LEU B1012 165.842 168.460 169.142 1.00 37.68 C -ATOM 15250 N ILE B1013 166.324 163.198 170.114 1.00 44.19 N -ATOM 15251 CA ILE B1013 165.879 162.125 171.010 1.00 44.19 C -ATOM 15252 C ILE B1013 166.952 161.807 172.053 1.00 44.19 C -ATOM 15253 O ILE B1013 166.662 161.666 173.257 1.00 44.19 O -ATOM 15254 CB ILE B1013 165.494 160.881 170.187 1.00 44.19 C -ATOM 15255 CG1 ILE B1013 164.283 161.180 169.305 1.00 44.19 C -ATOM 15256 CG2 ILE B1013 165.192 159.697 171.090 1.00 44.19 C -ATOM 15257 CD1 ILE B1013 164.027 160.128 168.253 1.00 44.19 C -ATOM 15258 N ARG B1014 168.214 161.724 171.613 1.00 40.82 N -ATOM 15259 CA ARG B1014 169.316 161.463 172.533 1.00 40.82 C -ATOM 15260 C ARG B1014 169.525 162.612 173.513 1.00 40.82 C -ATOM 15261 O ARG B1014 169.891 162.375 174.669 1.00 40.82 O -ATOM 15262 CB ARG B1014 170.591 161.192 171.740 1.00 40.82 C -ATOM 15263 CG ARG B1014 171.588 160.307 172.452 1.00 40.82 C -ATOM 15264 CD ARG B1014 172.638 159.810 171.479 1.00 40.82 C -ATOM 15265 NE ARG B1014 172.096 158.783 170.598 1.00 40.82 N -ATOM 15266 CZ ARG B1014 172.531 158.541 169.370 1.00 40.82 C -ATOM 15267 NH1 ARG B1014 173.516 159.243 168.835 1.00 40.82 N1+ -ATOM 15268 NH2 ARG B1014 171.962 157.572 168.659 1.00 40.82 N -ATOM 15269 N ALA B1015 169.267 163.851 173.082 1.00 38.08 N -ATOM 15270 CA ALA B1015 169.361 164.995 173.981 1.00 38.08 C -ATOM 15271 C ALA B1015 168.270 164.962 175.040 1.00 38.08 C -ATOM 15272 O ALA B1015 168.513 165.344 176.189 1.00 38.08 O -ATOM 15273 CB ALA B1015 169.296 166.295 173.182 1.00 38.08 C -ATOM 15274 N ALA B1016 167.068 164.503 174.673 1.00 44.24 N -ATOM 15275 CA ALA B1016 166.005 164.339 175.666 1.00 44.24 C -ATOM 15276 C ALA B1016 166.369 163.284 176.708 1.00 44.24 C -ATOM 15277 O ALA B1016 166.157 163.489 177.915 1.00 44.24 O -ATOM 15278 CB ALA B1016 164.692 163.977 174.974 1.00 44.24 C -ATOM 15279 N GLU B1017 166.944 162.161 176.260 1.00 47.31 N -ATOM 15280 CA GLU B1017 167.374 161.116 177.194 1.00 47.31 C -ATOM 15281 C GLU B1017 168.500 161.602 178.112 1.00 47.31 C -ATOM 15282 O GLU B1017 168.484 161.345 179.328 1.00 47.31 O -ATOM 15283 CB GLU B1017 167.810 159.876 176.413 1.00 47.31 C -ATOM 15284 CG GLU B1017 168.549 158.832 177.228 1.00 47.31 C -ATOM 15285 CD GLU B1017 169.051 157.684 176.378 1.00 47.31 C -ATOM 15286 OE1 GLU B1017 168.320 157.261 175.458 1.00 47.31 O -ATOM 15287 OE2 GLU B1017 170.177 157.205 176.627 1.00 47.31 O1- -ATOM 15288 N ILE B1018 169.467 162.333 177.550 1.00 39.09 N -ATOM 15289 CA ILE B1018 170.586 162.857 178.328 1.00 39.09 C -ATOM 15290 C ILE B1018 170.108 163.914 179.323 1.00 39.09 C -ATOM 15291 O ILE B1018 170.595 163.980 180.458 1.00 39.09 O -ATOM 15292 CB ILE B1018 171.673 163.383 177.366 1.00 39.09 C -ATOM 15293 CG1 ILE B1018 172.437 162.209 176.752 1.00 39.09 C -ATOM 15294 CG2 ILE B1018 172.657 164.324 178.042 1.00 39.09 C -ATOM 15295 CD1 ILE B1018 173.209 161.390 177.760 1.00 39.09 C -ATOM 15296 N ARG B1019 169.110 164.718 178.937 1.00 40.61 N -ATOM 15297 CA ARG B1019 168.538 165.703 179.852 1.00 40.61 C -ATOM 15298 C ARG B1019 167.800 165.037 181.009 1.00 40.61 C -ATOM 15299 O ARG B1019 167.861 165.521 182.147 1.00 40.61 O -ATOM 15300 CB ARG B1019 167.598 166.636 179.093 1.00 40.61 C -ATOM 15301 CG ARG B1019 167.095 167.811 179.907 1.00 40.61 C -ATOM 15302 CD ARG B1019 165.925 168.473 179.215 1.00 40.61 C -ATOM 15303 NE ARG B1019 164.938 167.489 178.789 1.00 40.61 N -ATOM 15304 CZ ARG B1019 164.192 167.602 177.700 1.00 40.61 C -ATOM 15305 NH1 ARG B1019 164.301 168.645 176.895 1.00 40.61 N1+ -ATOM 15306 NH2 ARG B1019 163.317 166.644 177.411 1.00 40.61 N -ATOM 15307 N ALA B1020 167.101 163.928 180.736 1.00 38.79 N -ATOM 15308 CA ALA B1020 166.465 163.170 181.815 1.00 38.79 C -ATOM 15309 C ALA B1020 167.498 162.601 182.785 1.00 38.79 C -ATOM 15310 O ALA B1020 167.318 162.666 184.012 1.00 38.79 O -ATOM 15311 CB ALA B1020 165.603 162.050 181.234 1.00 38.79 C -ATOM 15312 N SER B1021 168.603 162.068 182.249 1.00 34.30 N -ATOM 15313 CA SER B1021 169.671 161.549 183.105 1.00 34.30 C -ATOM 15314 C SER B1021 170.343 162.662 183.909 1.00 34.30 C -ATOM 15315 O SER B1021 170.716 162.457 185.071 1.00 34.30 O -ATOM 15316 CB SER B1021 170.703 160.802 182.264 1.00 34.30 C -ATOM 15317 OG SER B1021 171.810 160.411 183.056 1.00 34.30 O -ATOM 15318 N ALA B1022 170.482 163.851 183.317 1.00 34.73 N -ATOM 15319 CA ALA B1022 171.089 164.976 184.023 1.00 34.73 C -ATOM 15320 C ALA B1022 170.184 165.497 185.132 1.00 34.73 C -ATOM 15321 O ALA B1022 170.670 165.901 186.195 1.00 34.73 O -ATOM 15322 CB ALA B1022 171.425 166.094 183.039 1.00 34.73 C -ATOM 15323 N ASN B1023 168.866 165.504 184.900 1.00 34.99 N -ATOM 15324 CA ASN B1023 167.928 165.882 185.955 1.00 34.99 C -ATOM 15325 C ASN B1023 167.952 164.881 187.103 1.00 34.99 C -ATOM 15326 O ASN B1023 167.891 165.274 188.278 1.00 34.99 O -ATOM 15327 CB ASN B1023 166.516 166.009 185.386 1.00 34.99 C -ATOM 15328 CG ASN B1023 166.357 167.219 184.493 1.00 34.99 C -ATOM 15329 OD1 ASN B1023 167.285 168.009 184.330 1.00 34.99 O -ATOM 15330 ND2 ASN B1023 165.174 167.373 183.911 1.00 34.99 N -ATOM 15331 N LEU B1024 168.057 163.585 186.781 1.00 33.95 N -ATOM 15332 CA LEU B1024 168.196 162.566 187.821 1.00 33.95 C -ATOM 15333 C LEU B1024 169.490 162.742 188.611 1.00 33.95 C -ATOM 15334 O LEU B1024 169.498 162.600 189.840 1.00 33.95 O -ATOM 15335 CB LEU B1024 168.132 161.172 187.196 1.00 33.95 C -ATOM 15336 CG LEU B1024 168.457 159.977 188.093 1.00 33.95 C -ATOM 15337 CD1 LEU B1024 167.463 159.874 189.238 1.00 33.95 C -ATOM 15338 CD2 LEU B1024 168.478 158.693 187.282 1.00 33.95 C -ATOM 15339 N ALA B1025 170.588 163.075 187.922 1.00 25.93 N -ATOM 15340 CA ALA B1025 171.866 163.288 188.600 1.00 25.93 C -ATOM 15341 C ALA B1025 171.833 164.521 189.496 1.00 25.93 C -ATOM 15342 O ALA B1025 172.403 164.509 190.594 1.00 25.93 O -ATOM 15343 CB ALA B1025 172.990 163.404 187.573 1.00 25.93 C -ATOM 15344 N ALA B1026 171.170 165.593 189.047 1.00 30.12 N -ATOM 15345 CA ALA B1026 171.035 166.791 189.873 1.00 30.12 C -ATOM 15346 C ALA B1026 170.176 166.527 191.104 1.00 30.12 C -ATOM 15347 O ALA B1026 170.483 167.024 192.196 1.00 30.12 O -ATOM 15348 CB ALA B1026 170.451 167.936 189.048 1.00 30.12 C -ATOM 15349 N THR B1027 169.102 165.742 190.945 1.00 28.09 N -ATOM 15350 CA THR B1027 168.277 165.353 192.089 1.00 28.09 C -ATOM 15351 C THR B1027 169.066 164.508 193.085 1.00 28.09 C -ATOM 15352 O THR B1027 168.974 164.726 194.302 1.00 28.09 O -ATOM 15353 CB THR B1027 167.041 164.595 191.601 1.00 28.09 C -ATOM 15354 OG1 THR B1027 166.333 165.398 190.650 1.00 28.09 O -ATOM 15355 CG2 THR B1027 166.110 164.269 192.757 1.00 28.09 C -ATOM 15356 N LYS B1028 169.867 163.560 192.580 1.00 31.19 N -ATOM 15357 CA LYS B1028 170.696 162.722 193.446 1.00 31.19 C -ATOM 15358 C LYS B1028 171.731 163.545 194.198 1.00 31.19 C -ATOM 15359 O LYS B1028 171.949 163.330 195.396 1.00 31.19 O -ATOM 15360 CB LYS B1028 171.393 161.640 192.623 1.00 31.19 C -ATOM 15361 CG LYS B1028 170.497 160.501 192.194 1.00 31.19 C -ATOM 15362 CD LYS B1028 171.240 159.181 192.192 1.00 31.19 C -ATOM 15363 CE LYS B1028 170.327 158.058 191.740 1.00 31.19 C -ATOM 15364 NZ LYS B1028 170.518 156.821 192.538 1.00 31.19 N1+ -ATOM 15365 N MET B1029 172.365 164.502 193.511 1.00 31.07 N -ATOM 15366 CA MET B1029 173.359 165.362 194.147 1.00 31.07 C -ATOM 15367 C MET B1029 172.730 166.238 195.225 1.00 31.07 C -ATOM 15368 O MET B1029 173.256 166.318 196.343 1.00 31.07 O -ATOM 15369 CB MET B1029 174.054 166.217 193.088 1.00 31.07 C -ATOM 15370 CG MET B1029 174.771 167.443 193.619 1.00 31.07 C -ATOM 15371 SD MET B1029 176.524 167.141 193.903 1.00 31.07 S -ATOM 15372 CE MET B1029 177.154 167.223 192.230 1.00 31.07 C -ATOM 15373 N SER B1030 171.573 166.844 194.926 1.00 30.98 N -ATOM 15374 CA SER B1030 170.901 167.715 195.887 1.00 30.98 C -ATOM 15375 C SER B1030 170.381 166.952 197.098 1.00 30.98 C -ATOM 15376 O SER B1030 170.384 167.491 198.210 1.00 30.98 O -ATOM 15377 CB SER B1030 169.746 168.455 195.214 1.00 30.98 C -ATOM 15378 OG SER B1030 170.214 169.516 194.403 1.00 30.98 O -ATOM 15379 N GLU B1031 169.932 165.711 196.915 1.00 35.29 N -ATOM 15380 CA GLU B1031 169.333 164.986 198.027 1.00 35.29 C -ATOM 15381 C GLU B1031 170.314 164.114 198.797 1.00 35.29 C -ATOM 15382 O GLU B1031 170.013 163.740 199.936 1.00 35.29 O -ATOM 15383 CB GLU B1031 168.174 164.123 197.527 1.00 35.29 C -ATOM 15384 CG GLU B1031 167.029 164.937 196.966 1.00 35.29 C -ATOM 15385 CD GLU B1031 165.836 164.088 196.610 1.00 35.29 C -ATOM 15386 OE1 GLU B1031 165.810 162.903 197.001 1.00 35.29 O -ATOM 15387 OE2 GLU B1031 164.925 164.607 195.935 1.00 35.29 O1- -ATOM 15388 N CYS B1032 171.472 163.781 198.227 1.00 37.88 N -ATOM 15389 CA CYS B1032 172.410 162.903 198.909 1.00 37.88 C -ATOM 15390 C CYS B1032 173.738 163.558 199.253 1.00 37.88 C -ATOM 15391 O CYS B1032 174.323 163.217 200.282 1.00 37.88 O -ATOM 15392 CB CYS B1032 172.665 161.651 198.063 1.00 37.88 C -ATOM 15393 SG CYS B1032 171.147 160.732 197.724 1.00 37.88 S -ATOM 15394 N VAL B1033 174.239 164.478 198.428 1.00 30.18 N -ATOM 15395 CA VAL B1033 175.470 165.170 198.793 1.00 30.18 C -ATOM 15396 C VAL B1033 175.175 166.306 199.762 1.00 30.18 C -ATOM 15397 O VAL B1033 175.910 166.518 200.733 1.00 30.18 O -ATOM 15398 CB VAL B1033 176.192 165.667 197.530 1.00 30.18 C -ATOM 15399 CG1 VAL B1033 177.559 166.224 197.883 1.00 30.18 C -ATOM 15400 CG2 VAL B1033 176.323 164.535 196.531 1.00 30.18 C -ATOM 15401 N LEU B1034 174.089 167.035 199.530 1.00 28.71 N -ATOM 15402 CA LEU B1034 173.720 168.185 200.341 1.00 28.71 C -ATOM 15403 C LEU B1034 172.843 167.814 201.529 1.00 28.71 C -ATOM 15404 O LEU B1034 172.382 168.710 202.242 1.00 28.71 O -ATOM 15405 CB LEU B1034 173.002 169.226 199.475 1.00 28.71 C -ATOM 15406 CG LEU B1034 173.819 170.401 198.928 1.00 28.71 C -ATOM 15407 CD1 LEU B1034 174.934 169.929 198.011 1.00 28.71 C -ATOM 15408 CD2 LEU B1034 172.910 171.367 198.190 1.00 28.71 C -ATOM 15409 N GLY B1035 172.595 166.532 201.749 1.00 39.32 N -ATOM 15410 CA GLY B1035 171.779 166.117 202.867 1.00 39.32 C -ATOM 15411 C GLY B1035 171.865 164.626 203.086 1.00 39.32 C -ATOM 15412 O GLY B1035 172.830 163.977 202.680 1.00 39.32 O -ATOM 15413 N GLN B1036 170.842 164.088 203.742 1.00 23.90 N -ATOM 15414 CA GLN B1036 170.730 162.657 203.975 1.00 23.90 C -ATOM 15415 C GLN B1036 169.390 162.177 203.440 1.00 23.90 C -ATOM 15416 O GLN B1036 168.362 162.828 203.646 1.00 23.90 O -ATOM 15417 CB GLN B1036 170.860 162.321 205.462 1.00 23.90 C -ATOM 15418 CG GLN B1036 171.028 160.843 205.746 1.00 23.90 C -ATOM 15419 CD GLN B1036 171.156 160.552 207.222 1.00 23.90 C -ATOM 15420 OE1 GLN B1036 170.637 161.288 208.059 1.00 23.90 O -ATOM 15421 NE2 GLN B1036 171.869 159.485 207.552 1.00 23.90 N -ATOM 15422 N SER B1037 169.404 161.038 202.756 1.00 42.02 N -ATOM 15423 CA SER B1037 168.231 160.536 202.054 1.00 42.02 C -ATOM 15424 C SER B1037 167.591 159.396 202.834 1.00 42.02 C -ATOM 15425 O SER B1037 168.269 158.433 203.207 1.00 42.02 O -ATOM 15426 CB SER B1037 168.601 160.064 200.649 1.00 42.02 C -ATOM 15427 OG SER B1037 167.442 159.857 199.863 1.00 42.02 O -ATOM 15428 N LYS B1038 166.288 159.511 203.076 1.00 28.47 N -ATOM 15429 CA LYS B1038 165.501 158.443 203.674 1.00 28.47 C -ATOM 15430 C LYS B1038 164.845 157.546 202.635 1.00 28.47 C -ATOM 15431 O LYS B1038 164.142 156.602 203.007 1.00 28.47 O -ATOM 15432 CB LYS B1038 164.427 159.030 204.596 1.00 28.47 C -ATOM 15433 CG LYS B1038 164.974 159.747 205.818 1.00 28.47 C -ATOM 15434 CD LYS B1038 165.311 158.764 206.928 1.00 28.47 C -ATOM 15435 CE LYS B1038 164.083 157.977 207.362 1.00 28.47 C -ATOM 15436 NZ LYS B1038 164.418 156.927 208.362 1.00 28.47 N1+ -ATOM 15437 N ARG B1039 165.056 157.817 201.350 1.00 30.11 N -ATOM 15438 CA ARG B1039 164.453 157.021 200.291 1.00 30.11 C -ATOM 15439 C ARG B1039 165.237 155.728 200.108 1.00 30.11 C -ATOM 15440 O ARG B1039 166.470 155.744 200.037 1.00 30.11 O -ATOM 15441 CB ARG B1039 164.409 157.822 198.991 1.00 30.11 C -ATOM 15442 CG ARG B1039 163.810 159.210 199.169 1.00 30.11 C -ATOM 15443 CD ARG B1039 163.938 160.072 197.924 1.00 30.11 C -ATOM 15444 NE ARG B1039 163.335 159.455 196.750 1.00 30.11 N -ATOM 15445 CZ ARG B1039 163.488 159.902 195.511 1.00 30.11 C -ATOM 15446 NH1 ARG B1039 164.197 160.987 195.251 1.00 30.11 N1+ -ATOM 15447 NH2 ARG B1039 162.909 159.246 194.509 1.00 30.11 N -ATOM 15448 N VAL B1040 164.516 154.608 200.042 1.00 32.90 N -ATOM 15449 CA VAL B1040 165.151 153.296 200.017 1.00 32.90 C -ATOM 15450 C VAL B1040 165.772 153.051 198.649 1.00 32.90 C -ATOM 15451 O VAL B1040 165.122 153.245 197.613 1.00 32.90 O -ATOM 15452 CB VAL B1040 164.136 152.202 200.372 1.00 32.90 C -ATOM 15453 CG1 VAL B1040 164.836 150.866 200.547 1.00 32.90 C -ATOM 15454 CG2 VAL B1040 163.376 152.580 201.633 1.00 32.90 C -ATOM 15455 N ASP B1041 167.053 152.659 198.651 1.00 43.05 N -ATOM 15456 CA ASP B1041 167.861 152.319 197.474 1.00 43.05 C -ATOM 15457 C ASP B1041 168.010 153.479 196.491 1.00 43.05 C -ATOM 15458 O ASP B1041 168.330 153.260 195.318 1.00 43.05 O -ATOM 15459 CB ASP B1041 167.319 151.080 196.748 1.00 43.05 C -ATOM 15460 CG ASP B1041 167.533 149.803 197.535 1.00 43.05 C -ATOM 15461 OD1 ASP B1041 167.890 149.893 198.728 1.00 43.05 O -ATOM 15462 OD2 ASP B1041 167.347 148.710 196.961 1.00 43.05 O1- -ATOM 15463 N PHE B1042 167.782 154.716 196.938 1.00 39.99 N -ATOM 15464 CA PHE B1042 168.017 155.866 196.072 1.00 39.99 C -ATOM 15465 C PHE B1042 169.504 156.159 195.943 1.00 39.99 C -ATOM 15466 O PHE B1042 169.996 156.429 194.842 1.00 39.99 O -ATOM 15467 CB PHE B1042 167.276 157.089 196.608 1.00 39.99 C -ATOM 15468 CG PHE B1042 167.296 158.266 195.676 1.00 39.99 C -ATOM 15469 CD1 PHE B1042 167.157 158.088 194.308 1.00 39.99 C -ATOM 15470 CD2 PHE B1042 167.456 159.551 196.168 1.00 39.99 C -ATOM 15471 CE1 PHE B1042 167.175 159.171 193.449 1.00 39.99 C -ATOM 15472 CE2 PHE B1042 167.476 160.637 195.315 1.00 39.99 C -ATOM 15473 CZ PHE B1042 167.334 160.447 193.955 1.00 39.99 C -ATOM 15474 N CYS B1043 170.236 156.111 197.055 1.00 52.35 N -ATOM 15475 CA CYS B1043 171.662 156.432 197.084 1.00 52.35 C -ATOM 15476 C CYS B1043 172.379 155.320 197.844 1.00 52.35 C -ATOM 15477 O CYS B1043 172.599 155.423 199.053 1.00 52.35 O -ATOM 15478 CB CYS B1043 171.892 157.798 197.719 1.00 52.35 C -ATOM 15479 SG CYS B1043 171.736 159.177 196.564 1.00 52.35 S -ATOM 15480 N GLY B1044 172.739 154.256 197.131 1.00 52.29 N -ATOM 15481 CA GLY B1044 173.435 153.138 197.737 1.00 52.29 C -ATOM 15482 C GLY B1044 172.520 152.174 198.463 1.00 52.29 C -ATOM 15483 O GLY B1044 171.561 152.591 199.119 1.00 52.29 O -ATOM 15484 N LYS B1045 172.801 150.878 198.349 1.00 49.64 N -ATOM 15485 CA LYS B1045 172.010 149.880 199.054 1.00 49.64 C -ATOM 15486 C LYS B1045 172.329 149.904 200.543 1.00 49.64 C -ATOM 15487 O LYS B1045 173.478 150.096 200.948 1.00 49.64 O -ATOM 15488 CB LYS B1045 172.267 148.489 198.479 1.00 49.64 C -ATOM 15489 CG LYS B1045 171.614 148.255 197.128 1.00 49.64 C -ATOM 15490 CD LYS B1045 171.415 146.773 196.861 1.00 49.64 C -ATOM 15491 CE LYS B1045 170.288 146.206 197.709 1.00 49.64 C -ATOM 15492 NZ LYS B1045 168.959 146.394 197.063 1.00 49.64 N1+ -ATOM 15493 N GLY B1046 171.303 149.705 201.357 1.00 58.61 N -ATOM 15494 CA GLY B1046 171.430 149.838 202.792 1.00 58.61 C -ATOM 15495 C GLY B1046 170.968 151.200 203.266 1.00 58.61 C -ATOM 15496 O GLY B1046 170.446 152.022 202.507 1.00 58.61 O -ATOM 15497 N TYR B1047 171.168 151.436 204.557 1.00 74.85 N -ATOM 15498 CA TYR B1047 170.799 152.712 205.156 1.00 74.85 C -ATOM 15499 C TYR B1047 171.840 153.760 204.782 1.00 74.85 C -ATOM 15500 O TYR B1047 173.016 153.630 205.134 1.00 74.85 O -ATOM 15501 CB TYR B1047 170.666 152.565 206.668 1.00 74.85 C -ATOM 15502 CG TYR B1047 169.651 151.517 207.066 1.00 74.85 C -ATOM 15503 CD1 TYR B1047 168.293 151.746 206.889 1.00 74.85 C -ATOM 15504 CD2 TYR B1047 170.048 150.299 207.604 1.00 74.85 C -ATOM 15505 CE1 TYR B1047 167.356 150.796 207.243 1.00 74.85 C -ATOM 15506 CE2 TYR B1047 169.116 149.340 207.962 1.00 74.85 C -ATOM 15507 CZ TYR B1047 167.772 149.596 207.777 1.00 74.85 C -ATOM 15508 OH TYR B1047 166.839 148.650 208.129 1.00 74.85 O -ATOM 15509 N HIS B1048 171.403 154.799 204.073 1.00 47.90 N -ATOM 15510 CA HIS B1048 172.319 155.755 203.467 1.00 47.90 C -ATOM 15511 C HIS B1048 172.890 156.702 204.513 1.00 47.90 C -ATOM 15512 O HIS B1048 172.149 157.279 205.315 1.00 47.90 O -ATOM 15513 CB HIS B1048 171.606 156.546 202.372 1.00 47.90 C -ATOM 15514 CG HIS B1048 172.384 157.723 201.875 1.00 47.90 C -ATOM 15515 ND1 HIS B1048 172.131 159.012 202.290 1.00 47.90 N -ATOM 15516 CD2 HIS B1048 173.416 157.804 201.004 1.00 47.90 C -ATOM 15517 CE1 HIS B1048 172.969 159.838 201.689 1.00 47.90 C -ATOM 15518 NE2 HIS B1048 173.760 159.130 200.904 1.00 47.90 N -ATOM 15519 N LEU B1049 174.215 156.849 204.511 1.00 74.85 N -ATOM 15520 CA LEU B1049 174.898 157.768 205.414 1.00 74.85 C -ATOM 15521 C LEU B1049 175.246 159.080 204.719 1.00 74.85 C -ATOM 15522 O LEU B1049 174.761 160.140 205.128 1.00 74.85 O -ATOM 15523 CB LEU B1049 176.157 157.109 205.986 1.00 74.85 C -ATOM 15524 CG LEU B1049 175.884 155.971 206.963 1.00 74.85 C -ATOM 15525 CD1 LEU B1049 177.185 155.348 207.424 1.00 74.85 C -ATOM 15526 CD2 LEU B1049 175.064 156.470 208.127 1.00 74.85 C -ATOM 15527 N MET B1050 176.056 159.027 203.662 1.00 74.85 N -ATOM 15528 CA MET B1050 176.417 160.240 202.921 1.00 74.85 C -ATOM 15529 C MET B1050 176.871 159.853 201.516 1.00 74.85 C -ATOM 15530 O MET B1050 176.838 158.680 201.135 1.00 74.85 O -ATOM 15531 CB MET B1050 177.495 161.052 203.652 1.00 74.85 C -ATOM 15532 CG MET B1050 178.885 160.435 203.652 1.00 74.85 C -ATOM 15533 SD MET B1050 179.792 160.743 205.173 1.00 74.85 S -ATOM 15534 CE MET B1050 179.921 162.526 205.167 1.00 74.85 C -ATOM 15535 N SER B1051 177.304 160.846 200.741 1.00 74.85 N -ATOM 15536 CA SER B1051 177.800 160.592 199.398 1.00 74.85 C -ATOM 15537 C SER B1051 178.853 161.631 199.048 1.00 74.85 C -ATOM 15538 O SER B1051 178.910 162.712 199.638 1.00 74.85 O -ATOM 15539 CB SER B1051 176.666 160.612 198.368 1.00 74.85 C -ATOM 15540 OG SER B1051 175.959 159.386 198.372 1.00 74.85 O -ATOM 15541 N PHE B1052 179.691 161.285 198.074 1.00 70.39 N -ATOM 15542 CA PHE B1052 180.731 162.182 197.594 1.00 70.39 C -ATOM 15543 C PHE B1052 180.650 162.272 196.076 1.00 70.39 C -ATOM 15544 O PHE B1052 180.519 161.238 195.400 1.00 70.39 O -ATOM 15545 CB PHE B1052 182.127 161.713 198.021 1.00 70.39 C -ATOM 15546 CG PHE B1052 182.264 161.478 199.495 1.00 70.39 C -ATOM 15547 CD1 PHE B1052 182.147 162.528 200.392 1.00 70.39 C -ATOM 15548 CD2 PHE B1052 182.540 160.212 199.984 1.00 70.39 C -ATOM 15549 CE1 PHE B1052 182.278 162.316 201.751 1.00 70.39 C -ATOM 15550 CE2 PHE B1052 182.679 159.994 201.340 1.00 70.39 C -ATOM 15551 CZ PHE B1052 182.545 161.047 202.225 1.00 70.39 C -ATOM 15552 N PRO B1053 180.704 163.474 195.503 1.00 74.85 N -ATOM 15553 CA PRO B1053 180.703 163.603 194.042 1.00 74.85 C -ATOM 15554 C PRO B1053 182.106 163.670 193.459 1.00 74.85 C -ATOM 15555 O PRO B1053 183.034 164.231 194.045 1.00 74.85 O -ATOM 15556 CB PRO B1053 179.953 164.924 193.824 1.00 74.85 C -ATOM 15557 CG PRO B1053 180.277 165.735 195.040 1.00 74.85 C -ATOM 15558 CD PRO B1053 180.555 164.777 196.175 1.00 74.85 C -ATOM 15559 N GLN B1054 182.261 163.064 192.283 1.00 39.97 N -ATOM 15560 CA GLN B1054 183.497 163.120 191.518 1.00 39.97 C -ATOM 15561 C GLN B1054 183.151 163.388 190.062 1.00 39.97 C -ATOM 15562 O GLN B1054 182.129 162.918 189.556 1.00 39.97 O -ATOM 15563 CB GLN B1054 184.311 161.816 191.615 1.00 39.97 C -ATOM 15564 CG GLN B1054 184.629 161.330 193.024 1.00 39.97 C -ATOM 15565 CD GLN B1054 185.668 162.184 193.719 1.00 39.97 C -ATOM 15566 OE1 GLN B1054 186.868 161.953 193.586 1.00 39.97 O -ATOM 15567 NE2 GLN B1054 185.211 163.173 194.475 1.00 39.97 N -ATOM 15568 N SER B1055 184.011 164.144 189.390 1.00 39.36 N -ATOM 15569 CA SER B1055 183.810 164.420 187.978 1.00 39.36 C -ATOM 15570 C SER B1055 184.193 163.207 187.138 1.00 39.36 C -ATOM 15571 O SER B1055 184.912 162.310 187.587 1.00 39.36 O -ATOM 15572 CB SER B1055 184.629 165.635 187.548 1.00 39.36 C -ATOM 15573 OG SER B1055 185.991 165.480 187.904 1.00 39.36 O -ATOM 15574 N ALA B1056 183.713 163.192 185.897 1.00 33.32 N -ATOM 15575 CA ALA B1056 184.025 162.124 184.960 1.00 33.32 C -ATOM 15576 C ALA B1056 183.835 162.664 183.551 1.00 33.32 C -ATOM 15577 O ALA B1056 183.071 163.620 183.354 1.00 33.32 O -ATOM 15578 CB ALA B1056 183.126 160.898 185.199 1.00 33.32 C -ATOM 15579 N PRO B1057 184.538 162.088 182.546 1.00 37.28 N -ATOM 15580 CA PRO B1057 184.306 162.493 181.151 1.00 37.28 C -ATOM 15581 C PRO B1057 182.869 162.283 180.705 1.00 37.28 C -ATOM 15582 O PRO B1057 182.389 161.147 180.615 1.00 37.28 O -ATOM 15583 CB PRO B1057 185.275 161.601 180.368 1.00 37.28 C -ATOM 15584 CG PRO B1057 186.385 161.364 181.319 1.00 37.28 C -ATOM 15585 CD PRO B1057 185.729 161.226 182.663 1.00 37.28 C -ATOM 15586 N HIS B1058 182.196 163.413 180.455 1.00 36.53 N -ATOM 15587 CA HIS B1058 180.764 163.495 180.153 1.00 36.53 C -ATOM 15588 C HIS B1058 179.902 162.873 181.251 1.00 36.53 C -ATOM 15589 O HIS B1058 178.891 162.230 180.965 1.00 36.53 O -ATOM 15590 CB HIS B1058 180.430 162.865 178.795 1.00 36.53 C -ATOM 15591 CG HIS B1058 181.206 163.435 177.650 1.00 36.53 C -ATOM 15592 ND1 HIS B1058 181.247 164.784 177.376 1.00 36.53 N -ATOM 15593 CD2 HIS B1058 181.961 162.834 176.700 1.00 36.53 C -ATOM 15594 CE1 HIS B1058 182.000 164.992 176.310 1.00 36.53 C -ATOM 15595 NE2 HIS B1058 182.445 163.825 175.881 1.00 36.53 N -ATOM 15596 N GLY B1059 180.271 163.070 182.514 1.00 30.57 N -ATOM 15597 CA GLY B1059 179.407 162.543 183.555 1.00 30.57 C -ATOM 15598 C GLY B1059 179.913 162.792 184.960 1.00 30.57 C -ATOM 15599 O GLY B1059 180.893 163.504 185.188 1.00 30.57 O -ATOM 15600 N VAL B1060 179.211 162.170 185.904 1.00 28.27 N -ATOM 15601 CA VAL B1060 179.471 162.316 187.328 1.00 28.27 C -ATOM 15602 C VAL B1060 179.476 160.926 187.958 1.00 28.27 C -ATOM 15603 O VAL B1060 178.864 159.983 187.442 1.00 28.27 O -ATOM 15604 CB VAL B1060 178.430 163.266 187.985 1.00 28.27 C -ATOM 15605 CG1 VAL B1060 177.077 162.593 188.154 1.00 28.27 C -ATOM 15606 CG2 VAL B1060 178.938 163.844 189.305 1.00 28.27 C -ATOM 15607 N VAL B1061 180.235 160.785 189.044 1.00 41.01 N -ATOM 15608 CA VAL B1061 180.368 159.525 189.766 1.00 41.01 C -ATOM 15609 C VAL B1061 180.120 159.806 191.242 1.00 41.01 C -ATOM 15610 O VAL B1061 180.819 160.626 191.847 1.00 41.01 O -ATOM 15611 CB VAL B1061 181.752 158.884 189.560 1.00 41.01 C -ATOM 15612 CG1 VAL B1061 181.983 157.759 190.558 1.00 41.01 C -ATOM 15613 CG2 VAL B1061 181.899 158.368 188.138 1.00 41.01 C -ATOM 15614 N PHE B1062 179.137 159.129 191.819 1.00 34.79 N -ATOM 15615 CA PHE B1062 178.807 159.270 193.228 1.00 34.79 C -ATOM 15616 C PHE B1062 179.383 158.095 194.002 1.00 34.79 C -ATOM 15617 O PHE B1062 179.215 156.938 193.601 1.00 34.79 O -ATOM 15618 CB PHE B1062 177.295 159.328 193.435 1.00 34.79 C -ATOM 15619 CG PHE B1062 176.657 160.590 192.945 1.00 34.79 C -ATOM 15620 CD1 PHE B1062 176.666 161.735 193.725 1.00 34.79 C -ATOM 15621 CD2 PHE B1062 176.024 160.625 191.714 1.00 34.79 C -ATOM 15622 CE1 PHE B1062 176.070 162.896 193.277 1.00 34.79 C -ATOM 15623 CE2 PHE B1062 175.425 161.782 191.263 1.00 34.79 C -ATOM 15624 CZ PHE B1062 175.450 162.919 192.043 1.00 34.79 C -ATOM 15625 N LEU B1063 180.059 158.395 195.105 1.00 74.85 N -ATOM 15626 CA LEU B1063 180.504 157.388 196.059 1.00 74.85 C -ATOM 15627 C LEU B1063 179.555 157.442 197.247 1.00 74.85 C -ATOM 15628 O LEU B1063 179.593 158.391 198.035 1.00 74.85 O -ATOM 15629 CB LEU B1063 181.947 157.637 196.492 1.00 74.85 C -ATOM 15630 CG LEU B1063 182.976 157.856 195.384 1.00 74.85 C -ATOM 15631 CD1 LEU B1063 184.353 158.072 195.981 1.00 74.85 C -ATOM 15632 CD2 LEU B1063 182.988 156.678 194.428 1.00 74.85 C -ATOM 15633 N HIS B1064 178.698 156.433 197.362 1.00 40.84 N -ATOM 15634 CA HIS B1064 177.678 156.374 198.401 1.00 40.84 C -ATOM 15635 C HIS B1064 178.219 155.592 199.589 1.00 40.84 C -ATOM 15636 O HIS B1064 178.527 154.403 199.461 1.00 40.84 O -ATOM 15637 CB HIS B1064 176.402 155.713 197.880 1.00 40.84 C -ATOM 15638 CG HIS B1064 175.791 156.409 196.706 1.00 40.84 C -ATOM 15639 ND1 HIS B1064 175.347 157.711 196.761 1.00 40.84 N -ATOM 15640 CD2 HIS B1064 175.544 155.980 195.446 1.00 40.84 C -ATOM 15641 CE1 HIS B1064 174.854 158.056 195.585 1.00 40.84 C -ATOM 15642 NE2 HIS B1064 174.963 157.024 194.769 1.00 40.84 N -ATOM 15643 N VAL B1065 178.329 156.255 200.736 1.00 74.85 N -ATOM 15644 CA VAL B1065 178.683 155.615 201.994 1.00 74.85 C -ATOM 15645 C VAL B1065 177.387 155.263 202.704 1.00 74.85 C -ATOM 15646 O VAL B1065 176.550 156.143 202.949 1.00 74.85 O -ATOM 15647 CB VAL B1065 179.561 156.527 202.863 1.00 74.85 C -ATOM 15648 CG1 VAL B1065 180.069 155.772 204.073 1.00 74.85 C -ATOM 15649 CG2 VAL B1065 180.716 157.059 202.050 1.00 74.85 C -ATOM 15650 N THR B1066 177.219 153.971 203.003 1.00 74.85 N -ATOM 15651 CA THR B1066 176.006 153.398 203.567 1.00 74.85 C -ATOM 15652 C THR B1066 176.359 152.439 204.698 1.00 74.85 C -ATOM 15653 O THR B1066 177.480 151.926 204.786 1.00 74.85 O -ATOM 15654 CB THR B1066 175.184 152.634 202.513 1.00 74.85 C -ATOM 15655 OG1 THR B1066 176.012 151.648 201.886 1.00 74.85 O -ATOM 15656 CG2 THR B1066 174.616 153.569 201.453 1.00 74.85 C -ATOM 15657 N TYR B1067 175.363 152.179 205.543 1.00 37.46 N -ATOM 15658 CA TYR B1067 175.481 151.350 206.738 1.00 37.46 C -ATOM 15659 C TYR B1067 174.694 150.065 206.505 1.00 37.46 C -ATOM 15660 O TYR B1067 173.498 150.122 206.203 1.00 37.46 O -ATOM 15661 CB TYR B1067 174.952 152.131 207.946 1.00 37.46 C -ATOM 15662 CG TYR B1067 174.751 151.382 209.252 1.00 37.46 C -ATOM 15663 CD1 TYR B1067 173.536 150.770 209.554 1.00 37.46 C -ATOM 15664 CD2 TYR B1067 175.753 151.353 210.213 1.00 37.46 C -ATOM 15665 CE1 TYR B1067 173.347 150.108 210.751 1.00 37.46 C -ATOM 15666 CE2 TYR B1067 175.568 150.702 211.417 1.00 37.46 C -ATOM 15667 CZ TYR B1067 174.366 150.077 211.678 1.00 37.46 C -ATOM 15668 OH TYR B1067 174.178 149.422 212.873 1.00 37.46 O -ATOM 15669 N VAL B1068 175.347 148.915 206.647 1.00 74.85 N -ATOM 15670 CA VAL B1068 174.719 147.624 206.392 1.00 74.85 C -ATOM 15671 C VAL B1068 174.866 146.751 207.635 1.00 74.85 C -ATOM 15672 O VAL B1068 175.987 146.502 208.080 1.00 74.85 O -ATOM 15673 CB VAL B1068 175.325 146.922 205.165 1.00 74.85 C -ATOM 15674 CG1 VAL B1068 174.858 145.476 205.086 1.00 74.85 C -ATOM 15675 CG2 VAL B1068 174.960 147.666 203.891 1.00 74.85 C -ATOM 15676 N PRO B1069 173.774 146.266 208.231 1.00 56.43 N -ATOM 15677 CA PRO B1069 173.899 145.339 209.366 1.00 56.43 C -ATOM 15678 C PRO B1069 174.452 143.987 208.931 1.00 56.43 C -ATOM 15679 O PRO B1069 174.085 143.458 207.880 1.00 56.43 O -ATOM 15680 CB PRO B1069 172.461 145.217 209.882 1.00 56.43 C -ATOM 15681 CG PRO B1069 171.735 146.395 209.309 1.00 56.43 C -ATOM 15682 CD PRO B1069 172.376 146.650 207.987 1.00 56.43 C -ATOM 15683 N ALA B1070 175.338 143.422 209.758 1.00 55.15 N -ATOM 15684 CA ALA B1070 176.169 142.301 209.326 1.00 55.15 C -ATOM 15685 C ALA B1070 175.899 141.000 210.072 1.00 55.15 C -ATOM 15686 O ALA B1070 175.603 139.990 209.426 1.00 55.15 O -ATOM 15687 CB ALA B1070 177.650 142.682 209.451 1.00 55.15 C -ATOM 15688 N GLN B1071 176.007 140.971 211.401 1.00 61.18 N -ATOM 15689 CA GLN B1071 176.023 139.720 212.162 1.00 61.18 C -ATOM 15690 C GLN B1071 174.733 139.583 212.962 1.00 61.18 C -ATOM 15691 O GLN B1071 174.519 140.316 213.931 1.00 61.18 O -ATOM 15692 CB GLN B1071 177.240 139.658 213.081 1.00 61.18 C -ATOM 15693 CG GLN B1071 178.560 139.461 212.355 1.00 61.18 C -ATOM 15694 CD GLN B1071 179.734 139.374 213.307 1.00 61.18 C -ATOM 15695 OE1 GLN B1071 179.557 139.351 214.525 1.00 61.18 O -ATOM 15696 NE2 GLN B1071 180.941 139.323 212.758 1.00 61.18 N -ATOM 15697 N GLU B1072 173.906 138.612 212.585 1.00 67.33 N -ATOM 15698 CA GLU B1072 172.543 138.475 213.076 1.00 67.33 C -ATOM 15699 C GLU B1072 172.473 137.492 214.244 1.00 67.33 C -ATOM 15700 O GLU B1072 173.337 136.629 214.412 1.00 67.33 O -ATOM 15701 CB GLU B1072 171.623 138.004 211.947 1.00 67.33 C -ATOM 15702 CG GLU B1072 171.440 139.014 210.822 1.00 67.33 C -ATOM 15703 CD GLU B1072 172.548 138.996 209.786 1.00 67.33 C -ATOM 15704 OE1 GLU B1072 173.452 138.142 209.896 1.00 67.33 O -ATOM 15705 OE2 GLU B1072 172.525 139.850 208.876 1.00 67.33 O1- -ATOM 15706 N LYS B1073 171.416 137.624 215.051 1.00 69.81 N -ATOM 15707 CA LYS B1073 171.201 136.703 216.159 1.00 69.81 C -ATOM 15708 C LYS B1073 169.710 136.554 216.440 1.00 69.81 C -ATOM 15709 O LYS B1073 168.958 137.533 216.386 1.00 69.81 O -ATOM 15710 CB LYS B1073 171.933 137.176 217.421 1.00 69.81 C -ATOM 15711 CG LYS B1073 172.098 136.107 218.491 1.00 69.81 C -ATOM 15712 CD LYS B1073 173.044 136.572 219.586 1.00 69.81 C -ATOM 15713 CE LYS B1073 172.851 135.771 220.864 1.00 69.81 C -ATOM 15714 NZ LYS B1073 173.537 136.408 222.021 1.00 69.81 N1+ -ATOM 15715 N ASN B1074 169.296 135.320 216.738 1.00 83.78 N -ATOM 15716 CA ASN B1074 167.909 135.007 217.065 1.00 83.78 C -ATOM 15717 C ASN B1074 167.576 135.414 218.496 1.00 83.78 C -ATOM 15718 O ASN B1074 168.408 135.292 219.399 1.00 83.78 O -ATOM 15719 CB ASN B1074 167.646 133.509 216.903 1.00 83.78 C -ATOM 15720 CG ASN B1074 167.211 133.127 215.503 1.00 83.78 C -ATOM 15721 OD1 ASN B1074 166.624 133.927 214.775 1.00 83.78 O -ATOM 15722 ND2 ASN B1074 167.493 131.883 215.125 1.00 83.78 N -ATOM 15723 N PHE B1075 166.342 135.875 218.702 1.00 55.66 N -ATOM 15724 CA PHE B1075 165.840 136.224 220.025 1.00 55.66 C -ATOM 15725 C PHE B1075 164.351 135.912 220.073 1.00 55.66 C -ATOM 15726 O PHE B1075 163.676 135.874 219.038 1.00 55.66 O -ATOM 15727 CB PHE B1075 166.082 137.704 220.351 1.00 55.66 C -ATOM 15728 CG PHE B1075 167.530 138.063 220.494 1.00 55.66 C -ATOM 15729 CD1 PHE B1075 168.237 137.717 221.635 1.00 55.66 C -ATOM 15730 CD2 PHE B1075 168.192 138.728 219.473 1.00 55.66 C -ATOM 15731 CE1 PHE B1075 169.575 138.040 221.761 1.00 55.66 C -ATOM 15732 CE2 PHE B1075 169.528 139.054 219.592 1.00 55.66 C -ATOM 15733 CZ PHE B1075 170.221 138.708 220.736 1.00 55.66 C -ATOM 15734 N THR B1076 163.832 135.692 221.282 1.00 56.47 N -ATOM 15735 CA THR B1076 162.412 135.408 221.467 1.00 56.47 C -ATOM 15736 C THR B1076 161.711 136.693 221.888 1.00 56.47 C -ATOM 15737 O THR B1076 162.061 137.282 222.913 1.00 56.47 O -ATOM 15738 CB THR B1076 162.199 134.310 222.508 1.00 56.47 C -ATOM 15739 OG1 THR B1076 162.759 133.082 222.028 1.00 56.47 O -ATOM 15740 CG2 THR B1076 160.716 134.111 222.776 1.00 56.47 C -ATOM 15741 N THR B1077 160.723 137.122 221.111 1.00 46.48 N -ATOM 15742 CA THR B1077 160.155 138.452 221.273 1.00 46.48 C -ATOM 15743 C THR B1077 158.688 138.382 221.684 1.00 46.48 C -ATOM 15744 O THR B1077 158.050 137.327 221.646 1.00 46.48 O -ATOM 15745 CB THR B1077 160.299 139.267 219.984 1.00 46.48 C -ATOM 15746 OG1 THR B1077 159.880 140.614 220.228 1.00 46.48 O -ATOM 15747 CG2 THR B1077 159.448 138.669 218.878 1.00 46.48 C -ATOM 15748 N ALA B1078 158.162 139.541 222.082 1.00 45.71 N -ATOM 15749 CA ALA B1078 156.781 139.687 222.521 1.00 45.71 C -ATOM 15750 C ALA B1078 156.367 141.137 222.326 1.00 45.71 C -ATOM 15751 O ALA B1078 157.201 142.036 222.477 1.00 45.71 O -ATOM 15752 CB ALA B1078 156.619 139.276 223.991 1.00 45.71 C -ATOM 15753 N PRO B1079 155.099 141.400 221.988 1.00 45.72 N -ATOM 15754 CA PRO B1079 154.698 142.790 221.712 1.00 45.72 C -ATOM 15755 C PRO B1079 154.548 143.655 222.953 1.00 45.72 C -ATOM 15756 O PRO B1079 154.846 144.854 222.890 1.00 45.72 O -ATOM 15757 CB PRO B1079 153.359 142.624 220.979 1.00 45.72 C -ATOM 15758 CG PRO B1079 152.840 141.314 221.449 1.00 45.72 C -ATOM 15759 CD PRO B1079 154.047 140.442 221.607 1.00 45.72 C -ATOM 15760 N ALA B1080 154.102 143.096 224.075 1.00 48.00 N -ATOM 15761 CA ALA B1080 153.855 143.881 225.277 1.00 48.00 C -ATOM 15762 C ALA B1080 154.161 143.020 226.493 1.00 48.00 C -ATOM 15763 O ALA B1080 154.413 141.819 226.376 1.00 48.00 O -ATOM 15764 CB ALA B1080 152.415 144.398 225.320 1.00 48.00 C -ATOM 15765 N ILE B1081 154.138 143.641 227.673 1.00 55.17 N -ATOM 15766 CA ILE B1081 154.442 142.942 228.919 1.00 55.17 C -ATOM 15767 C ILE B1081 153.383 143.274 229.966 1.00 55.17 C -ATOM 15768 O ILE B1081 153.058 144.447 230.181 1.00 55.17 O -ATOM 15769 CB ILE B1081 155.864 143.283 229.417 1.00 55.17 C -ATOM 15770 CG1 ILE B1081 156.885 142.422 228.668 1.00 55.17 C -ATOM 15771 CG2 ILE B1081 156.011 143.102 230.929 1.00 55.17 C -ATOM 15772 CD1 ILE B1081 158.300 142.599 229.128 1.00 55.17 C -ATOM 15773 N CYS B1082 152.822 142.234 230.586 1.00 65.26 N -ATOM 15774 CA CYS B1082 151.949 142.403 231.739 1.00 65.26 C -ATOM 15775 C CYS B1082 152.764 142.737 232.981 1.00 65.26 C -ATOM 15776 O CYS B1082 153.767 142.083 233.274 1.00 65.26 O -ATOM 15777 CB CYS B1082 151.159 141.122 232.001 1.00 65.26 C -ATOM 15778 SG CYS B1082 149.720 140.865 230.971 1.00 65.26 S -ATOM 15779 N HIS B1083 152.311 143.741 233.732 1.00 68.87 N -ATOM 15780 CA HIS B1083 152.900 144.029 235.039 1.00 68.87 C -ATOM 15781 C HIS B1083 151.839 144.720 235.884 1.00 68.87 C -ATOM 15782 O HIS B1083 151.469 145.860 235.585 1.00 68.87 O -ATOM 15783 CB HIS B1083 154.146 144.895 234.911 1.00 68.87 C -ATOM 15784 CG HIS B1083 154.759 145.259 236.227 1.00 68.87 C -ATOM 15785 ND1 HIS B1083 155.389 144.335 237.032 1.00 68.87 N -ATOM 15786 CD2 HIS B1083 154.833 146.442 236.882 1.00 68.87 C -ATOM 15787 CE1 HIS B1083 155.829 144.933 238.124 1.00 68.87 C -ATOM 15788 NE2 HIS B1083 155.504 146.212 238.058 1.00 68.87 N -ATOM 15789 N ASP B1084 151.369 144.022 236.929 1.00 72.15 N -ATOM 15790 CA ASP B1084 150.317 144.488 237.845 1.00 72.15 C -ATOM 15791 C ASP B1084 149.032 144.848 237.099 1.00 72.15 C -ATOM 15792 O ASP B1084 148.359 145.829 237.419 1.00 72.15 O -ATOM 15793 CB ASP B1084 150.795 145.662 238.706 1.00 72.15 C -ATOM 15794 CG ASP B1084 151.866 145.258 239.698 1.00 72.15 C -ATOM 15795 OD1 ASP B1084 151.887 144.078 240.107 1.00 72.15 O -ATOM 15796 OD2 ASP B1084 152.691 146.121 240.065 1.00 72.15 O1- -ATOM 15797 N GLY B1085 148.691 144.046 236.094 1.00 70.12 N -ATOM 15798 CA GLY B1085 147.510 144.298 235.296 1.00 70.12 C -ATOM 15799 C GLY B1085 147.652 145.392 234.264 1.00 70.12 C -ATOM 15800 O GLY B1085 146.649 145.777 233.652 1.00 70.12 O -ATOM 15801 N LYS B1086 148.859 145.903 234.047 1.00 61.19 N -ATOM 15802 CA LYS B1086 149.106 146.967 233.085 1.00 61.19 C -ATOM 15803 C LYS B1086 149.885 146.421 231.898 1.00 61.19 C -ATOM 15804 O LYS B1086 150.767 145.572 232.059 1.00 61.19 O -ATOM 15805 CB LYS B1086 149.882 148.120 233.723 1.00 61.19 C -ATOM 15806 CG LYS B1086 149.351 148.577 235.066 1.00 61.19 C -ATOM 15807 CD LYS B1086 150.291 149.588 235.701 1.00 61.19 C -ATOM 15808 CE LYS B1086 149.940 149.834 237.157 1.00 61.19 C -ATOM 15809 NZ LYS B1086 148.494 150.138 237.336 1.00 61.19 N1+ -ATOM 15810 N ALA B1087 149.559 146.914 230.708 1.00 52.15 N -ATOM 15811 CA ALA B1087 150.236 146.515 229.481 1.00 52.15 C -ATOM 15812 C ALA B1087 151.304 147.553 229.158 1.00 52.15 C -ATOM 15813 O ALA B1087 150.987 148.689 228.787 1.00 52.15 O -ATOM 15814 CB ALA B1087 149.243 146.368 228.331 1.00 52.15 C -ATOM 15815 N HIS B1088 152.567 147.160 229.299 1.00 46.45 N -ATOM 15816 CA HIS B1088 153.700 148.011 228.969 1.00 46.45 C -ATOM 15817 C HIS B1088 154.159 147.715 227.549 1.00 46.45 C -ATOM 15818 O HIS B1088 154.396 146.553 227.195 1.00 46.45 O -ATOM 15819 CB HIS B1088 154.857 147.795 229.946 1.00 46.45 C -ATOM 15820 CG HIS B1088 154.532 148.151 231.363 1.00 46.45 C -ATOM 15821 ND1 HIS B1088 154.873 149.365 231.920 1.00 46.45 N -ATOM 15822 CD2 HIS B1088 153.903 147.453 232.338 1.00 46.45 C -ATOM 15823 CE1 HIS B1088 154.467 149.400 233.177 1.00 46.45 C -ATOM 15824 NE2 HIS B1088 153.875 148.252 233.455 1.00 46.45 N -ATOM 15825 N PHE B1089 154.275 148.773 226.740 1.00 42.83 N -ATOM 15826 CA PHE B1089 154.777 148.766 225.378 1.00 42.83 C -ATOM 15827 C PHE B1089 156.087 149.545 225.311 1.00 42.83 C -ATOM 15828 O PHE B1089 156.252 150.537 226.026 1.00 42.83 O -ATOM 15829 CB PHE B1089 153.771 149.398 224.405 1.00 42.83 C -ATOM 15830 CG PHE B1089 152.450 148.685 224.333 1.00 42.83 C -ATOM 15831 CD1 PHE B1089 151.423 148.997 225.212 1.00 42.83 C -ATOM 15832 CD2 PHE B1089 152.226 147.719 223.366 1.00 42.83 C -ATOM 15833 CE1 PHE B1089 150.207 148.345 225.140 1.00 42.83 C -ATOM 15834 CE2 PHE B1089 151.010 147.066 223.289 1.00 42.83 C -ATOM 15835 CZ PHE B1089 150.001 147.381 224.176 1.00 42.83 C -ATOM 15836 N PRO B1090 157.041 149.131 224.477 1.00 43.01 N -ATOM 15837 CA PRO B1090 158.307 149.872 224.398 1.00 43.01 C -ATOM 15838 C PRO B1090 158.140 151.199 223.673 1.00 43.01 C -ATOM 15839 O PRO B1090 157.417 151.299 222.679 1.00 43.01 O -ATOM 15840 CB PRO B1090 159.225 148.920 223.625 1.00 43.01 C -ATOM 15841 CG PRO B1090 158.299 148.112 222.790 1.00 43.01 C -ATOM 15842 CD PRO B1090 157.042 147.945 223.601 1.00 43.01 C -ATOM 15843 N ARG B1091 158.809 152.231 224.198 1.00 47.09 N -ATOM 15844 CA ARG B1091 158.812 153.532 223.533 1.00 47.09 C -ATOM 15845 C ARG B1091 159.584 153.465 222.221 1.00 47.09 C -ATOM 15846 O ARG B1091 159.102 153.925 221.179 1.00 47.09 O -ATOM 15847 CB ARG B1091 159.408 154.596 224.455 1.00 47.09 C -ATOM 15848 CG ARG B1091 158.423 155.226 225.424 1.00 47.09 C -ATOM 15849 CD ARG B1091 159.113 156.284 226.272 1.00 47.09 C -ATOM 15850 NE ARG B1091 158.173 157.056 227.075 1.00 47.09 N -ATOM 15851 CZ ARG B1091 157.901 156.815 228.350 1.00 47.09 C -ATOM 15852 NH1 ARG B1091 158.475 155.818 229.003 1.00 47.09 N1+ -ATOM 15853 NH2 ARG B1091 157.033 157.595 228.987 1.00 47.09 N -ATOM 15854 N GLU B1092 160.784 152.892 222.256 1.00 50.11 N -ATOM 15855 CA GLU B1092 161.515 152.535 221.051 1.00 50.11 C -ATOM 15856 C GLU B1092 162.165 151.178 221.271 1.00 50.11 C -ATOM 15857 O GLU B1092 162.395 150.751 222.406 1.00 50.11 O -ATOM 15858 CB GLU B1092 162.586 153.574 220.672 1.00 50.11 C -ATOM 15859 CG GLU B1092 163.791 153.655 221.615 1.00 50.11 C -ATOM 15860 CD GLU B1092 163.578 154.555 222.823 1.00 50.11 C -ATOM 15861 OE1 GLU B1092 162.423 154.910 223.131 1.00 50.11 O -ATOM 15862 OE2 GLU B1092 164.584 154.906 223.475 1.00 50.11 O1- -ATOM 15863 N GLY B1093 162.450 150.498 220.173 1.00 44.70 N -ATOM 15864 CA GLY B1093 163.138 149.229 220.245 1.00 44.70 C -ATOM 15865 C GLY B1093 162.214 148.039 220.396 1.00 44.70 C -ATOM 15866 O GLY B1093 160.984 148.134 220.356 1.00 44.70 O -ATOM 15867 N VAL B1094 162.846 146.883 220.579 1.00 43.11 N -ATOM 15868 CA VAL B1094 162.176 145.591 220.551 1.00 43.11 C -ATOM 15869 C VAL B1094 162.318 144.949 221.926 1.00 43.11 C -ATOM 15870 O VAL B1094 163.404 144.976 222.520 1.00 43.11 O -ATOM 15871 CB VAL B1094 162.787 144.687 219.457 1.00 43.11 C -ATOM 15872 CG1 VAL B1094 162.165 143.293 219.461 1.00 43.11 C -ATOM 15873 CG2 VAL B1094 162.713 145.340 218.088 1.00 43.11 C -ATOM 15874 N PHE B1095 161.218 144.396 222.442 1.00 43.13 N -ATOM 15875 CA PHE B1095 161.283 143.500 223.590 1.00 43.13 C -ATOM 15876 C PHE B1095 161.843 142.158 223.136 1.00 43.13 C -ATOM 15877 O PHE B1095 161.243 141.488 222.291 1.00 43.13 O -ATOM 15878 CB PHE B1095 159.903 143.297 224.214 1.00 43.13 C -ATOM 15879 CG PHE B1095 159.464 144.409 225.122 1.00 43.13 C -ATOM 15880 CD1 PHE B1095 160.389 145.251 225.716 1.00 43.13 C -ATOM 15881 CD2 PHE B1095 158.120 144.581 225.417 1.00 43.13 C -ATOM 15882 CE1 PHE B1095 159.978 146.267 226.562 1.00 43.13 C -ATOM 15883 CE2 PHE B1095 157.703 145.589 226.265 1.00 43.13 C -ATOM 15884 CZ PHE B1095 158.633 146.434 226.836 1.00 43.13 C -ATOM 15885 N VAL B1096 162.987 141.760 223.693 1.00 54.36 N -ATOM 15886 CA VAL B1096 163.628 140.498 223.351 1.00 54.36 C -ATOM 15887 C VAL B1096 163.887 139.700 224.619 1.00 54.36 C -ATOM 15888 O VAL B1096 163.824 140.213 225.736 1.00 54.36 O -ATOM 15889 CB VAL B1096 164.955 140.682 222.591 1.00 54.36 C -ATOM 15890 CG1 VAL B1096 164.731 141.363 221.271 1.00 54.36 C -ATOM 15891 CG2 VAL B1096 165.933 141.457 223.446 1.00 54.36 C -ATOM 15892 N SER B1097 164.191 138.423 224.418 1.00 68.55 N -ATOM 15893 CA SER B1097 164.639 137.545 225.482 1.00 68.55 C -ATOM 15894 C SER B1097 165.630 136.551 224.900 1.00 68.55 C -ATOM 15895 O SER B1097 165.464 136.085 223.765 1.00 68.55 O -ATOM 15896 CB SER B1097 163.472 136.800 226.136 1.00 68.55 C -ATOM 15897 OG SER B1097 163.937 135.677 226.862 1.00 68.55 O -ATOM 15898 N ASN B1098 166.660 136.248 225.688 1.00 93.61 N -ATOM 15899 CA ASN B1098 167.650 135.230 225.373 1.00 93.61 C -ATOM 15900 C ASN B1098 167.311 133.878 225.985 1.00 93.61 C -ATOM 15901 O ASN B1098 168.089 132.932 225.832 1.00 93.61 O -ATOM 15902 CB ASN B1098 169.040 135.682 225.844 1.00 93.61 C -ATOM 15903 CG ASN B1098 169.095 135.957 227.339 1.00 93.61 C -ATOM 15904 OD1 ASN B1098 168.081 136.275 227.961 1.00 93.61 O -ATOM 15905 ND2 ASN B1098 170.288 135.843 227.922 1.00 93.61 N -ATOM 15906 N GLY B1099 166.173 133.767 226.666 1.00 99.10 N -ATOM 15907 CA GLY B1099 165.753 132.507 227.245 1.00 99.10 C -ATOM 15908 C GLY B1099 165.264 132.616 228.675 1.00 99.10 C -ATOM 15909 O GLY B1099 164.328 131.914 229.068 1.00 99.10 O -ATOM 15910 N THR B1100 165.882 133.492 229.465 1.00 95.15 N -ATOM 15911 CA THR B1100 165.518 133.650 230.868 1.00 95.15 C -ATOM 15912 C THR B1100 165.035 135.053 231.199 1.00 95.15 C -ATOM 15913 O THR B1100 163.985 135.207 231.833 1.00 95.15 O -ATOM 15914 CB THR B1100 166.711 133.287 231.768 1.00 95.15 C -ATOM 15915 OG1 THR B1100 167.902 133.898 231.257 1.00 95.15 O -ATOM 15916 CG2 THR B1100 166.901 131.779 231.816 1.00 95.15 C -ATOM 15917 N HIS B1101 165.767 136.082 230.786 1.00 85.91 N -ATOM 15918 CA HIS B1101 165.443 137.460 231.116 1.00 85.91 C -ATOM 15919 C HIS B1101 164.983 138.203 229.869 1.00 85.91 C -ATOM 15920 O HIS B1101 165.365 137.863 228.747 1.00 85.91 O -ATOM 15921 CB HIS B1101 166.648 138.181 231.729 1.00 85.91 C -ATOM 15922 CG HIS B1101 167.129 137.580 233.014 1.00 85.91 C -ATOM 15923 ND1 HIS B1101 167.794 136.374 233.070 1.00 85.91 N -ATOM 15924 CD2 HIS B1101 167.045 138.023 234.291 1.00 85.91 C -ATOM 15925 CE1 HIS B1101 168.096 136.098 234.326 1.00 85.91 C -ATOM 15926 NE2 HIS B1101 167.654 137.083 235.087 1.00 85.91 N -ATOM 15927 N TRP B1102 164.158 139.225 230.077 1.00 58.88 N -ATOM 15928 CA TRP B1102 163.640 140.053 228.998 1.00 58.88 C -ATOM 15929 C TRP B1102 164.300 141.422 229.047 1.00 58.88 C -ATOM 15930 O TRP B1102 164.371 142.046 230.111 1.00 58.88 O -ATOM 15931 CB TRP B1102 162.121 140.204 229.091 1.00 58.88 C -ATOM 15932 CG TRP B1102 161.365 138.969 228.725 1.00 58.88 C -ATOM 15933 CD1 TRP B1102 161.081 137.913 229.538 1.00 58.88 C -ATOM 15934 CD2 TRP B1102 160.789 138.662 227.451 1.00 58.88 C -ATOM 15935 NE1 TRP B1102 160.367 136.964 228.849 1.00 58.88 N -ATOM 15936 CE2 TRP B1102 160.176 137.400 227.565 1.00 58.88 C -ATOM 15937 CE3 TRP B1102 160.738 139.329 226.224 1.00 58.88 C -ATOM 15938 CZ2 TRP B1102 159.517 136.793 226.500 1.00 58.88 C -ATOM 15939 CZ3 TRP B1102 160.084 138.725 225.168 1.00 58.88 C -ATOM 15940 CH2 TRP B1102 159.483 137.469 225.312 1.00 58.88 C -ATOM 15941 N PHE B1103 164.779 141.880 227.898 1.00 51.50 N -ATOM 15942 CA PHE B1103 165.379 143.195 227.747 1.00 51.50 C -ATOM 15943 C PHE B1103 164.670 143.947 226.633 1.00 51.50 C -ATOM 15944 O PHE B1103 163.826 143.400 225.920 1.00 51.50 O -ATOM 15945 CB PHE B1103 166.876 143.088 227.441 1.00 51.50 C -ATOM 15946 CG PHE B1103 167.608 142.146 228.343 1.00 51.50 C -ATOM 15947 CD1 PHE B1103 167.923 142.517 229.639 1.00 51.50 C -ATOM 15948 CD2 PHE B1103 167.978 140.889 227.895 1.00 51.50 C -ATOM 15949 CE1 PHE B1103 168.596 141.651 230.475 1.00 51.50 C -ATOM 15950 CE2 PHE B1103 168.650 140.018 228.725 1.00 51.50 C -ATOM 15951 CZ PHE B1103 168.958 140.401 230.016 1.00 51.50 C -ATOM 15952 N VAL B1104 165.019 145.221 226.485 1.00 44.17 N -ATOM 15953 CA VAL B1104 164.564 146.023 225.356 1.00 44.17 C -ATOM 15954 C VAL B1104 165.790 146.589 224.647 1.00 44.17 C -ATOM 15955 O VAL B1104 166.750 147.030 225.292 1.00 44.17 O -ATOM 15956 CB VAL B1104 163.552 147.110 225.787 1.00 44.17 C -ATOM 15957 CG1 VAL B1104 164.152 148.159 226.717 1.00 44.17 C -ATOM 15958 CG2 VAL B1104 162.922 147.769 224.567 1.00 44.17 C -ATOM 15959 N THR B1105 165.808 146.465 223.325 1.00 40.27 N -ATOM 15960 CA THR B1105 166.922 146.927 222.503 1.00 40.27 C -ATOM 15961 C THR B1105 166.432 147.958 221.496 1.00 40.27 C -ATOM 15962 O THR B1105 165.243 148.264 221.411 1.00 40.27 O -ATOM 15963 CB THR B1105 167.603 145.773 221.755 1.00 40.27 C -ATOM 15964 OG1 THR B1105 166.825 145.422 220.604 1.00 40.27 O -ATOM 15965 CG2 THR B1105 167.783 144.556 222.636 1.00 40.27 C -ATOM 15966 N GLN B1106 167.376 148.505 220.738 1.00 40.14 N -ATOM 15967 CA GLN B1106 167.032 149.200 219.512 1.00 40.14 C -ATOM 15968 C GLN B1106 166.921 148.191 218.372 1.00 40.14 C -ATOM 15969 O GLN B1106 167.375 147.049 218.475 1.00 40.14 O -ATOM 15970 CB GLN B1106 168.065 150.280 219.193 1.00 40.14 C -ATOM 15971 CG GLN B1106 169.496 149.875 219.482 1.00 40.14 C -ATOM 15972 CD GLN B1106 170.494 150.942 219.093 1.00 40.14 C -ATOM 15973 OE1 GLN B1106 170.677 151.235 217.912 1.00 40.14 O -ATOM 15974 NE2 GLN B1106 171.148 151.530 220.086 1.00 40.14 N -ATOM 15975 N ARG B1107 166.298 148.624 217.276 1.00 41.56 N -ATOM 15976 CA ARG B1107 165.943 147.690 216.213 1.00 41.56 C -ATOM 15977 C ARG B1107 167.144 147.278 215.369 1.00 41.56 C -ATOM 15978 O ARG B1107 167.251 146.112 214.971 1.00 41.56 O -ATOM 15979 CB ARG B1107 164.858 148.298 215.325 1.00 41.56 C -ATOM 15980 CG ARG B1107 163.482 148.321 215.964 1.00 41.56 C -ATOM 15981 CD ARG B1107 162.517 149.194 215.178 1.00 41.56 C -ATOM 15982 NE ARG B1107 161.299 149.475 215.929 1.00 41.56 N -ATOM 15983 CZ ARG B1107 161.187 150.418 216.855 1.00 41.56 C -ATOM 15984 NH1 ARG B1107 162.202 151.207 217.166 1.00 41.56 N1+ -ATOM 15985 NH2 ARG B1107 160.025 150.575 217.483 1.00 41.56 N -ATOM 15986 N ASN B1108 168.055 148.205 215.083 1.00 47.25 N -ATOM 15987 CA ASN B1108 169.123 147.971 214.120 1.00 47.25 C -ATOM 15988 C ASN B1108 170.447 147.584 214.766 1.00 47.25 C -ATOM 15989 O ASN B1108 171.452 147.457 214.060 1.00 47.25 O -ATOM 15990 CB ASN B1108 169.312 149.209 213.245 1.00 47.25 C -ATOM 15991 CG ASN B1108 168.095 149.510 212.397 1.00 47.25 C -ATOM 15992 OD1 ASN B1108 167.721 148.723 211.529 1.00 47.25 O -ATOM 15993 ND2 ASN B1108 167.465 150.650 212.650 1.00 47.25 N -ATOM 15994 N PHE B1109 170.473 147.386 216.081 1.00 39.20 N -ATOM 15995 CA PHE B1109 171.692 147.007 216.781 1.00 39.20 C -ATOM 15996 C PHE B1109 171.305 146.333 218.086 1.00 39.20 C -ATOM 15997 O PHE B1109 170.397 146.796 218.779 1.00 39.20 O -ATOM 15998 CB PHE B1109 172.584 148.226 217.051 1.00 39.20 C -ATOM 15999 CG PHE B1109 174.006 147.877 217.381 1.00 39.20 C -ATOM 16000 CD1 PHE B1109 174.889 147.490 216.386 1.00 39.20 C -ATOM 16001 CD2 PHE B1109 174.464 147.949 218.687 1.00 39.20 C -ATOM 16002 CE1 PHE B1109 176.201 147.171 216.690 1.00 39.20 C -ATOM 16003 CE2 PHE B1109 175.774 147.633 218.998 1.00 39.20 C -ATOM 16004 CZ PHE B1109 176.643 147.244 217.997 1.00 39.20 C -ATOM 16005 N TYR B1110 171.985 145.239 218.415 1.00 45.48 N -ATOM 16006 CA TYR B1110 171.693 144.528 219.654 1.00 45.48 C -ATOM 16007 C TYR B1110 172.369 145.254 220.810 1.00 45.48 C -ATOM 16008 O TYR B1110 173.592 145.187 220.968 1.00 45.48 O -ATOM 16009 CB TYR B1110 172.146 143.074 219.579 1.00 45.48 C -ATOM 16010 CG TYR B1110 171.841 142.306 220.844 1.00 45.48 C -ATOM 16011 CD1 TYR B1110 170.581 142.373 221.429 1.00 45.48 C -ATOM 16012 CD2 TYR B1110 172.811 141.525 221.460 1.00 45.48 C -ATOM 16013 CE1 TYR B1110 170.294 141.683 222.592 1.00 45.48 C -ATOM 16014 CE2 TYR B1110 172.532 140.827 222.623 1.00 45.48 C -ATOM 16015 CZ TYR B1110 171.272 140.911 223.183 1.00 45.48 C -ATOM 16016 OH TYR B1110 170.988 140.219 224.337 1.00 45.48 O -ATOM 16017 N GLU B1111 171.570 145.947 221.617 1.00 49.06 N -ATOM 16018 CA GLU B1111 172.060 146.651 222.799 1.00 49.06 C -ATOM 16019 C GLU B1111 171.012 146.487 223.888 1.00 49.06 C -ATOM 16020 O GLU B1111 170.105 147.318 224.027 1.00 49.06 O -ATOM 16021 CB GLU B1111 172.331 148.125 222.500 1.00 49.06 C -ATOM 16022 CG GLU B1111 173.167 148.831 223.551 1.00 49.06 C -ATOM 16023 CD GLU B1111 173.208 150.330 223.346 1.00 49.06 C -ATOM 16024 OE1 GLU B1111 172.126 150.951 223.276 1.00 49.06 O -ATOM 16025 OE2 GLU B1111 174.320 150.889 223.249 1.00 49.06 O1- -ATOM 16026 N PRO B1112 171.094 145.411 224.672 1.00 47.26 N -ATOM 16027 CA PRO B1112 170.021 145.108 225.630 1.00 47.26 C -ATOM 16028 C PRO B1112 170.051 146.040 226.833 1.00 47.26 C -ATOM 16029 O PRO B1112 171.106 146.299 227.415 1.00 47.26 O -ATOM 16030 CB PRO B1112 170.307 143.657 226.033 1.00 47.26 C -ATOM 16031 CG PRO B1112 171.767 143.488 225.810 1.00 47.26 C -ATOM 16032 CD PRO B1112 172.119 144.353 224.635 1.00 47.26 C -ATOM 16033 N GLN B1113 168.875 146.547 227.195 1.00 54.31 N -ATOM 16034 CA GLN B1113 168.698 147.381 228.373 1.00 54.31 C -ATOM 16035 C GLN B1113 167.593 146.794 229.236 1.00 54.31 C -ATOM 16036 O GLN B1113 166.671 146.143 228.734 1.00 54.31 O -ATOM 16037 CB GLN B1113 168.347 148.834 228.012 1.00 54.31 C -ATOM 16038 CG GLN B1113 169.171 149.438 226.890 1.00 54.31 C -ATOM 16039 CD GLN B1113 168.479 150.617 226.237 1.00 54.31 C -ATOM 16040 OE1 GLN B1113 167.646 151.280 226.854 1.00 54.31 O -ATOM 16041 NE2 GLN B1113 168.819 150.882 224.981 1.00 54.31 N -ATOM 16042 N ILE B1114 167.702 147.039 230.543 1.00 54.91 N -ATOM 16043 CA ILE B1114 166.733 146.531 231.507 1.00 54.91 C -ATOM 16044 C ILE B1114 165.405 147.253 231.317 1.00 54.91 C -ATOM 16045 O ILE B1114 165.357 148.487 231.233 1.00 54.91 O -ATOM 16046 CB ILE B1114 167.271 146.701 232.937 1.00 54.91 C -ATOM 16047 CG1 ILE B1114 168.533 145.859 233.135 1.00 54.91 C -ATOM 16048 CG2 ILE B1114 166.226 146.316 233.975 1.00 54.91 C -ATOM 16049 CD1 ILE B1114 168.309 144.372 232.960 1.00 54.91 C -ATOM 16050 N ILE B1115 164.321 146.481 231.235 1.00 56.74 N -ATOM 16051 CA ILE B1115 162.986 147.015 230.993 1.00 56.74 C -ATOM 16052 C ILE B1115 162.484 147.749 232.228 1.00 56.74 C -ATOM 16053 O ILE B1115 162.088 147.126 233.219 1.00 56.74 O -ATOM 16054 CB ILE B1115 162.018 145.891 230.585 1.00 56.74 C -ATOM 16055 CG1 ILE B1115 162.627 145.073 229.447 1.00 56.74 C -ATOM 16056 CG2 ILE B1115 160.671 146.461 230.192 1.00 56.74 C -ATOM 16057 CD1 ILE B1115 161.752 143.960 228.953 1.00 56.74 C -ATOM 16058 N THR B1116 162.500 149.076 232.171 1.00 60.48 N -ATOM 16059 CA THR B1116 162.076 149.942 233.258 1.00 60.48 C -ATOM 16060 C THR B1116 160.818 150.709 232.853 1.00 60.48 C -ATOM 16061 O THR B1116 160.221 150.458 231.801 1.00 60.48 O -ATOM 16062 CB THR B1116 163.209 150.893 233.652 1.00 60.48 C -ATOM 16063 OG1 THR B1116 163.520 151.751 232.548 1.00 60.48 O -ATOM 16064 CG2 THR B1116 164.451 150.113 234.052 1.00 60.48 C -ATOM 16065 N THR B1117 160.404 151.642 233.707 1.00 68.09 N -ATOM 16066 CA THR B1117 159.262 152.500 233.424 1.00 68.09 C -ATOM 16067 C THR B1117 159.645 153.765 232.668 1.00 68.09 C -ATOM 16068 O THR B1117 158.759 154.551 232.318 1.00 68.09 O -ATOM 16069 CB THR B1117 158.550 152.888 234.724 1.00 68.09 C -ATOM 16070 OG1 THR B1117 159.461 153.591 235.577 1.00 68.09 O -ATOM 16071 CG2 THR B1117 158.045 151.652 235.445 1.00 68.09 C -ATOM 16072 N ASP B1118 160.934 153.981 232.411 1.00 65.40 N -ATOM 16073 CA ASP B1118 161.396 155.169 231.708 1.00 65.40 C -ATOM 16074 C ASP B1118 161.579 154.945 230.214 1.00 65.40 C -ATOM 16075 O ASP B1118 161.748 155.920 229.474 1.00 65.40 O -ATOM 16076 CB ASP B1118 162.714 155.663 232.314 1.00 65.40 C -ATOM 16077 CG ASP B1118 162.584 156.010 233.784 1.00 65.40 C -ATOM 16078 OD1 ASP B1118 161.440 156.195 234.252 1.00 65.40 O -ATOM 16079 OD2 ASP B1118 163.622 156.097 234.472 1.00 65.40 O1- -ATOM 16080 N ASN B1119 161.551 153.695 229.756 1.00 53.70 N -ATOM 16081 CA ASN B1119 161.624 153.381 228.338 1.00 53.70 C -ATOM 16082 C ASN B1119 160.397 152.636 227.831 1.00 53.70 C -ATOM 16083 O ASN B1119 160.350 152.280 226.648 1.00 53.70 O -ATOM 16084 CB ASN B1119 162.899 152.579 228.037 1.00 53.70 C -ATOM 16085 CG ASN B1119 163.090 151.401 228.975 1.00 53.70 C -ATOM 16086 OD1 ASN B1119 162.223 151.084 229.786 1.00 53.70 O -ATOM 16087 ND2 ASN B1119 164.250 150.764 228.885 1.00 53.70 N -ATOM 16088 N THR B1120 159.413 152.381 228.692 1.00 49.68 N -ATOM 16089 CA THR B1120 158.140 151.793 228.307 1.00 49.68 C -ATOM 16090 C THR B1120 157.006 152.727 228.705 1.00 49.68 C -ATOM 16091 O THR B1120 157.147 153.566 229.599 1.00 49.68 O -ATOM 16092 CB THR B1120 157.914 150.423 228.964 1.00 49.68 C -ATOM 16093 OG1 THR B1120 157.693 150.596 230.369 1.00 49.68 O -ATOM 16094 CG2 THR B1120 159.104 149.513 228.750 1.00 49.68 C -ATOM 16095 N PHE B1121 155.873 152.573 228.028 1.00 46.08 N -ATOM 16096 CA PHE B1121 154.673 153.329 228.347 1.00 46.08 C -ATOM 16097 C PHE B1121 153.500 152.378 228.541 1.00 46.08 C -ATOM 16098 O PHE B1121 153.430 151.308 227.928 1.00 46.08 O -ATOM 16099 CB PHE B1121 154.358 154.396 227.272 1.00 46.08 C -ATOM 16100 CG PHE B1121 153.928 153.839 225.940 1.00 46.08 C -ATOM 16101 CD1 PHE B1121 154.868 153.399 225.020 1.00 46.08 C -ATOM 16102 CD2 PHE B1121 152.586 153.802 225.589 1.00 46.08 C -ATOM 16103 CE1 PHE B1121 154.476 152.905 223.789 1.00 46.08 C -ATOM 16104 CE2 PHE B1121 152.188 153.307 224.361 1.00 46.08 C -ATOM 16105 CZ PHE B1121 153.135 152.860 223.460 1.00 46.08 C -ATOM 16106 N VAL B1122 152.585 152.788 229.410 1.00 46.23 N -ATOM 16107 CA VAL B1122 151.453 151.977 229.841 1.00 46.23 C -ATOM 16108 C VAL B1122 150.256 152.277 228.953 1.00 46.23 C -ATOM 16109 O VAL B1122 149.968 153.441 228.652 1.00 46.23 O -ATOM 16110 CB VAL B1122 151.133 152.258 231.322 1.00 46.23 C -ATOM 16111 CG1 VAL B1122 150.089 151.293 231.846 1.00 46.23 C -ATOM 16112 CG2 VAL B1122 152.401 152.190 232.158 1.00 46.23 C -ATOM 16113 N SER B1123 149.553 151.230 228.524 1.00 50.82 N -ATOM 16114 CA SER B1123 148.360 151.418 227.702 1.00 50.82 C -ATOM 16115 C SER B1123 147.373 150.295 227.987 1.00 50.82 C -ATOM 16116 O SER B1123 147.576 149.163 227.539 1.00 50.82 O -ATOM 16117 CB SER B1123 148.716 151.463 226.221 1.00 50.82 C -ATOM 16118 OG SER B1123 147.546 151.557 225.428 1.00 50.82 O -ATOM 16119 N GLY B1124 146.305 150.615 228.716 1.00 59.87 N -ATOM 16120 CA GLY B1124 145.232 149.666 228.938 1.00 59.87 C -ATOM 16121 C GLY B1124 145.612 148.558 229.905 1.00 59.87 C -ATOM 16122 O GLY B1124 146.429 148.731 230.815 1.00 59.87 O -ATOM 16123 N ASN B1125 144.996 147.395 229.700 1.00 68.59 N -ATOM 16124 CA ASN B1125 145.258 146.235 230.540 1.00 68.59 C -ATOM 16125 C ASN B1125 145.650 145.031 229.692 1.00 68.59 C -ATOM 16126 O ASN B1125 145.843 145.150 228.478 1.00 68.59 O -ATOM 16127 CB ASN B1125 144.038 145.921 231.409 1.00 68.59 C -ATOM 16128 CG ASN B1125 142.845 145.471 230.596 1.00 68.59 C -ATOM 16129 OD1 ASN B1125 142.527 146.059 229.563 1.00 68.59 O -ATOM 16130 ND2 ASN B1125 142.166 144.433 231.067 1.00 68.59 N -ATOM 16131 N CYS B1126 145.766 143.866 230.329 1.00 73.75 N -ATOM 16132 CA CYS B1126 146.396 142.709 229.708 1.00 73.75 C -ATOM 16133 C CYS B1126 145.495 141.950 228.742 1.00 73.75 C -ATOM 16134 O CYS B1126 146.007 141.173 227.929 1.00 73.75 O -ATOM 16135 CB CYS B1126 146.878 141.751 230.795 1.00 73.75 C -ATOM 16136 SG CYS B1126 148.394 142.261 231.606 1.00 73.75 S -ATOM 16137 N ASP B1127 144.178 142.150 228.807 1.00 70.36 N -ATOM 16138 CA ASP B1127 143.252 141.239 228.139 1.00 70.36 C -ATOM 16139 C ASP B1127 143.192 141.435 226.629 1.00 70.36 C -ATOM 16140 O ASP B1127 142.897 140.481 225.901 1.00 70.36 O -ATOM 16141 CB ASP B1127 141.852 141.392 228.733 1.00 70.36 C -ATOM 16142 CG ASP B1127 141.852 141.322 230.245 1.00 70.36 C -ATOM 16143 OD1 ASP B1127 142.793 140.730 230.814 1.00 70.36 O -ATOM 16144 OD2 ASP B1127 140.910 141.859 230.866 1.00 70.36 O1- -ATOM 16145 N VAL B1128 143.464 142.639 226.137 1.00 59.99 N -ATOM 16146 CA VAL B1128 143.200 142.945 224.734 1.00 59.99 C -ATOM 16147 C VAL B1128 144.370 142.544 223.839 1.00 59.99 C -ATOM 16148 O VAL B1128 144.165 142.053 222.725 1.00 59.99 O -ATOM 16149 CB VAL B1128 142.857 144.443 224.594 1.00 59.99 C -ATOM 16150 CG1 VAL B1128 142.430 144.778 223.175 1.00 59.99 C -ATOM 16151 CG2 VAL B1128 141.774 144.833 225.588 1.00 59.99 C -ATOM 16152 N VAL B1129 145.604 142.722 224.313 1.00 51.13 N -ATOM 16153 CA VAL B1129 146.782 142.490 223.483 1.00 51.13 C -ATOM 16154 C VAL B1129 147.007 140.994 223.301 1.00 51.13 C -ATOM 16155 O VAL B1129 146.986 140.222 224.268 1.00 51.13 O -ATOM 16156 CB VAL B1129 148.013 143.165 224.105 1.00 51.13 C -ATOM 16157 CG1 VAL B1129 149.189 143.127 223.142 1.00 51.13 C -ATOM 16158 CG2 VAL B1129 147.686 144.593 224.500 1.00 51.13 C -ATOM 16159 N ILE B1130 147.225 140.581 222.056 1.00 50.96 N -ATOM 16160 CA ILE B1130 147.430 139.177 221.716 1.00 50.96 C -ATOM 16161 C ILE B1130 148.926 138.887 221.714 1.00 50.96 C -ATOM 16162 O ILE B1130 149.696 139.556 221.016 1.00 50.96 O -ATOM 16163 CB ILE B1130 146.805 138.845 220.353 1.00 50.96 C -ATOM 16164 CG1 ILE B1130 145.312 139.176 220.356 1.00 50.96 C -ATOM 16165 CG2 ILE B1130 147.029 137.383 220.005 1.00 50.96 C -ATOM 16166 CD1 ILE B1130 144.698 139.206 218.975 1.00 50.96 C -ATOM 16167 N GLY B1131 149.338 137.888 222.489 1.00 50.68 N -ATOM 16168 CA GLY B1131 150.730 137.494 222.563 1.00 50.68 C -ATOM 16169 C GLY B1131 151.525 138.107 223.695 1.00 50.68 C -ATOM 16170 O GLY B1131 152.759 138.050 223.658 1.00 50.68 O -ATOM 16171 N ILE B1132 150.860 138.691 224.692 1.00 51.85 N -ATOM 16172 CA ILE B1132 151.550 139.374 225.778 1.00 51.85 C -ATOM 16173 C ILE B1132 152.119 138.351 226.763 1.00 51.85 C -ATOM 16174 O ILE B1132 151.576 137.253 226.939 1.00 51.85 O -ATOM 16175 CB ILE B1132 150.571 140.373 226.435 1.00 51.85 C -ATOM 16176 CG1 ILE B1132 151.264 141.320 227.421 1.00 51.85 C -ATOM 16177 CG2 ILE B1132 149.386 139.661 227.075 1.00 51.85 C -ATOM 16178 CD1 ILE B1132 150.414 142.510 227.831 1.00 51.85 C -ATOM 16179 N VAL B1133 153.246 138.701 227.395 1.00 64.01 N -ATOM 16180 CA VAL B1133 153.948 137.812 228.311 1.00 64.01 C -ATOM 16181 C VAL B1133 154.052 138.479 229.676 1.00 64.01 C -ATOM 16182 O VAL B1133 153.947 139.699 229.810 1.00 64.01 O -ATOM 16183 CB VAL B1133 155.356 137.429 227.801 1.00 64.01 C -ATOM 16184 CG1 VAL B1133 155.264 136.676 226.483 1.00 64.01 C -ATOM 16185 CG2 VAL B1133 156.234 138.661 227.662 1.00 64.01 C -ATOM 16186 N ASN B1134 154.268 137.654 230.698 1.00 80.57 N -ATOM 16187 CA ASN B1134 154.345 138.111 232.081 1.00 80.57 C -ATOM 16188 C ASN B1134 155.804 138.299 232.478 1.00 80.57 C -ATOM 16189 O ASN B1134 156.602 137.360 232.381 1.00 80.57 O -ATOM 16190 CB ASN B1134 153.677 137.111 233.025 1.00 80.57 C -ATOM 16191 CG ASN B1134 152.168 137.108 232.910 1.00 80.57 C -ATOM 16192 OD1 ASN B1134 151.588 137.822 232.094 1.00 80.57 O -ATOM 16193 ND2 ASN B1134 151.523 136.294 233.738 1.00 80.57 N -ATOM 16194 N ASN B1135 156.146 139.502 232.936 1.00 73.25 N -ATOM 16195 CA ASN B1135 157.464 139.768 233.499 1.00 73.25 C -ATOM 16196 C ASN B1135 157.370 140.977 234.418 1.00 73.25 C -ATOM 16197 O ASN B1135 156.326 141.621 234.530 1.00 73.25 O -ATOM 16198 CB ASN B1135 158.521 140.001 232.417 1.00 73.25 C -ATOM 16199 CG ASN B1135 159.867 139.425 232.798 1.00 73.25 C -ATOM 16200 OD1 ASN B1135 159.954 138.536 233.644 1.00 73.25 O -ATOM 16201 ND2 ASN B1135 160.927 139.948 232.201 1.00 73.25 N -ATOM 16202 N THR B1136 158.484 141.274 235.081 1.00 69.32 N -ATOM 16203 CA THR B1136 158.564 142.405 235.992 1.00 69.32 C -ATOM 16204 C THR B1136 159.125 143.626 235.275 1.00 69.32 C -ATOM 16205 O THR B1136 160.081 143.523 234.502 1.00 69.32 O -ATOM 16206 CB THR B1136 159.442 142.068 237.198 1.00 69.32 C -ATOM 16207 OG1 THR B1136 160.816 142.033 236.795 1.00 69.32 O -ATOM 16208 CG2 THR B1136 159.056 140.716 237.775 1.00 69.32 C -ATOM 16209 N VAL B1137 158.522 144.781 235.539 1.00 68.07 N -ATOM 16210 CA VAL B1137 158.986 146.058 235.011 1.00 68.07 C -ATOM 16211 C VAL B1137 159.557 146.854 236.176 1.00 68.07 C -ATOM 16212 O VAL B1137 158.844 147.154 237.142 1.00 68.07 O -ATOM 16213 CB VAL B1137 157.859 146.828 234.308 1.00 68.07 C -ATOM 16214 CG1 VAL B1137 158.331 148.218 233.924 1.00 68.07 C -ATOM 16215 CG2 VAL B1137 157.387 146.066 233.081 1.00 68.07 C -ATOM 16216 N TYR B1138 160.842 147.186 236.086 1.00 89.82 N -ATOM 16217 CA TYR B1138 161.541 147.823 237.192 1.00 89.82 C -ATOM 16218 C TYR B1138 161.125 149.282 237.337 1.00 89.82 C -ATOM 16219 O TYR B1138 160.905 149.985 236.348 1.00 89.82 O -ATOM 16220 CB TYR B1138 163.051 147.716 236.975 1.00 89.82 C -ATOM 16221 CG TYR B1138 163.895 148.392 238.030 1.00 89.82 C -ATOM 16222 CD1 TYR B1138 163.905 147.931 239.341 1.00 89.82 C -ATOM 16223 CD2 TYR B1138 164.700 149.478 237.708 1.00 89.82 C -ATOM 16224 CE1 TYR B1138 164.683 148.544 240.308 1.00 89.82 C -ATOM 16225 CE2 TYR B1138 165.483 150.096 238.666 1.00 89.82 C -ATOM 16226 CZ TYR B1138 165.470 149.625 239.963 1.00 89.82 C -ATOM 16227 OH TYR B1138 166.248 150.239 240.916 1.00 89.82 O -ATOM 16228 N ASP B1139 161.002 149.732 238.581 1.00110.98 N -ATOM 16229 CA ASP B1139 160.706 151.130 238.871 1.00110.98 C -ATOM 16230 C ASP B1139 161.946 151.784 239.462 1.00110.98 C -ATOM 16231 O ASP B1139 162.350 151.428 240.580 1.00110.98 O -ATOM 16232 CB ASP B1139 159.526 151.249 239.835 1.00110.98 C -ATOM 16233 CG ASP B1139 158.887 152.625 239.809 1.00110.98 C -ATOM 16234 OD1 ASP B1139 159.292 153.457 238.970 1.00110.98 O -ATOM 16235 OD2 ASP B1139 157.979 152.876 240.628 1.00110.98 O1- -ATOM 16236 N PRO B1140 162.588 152.723 238.760 1.00119.42 N -ATOM 16237 CA PRO B1140 163.820 153.323 239.297 1.00119.42 C -ATOM 16238 C PRO B1140 163.584 154.283 240.449 1.00119.42 C -ATOM 16239 O PRO B1140 164.514 154.527 241.226 1.00119.42 O -ATOM 16240 CB PRO B1140 164.418 154.055 238.084 1.00119.42 C -ATOM 16241 CG PRO B1140 163.608 153.604 236.890 1.00119.42 C -ATOM 16242 CD PRO B1140 162.266 153.238 237.422 1.00119.42 C -ATOM 16243 N LEU B1141 162.377 154.833 240.584 1.00152.44 N -ATOM 16244 CA LEU B1141 162.125 155.847 241.602 1.00152.44 C -ATOM 16245 C LEU B1141 161.974 155.257 242.999 1.00152.44 C -ATOM 16246 O LEU B1141 162.349 155.912 243.979 1.00152.44 O -ATOM 16247 CB LEU B1141 160.871 156.645 241.239 1.00152.44 C -ATOM 16248 CG LEU B1141 160.682 158.010 241.903 1.00152.44 C -ATOM 16249 CD1 LEU B1141 161.983 158.798 241.913 1.00152.44 C -ATOM 16250 CD2 LEU B1141 159.583 158.792 241.202 1.00152.44 C -ATOM 16251 N GLN B1142 161.412 154.042 243.105 1.00172.71 N -ATOM 16252 CA GLN B1142 161.043 153.498 244.414 1.00172.71 C -ATOM 16253 C GLN B1142 162.235 153.184 245.325 1.00172.71 C -ATOM 16254 O GLN B1142 162.217 153.638 246.483 1.00172.71 O -ATOM 16255 CB GLN B1142 160.112 152.291 244.230 1.00172.71 C -ATOM 16256 CG GLN B1142 159.651 151.649 245.526 1.00172.71 C -ATOM 16257 CD GLN B1142 158.648 152.505 246.273 1.00172.71 C -ATOM 16258 OE1 GLN B1142 157.520 152.698 245.820 1.00172.71 O -ATOM 16259 NE2 GLN B1142 159.054 153.023 247.426 1.00172.71 N -ATOM 16260 N PRO B1143 163.290 152.450 244.908 1.00172.95 N -ATOM 16261 CA PRO B1143 164.414 152.268 245.843 1.00172.95 C -ATOM 16262 C PRO B1143 165.278 153.505 245.999 1.00172.95 C -ATOM 16263 O PRO B1143 166.025 153.596 246.981 1.00172.95 O -ATOM 16264 CB PRO B1143 165.203 151.108 245.228 1.00172.95 C -ATOM 16265 CG PRO B1143 164.992 151.268 243.803 1.00172.95 C -ATOM 16266 CD PRO B1143 163.563 151.702 243.658 1.00172.95 C -ATOM 16267 N GLU B1144 165.208 154.454 245.062 1.00178.82 N -ATOM 16268 CA GLU B1144 165.919 155.715 245.239 1.00178.82 C -ATOM 16269 C GLU B1144 165.259 156.574 246.310 1.00178.82 C -ATOM 16270 O GLU B1144 165.950 157.214 247.110 1.00178.82 O -ATOM 16271 CB GLU B1144 166.001 156.468 243.912 1.00178.82 C -ATOM 16272 CG GLU B1144 167.008 155.882 242.933 1.00178.82 C -ATOM 16273 CD GLU B1144 168.433 155.942 243.450 1.00178.82 C -ATOM 16274 OE1 GLU B1144 168.813 156.977 244.036 1.00178.82 O -ATOM 16275 OE2 GLU B1144 169.173 154.952 243.270 1.00178.82 O1- -ATOM 16276 N LEU B1145 163.922 156.606 246.343 1.00183.35 N -ATOM 16277 CA LEU B1145 163.250 157.313 247.428 1.00183.35 C -ATOM 16278 C LEU B1145 163.295 156.520 248.728 1.00183.35 C -ATOM 16279 O LEU B1145 163.219 157.110 249.811 1.00183.35 O -ATOM 16280 CB LEU B1145 161.801 157.652 247.046 1.00183.35 C -ATOM 16281 CG LEU B1145 160.697 156.611 246.811 1.00183.35 C -ATOM 16282 CD1 LEU B1145 159.885 156.319 248.072 1.00183.35 C -ATOM 16283 CD2 LEU B1145 159.771 157.080 245.698 1.00183.35 C -ATOM 16284 N ASP B1146 163.418 155.193 248.645 1.00188.71 N -ATOM 16285 CA ASP B1146 163.549 154.371 249.841 1.00188.71 C -ATOM 16286 C ASP B1146 164.963 154.365 250.408 1.00188.71 C -ATOM 16287 O ASP B1146 165.170 153.827 251.501 1.00188.71 O -ATOM 16288 CB ASP B1146 163.114 152.934 249.545 1.00188.71 C -ATOM 16289 CG ASP B1146 161.608 152.785 249.468 1.00188.71 C -ATOM 16290 OD1 ASP B1146 160.895 153.672 249.982 1.00188.71 O -ATOM 16291 OD2 ASP B1146 161.137 151.782 248.892 1.00188.71 O1- -ATOM 16292 N SER B1147 165.931 154.942 249.703 1.00194.08 N -ATOM 16293 CA SER B1147 167.308 154.984 250.181 1.00194.08 C -ATOM 16294 C SER B1147 167.479 156.043 251.266 1.00194.08 C -ATOM 16295 O SER B1147 166.713 157.003 251.341 1.00194.08 O -ATOM 16296 CB SER B1147 168.270 155.258 249.023 1.00194.08 C -ATOM 16297 OG SER B1147 169.609 154.988 249.397 1.00194.08 O -ATOM 16298 OXT SER B1147 168.389 155.962 252.091 1.00194.08 O1- -TER 16299 SER B1147 -ATOM 16300 N ALA C 27 106.671 157.545 139.732 1.00180.81 N -ATOM 16301 CA ALA C 27 106.590 157.322 141.170 1.00180.81 C -ATOM 16302 C ALA C 27 107.954 156.950 141.743 1.00180.81 C -ATOM 16303 O ALA C 27 108.885 156.636 141.002 1.00180.81 O -ATOM 16304 CB ALA C 27 105.570 156.239 141.483 1.00180.81 C -ATOM 16305 N TYR C 28 108.063 156.989 143.070 1.00170.45 N -ATOM 16306 CA TYR C 28 109.300 156.660 143.760 1.00170.45 C -ATOM 16307 C TYR C 28 108.984 155.780 144.959 1.00170.45 C -ATOM 16308 O TYR C 28 107.880 155.829 145.507 1.00170.45 O -ATOM 16309 CB TYR C 28 110.038 157.917 144.241 1.00170.45 C -ATOM 16310 CG TYR C 28 110.342 158.925 143.158 1.00170.45 C -ATOM 16311 CD1 TYR C 28 111.228 158.628 142.129 1.00170.45 C -ATOM 16312 CD2 TYR C 28 109.746 160.181 143.170 1.00170.45 C -ATOM 16313 CE1 TYR C 28 111.509 159.553 141.139 1.00170.45 C -ATOM 16314 CE2 TYR C 28 110.020 161.113 142.187 1.00170.45 C -ATOM 16315 CZ TYR C 28 110.902 160.793 141.174 1.00170.45 C -ATOM 16316 OH TYR C 28 111.176 161.718 140.194 1.00170.45 O -ATOM 16317 N THR C 29 109.965 154.977 145.364 1.00160.42 N -ATOM 16318 CA THR C 29 109.882 154.251 146.624 1.00160.42 C -ATOM 16319 C THR C 29 111.289 154.109 147.194 1.00160.42 C -ATOM 16320 O THR C 29 112.273 154.555 146.596 1.00160.42 O -ATOM 16321 CB THR C 29 109.176 152.897 146.452 1.00160.42 C -ATOM 16322 OG1 THR C 29 109.098 152.228 147.718 1.00160.42 O -ATOM 16323 CG2 THR C 29 109.895 152.021 145.450 1.00160.42 C -ATOM 16324 N ASN C 30 111.376 153.492 148.369 1.00136.61 N -ATOM 16325 CA ASN C 30 112.608 153.468 149.147 1.00136.61 C -ATOM 16326 C ASN C 30 113.385 152.194 148.836 1.00136.61 C -ATOM 16327 O ASN C 30 112.834 151.089 148.907 1.00136.61 O -ATOM 16328 CB ASN C 30 112.289 153.566 150.639 1.00136.61 C -ATOM 16329 CG ASN C 30 113.450 154.102 151.455 1.00136.61 C -ATOM 16330 OD1 ASN C 30 114.597 153.697 151.271 1.00136.61 O -ATOM 16331 ND2 ASN C 30 113.154 155.022 152.365 1.00136.61 N -ATOM 16332 N SER C 31 114.666 152.351 148.496 1.00126.54 N -ATOM 16333 CA SER C 31 115.495 151.217 148.108 1.00126.54 C -ATOM 16334 C SER C 31 116.063 150.451 149.296 1.00126.54 C -ATOM 16335 O SER C 31 116.510 149.313 149.108 1.00126.54 O -ATOM 16336 CB SER C 31 116.642 151.690 147.213 1.00126.54 C -ATOM 16337 OG SER C 31 117.298 152.812 147.775 1.00126.54 O -ATOM 16338 N PHE C 32 116.035 151.044 150.497 1.00123.29 N -ATOM 16339 CA PHE C 32 116.582 150.495 151.758 1.00123.29 C -ATOM 16340 C PHE C 32 118.064 150.172 151.555 1.00123.29 C -ATOM 16341 O PHE C 32 118.790 150.993 150.978 1.00123.29 O -ATOM 16342 CB PHE C 32 115.718 149.331 152.234 1.00123.29 C -ATOM 16343 CG PHE C 32 114.271 149.680 152.406 1.00123.29 C -ATOM 16344 CD1 PHE C 32 113.900 150.816 153.109 1.00123.29 C -ATOM 16345 CD2 PHE C 32 113.281 148.874 151.866 1.00123.29 C -ATOM 16346 CE1 PHE C 32 112.566 151.141 153.274 1.00123.29 C -ATOM 16347 CE2 PHE C 32 111.944 149.194 152.024 1.00123.29 C -ATOM 16348 CZ PHE C 32 111.587 150.330 152.728 1.00123.29 C -ATOM 16349 N THR C 33 118.548 149.012 152.002 1.00107.48 N -ATOM 16350 CA THR C 33 119.952 148.639 151.886 1.00107.48 C -ATOM 16351 C THR C 33 120.201 147.663 150.741 1.00107.48 C -ATOM 16352 O THR C 33 121.080 146.801 150.841 1.00107.48 O -ATOM 16353 CB THR C 33 120.450 148.042 153.202 1.00107.48 C -ATOM 16354 OG1 THR C 33 119.490 147.099 153.694 1.00107.48 O -ATOM 16355 CG2 THR C 33 120.652 149.135 154.239 1.00107.48 C -ATOM 16356 N ARG C 34 119.443 147.778 149.657 1.00107.11 N -ATOM 16357 CA ARG C 34 119.580 146.875 148.527 1.00107.11 C -ATOM 16358 C ARG C 34 120.580 147.427 147.516 1.00107.11 C -ATOM 16359 O ARG C 34 120.869 148.625 147.477 1.00107.11 O -ATOM 16360 CB ARG C 34 118.225 146.649 147.854 1.00107.11 C -ATOM 16361 CG ARG C 34 117.166 146.063 148.773 1.00107.11 C -ATOM 16362 CD ARG C 34 117.140 144.547 148.718 1.00107.11 C -ATOM 16363 NE ARG C 34 116.353 143.987 149.810 1.00107.11 N -ATOM 16364 CZ ARG C 34 116.414 142.724 150.208 1.00107.11 C -ATOM 16365 NH1 ARG C 34 117.209 141.850 149.614 1.00107.11 N1+ -ATOM 16366 NH2 ARG C 34 115.657 142.328 151.228 1.00107.11 N -ATOM 16367 N GLY C 35 121.110 146.530 146.693 1.00 85.74 N -ATOM 16368 CA GLY C 35 122.038 146.903 145.649 1.00 85.74 C -ATOM 16369 C GLY C 35 123.503 146.706 145.963 1.00 85.74 C -ATOM 16370 O GLY C 35 124.339 147.392 145.364 1.00 85.74 O -ATOM 16371 N VAL C 36 123.843 145.800 146.874 1.00 80.38 N -ATOM 16372 CA VAL C 36 125.228 145.527 147.239 1.00 80.38 C -ATOM 16373 C VAL C 36 125.690 144.306 146.457 1.00 80.38 C -ATOM 16374 O VAL C 36 125.081 143.233 146.547 1.00 80.38 O -ATOM 16375 CB VAL C 36 125.378 145.308 148.752 1.00 80.38 C -ATOM 16376 CG1 VAL C 36 126.802 144.900 149.091 1.00 80.38 C -ATOM 16377 CG2 VAL C 36 124.986 146.566 149.508 1.00 80.38 C -ATOM 16378 N TYR C 37 126.765 144.465 145.692 1.00 79.82 N -ATOM 16379 CA TYR C 37 127.315 143.399 144.872 1.00 79.82 C -ATOM 16380 C TYR C 37 128.782 143.187 145.218 1.00 79.82 C -ATOM 16381 O TYR C 37 129.420 144.030 145.855 1.00 79.82 O -ATOM 16382 CB TYR C 37 127.161 143.702 143.370 1.00 79.82 C -ATOM 16383 CG TYR C 37 127.851 144.965 142.891 1.00 79.82 C -ATOM 16384 CD1 TYR C 37 127.228 146.205 142.989 1.00 79.82 C -ATOM 16385 CD2 TYR C 37 129.116 144.913 142.313 1.00 79.82 C -ATOM 16386 CE1 TYR C 37 127.852 147.356 142.548 1.00 79.82 C -ATOM 16387 CE2 TYR C 37 129.748 146.060 141.868 1.00 79.82 C -ATOM 16388 CZ TYR C 37 129.110 147.277 141.987 1.00 79.82 C -ATOM 16389 OH TYR C 37 129.735 148.419 141.544 1.00 79.82 O -ATOM 16390 N TYR C 38 129.310 142.047 144.795 1.00 91.30 N -ATOM 16391 CA TYR C 38 130.717 141.742 145.025 1.00 91.30 C -ATOM 16392 C TYR C 38 131.575 142.561 144.070 1.00 91.30 C -ATOM 16393 O TYR C 38 131.424 142.429 142.849 1.00 91.30 O -ATOM 16394 CB TYR C 38 130.984 140.255 144.828 1.00 91.30 C -ATOM 16395 CG TYR C 38 130.407 139.375 145.911 1.00 91.30 C -ATOM 16396 CD1 TYR C 38 129.094 138.929 145.839 1.00 91.30 C -ATOM 16397 CD2 TYR C 38 131.175 138.984 147.000 1.00 91.30 C -ATOM 16398 CE1 TYR C 38 128.559 138.120 146.819 1.00 91.30 C -ATOM 16399 CE2 TYR C 38 130.646 138.174 147.991 1.00 91.30 C -ATOM 16400 CZ TYR C 38 129.337 137.747 147.892 1.00 91.30 C -ATOM 16401 OH TYR C 38 128.797 136.942 148.866 1.00 91.30 O -ATOM 16402 N PRO C 39 132.480 143.409 144.568 1.00 97.16 N -ATOM 16403 CA PRO C 39 133.279 144.241 143.658 1.00 97.16 C -ATOM 16404 C PRO C 39 134.408 143.499 142.966 1.00 97.16 C -ATOM 16405 O PRO C 39 134.902 143.988 141.941 1.00 97.16 O -ATOM 16406 CB PRO C 39 133.830 145.336 144.580 1.00 97.16 C -ATOM 16407 CG PRO C 39 133.894 144.690 145.920 1.00 97.16 C -ATOM 16408 CD PRO C 39 132.761 143.701 145.985 1.00 97.16 C -ATOM 16409 N ASP C 40 134.827 142.346 143.479 1.00108.21 N -ATOM 16410 CA ASP C 40 135.954 141.620 142.909 1.00108.21 C -ATOM 16411 C ASP C 40 135.822 140.148 143.270 1.00108.21 C -ATOM 16412 O ASP C 40 135.047 139.770 144.152 1.00108.21 O -ATOM 16413 CB ASP C 40 137.290 142.187 143.402 1.00108.21 C -ATOM 16414 CG ASP C 40 137.302 142.436 144.898 1.00108.21 C -ATOM 16415 OD1 ASP C 40 136.235 142.309 145.535 1.00108.21 O -ATOM 16416 OD2 ASP C 40 138.380 142.760 145.440 1.00108.21 O1- -ATOM 16417 N LYS C 41 136.595 139.320 142.574 1.00116.03 N -ATOM 16418 CA LYS C 41 136.621 137.877 142.819 1.00116.03 C -ATOM 16419 C LYS C 41 137.688 137.511 143.847 1.00116.03 C -ATOM 16420 O LYS C 41 138.561 136.679 143.603 1.00116.03 O -ATOM 16421 CB LYS C 41 136.844 137.132 141.509 1.00116.03 C -ATOM 16422 CG LYS C 41 136.334 137.867 140.279 1.00116.03 C -ATOM 16423 CD LYS C 41 134.830 137.712 140.120 1.00116.03 C -ATOM 16424 CE LYS C 41 134.279 138.710 139.113 1.00116.03 C -ATOM 16425 NZ LYS C 41 134.954 138.595 137.791 1.00116.03 N1+ -ATOM 16426 N VAL C 42 137.616 138.141 145.015 1.00122.54 N -ATOM 16427 CA VAL C 42 138.615 137.990 146.066 1.00122.54 C -ATOM 16428 C VAL C 42 137.916 137.436 147.299 1.00122.54 C -ATOM 16429 O VAL C 42 136.936 138.021 147.778 1.00122.54 O -ATOM 16430 CB VAL C 42 139.313 139.326 146.373 1.00122.54 C -ATOM 16431 CG1 VAL C 42 140.040 139.271 147.705 1.00122.54 C -ATOM 16432 CG2 VAL C 42 140.272 139.691 145.250 1.00122.54 C -ATOM 16433 N PHE C 43 138.412 136.312 147.809 1.00136.65 N -ATOM 16434 CA PHE C 43 137.858 135.718 149.018 1.00136.65 C -ATOM 16435 C PHE C 43 138.493 136.373 150.238 1.00136.65 C -ATOM 16436 O PHE C 43 139.720 136.388 150.376 1.00136.65 O -ATOM 16437 CB PHE C 43 138.091 134.209 149.036 1.00136.65 C -ATOM 16438 CG PHE C 43 137.767 133.562 150.353 1.00136.65 C -ATOM 16439 CD1 PHE C 43 136.450 133.418 150.762 1.00136.65 C -ATOM 16440 CD2 PHE C 43 138.778 133.098 151.184 1.00136.65 C -ATOM 16441 CE1 PHE C 43 136.146 132.824 151.974 1.00136.65 C -ATOM 16442 CE2 PHE C 43 138.481 132.503 152.397 1.00136.65 C -ATOM 16443 CZ PHE C 43 137.163 132.366 152.792 1.00136.65 C -ATOM 16444 N ARG C 44 137.661 136.923 151.115 1.00127.69 N -ATOM 16445 CA ARG C 44 138.111 137.496 152.373 1.00127.69 C -ATOM 16446 C ARG C 44 137.288 136.904 153.506 1.00127.69 C -ATOM 16447 O ARG C 44 136.071 136.747 153.379 1.00127.69 O -ATOM 16448 CB ARG C 44 137.995 139.023 152.363 1.00127.69 C -ATOM 16449 CG ARG C 44 138.815 139.714 151.283 1.00127.69 C -ATOM 16450 CD ARG C 44 138.824 141.221 151.479 1.00127.69 C -ATOM 16451 NE ARG C 44 139.436 141.917 150.355 1.00127.69 N -ATOM 16452 CZ ARG C 44 138.773 142.350 149.292 1.00127.69 C -ATOM 16453 NH1 ARG C 44 137.469 142.169 149.170 1.00127.69 N1+ -ATOM 16454 NH2 ARG C 44 139.436 142.984 148.328 1.00127.69 N -ATOM 16455 N SER C 45 137.952 136.572 154.611 1.00138.78 N -ATOM 16456 CA SER C 45 137.327 135.847 155.714 1.00138.78 C -ATOM 16457 C SER C 45 137.324 136.712 156.968 1.00138.78 C -ATOM 16458 O SER C 45 138.387 136.975 157.542 1.00138.78 O -ATOM 16459 CB SER C 45 138.049 134.525 155.970 1.00138.78 C -ATOM 16460 OG SER C 45 139.400 134.746 156.335 1.00138.78 O -ATOM 16461 N SER C 46 136.123 137.138 157.382 1.00139.17 N -ATOM 16462 CA SER C 46 135.840 137.802 158.662 1.00139.17 C -ATOM 16463 C SER C 46 136.654 139.091 158.823 1.00139.17 C -ATOM 16464 O SER C 46 137.526 139.214 159.684 1.00139.17 O -ATOM 16465 CB SER C 46 136.081 136.845 159.837 1.00139.17 C -ATOM 16466 OG SER C 46 135.395 135.621 159.645 1.00139.17 O -ATOM 16467 N VAL C 47 136.346 140.056 157.955 1.00131.19 N -ATOM 16468 CA VAL C 47 137.106 141.298 157.886 1.00131.19 C -ATOM 16469 C VAL C 47 136.144 142.403 157.457 1.00131.19 C -ATOM 16470 O VAL C 47 135.049 142.139 156.959 1.00131.19 O -ATOM 16471 CB VAL C 47 138.301 141.131 156.904 1.00131.19 C -ATOM 16472 CG1 VAL C 47 137.805 140.923 155.488 1.00131.19 C -ATOM 16473 CG2 VAL C 47 139.380 142.232 157.025 1.00131.19 C -ATOM 16474 N LEU C 48 136.534 143.654 157.692 1.00117.20 N -ATOM 16475 CA LEU C 48 135.810 144.816 157.194 1.00117.20 C -ATOM 16476 C LEU C 48 136.692 145.522 156.173 1.00117.20 C -ATOM 16477 O LEU C 48 137.747 146.059 156.529 1.00117.20 O -ATOM 16478 CB LEU C 48 135.435 145.758 158.336 1.00117.20 C -ATOM 16479 CG LEU C 48 134.825 145.086 159.567 1.00117.20 C -ATOM 16480 CD1 LEU C 48 134.559 146.101 160.660 1.00117.20 C -ATOM 16481 CD2 LEU C 48 133.549 144.353 159.205 1.00117.20 C -ATOM 16482 N HIS C 49 136.263 145.522 154.913 1.00110.41 N -ATOM 16483 CA HIS C 49 137.061 146.040 153.808 1.00110.41 C -ATOM 16484 C HIS C 49 136.368 147.246 153.194 1.00110.41 C -ATOM 16485 O HIS C 49 135.171 147.194 152.901 1.00110.41 O -ATOM 16486 CB HIS C 49 137.285 144.964 152.744 1.00110.41 C -ATOM 16487 CG HIS C 49 138.336 145.318 151.740 1.00110.41 C -ATOM 16488 ND1 HIS C 49 139.659 145.502 152.079 1.00110.41 N -ATOM 16489 CD2 HIS C 49 138.258 145.524 150.404 1.00110.41 C -ATOM 16490 CE1 HIS C 49 140.351 145.806 150.995 1.00110.41 C -ATOM 16491 NE2 HIS C 49 139.524 145.825 149.965 1.00110.41 N -ATOM 16492 N SER C 50 137.122 148.319 152.980 1.00100.18 N -ATOM 16493 CA SER C 50 136.579 149.559 152.442 1.00100.18 C -ATOM 16494 C SER C 50 136.964 149.698 150.975 1.00100.18 C -ATOM 16495 O SER C 50 138.140 149.563 150.621 1.00100.18 O -ATOM 16496 CB SER C 50 137.084 150.764 153.237 1.00100.18 C -ATOM 16497 OG SER C 50 136.551 151.973 152.726 1.00100.18 O -ATOM 16498 N THR C 51 135.972 149.968 150.128 1.00 94.66 N -ATOM 16499 CA THR C 51 136.191 150.126 148.698 1.00 94.66 C -ATOM 16500 C THR C 51 135.396 151.327 148.208 1.00 94.66 C -ATOM 16501 O THR C 51 134.519 151.840 148.904 1.00 94.66 O -ATOM 16502 CB THR C 51 135.793 148.864 147.921 1.00 94.66 C -ATOM 16503 OG1 THR C 51 136.090 149.044 146.531 1.00 94.66 O -ATOM 16504 CG2 THR C 51 134.308 148.582 148.086 1.00 94.66 C -ATOM 16505 N GLN C 52 135.719 151.789 147.002 1.00 95.68 N -ATOM 16506 CA GLN C 52 135.054 152.944 146.398 1.00 95.68 C -ATOM 16507 C GLN C 52 134.697 152.591 144.958 1.00 95.68 C -ATOM 16508 O GLN C 52 135.561 152.618 144.077 1.00 95.68 O -ATOM 16509 CB GLN C 52 135.939 154.184 146.460 1.00 95.68 C -ATOM 16510 CG GLN C 52 135.313 155.422 145.841 1.00 95.68 C -ATOM 16511 CD GLN C 52 136.347 156.382 145.290 1.00 95.68 C -ATOM 16512 OE1 GLN C 52 137.414 155.968 144.836 1.00 95.68 O -ATOM 16513 NE2 GLN C 52 136.036 157.672 145.327 1.00 95.68 N -ATOM 16514 N ASP C 53 133.422 152.286 144.718 1.00 94.03 N -ATOM 16515 CA ASP C 53 132.966 151.809 143.416 1.00 94.03 C -ATOM 16516 C ASP C 53 131.609 152.422 143.100 1.00 94.03 C -ATOM 16517 O ASP C 53 131.059 153.203 143.880 1.00 94.03 O -ATOM 16518 CB ASP C 53 132.880 150.277 143.376 1.00 94.03 C -ATOM 16519 CG ASP C 53 134.241 149.609 143.351 1.00 94.03 C -ATOM 16520 OD1 ASP C 53 135.162 150.144 142.702 1.00 94.03 O -ATOM 16521 OD2 ASP C 53 134.390 148.547 143.987 1.00 94.03 O1- -ATOM 16522 N LEU C 54 131.061 152.056 141.945 1.00 85.54 N -ATOM 16523 CA LEU C 54 129.724 152.495 141.555 1.00 85.54 C -ATOM 16524 C LEU C 54 128.707 151.652 142.312 1.00 85.54 C -ATOM 16525 O LEU C 54 128.469 150.490 141.976 1.00 85.54 O -ATOM 16526 CB LEU C 54 129.534 152.375 140.047 1.00 85.54 C -ATOM 16527 CG LEU C 54 130.529 153.134 139.167 1.00 85.54 C -ATOM 16528 CD1 LEU C 54 130.283 152.827 137.699 1.00 85.54 C -ATOM 16529 CD2 LEU C 54 130.444 154.629 139.425 1.00 85.54 C -ATOM 16530 N PHE C 55 128.100 152.239 143.339 1.00 84.84 N -ATOM 16531 CA PHE C 55 127.120 151.565 144.173 1.00 84.84 C -ATOM 16532 C PHE C 55 125.805 152.331 144.149 1.00 84.84 C -ATOM 16533 O PHE C 55 125.757 153.521 143.825 1.00 84.84 O -ATOM 16534 CB PHE C 55 127.604 151.443 145.624 1.00 84.84 C -ATOM 16535 CG PHE C 55 128.732 150.473 145.815 1.00 84.84 C -ATOM 16536 CD1 PHE C 55 128.554 149.121 145.566 1.00 84.84 C -ATOM 16537 CD2 PHE C 55 129.969 150.912 146.261 1.00 84.84 C -ATOM 16538 CE1 PHE C 55 129.592 148.225 145.750 1.00 84.84 C -ATOM 16539 CE2 PHE C 55 131.010 150.023 146.449 1.00 84.84 C -ATOM 16540 CZ PHE C 55 130.822 148.678 146.191 1.00 84.84 C -ATOM 16541 N LEU C 56 124.734 151.629 144.486 1.00 88.68 N -ATOM 16542 CA LEU C 56 123.461 152.294 144.724 1.00 88.68 C -ATOM 16543 C LEU C 56 123.438 152.841 146.147 1.00 88.68 C -ATOM 16544 O LEU C 56 123.719 152.095 147.090 1.00 88.68 O -ATOM 16545 CB LEU C 56 122.295 151.335 144.509 1.00 88.68 C -ATOM 16546 CG LEU C 56 120.904 151.923 144.748 1.00 88.68 C -ATOM 16547 CD1 LEU C 56 120.486 152.803 143.583 1.00 88.68 C -ATOM 16548 CD2 LEU C 56 119.885 150.821 144.985 1.00 88.68 C -ATOM 16549 N PRO C 57 123.152 154.130 146.335 1.00 90.82 N -ATOM 16550 CA PRO C 57 123.149 154.700 147.688 1.00 90.82 C -ATOM 16551 C PRO C 57 122.018 154.151 148.543 1.00 90.82 C -ATOM 16552 O PRO C 57 120.949 153.787 148.048 1.00 90.82 O -ATOM 16553 CB PRO C 57 122.971 156.203 147.439 1.00 90.82 C -ATOM 16554 CG PRO C 57 123.363 156.411 146.011 1.00 90.82 C -ATOM 16555 CD PRO C 57 122.952 155.161 145.305 1.00 90.82 C -ATOM 16556 N PHE C 58 122.278 154.086 149.847 1.00 99.56 N -ATOM 16557 CA PHE C 58 121.277 153.608 150.790 1.00 99.56 C -ATOM 16558 C PHE C 58 120.160 154.632 150.943 1.00 99.56 C -ATOM 16559 O PHE C 58 120.413 155.841 150.975 1.00 99.56 O -ATOM 16560 CB PHE C 58 121.912 153.325 152.153 1.00 99.56 C -ATOM 16561 CG PHE C 58 122.666 152.022 152.226 1.00 99.56 C -ATOM 16562 CD1 PHE C 58 122.633 151.114 151.177 1.00 99.56 C -ATOM 16563 CD2 PHE C 58 123.405 151.706 153.356 1.00 99.56 C -ATOM 16564 CE1 PHE C 58 123.329 149.919 151.252 1.00 99.56 C -ATOM 16565 CE2 PHE C 58 124.101 150.512 153.438 1.00 99.56 C -ATOM 16566 CZ PHE C 58 124.062 149.619 152.385 1.00 99.56 C -ATOM 16567 N PHE C 59 118.924 154.124 151.039 1.00111.39 N -ATOM 16568 CA PHE C 59 117.700 154.917 151.226 1.00111.39 C -ATOM 16569 C PHE C 59 117.515 155.958 150.122 1.00111.39 C -ATOM 16570 O PHE C 59 117.178 157.115 150.384 1.00111.39 O -ATOM 16571 CB PHE C 59 117.663 155.573 152.610 1.00111.39 C -ATOM 16572 CG PHE C 59 117.839 154.604 153.744 1.00111.39 C -ATOM 16573 CD1 PHE C 59 116.765 153.861 154.211 1.00111.39 C -ATOM 16574 CD2 PHE C 59 119.077 154.438 154.345 1.00111.39 C -ATOM 16575 CE1 PHE C 59 116.923 152.967 155.255 1.00111.39 C -ATOM 16576 CE2 PHE C 59 119.243 153.546 155.390 1.00111.39 C -ATOM 16577 CZ PHE C 59 118.164 152.810 155.845 1.00111.39 C -ATOM 16578 N SER C 60 117.736 155.544 148.880 1.00125.74 N -ATOM 16579 CA SER C 60 117.585 156.412 147.723 1.00125.74 C -ATOM 16580 C SER C 60 116.247 156.156 147.039 1.00125.74 C -ATOM 16581 O SER C 60 115.627 155.103 147.206 1.00125.74 O -ATOM 16582 CB SER C 60 118.732 156.199 146.732 1.00125.74 C -ATOM 16583 OG SER C 60 118.719 154.879 146.218 1.00125.74 O -ATOM 16584 N ASN C 61 115.805 157.144 146.263 1.00155.94 N -ATOM 16585 CA ASN C 61 114.535 157.059 145.546 1.00155.94 C -ATOM 16586 C ASN C 61 114.717 156.139 144.348 1.00155.94 C -ATOM 16587 O ASN C 61 115.320 156.520 143.342 1.00155.94 O -ATOM 16588 CB ASN C 61 114.066 158.440 145.104 1.00155.94 C -ATOM 16589 CG ASN C 61 113.260 159.153 146.168 1.00155.94 C -ATOM 16590 OD1 ASN C 61 113.207 158.720 147.319 1.00155.94 O -ATOM 16591 ND2 ASN C 61 112.621 160.252 145.786 1.00155.94 N -ATOM 16592 N VAL C 62 114.194 154.924 144.448 1.00158.58 N -ATOM 16593 CA VAL C 62 114.210 153.983 143.338 1.00158.58 C -ATOM 16594 C VAL C 62 112.874 154.073 142.602 1.00158.58 C -ATOM 16595 O VAL C 62 111.806 154.189 143.222 1.00158.58 O -ATOM 16596 CB VAL C 62 114.549 152.556 143.827 1.00158.58 C -ATOM 16597 CG1 VAL C 62 113.503 151.972 144.761 1.00158.58 C -ATOM 16598 CG2 VAL C 62 114.779 151.616 142.660 1.00158.58 C -ATOM 16599 N THR C 63 112.944 154.145 141.272 1.00168.81 N -ATOM 16600 CA THR C 63 111.778 154.417 140.447 1.00168.81 C -ATOM 16601 C THR C 63 110.898 153.179 140.339 1.00168.81 C -ATOM 16602 O THR C 63 111.390 152.075 140.082 1.00168.81 O -ATOM 16603 CB THR C 63 112.215 154.882 139.057 1.00168.81 C -ATOM 16604 OG1 THR C 63 113.293 155.818 139.185 1.00168.81 O -ATOM 16605 CG2 THR C 63 111.063 155.557 138.332 1.00168.81 C -ATOM 16606 N TRP C 64 109.595 153.382 140.510 1.00187.91 N -ATOM 16607 CA TRP C 64 108.592 152.330 140.568 1.00187.91 C -ATOM 16608 C TRP C 64 107.879 152.221 139.226 1.00187.91 C -ATOM 16609 O TRP C 64 107.510 153.236 138.628 1.00187.91 O -ATOM 16610 CB TRP C 64 107.585 152.654 141.676 1.00187.91 C -ATOM 16611 CG TRP C 64 106.707 151.535 142.155 1.00187.91 C -ATOM 16612 CD1 TRP C 64 106.622 150.269 141.654 1.00187.91 C -ATOM 16613 CD2 TRP C 64 105.776 151.598 143.241 1.00187.91 C -ATOM 16614 NE1 TRP C 64 105.698 149.539 142.365 1.00187.91 N -ATOM 16615 CE2 TRP C 64 105.165 150.334 143.345 1.00187.91 C -ATOM 16616 CE3 TRP C 64 105.402 152.604 144.139 1.00187.91 C -ATOM 16617 CZ2 TRP C 64 104.199 150.049 144.309 1.00187.91 C -ATOM 16618 CZ3 TRP C 64 104.444 152.320 145.095 1.00187.91 C -ATOM 16619 CH2 TRP C 64 103.854 151.053 145.172 1.00187.91 C -ATOM 16620 N PHE C 65 107.686 150.990 138.750 1.00196.80 N -ATOM 16621 CA PHE C 65 106.900 150.757 137.549 1.00196.80 C -ATOM 16622 C PHE C 65 106.061 149.500 137.725 1.00196.80 C -ATOM 16623 O PHE C 65 106.530 148.498 138.276 1.00196.80 O -ATOM 16624 CB PHE C 65 107.786 150.617 136.310 1.00196.80 C -ATOM 16625 CG PHE C 65 108.441 151.897 135.880 1.00196.80 C -ATOM 16626 CD1 PHE C 65 107.684 152.939 135.365 1.00196.80 C -ATOM 16627 CD2 PHE C 65 109.815 152.054 135.976 1.00196.80 C -ATOM 16628 CE1 PHE C 65 108.284 154.120 134.964 1.00196.80 C -ATOM 16629 CE2 PHE C 65 110.424 153.232 135.575 1.00196.80 C -ATOM 16630 CZ PHE C 65 109.656 154.266 135.069 1.00196.80 C -ATOM 16631 N HIS C 66 104.823 149.563 137.244 1.00224.64 N -ATOM 16632 CA HIS C 66 103.889 148.450 137.293 1.00224.64 C -ATOM 16633 C HIS C 66 103.459 148.085 135.880 1.00224.64 C -ATOM 16634 O HIS C 66 103.384 148.943 134.995 1.00224.64 O -ATOM 16635 CB HIS C 66 102.659 148.792 138.143 1.00224.64 C -ATOM 16636 CG HIS C 66 102.160 147.649 138.971 1.00224.64 C -ATOM 16637 ND1 HIS C 66 101.701 146.473 138.418 1.00224.64 N -ATOM 16638 CD2 HIS C 66 102.044 147.504 140.312 1.00224.64 C -ATOM 16639 CE1 HIS C 66 101.326 145.652 139.382 1.00224.64 C -ATOM 16640 NE2 HIS C 66 101.523 146.254 140.541 1.00224.64 N -ATOM 16641 N VAL C 67 103.175 146.802 135.675 1.00234.92 N -ATOM 16642 CA VAL C 67 102.787 146.275 134.372 1.00234.92 C -ATOM 16643 C VAL C 67 101.280 146.065 134.362 1.00234.92 C -ATOM 16644 O VAL C 67 100.733 145.388 135.242 1.00234.92 O -ATOM 16645 CB VAL C 67 103.530 144.965 134.058 1.00234.92 C -ATOM 16646 CG1 VAL C 67 103.134 144.442 132.686 1.00234.92 C -ATOM 16647 CG2 VAL C 67 105.034 145.178 134.138 1.00234.92 C -ATOM 16648 N ILE C 68 100.610 146.642 133.369 1.00229.56 N -ATOM 16649 CA ILE C 68 99.164 146.515 133.241 1.00229.56 C -ATOM 16650 C ILE C 68 98.796 145.145 132.679 1.00229.56 C -ATOM 16651 O ILE C 68 99.658 144.403 132.206 1.00229.56 O -ATOM 16652 CB ILE C 68 98.582 147.637 132.362 1.00229.56 C -ATOM 16653 CG1 ILE C 68 98.933 147.403 130.891 1.00229.56 C -ATOM 16654 CG2 ILE C 68 99.092 148.993 132.824 1.00229.56 C -ATOM 16655 CD1 ILE C 68 98.248 148.359 129.939 1.00229.56 C -ATOM 16656 N ASP C 80 103.859 150.107 131.599 1.00201.63 N -ATOM 16657 CA ASP C 80 104.456 150.248 130.276 1.00201.63 C -ATOM 16658 C ASP C 80 105.971 150.101 130.364 1.00201.63 C -ATOM 16659 O ASP C 80 106.522 149.906 131.446 1.00201.63 O -ATOM 16660 CB ASP C 80 104.083 151.598 129.658 1.00201.63 C -ATOM 16661 CG ASP C 80 103.896 151.526 128.150 1.00201.63 C -ATOM 16662 OD1 ASP C 80 103.804 150.405 127.609 1.00201.63 O -ATOM 16663 OD2 ASP C 80 103.828 152.595 127.508 1.00201.63 O1- -ATOM 16664 N ASN C 81 106.640 150.198 129.216 1.00193.74 N -ATOM 16665 CA ASN C 81 108.095 150.055 129.117 1.00193.74 C -ATOM 16666 C ASN C 81 108.760 151.197 128.342 1.00193.74 C -ATOM 16667 O ASN C 81 109.293 151.007 127.239 1.00193.74 O -ATOM 16668 CB ASN C 81 108.433 148.644 128.603 1.00193.74 C -ATOM 16669 CG ASN C 81 107.888 148.332 127.194 1.00193.74 C -ATOM 16670 OD1 ASN C 81 107.332 149.182 126.495 1.00193.74 O -ATOM 16671 ND2 ASN C 81 108.065 147.081 126.778 1.00193.74 N -ATOM 16672 N PRO C 82 108.825 152.389 128.934 1.00183.70 N -ATOM 16673 CA PRO C 82 109.452 153.519 128.245 1.00183.70 C -ATOM 16674 C PRO C 82 110.969 153.410 128.262 1.00183.70 C -ATOM 16675 O PRO C 82 111.567 152.720 129.090 1.00183.70 O -ATOM 16676 CB PRO C 82 108.976 154.728 129.054 1.00183.70 C -ATOM 16677 CG PRO C 82 108.838 154.197 130.434 1.00183.70 C -ATOM 16678 CD PRO C 82 108.431 152.747 130.310 1.00183.70 C -ATOM 16679 N VAL C 83 111.586 154.109 127.319 1.00167.88 N -ATOM 16680 CA VAL C 83 113.036 154.079 127.176 1.00167.88 C -ATOM 16681 C VAL C 83 113.656 154.953 128.257 1.00167.88 C -ATOM 16682 O VAL C 83 113.283 156.121 128.419 1.00167.88 O -ATOM 16683 CB VAL C 83 113.453 154.543 125.773 1.00167.88 C -ATOM 16684 CG1 VAL C 83 114.937 154.318 125.569 1.00167.88 C -ATOM 16685 CG2 VAL C 83 112.647 153.808 124.715 1.00167.88 C -ATOM 16686 N LEU C 84 114.609 154.390 128.995 1.00150.51 N -ATOM 16687 CA LEU C 84 115.195 155.040 130.152 1.00150.51 C -ATOM 16688 C LEU C 84 116.699 155.213 129.962 1.00150.51 C -ATOM 16689 O LEU C 84 117.326 154.444 129.226 1.00150.51 O -ATOM 16690 CB LEU C 84 114.923 154.223 131.423 1.00150.51 C -ATOM 16691 CG LEU C 84 113.463 154.158 131.875 1.00150.51 C -ATOM 16692 CD1 LEU C 84 113.272 153.073 132.924 1.00150.51 C -ATOM 16693 CD2 LEU C 84 113.007 155.508 132.404 1.00150.51 C -ATOM 16694 N PRO C 85 117.299 156.227 130.585 1.00130.50 N -ATOM 16695 CA PRO C 85 118.755 156.385 130.501 1.00130.50 C -ATOM 16696 C PRO C 85 119.492 155.287 131.254 1.00130.50 C -ATOM 16697 O PRO C 85 118.958 154.636 132.155 1.00130.50 O -ATOM 16698 CB PRO C 85 119.006 157.756 131.138 1.00130.50 C -ATOM 16699 CG PRO C 85 117.703 158.468 131.035 1.00130.50 C -ATOM 16700 CD PRO C 85 116.661 157.409 131.192 1.00130.50 C -ATOM 16701 N PHE C 86 120.744 155.076 130.849 1.00112.38 N -ATOM 16702 CA PHE C 86 121.615 154.078 131.459 1.00112.38 C -ATOM 16703 C PHE C 86 122.549 154.665 132.506 1.00112.38 C -ATOM 16704 O PHE C 86 122.760 154.037 133.550 1.00112.38 O -ATOM 16705 CB PHE C 86 122.444 153.373 130.380 1.00112.38 C -ATOM 16706 CG PHE C 86 123.272 152.230 130.897 1.00112.38 C -ATOM 16707 CD1 PHE C 86 122.675 151.030 131.254 1.00112.38 C -ATOM 16708 CD2 PHE C 86 124.649 152.353 131.021 1.00112.38 C -ATOM 16709 CE1 PHE C 86 123.434 149.975 131.730 1.00112.38 C -ATOM 16710 CE2 PHE C 86 125.415 151.302 131.496 1.00112.38 C -ATOM 16711 CZ PHE C 86 124.806 150.112 131.850 1.00112.38 C -ATOM 16712 N ASN C 87 123.095 155.860 132.239 1.00107.05 N -ATOM 16713 CA ASN C 87 124.067 156.569 133.074 1.00107.05 C -ATOM 16714 C ASN C 87 125.286 155.711 133.395 1.00107.05 C -ATOM 16715 O ASN C 87 125.794 154.996 132.525 1.00107.05 O -ATOM 16716 CB ASN C 87 123.413 157.081 134.364 1.00107.05 C -ATOM 16717 CG ASN C 87 122.563 158.314 134.136 1.00107.05 C -ATOM 16718 OD1 ASN C 87 123.012 159.287 133.531 1.00107.05 O -ATOM 16719 ND2 ASN C 87 121.329 158.282 134.624 1.00107.05 N -ATOM 16720 N ASP C 88 125.764 155.777 134.639 1.00 99.09 N -ATOM 16721 CA ASP C 88 126.921 154.982 135.031 1.00 99.09 C -ATOM 16722 C ASP C 88 126.564 153.517 135.248 1.00 99.09 C -ATOM 16723 O ASP C 88 127.387 152.636 134.975 1.00 99.09 O -ATOM 16724 CB ASP C 88 127.552 155.564 136.296 1.00 99.09 C -ATOM 16725 CG ASP C 88 128.157 156.935 136.066 1.00 99.09 C -ATOM 16726 OD1 ASP C 88 128.999 157.069 135.153 1.00 99.09 O -ATOM 16727 OD2 ASP C 88 127.790 157.880 136.796 1.00 99.09 O1- -ATOM 16728 N GLY C 89 125.359 153.239 135.730 1.00 96.31 N -ATOM 16729 CA GLY C 89 124.928 151.871 135.943 1.00 96.31 C -ATOM 16730 C GLY C 89 123.456 151.830 136.276 1.00 96.31 C -ATOM 16731 O GLY C 89 122.853 152.847 136.633 1.00 96.31 O -ATOM 16732 N VAL C 90 122.881 150.636 136.151 1.00 99.48 N -ATOM 16733 CA VAL C 90 121.453 150.435 136.367 1.00 99.48 C -ATOM 16734 C VAL C 90 121.267 149.289 137.352 1.00 99.48 C -ATOM 16735 O VAL C 90 121.753 148.176 137.117 1.00 99.48 O -ATOM 16736 CB VAL C 90 120.705 150.150 135.052 1.00 99.48 C -ATOM 16737 CG1 VAL C 90 119.309 149.605 135.323 1.00 99.48 C -ATOM 16738 CG2 VAL C 90 120.613 151.412 134.211 1.00 99.48 C -ATOM 16739 N TYR C 91 120.571 149.561 138.451 1.00108.10 N -ATOM 16740 CA TYR C 91 120.093 148.531 139.359 1.00108.10 C -ATOM 16741 C TYR C 91 118.641 148.229 139.018 1.00108.10 C -ATOM 16742 O TYR C 91 117.818 149.143 138.925 1.00108.10 O -ATOM 16743 CB TYR C 91 120.221 148.979 140.815 1.00108.10 C -ATOM 16744 CG TYR C 91 119.392 148.169 141.786 1.00108.10 C -ATOM 16745 CD1 TYR C 91 119.723 146.852 142.082 1.00108.10 C -ATOM 16746 CD2 TYR C 91 118.282 148.724 142.413 1.00108.10 C -ATOM 16747 CE1 TYR C 91 118.968 146.108 142.971 1.00108.10 C -ATOM 16748 CE2 TYR C 91 117.521 147.988 143.303 1.00108.10 C -ATOM 16749 CZ TYR C 91 117.869 146.682 143.578 1.00108.10 C -ATOM 16750 OH TYR C 91 117.116 145.947 144.463 1.00108.10 O -ATOM 16751 N PHE C 92 118.332 146.953 138.828 1.00130.63 N -ATOM 16752 CA PHE C 92 117.011 146.509 138.420 1.00130.63 C -ATOM 16753 C PHE C 92 116.476 145.537 139.459 1.00130.63 C -ATOM 16754 O PHE C 92 117.214 144.688 139.964 1.00130.63 O -ATOM 16755 CB PHE C 92 117.069 145.843 137.039 1.00130.63 C -ATOM 16756 CG PHE C 92 115.731 145.687 136.376 1.00130.63 C -ATOM 16757 CD1 PHE C 92 114.973 144.540 136.566 1.00130.63 C -ATOM 16758 CD2 PHE C 92 115.237 146.684 135.550 1.00130.63 C -ATOM 16759 CE1 PHE C 92 113.743 144.395 135.951 1.00130.63 C -ATOM 16760 CE2 PHE C 92 114.008 146.546 134.931 1.00130.63 C -ATOM 16761 CZ PHE C 92 113.261 145.400 135.132 1.00130.63 C -ATOM 16762 N ALA C 93 115.198 145.671 139.791 1.00155.45 N -ATOM 16763 CA ALA C 93 114.561 144.741 140.710 1.00155.45 C -ATOM 16764 C ALA C 93 113.215 144.334 140.140 1.00155.45 C -ATOM 16765 O ALA C 93 112.457 145.183 139.675 1.00155.45 O -ATOM 16766 CB ALA C 93 114.384 145.357 142.100 1.00155.45 C -ATOM 16767 N SER C 94 112.917 143.038 140.178 1.00178.47 N -ATOM 16768 CA SER C 94 111.675 142.520 139.621 1.00178.47 C -ATOM 16769 C SER C 94 110.973 141.663 140.660 1.00178.47 C -ATOM 16770 O SER C 94 111.575 140.730 141.205 1.00178.47 O -ATOM 16771 CB SER C 94 111.937 141.699 138.357 1.00178.47 C -ATOM 16772 OG SER C 94 112.493 140.438 138.679 1.00178.47 O -ATOM 16773 N ILE C 95 109.706 141.976 140.927 1.00205.22 N -ATOM 16774 CA ILE C 95 108.861 141.190 141.818 1.00205.22 C -ATOM 16775 C ILE C 95 107.717 140.642 140.978 1.00205.22 C -ATOM 16776 O ILE C 95 106.857 141.408 140.517 1.00205.22 O -ATOM 16777 CB ILE C 95 108.329 142.018 142.995 1.00205.22 C -ATOM 16778 CG1 ILE C 95 109.483 142.524 143.861 1.00205.22 C -ATOM 16779 CG2 ILE C 95 107.359 141.193 143.830 1.00205.22 C -ATOM 16780 CD1 ILE C 95 109.043 143.379 145.030 1.00205.22 C -ATOM 16781 N GLU C 96 107.705 139.322 140.784 1.00223.51 N -ATOM 16782 CA GLU C 96 106.663 138.654 140.011 1.00223.51 C -ATOM 16783 C GLU C 96 106.703 137.160 140.298 1.00223.51 C -ATOM 16784 O GLU C 96 107.658 136.639 140.880 1.00223.51 O -ATOM 16785 CB GLU C 96 106.815 138.902 138.505 1.00223.51 C -ATOM 16786 CG GLU C 96 108.215 138.682 137.966 1.00223.51 C -ATOM 16787 CD GLU C 96 108.278 138.816 136.458 1.00223.51 C -ATOM 16788 OE1 GLU C 96 107.269 139.239 135.856 1.00223.51 O -ATOM 16789 OE2 GLU C 96 109.334 138.496 135.874 1.00223.51 O1- -ATOM 16790 N LYS C 97 105.643 136.477 139.873 1.00227.98 N -ATOM 16791 CA LYS C 97 105.572 135.023 139.869 1.00227.98 C -ATOM 16792 C LYS C 97 105.324 134.439 138.487 1.00227.98 C -ATOM 16793 O LYS C 97 105.748 133.312 138.221 1.00227.98 O -ATOM 16794 CB LYS C 97 104.465 134.535 140.819 1.00227.98 C -ATOM 16795 CG LYS C 97 104.621 133.093 141.290 1.00227.98 C -ATOM 16796 CD LYS C 97 103.537 132.708 142.284 1.00227.98 C -ATOM 16797 CE LYS C 97 103.801 131.335 142.883 1.00227.98 C -ATOM 16798 NZ LYS C 97 102.837 131.004 143.969 1.00227.98 N1+ -ATOM 16799 N SER C 98 104.670 135.183 137.597 1.00236.97 N -ATOM 16800 CA SER C 98 104.305 134.693 136.274 1.00236.97 C -ATOM 16801 C SER C 98 105.422 134.834 135.248 1.00236.97 C -ATOM 16802 O SER C 98 105.231 134.396 134.106 1.00236.97 O -ATOM 16803 CB SER C 98 103.056 135.425 135.776 1.00236.97 C -ATOM 16804 OG SER C 98 103.137 136.812 136.053 1.00236.97 O -ATOM 16805 N ASN C 99 106.560 135.431 135.636 1.00231.27 N -ATOM 16806 CA ASN C 99 107.730 135.657 134.774 1.00231.27 C -ATOM 16807 C ASN C 99 107.368 136.467 133.527 1.00231.27 C -ATOM 16808 O ASN C 99 107.681 136.087 132.396 1.00231.27 O -ATOM 16809 CB ASN C 99 108.416 134.338 134.398 1.00231.27 C -ATOM 16810 CG ASN C 99 108.847 133.540 135.612 1.00231.27 C -ATOM 16811 OD1 ASN C 99 108.925 134.069 136.721 1.00231.27 O -ATOM 16812 ND2 ASN C 99 109.129 132.259 135.408 1.00231.27 N -ATOM 16813 N ILE C 100 106.683 137.591 133.749 1.00225.92 N -ATOM 16814 CA ILE C 100 106.308 138.473 132.647 1.00225.92 C -ATOM 16815 C ILE C 100 107.537 139.175 132.079 1.00225.92 C -ATOM 16816 O ILE C 100 107.714 139.255 130.857 1.00225.92 O -ATOM 16817 CB ILE C 100 105.236 139.476 133.119 1.00225.92 C -ATOM 16818 CG1 ILE C 100 103.931 138.745 133.439 1.00225.92 C -ATOM 16819 CG2 ILE C 100 104.982 140.554 132.074 1.00225.92 C -ATOM 16820 CD1 ILE C 100 103.355 137.980 132.265 1.00225.92 C -ATOM 16821 N ILE C 101 108.417 139.666 132.952 1.00212.67 N -ATOM 16822 CA ILE C 101 109.623 140.359 132.513 1.00212.67 C -ATOM 16823 C ILE C 101 110.601 139.336 131.948 1.00212.67 C -ATOM 16824 O ILE C 101 110.965 138.365 132.621 1.00212.67 O -ATOM 16825 CB ILE C 101 110.249 141.153 133.666 1.00212.67 C -ATOM 16826 CG1 ILE C 101 109.178 141.992 134.366 1.00212.67 C -ATOM 16827 CG2 ILE C 101 111.375 142.036 133.154 1.00212.67 C -ATOM 16828 CD1 ILE C 101 109.668 142.716 135.594 1.00212.67 C -ATOM 16829 N ARG C 102 111.031 139.553 130.707 1.00197.42 N -ATOM 16830 CA ARG C 102 111.807 138.561 129.976 1.00197.42 C -ATOM 16831 C ARG C 102 113.175 139.040 129.519 1.00197.42 C -ATOM 16832 O ARG C 102 114.069 138.207 129.348 1.00197.42 O -ATOM 16833 CB ARG C 102 111.025 138.073 128.747 1.00197.42 C -ATOM 16834 CG ARG C 102 109.771 137.287 129.084 1.00197.42 C -ATOM 16835 CD ARG C 102 110.112 135.897 129.593 1.00197.42 C -ATOM 16836 NE ARG C 102 108.993 135.280 130.294 1.00197.42 N -ATOM 16837 CZ ARG C 102 108.340 134.209 129.864 1.00197.42 C -ATOM 16838 NH1 ARG C 102 108.669 133.607 128.733 1.00197.42 N1+ -ATOM 16839 NH2 ARG C 102 107.331 133.731 130.587 1.00197.42 N -ATOM 16840 N GLY C 103 113.372 140.333 129.300 1.00170.98 N -ATOM 16841 CA GLY C 103 114.677 140.748 128.828 1.00170.98 C -ATOM 16842 C GLY C 103 114.859 142.247 128.854 1.00170.98 C -ATOM 16843 O GLY C 103 114.051 142.985 129.413 1.00170.98 O -ATOM 16844 N TRP C 104 115.957 142.680 128.237 1.00150.43 N -ATOM 16845 CA TRP C 104 116.278 144.092 128.091 1.00150.43 C -ATOM 16846 C TRP C 104 116.915 144.341 126.729 1.00150.43 C -ATOM 16847 O TRP C 104 117.483 143.439 126.104 1.00150.43 O -ATOM 16848 CB TRP C 104 117.223 144.590 129.198 1.00150.43 C -ATOM 16849 CG TRP C 104 116.732 144.343 130.592 1.00150.43 C -ATOM 16850 CD1 TRP C 104 115.963 145.177 131.349 1.00150.43 C -ATOM 16851 CD2 TRP C 104 116.978 143.183 131.396 1.00150.43 C -ATOM 16852 NE1 TRP C 104 115.713 144.608 132.574 1.00150.43 N -ATOM 16853 CE2 TRP C 104 116.326 143.384 132.628 1.00150.43 C -ATOM 16854 CE3 TRP C 104 117.686 141.995 131.193 1.00150.43 C -ATOM 16855 CZ2 TRP C 104 116.360 142.441 133.654 1.00150.43 C -ATOM 16856 CZ3 TRP C 104 117.719 141.059 132.213 1.00150.43 C -ATOM 16857 CH2 TRP C 104 117.060 141.288 133.427 1.00150.43 C -ATOM 16858 N ILE C 105 116.804 145.589 126.276 1.00163.54 N -ATOM 16859 CA ILE C 105 117.462 146.067 125.067 1.00163.54 C -ATOM 16860 C ILE C 105 118.247 147.323 125.434 1.00163.54 C -ATOM 16861 O ILE C 105 117.786 148.148 126.231 1.00163.54 O -ATOM 16862 CB ILE C 105 116.449 146.314 123.915 1.00163.54 C -ATOM 16863 CG1 ILE C 105 117.148 146.746 122.623 1.00163.54 C -ATOM 16864 CG2 ILE C 105 115.364 147.321 124.289 1.00163.54 C -ATOM 16865 CD1 ILE C 105 116.237 146.773 121.415 1.00163.54 C -ATOM 16866 N PHE C 106 119.466 147.428 124.910 1.00154.40 N -ATOM 16867 CA PHE C 106 120.368 148.528 125.209 1.00154.40 C -ATOM 16868 C PHE C 106 120.797 149.191 123.908 1.00154.40 C -ATOM 16869 O PHE C 106 120.701 148.601 122.829 1.00154.40 O -ATOM 16870 CB PHE C 106 121.621 148.060 125.975 1.00154.40 C -ATOM 16871 CG PHE C 106 121.340 147.456 127.331 1.00154.40 C -ATOM 16872 CD1 PHE C 106 120.914 146.139 127.455 1.00154.40 C -ATOM 16873 CD2 PHE C 106 121.534 148.200 128.483 1.00154.40 C -ATOM 16874 CE1 PHE C 106 120.666 145.588 128.699 1.00154.40 C -ATOM 16875 CE2 PHE C 106 121.288 147.656 129.731 1.00154.40 C -ATOM 16876 CZ PHE C 106 120.854 146.348 129.838 1.00154.40 C -ATOM 16877 N GLY C 107 121.264 150.425 124.012 1.00168.04 N -ATOM 16878 CA GLY C 107 121.794 151.105 122.848 1.00168.04 C -ATOM 16879 C GLY C 107 121.844 152.601 123.037 1.00168.04 C -ATOM 16880 O GLY C 107 121.162 153.180 123.885 1.00168.04 O -ATOM 16881 N THR C 108 122.688 153.239 122.220 1.00176.58 N -ATOM 16882 CA THR C 108 122.795 154.694 122.231 1.00176.58 C -ATOM 16883 C THR C 108 121.606 155.358 121.549 1.00176.58 C -ATOM 16884 O THR C 108 121.104 156.379 122.030 1.00176.58 O -ATOM 16885 CB THR C 108 124.092 155.143 121.554 1.00176.58 C -ATOM 16886 OG1 THR C 108 124.097 154.713 120.186 1.00176.58 O -ATOM 16887 CG2 THR C 108 125.301 154.583 122.275 1.00176.58 C -ATOM 16888 N THR C 109 121.154 154.810 120.421 1.00196.12 N -ATOM 16889 CA THR C 109 120.104 155.450 119.637 1.00196.12 C -ATOM 16890 C THR C 109 118.951 154.496 119.352 1.00196.12 C -ATOM 16891 O THR C 109 117.804 154.939 119.218 1.00196.12 O -ATOM 16892 CB THR C 109 120.670 155.990 118.320 1.00196.12 C -ATOM 16893 OG1 THR C 109 121.440 154.968 117.673 1.00196.12 O -ATOM 16894 CG2 THR C 109 121.545 157.215 118.558 1.00196.12 C -ATOM 16895 N LEU C 110 119.264 153.194 119.258 1.00200.43 N -ATOM 16896 CA LEU C 110 118.302 152.113 118.991 1.00200.43 C -ATOM 16897 C LEU C 110 117.535 152.336 117.687 1.00200.43 C -ATOM 16898 O LEU C 110 116.327 152.105 117.608 1.00200.43 O -ATOM 16899 CB LEU C 110 117.333 151.916 120.162 1.00200.43 C -ATOM 16900 CG LEU C 110 117.902 151.436 121.498 1.00200.43 C -ATOM 16901 CD1 LEU C 110 118.165 152.608 122.429 1.00200.43 C -ATOM 16902 CD2 LEU C 110 116.948 150.451 122.145 1.00200.43 C -ATOM 16903 N ASP C 111 118.244 152.789 116.652 1.00223.60 N -ATOM 16904 CA ASP C 111 117.643 153.080 115.356 1.00223.60 C -ATOM 16905 C ASP C 111 118.112 152.118 114.269 1.00223.60 C -ATOM 16906 O ASP C 111 117.982 152.432 113.080 1.00223.60 O -ATOM 16907 CB ASP C 111 117.942 154.523 114.948 1.00223.60 C -ATOM 16908 CG ASP C 111 119.391 154.905 115.175 1.00223.60 C -ATOM 16909 OD1 ASP C 111 120.179 154.041 115.617 1.00223.60 O -ATOM 16910 OD2 ASP C 111 119.744 156.075 114.920 1.00223.60 O1- -ATOM 16911 N SER C 112 118.672 150.967 114.669 1.00237.25 N -ATOM 16912 CA SER C 112 119.209 149.927 113.779 1.00237.25 C -ATOM 16913 C SER C 112 120.310 150.457 112.860 1.00237.25 C -ATOM 16914 O SER C 112 120.464 149.993 111.727 1.00237.25 O -ATOM 16915 CB SER C 112 118.103 149.247 112.961 1.00237.25 C -ATOM 16916 OG SER C 112 117.070 148.765 113.802 1.00237.25 O -ATOM 16917 N LYS C 113 121.082 151.431 113.339 1.00241.25 N -ATOM 16918 CA LYS C 113 122.241 151.934 112.612 1.00241.25 C -ATOM 16919 C LYS C 113 123.560 151.439 113.183 1.00241.25 C -ATOM 16920 O LYS C 113 124.531 151.291 112.434 1.00241.25 O -ATOM 16921 CB LYS C 113 122.252 153.467 112.609 1.00241.25 C -ATOM 16922 CG LYS C 113 121.017 154.113 112.007 1.00241.25 C -ATOM 16923 CD LYS C 113 121.192 155.622 111.923 1.00241.25 C -ATOM 16924 CE LYS C 113 119.887 156.320 111.582 1.00241.25 C -ATOM 16925 NZ LYS C 113 119.775 157.636 112.272 1.00241.25 N1+ -ATOM 16926 N THR C 114 123.615 151.181 114.487 1.00243.28 N -ATOM 16927 CA THR C 114 124.823 150.704 115.145 1.00243.28 C -ATOM 16928 C THR C 114 124.443 149.525 116.034 1.00243.28 C -ATOM 16929 O THR C 114 123.307 149.041 116.004 1.00243.28 O -ATOM 16930 CB THR C 114 125.497 151.833 115.937 1.00243.28 C -ATOM 16931 OG1 THR C 114 126.619 151.309 116.658 1.00243.28 O -ATOM 16932 CG2 THR C 114 124.515 152.456 116.916 1.00243.28 C -ATOM 16933 N GLN C 115 125.404 149.063 116.831 1.00236.00 N -ATOM 16934 CA GLN C 115 125.193 147.894 117.675 1.00236.00 C -ATOM 16935 C GLN C 115 124.236 148.208 118.819 1.00236.00 C -ATOM 16936 O GLN C 115 124.249 149.305 119.383 1.00236.00 O -ATOM 16937 CB GLN C 115 126.529 147.396 118.228 1.00236.00 C -ATOM 16938 CG GLN C 115 127.375 146.627 117.222 1.00236.00 C -ATOM 16939 CD GLN C 115 128.271 147.521 116.381 1.00236.00 C -ATOM 16940 OE1 GLN C 115 128.100 148.740 116.341 1.00236.00 O -ATOM 16941 NE2 GLN C 115 129.235 146.913 115.699 1.00236.00 N -ATOM 16942 N SER C 116 123.401 147.228 119.158 1.00203.50 N -ATOM 16943 CA SER C 116 122.392 147.395 120.199 1.00203.50 C -ATOM 16944 C SER C 116 122.188 146.058 120.891 1.00203.50 C -ATOM 16945 O SER C 116 121.838 145.072 120.235 1.00203.50 O -ATOM 16946 CB SER C 116 121.076 147.907 119.608 1.00203.50 C -ATOM 16947 OG SER C 116 120.025 147.824 120.553 1.00203.50 O -ATOM 16948 N LEU C 117 122.392 146.032 122.207 1.00171.31 N -ATOM 16949 CA LEU C 117 122.317 144.798 122.977 1.00171.31 C -ATOM 16950 C LEU C 117 120.880 144.296 123.073 1.00171.31 C -ATOM 16951 O LEU C 117 119.915 145.052 122.945 1.00171.31 O -ATOM 16952 CB LEU C 117 122.877 144.994 124.389 1.00171.31 C -ATOM 16953 CG LEU C 117 124.377 144.918 124.706 1.00171.31 C -ATOM 16954 CD1 LEU C 117 124.901 143.517 124.428 1.00171.31 C -ATOM 16955 CD2 LEU C 117 125.210 145.975 123.984 1.00171.31 C -ATOM 16956 N LEU C 118 120.752 142.992 123.308 1.00163.55 N -ATOM 16957 CA LEU C 118 119.446 142.343 123.388 1.00163.55 C -ATOM 16958 C LEU C 118 119.625 141.078 124.216 1.00163.55 C -ATOM 16959 O LEU C 118 120.237 140.116 123.740 1.00163.55 O -ATOM 16960 CB LEU C 118 118.910 142.032 121.991 1.00163.55 C -ATOM 16961 CG LEU C 118 117.459 141.582 121.782 1.00163.55 C -ATOM 16962 CD1 LEU C 118 116.939 142.136 120.468 1.00163.55 C -ATOM 16963 CD2 LEU C 118 117.336 140.064 121.775 1.00163.55 C -ATOM 16964 N ILE C 119 119.108 141.084 125.442 1.00155.65 N -ATOM 16965 CA ILE C 119 119.181 139.936 126.338 1.00155.65 C -ATOM 16966 C ILE C 119 117.758 139.465 126.591 1.00155.65 C -ATOM 16967 O ILE C 119 116.936 140.226 127.114 1.00155.65 O -ATOM 16968 CB ILE C 119 119.886 140.283 127.658 1.00155.65 C -ATOM 16969 CG1 ILE C 119 121.263 140.891 127.387 1.00155.65 C -ATOM 16970 CG2 ILE C 119 120.012 139.047 128.535 1.00155.65 C -ATOM 16971 CD1 ILE C 119 121.919 141.486 128.612 1.00155.65 C -ATOM 16972 N VAL C 120 117.460 138.224 126.209 1.00160.10 N -ATOM 16973 CA VAL C 120 116.108 137.678 126.297 1.00160.10 C -ATOM 16974 C VAL C 120 116.176 136.276 126.891 1.00160.10 C -ATOM 16975 O VAL C 120 116.927 135.426 126.401 1.00160.10 O -ATOM 16976 CB VAL C 120 115.413 137.655 124.917 1.00160.10 C -ATOM 16977 CG1 VAL C 120 114.206 136.724 124.913 1.00160.10 C -ATOM 16978 CG2 VAL C 120 114.973 139.055 124.512 1.00160.10 C -ATOM 16979 N ASN C 121 115.402 136.037 127.950 1.00171.22 N -ATOM 16980 CA ASN C 121 115.171 134.690 128.459 1.00171.22 C -ATOM 16981 C ASN C 121 113.919 134.145 127.781 1.00171.22 C -ATOM 16982 O ASN C 121 112.812 134.641 128.017 1.00171.22 O -ATOM 16983 CB ASN C 121 115.022 134.709 129.980 1.00171.22 C -ATOM 16984 CG ASN C 121 114.847 133.320 130.573 1.00171.22 C -ATOM 16985 OD1 ASN C 121 113.754 132.753 130.551 1.00171.22 O -ATOM 16986 ND2 ASN C 121 115.926 132.769 131.114 1.00171.22 N -ATOM 16987 N ASN C 122 114.088 133.125 126.938 1.00174.17 N -ATOM 16988 CA ASN C 122 112.980 132.534 126.198 1.00174.17 C -ATOM 16989 C ASN C 122 112.421 131.290 126.887 1.00174.17 C -ATOM 16990 O ASN C 122 111.974 130.353 126.214 1.00174.17 O -ATOM 16991 CB ASN C 122 113.403 132.226 124.757 1.00174.17 C -ATOM 16992 CG ASN C 122 114.516 131.188 124.664 1.00174.17 C -ATOM 16993 OD1 ASN C 122 115.223 130.917 125.634 1.00174.17 O -ATOM 16994 ND2 ASN C 122 114.670 130.601 123.481 1.00174.17 N -ATOM 16995 N ALA C 123 112.467 131.268 128.224 1.00182.23 N -ATOM 16996 CA ALA C 123 111.983 130.240 129.151 1.00182.23 C -ATOM 16997 C ALA C 123 112.716 128.904 129.039 1.00182.23 C -ATOM 16998 O ALA C 123 112.326 127.948 129.719 1.00182.23 O -ATOM 16999 CB ALA C 123 110.471 129.986 129.028 1.00182.23 C -ATOM 17000 N THR C 124 113.755 128.798 128.209 1.00174.00 N -ATOM 17001 CA THR C 124 114.590 127.604 128.162 1.00174.00 C -ATOM 17002 C THR C 124 116.061 127.981 128.288 1.00174.00 C -ATOM 17003 O THR C 124 116.849 127.244 128.889 1.00174.00 O -ATOM 17004 CB THR C 124 114.357 126.817 126.868 1.00174.00 C -ATOM 17005 OG1 THR C 124 114.454 127.700 125.744 1.00174.00 O -ATOM 17006 CG2 THR C 124 112.991 126.140 126.874 1.00174.00 C -ATOM 17007 N ASN C 125 116.438 129.128 127.721 1.00163.88 N -ATOM 17008 CA ASN C 125 117.818 129.590 127.722 1.00163.88 C -ATOM 17009 C ASN C 125 117.832 131.109 127.844 1.00163.88 C -ATOM 17010 O ASN C 125 116.786 131.756 127.952 1.00163.88 O -ATOM 17011 CB ASN C 125 118.557 129.139 126.455 1.00163.88 C -ATOM 17012 CG ASN C 125 118.897 127.663 126.472 1.00163.88 C -ATOM 17013 OD1 ASN C 125 118.177 126.842 125.903 1.00163.88 O -ATOM 17014 ND2 ASN C 125 120.000 127.317 127.125 1.00163.88 N -ATOM 17015 N VAL C 126 119.035 131.679 127.838 1.00149.35 N -ATOM 17016 CA VAL C 126 119.241 133.122 127.810 1.00149.35 C -ATOM 17017 C VAL C 126 120.043 133.451 126.560 1.00149.35 C -ATOM 17018 O VAL C 126 121.126 132.891 126.351 1.00149.35 O -ATOM 17019 CB VAL C 126 119.968 133.626 129.071 1.00149.35 C -ATOM 17020 CG1 VAL C 126 120.148 135.137 129.016 1.00149.35 C -ATOM 17021 CG2 VAL C 126 119.218 133.220 130.330 1.00149.35 C -ATOM 17022 N VAL C 127 119.518 134.355 125.736 1.00150.09 N -ATOM 17023 CA VAL C 127 120.114 134.708 124.454 1.00150.09 C -ATOM 17024 C VAL C 127 120.567 136.159 124.518 1.00150.09 C -ATOM 17025 O VAL C 127 119.783 137.044 124.883 1.00150.09 O -ATOM 17026 CB VAL C 127 119.123 134.501 123.293 1.00150.09 C -ATOM 17027 CG1 VAL C 127 119.799 134.766 121.956 1.00150.09 C -ATOM 17028 CG2 VAL C 127 118.532 133.102 123.339 1.00150.09 C -ATOM 17029 N ILE C 128 121.828 136.399 124.163 1.00151.51 N -ATOM 17030 CA ILE C 128 122.411 137.733 124.117 1.00151.51 C -ATOM 17031 C ILE C 128 122.888 137.979 122.693 1.00151.51 C -ATOM 17032 O ILE C 128 123.722 137.224 122.174 1.00151.51 O -ATOM 17033 CB ILE C 128 123.567 137.888 125.117 1.00151.51 C -ATOM 17034 CG1 ILE C 128 123.053 137.739 126.553 1.00151.51 C -ATOM 17035 CG2 ILE C 128 124.268 139.227 124.918 1.00151.51 C -ATOM 17036 CD1 ILE C 128 124.093 138.019 127.620 1.00151.51 C -ATOM 17037 N LYS C 129 122.361 139.031 122.070 1.00173.76 N -ATOM 17038 CA LYS C 129 122.717 139.421 120.713 1.00173.76 C -ATOM 17039 C LYS C 129 123.009 140.915 120.676 1.00173.76 C -ATOM 17040 O LYS C 129 122.629 141.664 121.578 1.00173.76 O -ATOM 17041 CB LYS C 129 121.602 139.084 119.710 1.00173.76 C -ATOM 17042 CG LYS C 129 121.382 137.597 119.481 1.00173.76 C -ATOM 17043 CD LYS C 129 120.213 137.357 118.538 1.00173.76 C -ATOM 17044 CE LYS C 129 119.936 135.873 118.361 1.00173.76 C -ATOM 17045 NZ LYS C 129 118.726 135.629 117.529 1.00173.76 N1+ -ATOM 17046 N VAL C 130 123.701 141.345 119.621 1.00203.93 N -ATOM 17047 CA VAL C 130 124.063 142.750 119.462 1.00203.93 C -ATOM 17048 C VAL C 130 123.532 143.281 118.135 1.00203.93 C -ATOM 17049 O VAL C 130 124.082 144.235 117.573 1.00203.93 O -ATOM 17050 CB VAL C 130 125.587 142.950 119.560 1.00203.93 C -ATOM 17051 CG1 VAL C 130 126.074 142.680 120.973 1.00203.93 C -ATOM 17052 CG2 VAL C 130 126.303 142.044 118.579 1.00203.93 C -ATOM 17053 N CYS C 131 122.446 142.686 117.644 1.00227.61 N -ATOM 17054 CA CYS C 131 121.971 142.954 116.293 1.00227.61 C -ATOM 17055 C CYS C 131 121.336 144.338 116.176 1.00227.61 C -ATOM 17056 O CYS C 131 120.850 144.913 117.154 1.00227.61 O -ATOM 17057 CB CYS C 131 120.964 141.886 115.869 1.00227.61 C -ATOM 17058 SG CYS C 131 121.609 140.198 115.928 1.00227.61 S -ATOM 17059 N GLU C 132 121.360 144.874 114.951 1.00244.66 N -ATOM 17060 CA GLU C 132 120.767 146.182 114.682 1.00244.66 C -ATOM 17061 C GLU C 132 119.247 146.131 114.765 1.00244.66 C -ATOM 17062 O GLU C 132 118.619 146.994 115.390 1.00244.66 O -ATOM 17063 CB GLU C 132 121.190 146.676 113.297 1.00244.66 C -ATOM 17064 CG GLU C 132 122.495 147.440 113.252 1.00244.66 C -ATOM 17065 CD GLU C 132 122.939 147.739 111.834 1.00244.66 C -ATOM 17066 OE1 GLU C 132 122.301 147.226 110.890 1.00244.66 O -ATOM 17067 OE2 GLU C 132 123.924 148.486 111.663 1.00244.66 O1- -ATOM 17068 N PHE C 133 118.643 145.128 114.137 1.00221.85 N -ATOM 17069 CA PHE C 133 117.207 145.098 113.922 1.00221.85 C -ATOM 17070 C PHE C 133 116.462 144.760 115.209 1.00221.85 C -ATOM 17071 O PHE C 133 117.026 144.232 116.172 1.00221.85 O -ATOM 17072 CB PHE C 133 116.853 144.090 112.828 1.00221.85 C -ATOM 17073 CG PHE C 133 117.483 144.397 111.499 1.00221.85 C -ATOM 17074 CD1 PHE C 133 116.907 145.322 110.641 1.00221.85 C -ATOM 17075 CD2 PHE C 133 118.654 143.763 111.110 1.00221.85 C -ATOM 17076 CE1 PHE C 133 117.487 145.609 109.416 1.00221.85 C -ATOM 17077 CE2 PHE C 133 119.240 144.044 109.888 1.00221.85 C -ATOM 17078 CZ PHE C 133 118.655 144.969 109.040 1.00221.85 C -ATOM 17079 N GLN C 134 115.172 145.077 115.210 1.00183.22 N -ATOM 17080 CA GLN C 134 114.302 144.871 116.357 1.00183.22 C -ATOM 17081 C GLN C 134 113.386 143.686 116.082 1.00183.22 C -ATOM 17082 O GLN C 134 112.946 143.484 114.946 1.00183.22 O -ATOM 17083 CB GLN C 134 113.483 146.132 116.645 1.00183.22 C -ATOM 17084 CG GLN C 134 112.962 146.237 118.065 1.00183.22 C -ATOM 17085 CD GLN C 134 112.169 147.509 118.295 1.00183.22 C -ATOM 17086 OE1 GLN C 134 111.955 148.295 117.371 1.00183.22 O -ATOM 17087 NE2 GLN C 134 111.726 147.717 119.529 1.00183.22 N -ATOM 17088 N PHE C 135 113.128 142.891 117.127 1.00168.41 N -ATOM 17089 CA PHE C 135 112.344 141.668 116.969 1.00168.41 C -ATOM 17090 C PHE C 135 110.889 141.975 116.630 1.00168.41 C -ATOM 17091 O PHE C 135 110.283 141.293 115.795 1.00168.41 O -ATOM 17092 CB PHE C 135 112.440 140.822 118.240 1.00168.41 C -ATOM 17093 CG PHE C 135 111.441 139.701 118.305 1.00168.41 C -ATOM 17094 CD1 PHE C 135 111.496 138.652 117.398 1.00168.41 C -ATOM 17095 CD2 PHE C 135 110.454 139.690 119.280 1.00168.41 C -ATOM 17096 CE1 PHE C 135 110.580 137.616 117.457 1.00168.41 C -ATOM 17097 CE2 PHE C 135 109.535 138.656 119.346 1.00168.41 C -ATOM 17098 CZ PHE C 135 109.599 137.618 118.433 1.00168.41 C -ATOM 17099 N CYS C 136 110.314 142.994 117.263 1.00173.30 N -ATOM 17100 CA CYS C 136 108.960 143.432 116.963 1.00173.30 C -ATOM 17101 C CYS C 136 108.917 144.952 116.994 1.00173.30 C -ATOM 17102 O CYS C 136 109.760 145.593 117.626 1.00173.30 O -ATOM 17103 CB CYS C 136 107.943 142.847 117.952 1.00173.30 C -ATOM 17104 SG CYS C 136 107.514 141.119 117.637 1.00173.30 S -ATOM 17105 N ASN C 137 107.937 145.522 116.285 1.00172.47 N -ATOM 17106 CA ASN C 137 107.781 146.975 116.251 1.00172.47 C -ATOM 17107 C ASN C 137 107.398 147.518 117.623 1.00172.47 C -ATOM 17108 O ASN C 137 107.993 148.487 118.108 1.00172.47 O -ATOM 17109 CB ASN C 137 106.740 147.362 115.201 1.00172.47 C -ATOM 17110 CG ASN C 137 106.825 146.504 113.954 1.00172.47 C -ATOM 17111 OD1 ASN C 137 107.867 146.438 113.302 1.00172.47 O -ATOM 17112 ND2 ASN C 137 105.727 145.839 113.617 1.00172.47 N -ATOM 17113 N ASP C 138 106.406 146.905 118.261 1.00177.23 N -ATOM 17114 CA ASP C 138 106.166 147.118 119.680 1.00177.23 C -ATOM 17115 C ASP C 138 106.856 146.001 120.450 1.00177.23 C -ATOM 17116 O ASP C 138 106.517 144.828 120.244 1.00177.23 O -ATOM 17117 CB ASP C 138 104.677 147.128 119.982 1.00177.23 C -ATOM 17118 CG ASP C 138 104.356 147.769 121.320 1.00177.23 C -ATOM 17119 OD1 ASP C 138 105.152 148.609 121.787 1.00177.23 O -ATOM 17120 OD2 ASP C 138 103.303 147.435 121.903 1.00177.23 O1- -ATOM 17121 N PRO C 139 107.838 146.305 121.315 1.00179.58 N -ATOM 17122 CA PRO C 139 108.669 145.241 121.903 1.00179.58 C -ATOM 17123 C PRO C 139 107.942 144.341 122.893 1.00179.58 C -ATOM 17124 O PRO C 139 107.531 144.776 123.974 1.00179.58 O -ATOM 17125 CB PRO C 139 109.798 146.021 122.591 1.00179.58 C -ATOM 17126 CG PRO C 139 109.240 147.383 122.825 1.00179.58 C -ATOM 17127 CD PRO C 139 108.317 147.650 121.678 1.00179.58 C -ATOM 17128 N PHE C 140 107.785 143.074 122.515 1.00178.68 N -ATOM 17129 CA PHE C 140 107.193 142.062 123.376 1.00178.68 C -ATOM 17130 C PHE C 140 107.751 140.706 122.965 1.00178.68 C -ATOM 17131 O PHE C 140 108.481 140.585 121.978 1.00178.68 O -ATOM 17132 CB PHE C 140 105.658 142.083 123.306 1.00178.68 C -ATOM 17133 CG PHE C 140 105.086 141.387 122.098 1.00178.68 C -ATOM 17134 CD1 PHE C 140 105.126 141.990 120.850 1.00178.68 C -ATOM 17135 CD2 PHE C 140 104.482 140.141 122.216 1.00178.68 C -ATOM 17136 CE1 PHE C 140 104.594 141.357 119.738 1.00178.68 C -ATOM 17137 CE2 PHE C 140 103.949 139.501 121.109 1.00178.68 C -ATOM 17138 CZ PHE C 140 104.005 140.112 119.869 1.00178.68 C -ATOM 17139 N LEU C 141 107.399 139.681 123.736 1.00184.84 N -ATOM 17140 CA LEU C 141 107.834 138.318 123.472 1.00184.84 C -ATOM 17141 C LEU C 141 106.627 137.438 123.176 1.00184.84 C -ATOM 17142 O LEU C 141 105.597 137.534 123.851 1.00184.84 O -ATOM 17143 CB LEU C 141 108.622 137.744 124.654 1.00184.84 C -ATOM 17144 CG LEU C 141 109.434 136.477 124.368 1.00184.84 C -ATOM 17145 CD1 LEU C 141 110.311 136.657 123.137 1.00184.84 C -ATOM 17146 CD2 LEU C 141 110.273 136.085 125.573 1.00184.84 C -ATOM 17147 N ASP C 142 106.761 136.587 122.164 1.00173.23 N -ATOM 17148 CA ASP C 142 105.694 135.669 121.783 1.00173.23 C -ATOM 17149 C ASP C 142 105.558 134.538 122.797 1.00173.23 C -ATOM 17150 O ASP C 142 106.265 133.533 122.719 1.00173.23 O -ATOM 17151 CB ASP C 142 105.952 135.093 120.389 1.00173.23 C -ATOM 17152 CG ASP C 142 106.284 136.163 119.369 1.00173.23 C -ATOM 17153 OD1 ASP C 142 105.936 137.340 119.604 1.00173.23 O -ATOM 17154 OD2 ASP C 142 106.890 135.826 118.330 1.00173.23 O1- -ATOM 17155 N ASN C 165 125.126 139.775 110.395 1.00275.95 N -ATOM 17156 CA ASN C 165 125.910 140.989 110.585 1.00275.95 C -ATOM 17157 C ASN C 165 126.175 141.231 112.073 1.00275.95 C -ATOM 17158 O ASN C 165 127.008 142.063 112.440 1.00275.95 O -ATOM 17159 CB ASN C 165 125.194 142.191 109.955 1.00275.95 C -ATOM 17160 CG ASN C 165 126.078 143.420 109.870 1.00275.95 C -ATOM 17161 OD1 ASN C 165 127.291 143.310 109.680 1.00275.95 O -ATOM 17162 ND2 ASN C 165 125.474 144.597 110.025 1.00275.95 N -ATOM 17163 N CYS C 166 125.472 140.485 112.925 1.00237.21 N -ATOM 17164 CA CYS C 166 125.626 140.624 114.369 1.00237.21 C -ATOM 17165 C CYS C 166 126.997 140.110 114.797 1.00237.21 C -ATOM 17166 O CYS C 166 127.359 138.965 114.509 1.00237.21 O -ATOM 17167 CB CYS C 166 124.513 139.869 115.090 1.00237.21 C -ATOM 17168 SG CYS C 166 122.878 140.091 114.346 1.00237.21 S -ATOM 17169 N THR C 167 127.756 140.960 115.488 1.00209.58 N -ATOM 17170 CA THR C 167 129.158 140.692 115.786 1.00209.58 C -ATOM 17171 C THR C 167 129.362 139.833 117.026 1.00209.58 C -ATOM 17172 O THR C 167 130.508 139.491 117.336 1.00209.58 O -ATOM 17173 CB THR C 167 129.917 142.012 115.953 1.00209.58 C -ATOM 17174 OG1 THR C 167 129.225 142.847 116.890 1.00209.58 O -ATOM 17175 CG2 THR C 167 130.022 142.738 114.620 1.00209.58 C -ATOM 17176 N PHE C 168 128.294 139.475 117.735 1.00172.11 N -ATOM 17177 CA PHE C 168 128.417 138.713 118.969 1.00172.11 C -ATOM 17178 C PHE C 168 127.104 137.994 119.235 1.00172.11 C -ATOM 17179 O PHE C 168 126.029 138.525 118.944 1.00172.11 O -ATOM 17180 CB PHE C 168 128.777 139.622 120.152 1.00172.11 C -ATOM 17181 CG PHE C 168 129.141 138.875 121.403 1.00172.11 C -ATOM 17182 CD1 PHE C 168 130.417 138.357 121.567 1.00172.11 C -ATOM 17183 CD2 PHE C 168 128.211 138.693 122.415 1.00172.11 C -ATOM 17184 CE1 PHE C 168 130.760 137.668 122.718 1.00172.11 C -ATOM 17185 CE2 PHE C 168 128.545 138.004 123.567 1.00172.11 C -ATOM 17186 CZ PHE C 168 129.821 137.492 123.719 1.00172.11 C -ATOM 17187 N GLU C 169 127.203 136.789 119.792 1.00151.71 N -ATOM 17188 CA GLU C 169 126.030 136.001 120.149 1.00151.71 C -ATOM 17189 C GLU C 169 126.424 135.045 121.263 1.00151.71 C -ATOM 17190 O GLU C 169 127.467 134.391 121.175 1.00151.71 O -ATOM 17191 CB GLU C 169 125.493 135.229 118.938 1.00151.71 C -ATOM 17192 CG GLU C 169 124.217 134.452 119.208 1.00151.71 C -ATOM 17193 CD GLU C 169 123.649 133.816 117.955 1.00151.71 C -ATOM 17194 OE1 GLU C 169 123.580 134.505 116.915 1.00151.71 O -ATOM 17195 OE2 GLU C 169 123.271 132.627 118.008 1.00151.71 O1- -ATOM 17196 N TYR C 170 125.597 134.966 122.303 1.00136.83 N -ATOM 17197 CA TYR C 170 125.914 134.126 123.452 1.00136.83 C -ATOM 17198 C TYR C 170 124.645 133.482 123.989 1.00136.83 C -ATOM 17199 O TYR C 170 123.629 134.158 124.169 1.00136.83 O -ATOM 17200 CB TYR C 170 126.611 134.942 124.548 1.00136.83 C -ATOM 17201 CG TYR C 170 126.598 134.298 125.916 1.00136.83 C -ATOM 17202 CD1 TYR C 170 127.322 133.137 126.167 1.00136.83 C -ATOM 17203 CD2 TYR C 170 125.876 134.862 126.961 1.00136.83 C -ATOM 17204 CE1 TYR C 170 127.316 132.548 127.420 1.00136.83 C -ATOM 17205 CE2 TYR C 170 125.866 134.283 128.217 1.00136.83 C -ATOM 17206 CZ TYR C 170 126.586 133.126 128.440 1.00136.83 C -ATOM 17207 OH TYR C 170 126.578 132.547 129.688 1.00136.83 O -ATOM 17208 N VAL C 171 124.705 132.177 124.244 1.00132.69 N -ATOM 17209 CA VAL C 171 123.574 131.418 124.765 1.00132.69 C -ATOM 17210 C VAL C 171 123.991 130.781 126.082 1.00132.69 C -ATOM 17211 O VAL C 171 125.000 130.068 126.142 1.00132.69 O -ATOM 17212 CB VAL C 171 123.096 130.346 123.766 1.00132.69 C -ATOM 17213 CG1 VAL C 171 121.974 129.511 124.370 1.00132.69 C -ATOM 17214 CG2 VAL C 171 122.638 130.989 122.465 1.00132.69 C -ATOM 17215 N SER C 172 123.216 131.037 127.132 1.00132.37 N -ATOM 17216 CA SER C 172 123.472 130.443 128.440 1.00132.37 C -ATOM 17217 C SER C 172 122.894 129.035 128.523 1.00132.37 C -ATOM 17218 O SER C 172 122.154 128.712 129.453 1.00132.37 O -ATOM 17219 CB SER C 172 122.888 131.314 129.554 1.00132.37 C -ATOM 17220 OG SER C 172 123.627 132.511 129.710 1.00132.37 O -ATOM 17221 N PHE C 186 103.908 137.067 143.054 1.00210.68 N -ATOM 17222 CA PHE C 186 104.910 137.903 143.705 1.00210.68 C -ATOM 17223 C PHE C 186 105.868 137.055 144.532 1.00210.68 C -ATOM 17224 O PHE C 186 106.548 137.561 145.424 1.00210.68 O -ATOM 17225 CB PHE C 186 104.237 138.954 144.588 1.00210.68 C -ATOM 17226 CG PHE C 186 103.376 139.920 143.829 1.00210.68 C -ATOM 17227 CD1 PHE C 186 103.775 140.395 142.588 1.00210.68 C -ATOM 17228 CD2 PHE C 186 102.166 140.349 144.352 1.00210.68 C -ATOM 17229 CE1 PHE C 186 102.983 141.285 141.884 1.00210.68 C -ATOM 17230 CE2 PHE C 186 101.367 141.237 143.652 1.00210.68 C -ATOM 17231 CZ PHE C 186 101.777 141.706 142.417 1.00210.68 C -ATOM 17232 N LYS C 187 105.916 135.759 144.228 1.00189.36 N -ATOM 17233 CA LYS C 187 106.773 134.831 144.953 1.00189.36 C -ATOM 17234 C LYS C 187 108.236 134.917 144.538 1.00189.36 C -ATOM 17235 O LYS C 187 109.090 134.368 145.240 1.00189.36 O -ATOM 17236 CB LYS C 187 106.272 133.397 144.759 1.00189.36 C -ATOM 17237 CG LYS C 187 106.465 132.486 145.964 1.00189.36 C -ATOM 17238 CD LYS C 187 105.450 132.773 147.057 1.00189.36 C -ATOM 17239 CE LYS C 187 105.728 131.931 148.293 1.00189.36 C -ATOM 17240 NZ LYS C 187 104.754 132.203 149.386 1.00189.36 N1+ -ATOM 17241 N ASN C 188 108.548 135.583 143.430 1.00185.33 N -ATOM 17242 CA ASN C 188 109.905 135.644 142.903 1.00185.33 C -ATOM 17243 C ASN C 188 110.406 137.081 142.938 1.00185.33 C -ATOM 17244 O ASN C 188 109.706 137.998 142.490 1.00185.33 O -ATOM 17245 CB ASN C 188 109.957 135.101 141.470 1.00185.33 C -ATOM 17246 CG ASN C 188 111.367 135.060 140.906 1.00185.33 C -ATOM 17247 OD1 ASN C 188 112.350 135.055 141.648 1.00185.33 O -ATOM 17248 ND2 ASN C 188 111.471 135.033 139.582 1.00185.33 N -ATOM 17249 N LEU C 189 111.618 137.273 143.463 1.00162.26 N -ATOM 17250 CA LEU C 189 112.309 138.553 143.398 1.00162.26 C -ATOM 17251 C LEU C 189 113.669 138.334 142.754 1.00162.26 C -ATOM 17252 O LEU C 189 114.473 137.530 143.240 1.00162.26 O -ATOM 17253 CB LEU C 189 112.463 139.180 144.786 1.00162.26 C -ATOM 17254 CG LEU C 189 113.517 140.287 144.898 1.00162.26 C -ATOM 17255 CD1 LEU C 189 113.070 141.547 144.173 1.00162.26 C -ATOM 17256 CD2 LEU C 189 113.824 140.594 146.352 1.00162.26 C -ATOM 17257 N ARG C 190 113.926 139.052 141.667 1.00152.65 N -ATOM 17258 CA ARG C 190 115.205 138.984 140.974 1.00152.65 C -ATOM 17259 C ARG C 190 115.850 140.360 140.981 1.00152.65 C -ATOM 17260 O ARG C 190 115.234 141.342 140.555 1.00152.65 O -ATOM 17261 CB ARG C 190 115.032 138.476 139.541 1.00152.65 C -ATOM 17262 CG ARG C 190 114.548 137.037 139.452 1.00152.65 C -ATOM 17263 CD ARG C 190 114.423 136.580 138.009 1.00152.65 C -ATOM 17264 NE ARG C 190 113.323 137.242 137.317 1.00152.65 N -ATOM 17265 CZ ARG C 190 113.132 137.201 136.006 1.00152.65 C -ATOM 17266 NH1 ARG C 190 113.951 136.536 135.208 1.00152.65 N1+ -ATOM 17267 NH2 ARG C 190 112.092 137.844 135.482 1.00152.65 N -ATOM 17268 N GLU C 191 117.087 140.427 141.463 1.00113.49 N -ATOM 17269 CA GLU C 191 117.852 141.663 141.504 1.00113.49 C -ATOM 17270 C GLU C 191 119.001 141.573 140.512 1.00113.49 C -ATOM 17271 O GLU C 191 119.680 140.546 140.428 1.00113.49 O -ATOM 17272 CB GLU C 191 118.390 141.931 142.912 1.00113.49 C -ATOM 17273 CG GLU C 191 117.339 141.834 144.008 1.00113.49 C -ATOM 17274 CD GLU C 191 117.707 142.632 145.244 1.00113.49 C -ATOM 17275 OE1 GLU C 191 117.982 143.843 145.113 1.00113.49 O -ATOM 17276 OE2 GLU C 191 117.720 142.049 146.348 1.00113.49 O1- -ATOM 17277 N PHE C 192 119.206 142.648 139.756 1.00104.16 N -ATOM 17278 CA PHE C 192 120.240 142.718 138.738 1.00104.16 C -ATOM 17279 C PHE C 192 120.975 144.044 138.850 1.00104.16 C -ATOM 17280 O PHE C 192 120.414 145.050 139.286 1.00104.16 O -ATOM 17281 CB PHE C 192 119.657 142.587 137.324 1.00104.16 C -ATOM 17282 CG PHE C 192 119.176 141.207 136.984 1.00104.16 C -ATOM 17283 CD1 PHE C 192 117.890 140.805 137.315 1.00104.16 C -ATOM 17284 CD2 PHE C 192 120.005 140.316 136.320 1.00104.16 C -ATOM 17285 CE1 PHE C 192 117.442 139.535 136.997 1.00104.16 C -ATOM 17286 CE2 PHE C 192 119.564 139.044 136.000 1.00104.16 C -ATOM 17287 CZ PHE C 192 118.281 138.653 136.339 1.00104.16 C -ATOM 17288 N VAL C 193 122.243 144.031 138.457 1.00 89.13 N -ATOM 17289 CA VAL C 193 123.048 145.237 138.315 1.00 89.13 C -ATOM 17290 C VAL C 193 123.760 145.144 136.974 1.00 89.13 C -ATOM 17291 O VAL C 193 124.492 144.178 136.724 1.00 89.13 O -ATOM 17292 CB VAL C 193 124.058 145.409 139.466 1.00 89.13 C -ATOM 17293 CG1 VAL C 193 125.176 146.372 139.080 1.00 89.13 C -ATOM 17294 CG2 VAL C 193 123.357 145.909 140.718 1.00 89.13 C -ATOM 17295 N PHE C 194 123.524 146.122 136.106 1.00 94.16 N -ATOM 17296 CA PHE C 194 124.209 146.226 134.826 1.00 94.16 C -ATOM 17297 C PHE C 194 125.130 147.433 134.883 1.00 94.16 C -ATOM 17298 O PHE C 194 124.679 148.547 135.173 1.00 94.16 O -ATOM 17299 CB PHE C 194 123.220 146.373 133.669 1.00 94.16 C -ATOM 17300 CG PHE C 194 122.018 145.481 133.771 1.00 94.16 C -ATOM 17301 CD1 PHE C 194 122.120 144.124 133.508 1.00 94.16 C -ATOM 17302 CD2 PHE C 194 120.781 146.004 134.113 1.00 94.16 C -ATOM 17303 CE1 PHE C 194 121.011 143.301 133.595 1.00 94.16 C -ATOM 17304 CE2 PHE C 194 119.668 145.188 134.202 1.00 94.16 C -ATOM 17305 CZ PHE C 194 119.783 143.835 133.941 1.00 94.16 C -ATOM 17306 N LYS C 195 126.415 147.219 134.608 1.00 88.83 N -ATOM 17307 CA LYS C 195 127.332 148.346 134.525 1.00 88.83 C -ATOM 17308 C LYS C 195 128.287 148.140 133.360 1.00 88.83 C -ATOM 17309 O LYS C 195 128.495 147.022 132.885 1.00 88.83 O -ATOM 17310 CB LYS C 195 128.098 148.569 135.840 1.00 88.83 C -ATOM 17311 CG LYS C 195 129.060 147.475 136.250 1.00 88.83 C -ATOM 17312 CD LYS C 195 129.736 147.860 137.558 1.00 88.83 C -ATOM 17313 CE LYS C 195 130.845 146.898 137.935 1.00 88.83 C -ATOM 17314 NZ LYS C 195 131.570 147.356 139.153 1.00 88.83 N1+ -ATOM 17315 N ASN C 196 128.843 149.250 132.881 1.00 99.84 N -ATOM 17316 CA ASN C 196 129.671 149.271 131.678 1.00 99.84 C -ATOM 17317 C ASN C 196 130.942 150.053 131.994 1.00 99.84 C -ATOM 17318 O ASN C 196 130.936 151.287 131.977 1.00 99.84 O -ATOM 17319 CB ASN C 196 128.912 149.896 130.511 1.00 99.84 C -ATOM 17320 CG ASN C 196 129.247 149.253 129.182 1.00 99.84 C -ATOM 17321 OD1 ASN C 196 129.984 148.271 129.121 1.00 99.84 O -ATOM 17322 ND2 ASN C 196 128.703 149.807 128.105 1.00 99.84 N -ATOM 17323 N ILE C 197 132.029 149.341 132.280 1.00104.37 N -ATOM 17324 CA ILE C 197 133.311 149.966 132.592 1.00104.37 C -ATOM 17325 C ILE C 197 134.311 149.611 131.498 1.00104.37 C -ATOM 17326 O ILE C 197 134.471 148.434 131.152 1.00104.37 O -ATOM 17327 CB ILE C 197 133.812 149.577 133.999 1.00104.37 C -ATOM 17328 CG1 ILE C 197 133.770 148.063 134.237 1.00104.37 C -ATOM 17329 CG2 ILE C 197 133.010 150.307 135.067 1.00104.37 C -ATOM 17330 CD1 ILE C 197 134.489 147.630 135.491 1.00104.37 C -ATOM 17331 N ASP C 198 134.962 150.648 130.944 1.00111.44 N -ATOM 17332 CA ASP C 198 135.797 150.670 129.734 1.00111.44 C -ATOM 17333 C ASP C 198 135.240 149.836 128.579 1.00111.44 C -ATOM 17334 O ASP C 198 135.997 149.210 127.831 1.00111.44 O -ATOM 17335 CB ASP C 198 137.263 150.284 130.042 1.00111.44 C -ATOM 17336 CG ASP C 198 137.425 148.920 130.703 1.00111.44 C -ATOM 17337 OD1 ASP C 198 137.216 147.882 130.041 1.00111.44 O -ATOM 17338 OD2 ASP C 198 137.767 148.888 131.903 1.00111.44 O1- -ATOM 17339 N GLY C 199 133.917 149.859 128.402 1.00112.64 N -ATOM 17340 CA GLY C 199 133.249 149.093 127.377 1.00112.64 C -ATOM 17341 C GLY C 199 132.854 147.689 127.784 1.00112.64 C -ATOM 17342 O GLY C 199 131.963 147.104 127.159 1.00112.64 O -ATOM 17343 N TYR C 200 133.483 147.138 128.818 1.00102.56 N -ATOM 17344 CA TYR C 200 133.125 145.815 129.308 1.00102.56 C -ATOM 17345 C TYR C 200 131.819 145.877 130.089 1.00102.56 C -ATOM 17346 O TYR C 200 131.644 146.728 130.969 1.00102.56 O -ATOM 17347 CB TYR C 200 134.240 145.244 130.187 1.00102.56 C -ATOM 17348 CG TYR C 200 135.525 144.893 129.460 1.00102.56 C -ATOM 17349 CD1 TYR C 200 135.569 144.793 128.071 1.00102.56 C -ATOM 17350 CD2 TYR C 200 136.698 144.660 130.170 1.00102.56 C -ATOM 17351 CE1 TYR C 200 136.744 144.473 127.412 1.00102.56 C -ATOM 17352 CE2 TYR C 200 137.878 144.339 129.520 1.00102.56 C -ATOM 17353 CZ TYR C 200 137.894 144.248 128.143 1.00102.56 C -ATOM 17354 OH TYR C 200 139.064 143.929 127.494 1.00102.56 O -ATOM 17355 N PHE C 201 130.910 144.960 129.764 1.00 95.26 N -ATOM 17356 CA PHE C 201 129.573 144.906 130.339 1.00 95.26 C -ATOM 17357 C PHE C 201 129.543 143.843 131.430 1.00 95.26 C -ATOM 17358 O PHE C 201 129.797 142.664 131.159 1.00 95.26 O -ATOM 17359 CB PHE C 201 128.546 144.598 129.249 1.00 95.26 C -ATOM 17360 CG PHE C 201 127.134 144.949 129.618 1.00 95.26 C -ATOM 17361 CD1 PHE C 201 126.714 146.269 129.634 1.00 95.26 C -ATOM 17362 CD2 PHE C 201 126.219 143.953 129.923 1.00 95.26 C -ATOM 17363 CE1 PHE C 201 125.409 146.591 129.968 1.00 95.26 C -ATOM 17364 CE2 PHE C 201 124.913 144.268 130.253 1.00 95.26 C -ATOM 17365 CZ PHE C 201 124.508 145.588 130.276 1.00 95.26 C -ATOM 17366 N LYS C 202 129.232 144.258 132.656 1.00 83.30 N -ATOM 17367 CA LYS C 202 129.167 143.364 133.803 1.00 83.30 C -ATOM 17368 C LYS C 202 127.737 143.280 134.315 1.00 83.30 C -ATOM 17369 O LYS C 202 127.070 144.310 134.493 1.00 83.30 O -ATOM 17370 CB LYS C 202 130.100 143.829 134.922 1.00 83.30 C -ATOM 17371 CG LYS C 202 131.572 143.637 134.620 1.00 83.30 C -ATOM 17372 CD LYS C 202 132.423 143.915 135.846 1.00 83.30 C -ATOM 17373 CE LYS C 202 133.899 143.934 135.495 1.00 83.30 C -ATOM 17374 NZ LYS C 202 134.419 142.566 135.223 1.00 83.30 N1+ -ATOM 17375 N ILE C 203 127.281 142.051 134.552 1.00 79.71 N -ATOM 17376 CA ILE C 203 125.953 141.762 135.075 1.00 79.71 C -ATOM 17377 C ILE C 203 126.106 141.017 136.394 1.00 79.71 C -ATOM 17378 O ILE C 203 126.773 139.976 136.455 1.00 79.71 O -ATOM 17379 CB ILE C 203 125.113 140.935 134.082 1.00 79.71 C -ATOM 17380 CG1 ILE C 203 124.957 141.683 132.757 1.00 79.71 C -ATOM 17381 CG2 ILE C 203 123.752 140.598 134.677 1.00 79.71 C -ATOM 17382 CD1 ILE C 203 124.097 140.962 131.740 1.00 79.71 C -ATOM 17383 N TYR C 204 125.497 141.557 137.442 1.00 81.51 N -ATOM 17384 CA TYR C 204 125.388 140.909 138.738 1.00 81.51 C -ATOM 17385 C TYR C 204 123.925 140.568 138.980 1.00 81.51 C -ATOM 17386 O TYR C 204 123.031 141.291 138.540 1.00 81.51 O -ATOM 17387 CB TYR C 204 125.913 141.811 139.863 1.00 81.51 C -ATOM 17388 CG TYR C 204 127.317 142.335 139.646 1.00 81.51 C -ATOM 17389 CD1 TYR C 204 127.542 143.536 138.979 1.00 81.51 C -ATOM 17390 CD2 TYR C 204 128.418 141.637 140.124 1.00 81.51 C -ATOM 17391 CE1 TYR C 204 128.823 144.014 138.781 1.00 81.51 C -ATOM 17392 CE2 TYR C 204 129.703 142.106 139.930 1.00 81.51 C -ATOM 17393 CZ TYR C 204 129.899 143.295 139.261 1.00 81.51 C -ATOM 17394 OH TYR C 204 131.177 143.766 139.070 1.00 81.51 O -ATOM 17395 N SER C 205 123.677 139.462 139.676 1.00 92.53 N -ATOM 17396 CA SER C 205 122.309 139.004 139.849 1.00 92.53 C -ATOM 17397 C SER C 205 122.149 138.293 141.184 1.00 92.53 C -ATOM 17398 O SER C 205 123.121 137.856 141.808 1.00 92.53 O -ATOM 17399 CB SER C 205 121.881 138.078 138.706 1.00 92.53 C -ATOM 17400 OG SER C 205 120.535 137.664 138.863 1.00 92.53 O -ATOM 17401 N LYS C 206 120.891 138.206 141.609 1.00109.44 N -ATOM 17402 CA LYS C 206 120.499 137.472 142.810 1.00109.44 C -ATOM 17403 C LYS C 206 119.029 137.110 142.676 1.00109.44 C -ATOM 17404 O LYS C 206 118.173 138.001 142.637 1.00109.44 O -ATOM 17405 CB LYS C 206 120.739 138.301 144.071 1.00109.44 C -ATOM 17406 CG LYS C 206 120.427 137.568 145.364 1.00109.44 C -ATOM 17407 CD LYS C 206 121.391 136.416 145.590 1.00109.44 C -ATOM 17408 CE LYS C 206 121.324 135.915 147.023 1.00109.44 C -ATOM 17409 NZ LYS C 206 122.180 134.715 147.232 1.00109.44 N1+ -ATOM 17410 N HIS C 207 118.739 135.816 142.591 1.00138.12 N -ATOM 17411 CA HIS C 207 117.379 135.308 142.468 1.00138.12 C -ATOM 17412 C HIS C 207 116.946 134.711 143.799 1.00138.12 C -ATOM 17413 O HIS C 207 117.631 133.836 144.339 1.00138.12 O -ATOM 17414 CB HIS C 207 117.302 134.266 141.349 1.00138.12 C -ATOM 17415 CG HIS C 207 116.174 133.291 141.491 1.00138.12 C -ATOM 17416 ND1 HIS C 207 114.901 133.552 141.032 1.00138.12 N -ATOM 17417 CD2 HIS C 207 116.137 132.040 142.008 1.00138.12 C -ATOM 17418 CE1 HIS C 207 114.124 132.512 141.279 1.00138.12 C -ATOM 17419 NE2 HIS C 207 114.849 131.582 141.873 1.00138.12 N -ATOM 17420 N THR C 208 115.817 135.176 144.326 1.00149.69 N -ATOM 17421 CA THR C 208 115.369 134.731 145.635 1.00149.69 C -ATOM 17422 C THR C 208 113.859 134.539 145.639 1.00149.69 C -ATOM 17423 O THR C 208 113.141 135.163 144.845 1.00149.69 O -ATOM 17424 CB THR C 208 115.786 135.730 146.734 1.00149.69 C -ATOM 17425 OG1 THR C 208 115.378 135.249 148.021 1.00149.69 O -ATOM 17426 CG2 THR C 208 115.192 137.108 146.492 1.00149.69 C -ATOM 17427 N PRO C 209 113.356 133.630 146.477 1.00156.22 N -ATOM 17428 CA PRO C 209 111.912 133.575 146.725 1.00156.22 C -ATOM 17429 C PRO C 209 111.510 134.428 147.919 1.00156.22 C -ATOM 17430 O PRO C 209 112.209 134.507 148.931 1.00156.22 O -ATOM 17431 CB PRO C 209 111.664 132.086 147.000 1.00156.22 C -ATOM 17432 CG PRO C 209 112.946 131.585 147.556 1.00156.22 C -ATOM 17433 CD PRO C 209 114.053 132.434 146.988 1.00156.22 C -ATOM 17434 N ILE C 210 110.358 135.085 147.786 1.00169.11 N -ATOM 17435 CA ILE C 210 109.813 135.929 148.839 1.00169.11 C -ATOM 17436 C ILE C 210 108.358 135.547 149.070 1.00169.11 C -ATOM 17437 O ILE C 210 107.700 134.950 148.216 1.00169.11 O -ATOM 17438 CB ILE C 210 109.930 137.434 148.512 1.00169.11 C -ATOM 17439 CG1 ILE C 210 109.445 137.714 147.090 1.00169.11 C -ATOM 17440 CG2 ILE C 210 111.361 137.914 148.703 1.00169.11 C -ATOM 17441 CD1 ILE C 210 109.204 139.180 146.808 1.00169.11 C -ATOM 17442 N ILE C 212 107.861 135.904 150.251 1.00166.40 N -ATOM 17443 CA ILE C 212 106.518 135.552 150.681 1.00166.40 C -ATOM 17444 C ILE C 212 105.590 136.762 150.668 1.00166.40 C -ATOM 17445 O ILE C 212 104.420 136.648 150.294 1.00166.40 O -ATOM 17446 CB ILE C 212 106.567 134.898 152.082 1.00166.40 C -ATOM 17447 CG1 ILE C 212 107.456 133.655 152.051 1.00166.40 C -ATOM 17448 CG2 ILE C 212 105.182 134.496 152.573 1.00166.40 C -ATOM 17449 CD1 ILE C 212 107.764 133.090 153.421 1.00166.40 C -ATOM 17450 N VAL C 213 106.114 137.939 151.017 1.00177.80 N -ATOM 17451 CA VAL C 213 105.318 139.136 151.271 1.00177.80 C -ATOM 17452 C VAL C 213 104.690 139.689 149.997 1.00177.80 C -ATOM 17453 O VAL C 213 105.059 139.304 148.881 1.00177.80 O -ATOM 17454 CB VAL C 213 106.170 140.217 151.962 1.00177.80 C -ATOM 17455 CG1 VAL C 213 106.684 139.710 153.301 1.00177.80 C -ATOM 17456 CG2 VAL C 213 107.323 140.638 151.065 1.00177.80 C -ATOM 17457 N ARG C 214 103.737 140.601 150.168 1.00194.56 N -ATOM 17458 CA ARG C 214 102.912 141.137 149.098 1.00194.56 C -ATOM 17459 C ARG C 214 103.608 142.314 148.410 1.00194.56 C -ATOM 17460 O ARG C 214 104.754 142.656 148.711 1.00194.56 O -ATOM 17461 CB ARG C 214 101.535 141.528 149.647 1.00194.56 C -ATOM 17462 CG ARG C 214 101.485 142.795 150.516 1.00194.56 C -ATOM 17463 CD ARG C 214 101.830 142.561 151.985 1.00194.56 C -ATOM 17464 NE ARG C 214 101.577 143.743 152.799 1.00194.56 N -ATOM 17465 CZ ARG C 214 102.012 143.905 154.041 1.00194.56 C -ATOM 17466 NH1 ARG C 214 102.729 142.974 154.649 1.00194.56 N1+ -ATOM 17467 NH2 ARG C 214 101.724 145.030 154.689 1.00194.56 N -ATOM 17468 N GLU C 214A 102.911 142.929 147.447 1.00207.46 N -ATOM 17469 CA GLU C 214A 103.462 144.027 146.653 1.00207.46 C -ATOM 17470 C GLU C 214A 103.500 145.350 147.431 1.00207.46 C -ATOM 17471 O GLU C 214A 104.410 146.153 147.185 1.00207.46 O -ATOM 17472 CB GLU C 214A 102.697 144.169 145.328 1.00207.46 C -ATOM 17473 CG GLU C 214A 103.506 144.780 144.192 1.00207.46 C -ATOM 17474 CD GLU C 214A 103.468 146.294 144.181 1.00207.46 C -ATOM 17475 OE1 GLU C 214A 102.480 146.872 144.683 1.00207.46 O -ATOM 17476 OE2 GLU C 214A 104.428 146.906 143.669 1.00207.46 O1- -ATOM 17477 N PRO C 214B 102.555 145.648 148.341 1.00206.66 N -ATOM 17478 CA PRO C 214B 102.872 146.613 149.403 1.00206.66 C -ATOM 17479 C PRO C 214B 104.061 146.164 150.241 1.00206.66 C -ATOM 17480 O PRO C 214B 104.329 144.967 150.378 1.00206.66 O -ATOM 17481 CB PRO C 214B 101.587 146.658 150.232 1.00206.66 C -ATOM 17482 CG PRO C 214B 100.535 146.493 149.227 1.00206.66 C -ATOM 17483 CD PRO C 214B 101.086 145.550 148.180 1.00206.66 C -ATOM 17484 N GLU C 214C 104.746 147.165 150.816 1.00200.11 N -ATOM 17485 CA GLU C 214C 106.101 147.258 151.370 1.00200.11 C -ATOM 17486 C GLU C 214C 107.149 147.370 150.255 1.00200.11 C -ATOM 17487 O GLU C 214C 108.309 147.667 150.555 1.00200.11 O -ATOM 17488 CB GLU C 214C 106.483 146.098 152.320 1.00200.11 C -ATOM 17489 CG GLU C 214C 107.490 146.426 153.417 1.00200.11 C -ATOM 17490 CD GLU C 214C 108.032 145.180 154.092 1.00200.11 C -ATOM 17491 OE1 GLU C 214C 107.641 144.065 153.687 1.00200.11 O -ATOM 17492 OE2 GLU C 214C 108.852 145.314 155.024 1.00200.11 O1- -ATOM 17493 N ASP C 215 106.760 147.203 148.980 1.00190.45 N -ATOM 17494 CA ASP C 215 107.580 147.419 147.776 1.00190.45 C -ATOM 17495 C ASP C 215 108.824 146.538 147.835 1.00190.45 C -ATOM 17496 O ASP C 215 108.680 145.303 147.849 1.00190.45 O -ATOM 17497 CB ASP C 215 107.835 148.922 147.618 1.00190.45 C -ATOM 17498 CG ASP C 215 106.553 149.729 147.592 1.00190.45 C -ATOM 17499 OD1 ASP C 215 105.488 149.146 147.297 1.00190.45 O -ATOM 17500 OD2 ASP C 215 106.609 150.945 147.867 1.00190.45 O1- -ATOM 17501 N LEU C 216 110.029 147.097 147.859 1.00162.35 N -ATOM 17502 CA LEU C 216 111.227 146.289 148.012 1.00162.35 C -ATOM 17503 C LEU C 216 111.329 145.772 149.446 1.00162.35 C -ATOM 17504 O LEU C 216 110.983 146.490 150.389 1.00162.35 O -ATOM 17505 CB LEU C 216 112.469 147.105 147.658 1.00162.35 C -ATOM 17506 CG LEU C 216 112.778 147.225 146.167 1.00162.35 C -ATOM 17507 CD1 LEU C 216 113.828 148.294 145.919 1.00162.35 C -ATOM 17508 CD2 LEU C 216 113.237 145.885 145.627 1.00162.35 C -ATOM 17509 N PRO C 217 111.785 144.533 149.643 1.00142.95 N -ATOM 17510 CA PRO C 217 111.881 143.992 151.006 1.00142.95 C -ATOM 17511 C PRO C 217 113.026 144.635 151.778 1.00142.95 C -ATOM 17512 O PRO C 217 114.137 144.784 151.265 1.00142.95 O -ATOM 17513 CB PRO C 217 112.120 142.495 150.782 1.00142.95 C -ATOM 17514 CG PRO C 217 112.726 142.407 149.429 1.00142.95 C -ATOM 17515 CD PRO C 217 112.163 143.540 148.621 1.00142.95 C -ATOM 17516 N GLN C 218 112.740 145.018 153.019 1.00135.17 N -ATOM 17517 CA GLN C 218 113.720 145.682 153.875 1.00135.17 C -ATOM 17518 C GLN C 218 114.628 144.621 154.482 1.00135.17 C -ATOM 17519 O GLN C 218 114.245 143.917 155.418 1.00135.17 O -ATOM 17520 CB GLN C 218 113.019 146.501 154.952 1.00135.17 C -ATOM 17521 CG GLN C 218 113.795 147.723 155.412 1.00135.17 C -ATOM 17522 CD GLN C 218 112.887 148.846 155.871 1.00135.17 C -ATOM 17523 OE1 GLN C 218 111.662 148.726 155.829 1.00135.17 O -ATOM 17524 NE2 GLN C 218 113.483 149.946 156.314 1.00135.17 N -ATOM 17525 N GLY C 219 115.840 144.505 153.945 1.00119.70 N -ATOM 17526 CA GLY C 219 116.795 143.529 154.428 1.00119.70 C -ATOM 17527 C GLY C 219 118.160 143.693 153.794 1.00119.70 C -ATOM 17528 O GLY C 219 118.573 144.813 153.478 1.00119.70 O -ATOM 17529 N PHE C 220 118.873 142.585 153.604 1.00105.35 N -ATOM 17530 CA PHE C 220 120.187 142.625 152.979 1.00105.35 C -ATOM 17531 C PHE C 220 120.383 141.371 152.142 1.00105.35 C -ATOM 17532 O PHE C 220 120.019 140.270 152.566 1.00105.35 O -ATOM 17533 CB PHE C 220 121.303 142.737 154.023 1.00105.35 C -ATOM 17534 CG PHE C 220 122.622 143.166 153.451 1.00105.35 C -ATOM 17535 CD1 PHE C 220 122.886 144.506 153.218 1.00105.35 C -ATOM 17536 CD2 PHE C 220 123.592 142.228 153.135 1.00105.35 C -ATOM 17537 CE1 PHE C 220 124.100 144.905 152.688 1.00105.35 C -ATOM 17538 CE2 PHE C 220 124.808 142.619 152.605 1.00105.35 C -ATOM 17539 CZ PHE C 220 125.062 143.960 152.381 1.00105.35 C -ATOM 17540 N SER C 221 120.965 141.547 150.957 1.00 98.38 N -ATOM 17541 CA SER C 221 121.276 140.428 150.076 1.00 98.38 C -ATOM 17542 C SER C 221 122.391 140.846 149.131 1.00 98.38 C -ATOM 17543 O SER C 221 122.287 141.883 148.470 1.00 98.38 O -ATOM 17544 CB SER C 221 120.044 139.985 149.279 1.00 98.38 C -ATOM 17545 OG SER C 221 120.292 138.771 148.592 1.00 98.38 O -ATOM 17546 N ALA C 222 123.448 140.042 149.072 1.00 92.09 N -ATOM 17547 CA ALA C 222 124.553 140.309 148.165 1.00 92.09 C -ATOM 17548 C ALA C 222 124.218 139.825 146.759 1.00 92.09 C -ATOM 17549 O ALA C 222 123.419 138.904 146.570 1.00 92.09 O -ATOM 17550 CB ALA C 222 125.830 139.635 148.664 1.00 92.09 C -ATOM 17551 N LEU C 223 124.838 140.458 145.768 1.00 87.45 N -ATOM 17552 CA LEU C 223 124.586 140.164 144.364 1.00 87.45 C -ATOM 17553 C LEU C 223 125.850 139.596 143.732 1.00 87.45 C -ATOM 17554 O LEU C 223 126.927 140.187 143.855 1.00 87.45 O -ATOM 17555 CB LEU C 223 124.131 141.419 143.615 1.00 87.45 C -ATOM 17556 CG LEU C 223 122.622 141.607 143.421 1.00 87.45 C -ATOM 17557 CD1 LEU C 223 121.899 141.775 144.751 1.00 87.45 C -ATOM 17558 CD2 LEU C 223 122.341 142.787 142.511 1.00 87.45 C -ATOM 17559 N GLU C 224 125.712 138.453 143.043 1.00 90.38 N -ATOM 17560 CA GLU C 224 126.871 137.722 142.547 1.00 90.38 C -ATOM 17561 C GLU C 224 127.019 137.883 141.037 1.00 90.38 C -ATOM 17562 O GLU C 224 126.011 137.949 140.327 1.00 90.38 O -ATOM 17563 CB GLU C 224 126.746 136.234 142.896 1.00 90.38 C -ATOM 17564 CG GLU C 224 126.632 135.971 144.388 1.00 90.38 C -ATOM 17565 CD GLU C 224 126.372 134.514 144.708 1.00 90.38 C -ATOM 17566 OE1 GLU C 224 126.180 133.721 143.763 1.00 90.38 O -ATOM 17567 OE2 GLU C 224 126.357 134.162 145.907 1.00 90.38 O1- -ATOM 17568 N PRO C 225 128.247 137.960 140.518 1.00 83.70 N -ATOM 17569 CA PRO C 225 128.424 138.194 139.077 1.00 83.70 C -ATOM 17570 C PRO C 225 128.084 136.969 138.243 1.00 83.70 C -ATOM 17571 O PRO C 225 128.324 135.830 138.651 1.00 83.70 O -ATOM 17572 CB PRO C 225 129.910 138.549 138.956 1.00 83.70 C -ATOM 17573 CG PRO C 225 130.545 137.898 140.135 1.00 83.70 C -ATOM 17574 CD PRO C 225 129.532 137.970 141.239 1.00 83.70 C -ATOM 17575 N LEU C 226 127.513 137.213 137.060 1.00 80.97 N -ATOM 17576 CA LEU C 226 127.222 136.141 136.115 1.00 80.97 C -ATOM 17577 C LEU C 226 127.996 136.285 134.812 1.00 80.97 C -ATOM 17578 O LEU C 226 128.722 135.361 134.429 1.00 80.97 O -ATOM 17579 CB LEU C 226 125.717 136.078 135.824 1.00 80.97 C -ATOM 17580 CG LEU C 226 124.768 135.688 136.956 1.00 80.97 C -ATOM 17581 CD1 LEU C 226 123.354 135.547 136.415 1.00 80.97 C -ATOM 17582 CD2 LEU C 226 125.221 134.401 137.626 1.00 80.97 C -ATOM 17583 N VAL C 227 127.866 137.413 134.115 1.00 84.23 N -ATOM 17584 CA VAL C 227 128.304 137.544 132.729 1.00 84.23 C -ATOM 17585 C VAL C 227 129.222 138.753 132.602 1.00 84.23 C -ATOM 17586 O VAL C 227 128.867 139.855 133.034 1.00 84.23 O -ATOM 17587 CB VAL C 227 127.100 137.675 131.771 1.00 84.23 C -ATOM 17588 CG1 VAL C 227 127.549 138.019 130.360 1.00 84.23 C -ATOM 17589 CG2 VAL C 227 126.275 136.393 131.758 1.00 84.23 C -ATOM 17590 N ASP C 228 130.399 138.543 132.015 1.00 91.38 N -ATOM 17591 CA ASP C 228 131.275 139.617 131.570 1.00 91.38 C -ATOM 17592 C ASP C 228 131.360 139.579 130.049 1.00 91.38 C -ATOM 17593 O ASP C 228 131.417 138.500 129.450 1.00 91.38 O -ATOM 17594 CB ASP C 228 132.673 139.484 132.180 1.00 91.38 C -ATOM 17595 CG ASP C 228 133.467 140.780 132.124 1.00 91.38 C -ATOM 17596 OD1 ASP C 228 132.980 141.766 131.530 1.00 91.38 O -ATOM 17597 OD2 ASP C 228 134.588 140.809 132.674 1.00 91.38 O1- -ATOM 17598 N LEU C 229 131.365 140.756 129.424 1.00103.94 N -ATOM 17599 CA LEU C 229 131.351 140.821 127.971 1.00103.94 C -ATOM 17600 C LEU C 229 132.479 141.703 127.452 1.00103.94 C -ATOM 17601 O LEU C 229 132.734 142.781 128.001 1.00103.94 O -ATOM 17602 CB LEU C 229 130.005 141.353 127.457 1.00103.94 C -ATOM 17603 CG LEU C 229 128.789 140.462 127.716 1.00103.94 C -ATOM 17604 CD1 LEU C 229 127.506 141.157 127.286 1.00103.94 C -ATOM 17605 CD2 LEU C 229 128.945 139.123 127.013 1.00103.94 C -ATOM 17606 N PRO C 230 133.173 141.268 126.394 1.00109.03 N -ATOM 17607 CA PRO C 230 134.246 142.083 125.808 1.00109.03 C -ATOM 17608 C PRO C 230 133.766 143.022 124.711 1.00109.03 C -ATOM 17609 O PRO C 230 134.571 143.450 123.877 1.00109.03 O -ATOM 17610 CB PRO C 230 135.204 141.025 125.252 1.00109.03 C -ATOM 17611 CG PRO C 230 134.289 139.917 124.825 1.00109.03 C -ATOM 17612 CD PRO C 230 133.089 139.941 125.757 1.00109.03 C -ATOM 17613 N ILE C 231 132.460 143.317 124.696 1.00120.91 N -ATOM 17614 CA ILE C 231 131.797 143.905 123.530 1.00120.91 C -ATOM 17615 C ILE C 231 132.306 145.316 123.231 1.00120.91 C -ATOM 17616 O ILE C 231 132.460 145.691 122.063 1.00120.91 O -ATOM 17617 CB ILE C 231 130.269 143.874 123.728 1.00120.91 C -ATOM 17618 CG1 ILE C 231 129.890 144.407 125.113 1.00120.91 C -ATOM 17619 CG2 ILE C 231 129.736 142.463 123.537 1.00120.91 C -ATOM 17620 CD1 ILE C 231 128.411 144.570 125.324 1.00120.91 C -ATOM 17621 N GLY C 232 132.588 146.109 124.263 1.00129.18 N -ATOM 17622 CA GLY C 232 133.071 147.463 124.055 1.00129.18 C -ATOM 17623 C GLY C 232 132.062 148.415 123.451 1.00129.18 C -ATOM 17624 O GLY C 232 132.448 149.345 122.736 1.00129.18 O -ATOM 17625 N ILE C 233 130.776 148.211 123.722 1.00141.88 N -ATOM 17626 CA ILE C 233 129.701 148.979 123.104 1.00141.88 C -ATOM 17627 C ILE C 233 129.242 150.056 124.076 1.00141.88 C -ATOM 17628 O ILE C 233 128.940 149.764 125.241 1.00141.88 O -ATOM 17629 CB ILE C 233 128.532 148.064 122.700 1.00141.88 C -ATOM 17630 CG1 ILE C 233 128.997 147.037 121.667 1.00141.88 C -ATOM 17631 CG2 ILE C 233 127.362 148.875 122.157 1.00141.88 C -ATOM 17632 CD1 ILE C 233 128.002 145.930 121.418 1.00141.88 C -ATOM 17633 N ASN C 234 129.204 151.302 123.604 1.00144.49 N -ATOM 17634 CA ASN C 234 128.649 152.394 124.392 1.00144.49 C -ATOM 17635 C ASN C 234 127.147 152.199 124.564 1.00144.49 C -ATOM 17636 O ASN C 234 126.451 151.804 123.624 1.00144.49 O -ATOM 17637 CB ASN C 234 128.935 153.734 123.716 1.00144.49 C -ATOM 17638 CG ASN C 234 130.417 153.982 123.516 1.00144.49 C -ATOM 17639 OD1 ASN C 234 130.900 154.045 122.386 1.00144.49 O -ATOM 17640 ND2 ASN C 234 131.147 154.124 124.616 1.00144.49 N -ATOM 17641 N ILE C 235 126.655 152.427 125.780 1.00139.79 N -ATOM 17642 CA ILE C 235 125.238 152.288 126.103 1.00139.79 C -ATOM 17643 C ILE C 235 124.800 153.525 126.876 1.00139.79 C -ATOM 17644 O ILE C 235 125.395 153.857 127.908 1.00139.79 O -ATOM 17645 CB ILE C 235 124.950 151.013 126.918 1.00139.79 C -ATOM 17646 CG1 ILE C 235 125.207 149.757 126.081 1.00139.79 C -ATOM 17647 CG2 ILE C 235 123.524 151.018 127.440 1.00139.79 C -ATOM 17648 CD1 ILE C 235 125.232 148.482 126.882 1.00139.79 C -ATOM 17649 N THR C 236 123.763 154.206 126.380 1.00142.60 N -ATOM 17650 CA THR C 236 123.145 155.306 127.106 1.00142.60 C -ATOM 17651 C THR C 236 121.653 155.128 127.346 1.00142.60 C -ATOM 17652 O THR C 236 121.123 155.751 128.271 1.00142.60 O -ATOM 17653 CB THR C 236 123.360 156.640 126.371 1.00142.60 C -ATOM 17654 OG1 THR C 236 122.961 156.509 125.003 1.00142.60 O -ATOM 17655 CG2 THR C 236 124.820 157.063 126.435 1.00142.60 C -ATOM 17656 N ARG C 237 120.963 154.310 126.551 1.00154.20 N -ATOM 17657 CA ARG C 237 119.532 154.082 126.706 1.00154.20 C -ATOM 17658 C ARG C 237 119.258 152.589 126.816 1.00154.20 C -ATOM 17659 O ARG C 237 119.992 151.765 126.262 1.00154.20 O -ATOM 17660 CB ARG C 237 118.722 154.664 125.529 1.00154.20 C -ATOM 17661 CG ARG C 237 119.253 155.974 124.960 1.00154.20 C -ATOM 17662 CD ARG C 237 118.359 156.514 123.850 1.00154.20 C -ATOM 17663 NE ARG C 237 116.975 156.684 124.274 1.00154.20 N -ATOM 17664 CZ ARG C 237 116.514 157.739 124.933 1.00154.20 C -ATOM 17665 NH1 ARG C 237 117.300 158.754 125.251 1.00154.20 N1+ -ATOM 17666 NH2 ARG C 237 115.230 157.778 125.278 1.00154.20 N -ATOM 17667 N PHE C 238 118.189 152.248 127.536 1.00151.25 N -ATOM 17668 CA PHE C 238 117.788 150.856 127.690 1.00151.25 C -ATOM 17669 C PHE C 238 116.287 150.783 127.933 1.00151.25 C -ATOM 17670 O PHE C 238 115.647 151.768 128.309 1.00151.25 O -ATOM 17671 CB PHE C 238 118.560 150.166 128.825 1.00151.25 C -ATOM 17672 CG PHE C 238 117.942 150.335 130.185 1.00151.25 C -ATOM 17673 CD1 PHE C 238 117.994 151.556 130.840 1.00151.25 C -ATOM 17674 CD2 PHE C 238 117.331 149.262 130.819 1.00151.25 C -ATOM 17675 CE1 PHE C 238 117.433 151.709 132.096 1.00151.25 C -ATOM 17676 CE2 PHE C 238 116.767 149.408 132.074 1.00151.25 C -ATOM 17677 CZ PHE C 238 116.818 150.633 132.713 1.00151.25 C -ATOM 17678 N GLN C 239 115.736 149.590 127.711 1.00170.94 N -ATOM 17679 CA GLN C 239 114.297 149.375 127.826 1.00170.94 C -ATOM 17680 C GLN C 239 114.032 147.907 128.127 1.00170.94 C -ATOM 17681 O GLN C 239 114.611 147.028 127.484 1.00170.94 O -ATOM 17682 CB GLN C 239 113.583 149.804 126.537 1.00170.94 C -ATOM 17683 CG GLN C 239 112.127 149.377 126.437 1.00170.94 C -ATOM 17684 CD GLN C 239 111.459 149.870 125.170 1.00170.94 C -ATOM 17685 OE1 GLN C 239 112.126 150.191 124.187 1.00170.94 O -ATOM 17686 NE2 GLN C 239 110.133 149.932 125.187 1.00170.94 N -ATOM 17687 N THR C 240 113.165 147.643 129.102 1.00178.23 N -ATOM 17688 CA THR C 240 112.805 146.271 129.425 1.00178.23 C -ATOM 17689 C THR C 240 111.848 145.697 128.378 1.00178.23 C -ATOM 17690 O THR C 240 111.145 146.422 127.669 1.00178.23 O -ATOM 17691 CB THR C 240 112.184 146.188 130.822 1.00178.23 C -ATOM 17692 OG1 THR C 240 111.883 144.822 131.136 1.00178.23 O -ATOM 17693 CG2 THR C 240 110.915 147.024 130.910 1.00178.23 C -ATOM 17694 N LEU C 241 111.848 144.368 128.278 1.00182.13 N -ATOM 17695 CA LEU C 241 111.032 143.630 127.320 1.00182.13 C -ATOM 17696 C LEU C 241 110.234 142.578 128.072 1.00182.13 C -ATOM 17697 O LEU C 241 110.818 141.725 128.753 1.00182.13 O -ATOM 17698 CB LEU C 241 111.894 142.965 126.241 1.00182.13 C -ATOM 17699 CG LEU C 241 113.082 143.743 125.679 1.00182.13 C -ATOM 17700 CD1 LEU C 241 113.985 142.829 124.867 1.00182.13 C -ATOM 17701 CD2 LEU C 241 112.583 144.895 124.833 1.00182.13 C -ATOM 17702 N LEU C 242 108.913 142.626 127.921 1.00199.27 N -ATOM 17703 CA LEU C 242 107.978 141.753 128.605 1.00199.27 C -ATOM 17704 C LEU C 242 107.508 140.647 127.661 1.00199.27 C -ATOM 17705 O LEU C 242 108.013 140.492 126.544 1.00199.27 O -ATOM 17706 CB LEU C 242 106.799 142.574 129.132 1.00199.27 C -ATOM 17707 CG LEU C 242 107.140 143.830 129.934 1.00199.27 C -ATOM 17708 CD1 LEU C 242 105.914 144.715 130.086 1.00199.27 C -ATOM 17709 CD2 LEU C 242 107.706 143.463 131.290 1.00199.27 C -ATOM 17710 N ALA C 243 106.528 139.867 128.110 1.00198.96 N -ATOM 17711 CA ALA C 243 105.914 138.817 127.310 1.00198.96 C -ATOM 17712 C ALA C 243 104.412 139.050 127.249 1.00198.96 C -ATOM 17713 O ALA C 243 103.779 139.315 128.277 1.00198.96 O -ATOM 17714 CB ALA C 243 106.212 137.431 127.888 1.00198.96 C -ATOM 17715 N LEU C 244 103.845 138.952 126.048 1.00178.61 N -ATOM 17716 CA LEU C 244 102.424 139.175 125.831 1.00178.61 C -ATOM 17717 C LEU C 244 101.818 137.978 125.114 1.00178.61 C -ATOM 17718 O LEU C 244 102.415 137.434 124.180 1.00178.61 O -ATOM 17719 CB LEU C 244 102.177 140.451 125.016 1.00178.61 C -ATOM 17720 CG LEU C 244 102.501 141.777 125.707 1.00178.61 C -ATOM 17721 CD1 LEU C 244 102.244 142.946 124.769 1.00178.61 C -ATOM 17722 CD2 LEU C 244 101.695 141.925 126.988 1.00178.61 C -ATOM 17723 N HIS C 245 100.631 137.574 125.555 1.00161.11 N -ATOM 17724 CA HIS C 245 99.918 136.459 124.943 1.00161.11 C -ATOM 17725 C HIS C 245 98.440 136.788 124.766 1.00161.11 C -ATOM 17726 O HIS C 245 97.778 137.240 125.700 1.00161.11 O -ATOM 17727 CB HIS C 245 100.078 135.191 125.784 1.00161.11 C -ATOM 17728 CG HIS C 245 101.458 134.614 125.752 1.00161.11 C -ATOM 17729 ND1 HIS C 245 101.914 133.835 124.710 1.00161.11 N -ATOM 17730 CD2 HIS C 245 102.483 134.702 126.632 1.00161.11 C -ATOM 17731 CE1 HIS C 245 103.160 133.468 124.950 1.00161.11 C -ATOM 17732 NE2 HIS C 245 103.530 133.981 126.110 1.00161.11 N -ATOM 17733 N ALA C 263 102.986 141.750 138.597 1.00233.82 N -ATOM 17734 CA ALA C 263 104.379 141.965 138.224 1.00233.82 C -ATOM 17735 C ALA C 263 104.745 143.440 138.326 1.00233.82 C -ATOM 17736 O ALA C 263 104.036 144.299 137.804 1.00233.82 O -ATOM 17737 CB ALA C 263 104.635 141.452 136.817 1.00233.82 C -ATOM 17738 N ALA C 264 105.854 143.732 139.003 1.00215.46 N -ATOM 17739 CA ALA C 264 106.322 145.104 139.142 1.00215.46 C -ATOM 17740 C ALA C 264 107.841 145.123 139.083 1.00215.46 C -ATOM 17741 O ALA C 264 108.505 144.116 139.348 1.00215.46 O -ATOM 17742 CB ALA C 264 105.829 145.741 140.448 1.00215.46 C -ATOM 17743 N TYR C 265 108.396 146.281 138.725 1.00189.91 N -ATOM 17744 CA TYR C 265 109.844 146.410 138.683 1.00189.91 C -ATOM 17745 C TYR C 265 110.273 147.797 139.147 1.00189.91 C -ATOM 17746 O TYR C 265 109.475 148.735 139.236 1.00189.91 O -ATOM 17747 CB TYR C 265 110.411 146.074 137.290 1.00189.91 C -ATOM 17748 CG TYR C 265 109.979 146.944 136.132 1.00189.91 C -ATOM 17749 CD1 TYR C 265 108.807 146.674 135.435 1.00189.91 C -ATOM 17750 CD2 TYR C 265 110.778 147.994 135.693 1.00189.91 C -ATOM 17751 CE1 TYR C 265 108.420 147.451 134.357 1.00189.91 C -ATOM 17752 CE2 TYR C 265 110.401 148.776 134.615 1.00189.91 C -ATOM 17753 CZ TYR C 265 109.223 148.498 133.950 1.00189.91 C -ATOM 17754 OH TYR C 265 108.841 149.275 132.881 1.00189.91 O -ATOM 17755 N TYR C 266 111.554 147.885 139.495 1.00168.19 N -ATOM 17756 CA TYR C 266 112.151 149.056 140.116 1.00168.19 C -ATOM 17757 C TYR C 266 113.491 149.328 139.454 1.00168.19 C -ATOM 17758 O TYR C 266 114.282 148.404 139.239 1.00168.19 O -ATOM 17759 CB TYR C 266 112.355 148.854 141.623 1.00168.19 C -ATOM 17760 CG TYR C 266 111.141 148.331 142.358 1.00168.19 C -ATOM 17761 CD1 TYR C 266 110.167 149.198 142.837 1.00168.19 C -ATOM 17762 CD2 TYR C 266 110.975 146.967 142.581 1.00168.19 C -ATOM 17763 CE1 TYR C 266 109.058 148.722 143.514 1.00168.19 C -ATOM 17764 CE2 TYR C 266 109.868 146.483 143.253 1.00168.19 C -ATOM 17765 CZ TYR C 266 108.914 147.365 143.717 1.00168.19 C -ATOM 17766 OH TYR C 266 107.812 146.888 144.389 1.00168.19 O -ATOM 17767 N VAL C 267 113.744 150.599 139.149 1.00140.80 N -ATOM 17768 CA VAL C 267 114.947 151.024 138.437 1.00140.80 C -ATOM 17769 C VAL C 267 115.674 152.057 139.290 1.00140.80 C -ATOM 17770 O VAL C 267 115.083 153.067 139.688 1.00140.80 O -ATOM 17771 CB VAL C 267 114.615 151.597 137.049 1.00140.80 C -ATOM 17772 CG1 VAL C 267 115.856 152.193 136.400 1.00140.80 C -ATOM 17773 CG2 VAL C 267 114.010 150.523 136.155 1.00140.80 C -ATOM 17774 N GLY C 268 116.953 151.798 139.581 1.00116.33 N -ATOM 17775 CA GLY C 268 117.778 152.737 140.307 1.00116.33 C -ATOM 17776 C GLY C 268 119.089 152.964 139.575 1.00116.33 C -ATOM 17777 O GLY C 268 119.463 152.203 138.682 1.00116.33 O -ATOM 17778 N TYR C 269 119.794 154.014 139.985 1.00101.84 N -ATOM 17779 CA TYR C 269 120.992 154.455 139.286 1.00101.84 C -ATOM 17780 C TYR C 269 122.204 154.392 140.204 1.00101.84 C -ATOM 17781 O TYR C 269 122.143 154.813 141.363 1.00101.84 O -ATOM 17782 CB TYR C 269 120.808 155.873 138.746 1.00101.84 C -ATOM 17783 CG TYR C 269 119.941 155.911 137.512 1.00101.84 C -ATOM 17784 CD1 TYR C 269 120.432 155.490 136.283 1.00101.84 C -ATOM 17785 CD2 TYR C 269 118.623 156.348 137.580 1.00101.84 C -ATOM 17786 CE1 TYR C 269 119.640 155.512 135.154 1.00101.84 C -ATOM 17787 CE2 TYR C 269 117.822 156.375 136.454 1.00101.84 C -ATOM 17788 CZ TYR C 269 118.337 155.957 135.244 1.00101.84 C -ATOM 17789 OH TYR C 269 117.545 155.981 134.119 1.00101.84 O -ATOM 17790 N LEU C 270 123.304 153.862 139.674 1.00 90.30 N -ATOM 17791 CA LEU C 270 124.535 153.727 140.438 1.00 90.30 C -ATOM 17792 C LEU C 270 125.324 155.030 140.427 1.00 90.30 C -ATOM 17793 O LEU C 270 125.376 155.734 139.415 1.00 90.30 O -ATOM 17794 CB LEU C 270 125.395 152.597 139.872 1.00 90.30 C -ATOM 17795 CG LEU C 270 124.786 151.194 139.835 1.00 90.30 C -ATOM 17796 CD1 LEU C 270 125.838 150.171 139.439 1.00 90.30 C -ATOM 17797 CD2 LEU C 270 124.164 150.833 141.173 1.00 90.30 C -ATOM 17798 N GLN C 271 125.940 155.343 141.562 1.00 85.99 N -ATOM 17799 CA GLN C 271 126.771 156.523 141.734 1.00 85.99 C -ATOM 17800 C GLN C 271 128.076 156.124 142.405 1.00 85.99 C -ATOM 17801 O GLN C 271 128.123 155.112 143.110 1.00 85.99 O -ATOM 17802 CB GLN C 271 126.048 157.587 142.577 1.00 85.99 C -ATOM 17803 CG GLN C 271 124.850 158.213 141.883 1.00 85.99 C -ATOM 17804 CD GLN C 271 124.135 159.224 142.752 1.00 85.99 C -ATOM 17805 OE1 GLN C 271 124.764 159.968 143.504 1.00 85.99 O -ATOM 17806 NE2 GLN C 271 122.811 159.258 142.653 1.00 85.99 N -ATOM 17807 N PRO C 272 129.170 156.879 142.177 1.00 83.55 N -ATOM 17808 CA PRO C 272 130.434 156.554 142.857 1.00 83.55 C -ATOM 17809 C PRO C 272 130.374 156.793 144.358 1.00 83.55 C -ATOM 17810 O PRO C 272 130.303 157.937 144.816 1.00 83.55 O -ATOM 17811 CB PRO C 272 131.451 157.485 142.182 1.00 83.55 C -ATOM 17812 CG PRO C 272 130.639 158.555 141.538 1.00 83.55 C -ATOM 17813 CD PRO C 272 129.361 157.902 141.134 1.00 83.55 C -ATOM 17814 N ARG C 273 130.403 155.708 145.131 1.00 87.69 N -ATOM 17815 CA ARG C 273 130.277 155.767 146.577 1.00 87.69 C -ATOM 17816 C ARG C 273 131.320 154.861 147.215 1.00 87.69 C -ATOM 17817 O ARG C 273 131.822 153.915 146.597 1.00 87.69 O -ATOM 17818 CB ARG C 273 128.874 155.352 147.041 1.00 87.69 C -ATOM 17819 CG ARG C 273 127.788 156.380 146.774 1.00 87.69 C -ATOM 17820 CD ARG C 273 127.954 157.606 147.653 1.00 87.69 C -ATOM 17821 NE ARG C 273 126.762 158.446 147.636 1.00 87.69 N -ATOM 17822 CZ ARG C 273 125.727 158.289 148.449 1.00 87.69 C -ATOM 17823 NH1 ARG C 273 125.700 157.328 149.356 1.00 87.69 N1+ -ATOM 17824 NH2 ARG C 273 124.691 159.117 148.346 1.00 87.69 N -ATOM 17825 N THR C 274 131.631 155.163 148.473 1.00 89.02 N -ATOM 17826 CA THR C 274 132.557 154.374 149.273 1.00 89.02 C -ATOM 17827 C THR C 274 131.753 153.505 150.233 1.00 89.02 C -ATOM 17828 O THR C 274 130.945 154.018 151.014 1.00 89.02 O -ATOM 17829 CB THR C 274 133.522 155.280 150.039 1.00 89.02 C -ATOM 17830 OG1 THR C 274 134.341 156.000 149.110 1.00 89.02 O -ATOM 17831 CG2 THR C 274 134.415 154.463 150.958 1.00 89.02 C -ATOM 17832 N PHE C 275 131.974 152.196 150.167 1.00 89.61 N -ATOM 17833 CA PHE C 275 131.258 151.223 150.978 1.00 89.61 C -ATOM 17834 C PHE C 275 132.237 150.431 151.831 1.00 89.61 C -ATOM 17835 O PHE C 275 133.320 150.052 151.368 1.00 89.61 O -ATOM 17836 CB PHE C 275 130.451 150.258 150.102 1.00 89.61 C -ATOM 17837 CG PHE C 275 129.027 150.679 149.879 1.00 89.61 C -ATOM 17838 CD1 PHE C 275 128.729 151.950 149.413 1.00 89.61 C -ATOM 17839 CD2 PHE C 275 127.986 149.798 150.128 1.00 89.61 C -ATOM 17840 CE1 PHE C 275 127.418 152.336 149.202 1.00 89.61 C -ATOM 17841 CE2 PHE C 275 126.672 150.178 149.921 1.00 89.61 C -ATOM 17842 CZ PHE C 275 126.389 151.449 149.458 1.00 89.61 C -ATOM 17843 N LEU C 276 131.845 150.174 153.075 1.00 98.63 N -ATOM 17844 CA LEU C 276 132.597 149.322 153.992 1.00 98.63 C -ATOM 17845 C LEU C 276 131.853 147.993 154.076 1.00 98.63 C -ATOM 17846 O LEU C 276 130.839 147.880 154.770 1.00 98.63 O -ATOM 17847 CB LEU C 276 132.745 149.983 155.360 1.00 98.63 C -ATOM 17848 CG LEU C 276 133.419 149.163 156.461 1.00 98.63 C -ATOM 17849 CD1 LEU C 276 134.931 149.254 156.345 1.00 98.63 C -ATOM 17850 CD2 LEU C 276 132.956 149.628 157.829 1.00 98.63 C -ATOM 17851 N LEU C 277 132.357 146.993 153.360 1.00107.70 N -ATOM 17852 CA LEU C 277 131.714 145.692 153.273 1.00107.70 C -ATOM 17853 C LEU C 277 132.257 144.754 154.343 1.00107.70 C -ATOM 17854 O LEU C 277 133.459 144.741 154.629 1.00107.70 O -ATOM 17855 CB LEU C 277 131.927 145.085 151.885 1.00107.70 C -ATOM 17856 CG LEU C 277 131.749 146.043 150.706 1.00107.70 C -ATOM 17857 CD1 LEU C 277 132.407 145.487 149.452 1.00107.70 C -ATOM 17858 CD2 LEU C 277 130.277 146.328 150.460 1.00107.70 C -ATOM 17859 N LYS C 278 131.359 143.966 154.927 1.00116.20 N -ATOM 17860 CA LYS C 278 131.693 143.036 155.997 1.00116.20 C -ATOM 17861 C LYS C 278 131.703 141.616 155.444 1.00116.20 C -ATOM 17862 O LYS C 278 130.690 141.146 154.916 1.00116.20 O -ATOM 17863 CB LYS C 278 130.690 143.162 157.143 1.00116.20 C -ATOM 17864 CG LYS C 278 130.750 142.048 158.171 1.00116.20 C -ATOM 17865 CD LYS C 278 129.835 142.360 159.344 1.00116.20 C -ATOM 17866 CE LYS C 278 129.633 141.147 160.234 1.00116.20 C -ATOM 17867 NZ LYS C 278 128.544 141.373 161.224 1.00116.20 N1+ -ATOM 17868 N TYR C 279 132.843 140.941 155.563 1.00124.57 N -ATOM 17869 CA TYR C 279 133.008 139.572 155.095 1.00124.57 C -ATOM 17870 C TYR C 279 133.011 138.623 156.286 1.00124.57 C -ATOM 17871 O TYR C 279 133.781 138.813 157.235 1.00124.57 O -ATOM 17872 CB TYR C 279 134.310 139.416 154.308 1.00124.57 C -ATOM 17873 CG TYR C 279 134.309 140.063 152.943 1.00124.57 C -ATOM 17874 CD1 TYR C 279 134.699 141.387 152.780 1.00124.57 C -ATOM 17875 CD2 TYR C 279 133.936 139.343 151.815 1.00124.57 C -ATOM 17876 CE1 TYR C 279 134.707 141.980 151.529 1.00124.57 C -ATOM 17877 CE2 TYR C 279 133.940 139.926 150.561 1.00124.57 C -ATOM 17878 CZ TYR C 279 134.327 141.244 150.425 1.00124.57 C -ATOM 17879 OH TYR C 279 134.332 141.827 149.179 1.00124.57 O -ATOM 17880 N ASN C 280 132.166 137.596 156.221 1.00136.91 N -ATOM 17881 CA ASN C 280 132.085 136.575 157.254 1.00136.91 C -ATOM 17882 C ASN C 280 133.139 135.498 156.993 1.00136.91 C -ATOM 17883 O ASN C 280 134.072 135.693 156.210 1.00136.91 O -ATOM 17884 CB ASN C 280 130.666 136.007 157.335 1.00136.91 C -ATOM 17885 CG ASN C 280 130.282 135.178 156.116 1.00136.91 C -ATOM 17886 OD1 ASN C 280 130.813 135.360 155.021 1.00136.91 O -ATOM 17887 ND2 ASN C 280 129.344 134.258 156.309 1.00136.91 N -ATOM 17888 N GLU C 281 133.003 134.352 157.668 1.00147.20 N -ATOM 17889 CA GLU C 281 133.973 133.267 157.537 1.00147.20 C -ATOM 17890 C GLU C 281 133.970 132.652 156.141 1.00147.20 C -ATOM 17891 O GLU C 281 135.027 132.248 155.643 1.00147.20 O -ATOM 17892 CB GLU C 281 133.695 132.182 158.578 1.00147.20 C -ATOM 17893 CG GLU C 281 134.027 132.572 160.009 1.00147.20 C -ATOM 17894 CD GLU C 281 132.896 133.320 160.688 1.00147.20 C -ATOM 17895 OE1 GLU C 281 131.725 133.086 160.321 1.00147.20 O -ATOM 17896 OE2 GLU C 281 133.177 134.142 161.584 1.00147.20 O1- -ATOM 17897 N ASN C 282 132.807 132.571 155.498 1.00145.24 N -ATOM 17898 CA ASN C 282 132.684 131.949 154.187 1.00145.24 C -ATOM 17899 C ASN C 282 132.837 132.939 153.037 1.00145.24 C -ATOM 17900 O ASN C 282 132.676 132.548 151.877 1.00145.24 O -ATOM 17901 CB ASN C 282 131.341 131.224 154.074 1.00145.24 C -ATOM 17902 CG ASN C 282 131.018 130.401 155.305 1.00145.24 C -ATOM 17903 OD1 ASN C 282 130.354 130.874 156.227 1.00145.24 O -ATOM 17904 ND2 ASN C 282 131.488 129.159 155.326 1.00145.24 N -ATOM 17905 N GLY C 283 133.143 134.202 153.325 1.00133.39 N -ATOM 17906 CA GLY C 283 133.338 135.192 152.288 1.00133.39 C -ATOM 17907 C GLY C 283 132.085 135.892 151.812 1.00133.39 C -ATOM 17908 O GLY C 283 132.172 136.730 150.905 1.00133.39 O -ATOM 17909 N THR C 284 130.927 135.578 152.385 1.00126.26 N -ATOM 17910 CA THR C 284 129.684 136.234 152.005 1.00126.26 C -ATOM 17911 C THR C 284 129.635 137.635 152.604 1.00126.26 C -ATOM 17912 O THR C 284 129.998 137.834 153.767 1.00126.26 O -ATOM 17913 CB THR C 284 128.485 135.412 152.479 1.00126.26 C -ATOM 17914 OG1 THR C 284 128.710 134.027 152.188 1.00126.26 O -ATOM 17915 CG2 THR C 284 127.210 135.864 151.781 1.00126.26 C -ATOM 17916 N ILE C 285 129.200 138.607 151.806 1.00111.13 N -ATOM 17917 CA ILE C 285 129.030 139.968 152.306 1.00111.13 C -ATOM 17918 C ILE C 285 127.801 139.979 153.211 1.00111.13 C -ATOM 17919 O ILE C 285 126.664 139.901 152.739 1.00111.13 O -ATOM 17920 CB ILE C 285 128.900 140.980 151.163 1.00111.13 C -ATOM 17921 CG1 ILE C 285 130.189 141.003 150.336 1.00111.13 C -ATOM 17922 CG2 ILE C 285 128.604 142.369 151.714 1.00111.13 C -ATOM 17923 CD1 ILE C 285 130.211 142.053 149.244 1.00111.13 C -ATOM 17924 N THR C 286 128.035 140.056 154.522 1.00115.54 N -ATOM 17925 CA THR C 286 126.944 139.953 155.484 1.00115.54 C -ATOM 17926 C THR C 286 126.269 141.302 155.708 1.00115.54 C -ATOM 17927 O THR C 286 125.044 141.370 155.857 1.00115.54 O -ATOM 17928 CB THR C 286 127.471 139.382 156.803 1.00115.54 C -ATOM 17929 OG1 THR C 286 128.238 138.202 156.536 1.00115.54 O -ATOM 17930 CG2 THR C 286 126.323 139.012 157.734 1.00115.54 C -ATOM 17931 N ASP C 287 127.046 142.382 155.717 1.00113.54 N -ATOM 17932 CA ASP C 287 126.499 143.714 155.923 1.00113.54 C -ATOM 17933 C ASP C 287 127.403 144.729 155.240 1.00113.54 C -ATOM 17934 O ASP C 287 128.555 144.440 154.906 1.00113.54 O -ATOM 17935 CB ASP C 287 126.352 144.035 157.415 1.00113.54 C -ATOM 17936 CG ASP C 287 125.188 144.962 157.700 1.00113.54 C -ATOM 17937 OD1 ASP C 287 124.809 145.739 156.799 1.00113.54 O -ATOM 17938 OD2 ASP C 287 124.651 144.913 158.826 1.00113.54 O1- -ATOM 17939 N ALA C 288 126.862 145.928 155.030 1.00101.46 N -ATOM 17940 CA ALA C 288 127.603 146.998 154.381 1.00101.46 C -ATOM 17941 C ALA C 288 127.233 148.323 155.029 1.00101.46 C -ATOM 17942 O ALA C 288 126.143 148.474 155.588 1.00101.46 O -ATOM 17943 CB ALA C 288 127.324 147.045 152.875 1.00101.46 C -ATOM 17944 N VAL C 289 128.153 149.283 154.950 1.00 93.91 N -ATOM 17945 CA VAL C 289 127.972 150.605 155.539 1.00 93.91 C -ATOM 17946 C VAL C 289 128.277 151.642 154.466 1.00 93.91 C -ATOM 17947 O VAL C 289 129.359 151.620 153.866 1.00 93.91 O -ATOM 17948 CB VAL C 289 128.868 150.808 156.776 1.00 93.91 C -ATOM 17949 CG1 VAL C 289 129.026 152.281 157.111 1.00 93.91 C -ATOM 17950 CG2 VAL C 289 128.299 150.061 157.968 1.00 93.91 C -ATOM 17951 N ASP C 290 127.325 152.539 154.216 1.00 94.27 N -ATOM 17952 CA ASP C 290 127.495 153.608 153.241 1.00 94.27 C -ATOM 17953 C ASP C 290 128.132 154.806 153.936 1.00 94.27 C -ATOM 17954 O ASP C 290 127.525 155.405 154.828 1.00 94.27 O -ATOM 17955 CB ASP C 290 126.150 153.987 152.622 1.00 94.27 C -ATOM 17956 CG ASP C 290 126.294 154.816 151.360 1.00 94.27 C -ATOM 17957 OD1 ASP C 290 127.438 155.066 150.925 1.00 94.27 O -ATOM 17958 OD2 ASP C 290 125.255 155.215 150.795 1.00 94.27 O1- -ATOM 17959 N CYS C 291 129.342 155.168 153.507 1.00 92.29 N -ATOM 17960 CA CYS C 291 130.151 156.146 154.225 1.00 92.29 C -ATOM 17961 C CYS C 291 129.675 157.583 154.054 1.00 92.29 C -ATOM 17962 O CYS C 291 130.165 158.462 154.770 1.00 92.29 O -ATOM 17963 CB CYS C 291 131.609 156.036 153.777 1.00 92.29 C -ATOM 17964 SG CYS C 291 132.335 154.400 154.015 1.00 92.29 S -ATOM 17965 N ALA C 292 128.747 157.852 153.135 1.00 86.91 N -ATOM 17966 CA ALA C 292 128.296 159.212 152.868 1.00 86.91 C -ATOM 17967 C ALA C 292 126.826 159.424 153.214 1.00 86.91 C -ATOM 17968 O ALA C 292 126.231 160.417 152.785 1.00 86.91 O -ATOM 17969 CB ALA C 292 128.551 159.576 151.405 1.00 86.91 C -ATOM 17970 N LEU C 293 126.225 158.515 153.982 1.00 80.78 N -ATOM 17971 CA LEU C 293 124.804 158.637 154.293 1.00 80.78 C -ATOM 17972 C LEU C 293 124.563 159.595 155.457 1.00 80.78 C -ATOM 17973 O LEU C 293 123.923 160.638 155.293 1.00 80.78 O -ATOM 17974 CB LEU C 293 124.217 157.257 154.599 1.00 80.78 C -ATOM 17975 CG LEU C 293 122.745 157.235 155.012 1.00 80.78 C -ATOM 17976 CD1 LEU C 293 121.868 157.739 153.879 1.00 80.78 C -ATOM 17977 CD2 LEU C 293 122.330 155.836 155.433 1.00 80.78 C -ATOM 17978 N ASP C 294 125.071 159.257 156.634 1.00 79.77 N -ATOM 17979 CA ASP C 294 124.898 160.040 157.847 1.00 79.77 C -ATOM 17980 C ASP C 294 126.211 160.063 158.622 1.00 79.77 C -ATOM 17981 O ASP C 294 127.102 159.248 158.355 1.00 79.77 O -ATOM 17982 CB ASP C 294 123.704 159.510 158.672 1.00 79.77 C -ATOM 17983 CG ASP C 294 123.866 158.069 159.157 1.00 79.77 C -ATOM 17984 OD1 ASP C 294 124.864 157.398 158.848 1.00 79.77 O -ATOM 17985 OD2 ASP C 294 122.963 157.600 159.879 1.00 79.77 O1- -ATOM 17986 N PRO C 295 126.388 161.032 159.541 1.00 66.90 N -ATOM 17987 CA PRO C 295 127.646 161.090 160.314 1.00 66.90 C -ATOM 17988 C PRO C 295 127.947 159.868 161.168 1.00 66.90 C -ATOM 17989 O PRO C 295 129.123 159.625 161.460 1.00 66.90 O -ATOM 17990 CB PRO C 295 127.453 162.336 161.185 1.00 66.90 C -ATOM 17991 CG PRO C 295 126.610 163.214 160.370 1.00 66.90 C -ATOM 17992 CD PRO C 295 125.659 162.314 159.633 1.00 66.90 C -ATOM 17993 N LEU C 296 126.938 159.091 161.574 1.00 70.04 N -ATOM 17994 CA LEU C 296 127.212 157.852 162.299 1.00 70.04 C -ATOM 17995 C LEU C 296 127.933 156.839 161.414 1.00 70.04 C -ATOM 17996 O LEU C 296 128.922 156.227 161.838 1.00 70.04 O -ATOM 17997 CB LEU C 296 125.913 157.261 162.844 1.00 70.04 C -ATOM 17998 CG LEU C 296 126.043 155.954 163.631 1.00 70.04 C -ATOM 17999 CD1 LEU C 296 127.030 156.101 164.780 1.00 70.04 C -ATOM 18000 CD2 LEU C 296 124.687 155.499 164.145 1.00 70.04 C -ATOM 18001 N SER C 297 127.481 156.674 160.169 1.00 73.66 N -ATOM 18002 CA SER C 297 128.176 155.771 159.258 1.00 73.66 C -ATOM 18003 C SER C 297 129.483 156.374 158.764 1.00 73.66 C -ATOM 18004 O SER C 297 130.408 155.633 158.415 1.00 73.66 O -ATOM 18005 CB SER C 297 127.277 155.410 158.082 1.00 73.66 C -ATOM 18006 OG SER C 297 125.972 155.086 158.528 1.00 73.66 O -ATOM 18007 N GLU C 298 129.578 157.708 158.734 1.00 73.27 N -ATOM 18008 CA GLU C 298 130.858 158.358 158.464 1.00 73.27 C -ATOM 18009 C GLU C 298 131.878 158.038 159.554 1.00 73.27 C -ATOM 18010 O GLU C 298 133.042 157.740 159.259 1.00 73.27 O -ATOM 18011 CB GLU C 298 130.652 159.868 158.337 1.00 73.27 C -ATOM 18012 CG GLU C 298 131.928 160.684 158.242 1.00 73.27 C -ATOM 18013 CD GLU C 298 132.565 160.606 156.871 1.00 73.27 C -ATOM 18014 OE1 GLU C 298 132.169 161.393 155.985 1.00 73.27 O -ATOM 18015 OE2 GLU C 298 133.464 159.762 156.680 1.00 73.27 O1- -ATOM 18016 N THR C 299 131.445 158.064 160.819 1.00 71.86 N -ATOM 18017 CA THR C 299 132.309 157.679 161.932 1.00 71.86 C -ATOM 18018 C THR C 299 132.653 156.194 161.879 1.00 71.86 C -ATOM 18019 O THR C 299 133.774 155.800 162.223 1.00 71.86 O -ATOM 18020 CB THR C 299 131.631 158.016 163.259 1.00 71.86 C -ATOM 18021 OG1 THR C 299 131.065 159.328 163.186 1.00 71.86 O -ATOM 18022 CG2 THR C 299 132.632 157.978 164.400 1.00 71.86 C -ATOM 18023 N LYS C 300 131.692 155.361 161.462 1.00 75.62 N -ATOM 18024 CA LYS C 300 131.948 153.931 161.302 1.00 75.62 C -ATOM 18025 C LYS C 300 133.005 153.667 160.234 1.00 75.62 C -ATOM 18026 O LYS C 300 133.898 152.833 160.427 1.00 75.62 O -ATOM 18027 CB LYS C 300 130.651 153.202 160.955 1.00 75.62 C -ATOM 18028 CG LYS C 300 129.713 152.991 162.127 1.00 75.62 C -ATOM 18029 CD LYS C 300 128.426 152.318 161.679 1.00 75.62 C -ATOM 18030 CE LYS C 300 127.397 152.284 162.794 1.00 75.62 C -ATOM 18031 NZ LYS C 300 126.093 151.743 162.325 1.00 75.62 N1+ -ATOM 18032 N CYS C 301 132.929 154.381 159.109 1.00 79.52 N -ATOM 18033 CA CYS C 301 133.942 154.234 158.068 1.00 79.52 C -ATOM 18034 C CYS C 301 135.278 154.834 158.489 1.00 79.52 C -ATOM 18035 O CYS C 301 136.330 154.373 158.031 1.00 79.52 O -ATOM 18036 CB CYS C 301 133.463 154.879 156.770 1.00 79.52 C -ATOM 18037 SG CYS C 301 132.082 154.028 155.993 1.00 79.52 S -ATOM 18038 N THR C 302 135.257 155.866 159.336 1.00 77.83 N -ATOM 18039 CA THR C 302 136.502 156.433 159.848 1.00 77.83 C -ATOM 18040 C THR C 302 137.203 155.467 160.797 1.00 77.83 C -ATOM 18041 O THR C 302 138.428 155.307 160.738 1.00 77.83 O -ATOM 18042 CB THR C 302 136.219 157.763 160.548 1.00 77.83 C -ATOM 18043 OG1 THR C 302 135.404 158.583 159.702 1.00 77.83 O -ATOM 18044 CG2 THR C 302 137.515 158.497 160.853 1.00 77.83 C -ATOM 18045 N LEU C 303 136.442 154.806 161.668 1.00 78.31 N -ATOM 18046 CA LEU C 303 137.018 153.871 162.625 1.00 78.31 C -ATOM 18047 C LEU C 303 137.216 152.472 162.059 1.00 78.31 C -ATOM 18048 O LEU C 303 137.843 151.649 162.739 1.00 78.31 O -ATOM 18049 CB LEU C 303 136.139 153.783 163.874 1.00 78.31 C -ATOM 18050 CG LEU C 303 135.965 155.065 164.684 1.00 78.31 C -ATOM 18051 CD1 LEU C 303 134.908 154.871 165.755 1.00 78.31 C -ATOM 18052 CD2 LEU C 303 137.290 155.481 165.297 1.00 78.31 C -ATOM 18053 N LYS C 304 136.704 152.202 160.847 1.00 85.14 N -ATOM 18054 CA LYS C 304 136.718 150.876 160.209 1.00 85.14 C -ATOM 18055 C LYS C 304 136.075 149.818 161.103 1.00 85.14 C -ATOM 18056 O LYS C 304 136.569 148.696 161.224 1.00 85.14 O -ATOM 18057 CB LYS C 304 138.132 150.450 159.794 1.00 85.14 C -ATOM 18058 CG LYS C 304 138.912 151.491 159.009 1.00 85.14 C -ATOM 18059 CD LYS C 304 138.339 151.683 157.615 1.00 85.14 C -ATOM 18060 CE LYS C 304 139.049 152.804 156.874 1.00 85.14 C -ATOM 18061 NZ LYS C 304 138.675 154.147 157.395 1.00 85.14 N1+ -ATOM 18062 N SER C 305 134.969 150.185 161.747 1.00 94.80 N -ATOM 18063 CA SER C 305 134.291 149.296 162.677 1.00 94.80 C -ATOM 18064 C SER C 305 132.793 149.546 162.612 1.00 94.80 C -ATOM 18065 O SER C 305 132.345 150.677 162.407 1.00 94.80 O -ATOM 18066 CB SER C 305 134.797 149.492 164.110 1.00 94.80 C -ATOM 18067 OG SER C 305 133.854 149.010 165.052 1.00 94.80 O -ATOM 18068 N PHE C 306 132.022 148.474 162.788 1.00105.15 N -ATOM 18069 CA PHE C 306 130.569 148.574 162.815 1.00105.15 C -ATOM 18070 C PHE C 306 130.035 149.038 164.163 1.00105.15 C -ATOM 18071 O PHE C 306 128.866 149.429 164.247 1.00105.15 O -ATOM 18072 CB PHE C 306 129.938 147.226 162.456 1.00105.15 C -ATOM 18073 CG PHE C 306 129.749 147.012 160.980 1.00105.15 C -ATOM 18074 CD1 PHE C 306 130.831 147.044 160.112 1.00105.15 C -ATOM 18075 CD2 PHE C 306 128.486 146.773 160.461 1.00105.15 C -ATOM 18076 CE1 PHE C 306 130.657 146.845 158.754 1.00105.15 C -ATOM 18077 CE2 PHE C 306 128.304 146.573 159.105 1.00105.15 C -ATOM 18078 CZ PHE C 306 129.392 146.607 158.251 1.00105.15 C -ATOM 18079 N THR C 307 130.856 149.002 165.210 1.00100.72 N -ATOM 18080 CA THR C 307 130.461 149.414 166.549 1.00100.72 C -ATOM 18081 C THR C 307 131.297 150.619 166.954 1.00100.72 C -ATOM 18082 O THR C 307 132.530 150.562 166.922 1.00100.72 O -ATOM 18083 CB THR C 307 130.641 148.263 167.550 1.00100.72 C -ATOM 18084 OG1 THR C 307 129.618 147.282 167.340 1.00100.72 O -ATOM 18085 CG2 THR C 307 130.557 148.764 168.987 1.00100.72 C -ATOM 18086 N VAL C 308 130.626 151.706 167.327 1.00 84.88 N -ATOM 18087 CA VAL C 308 131.278 152.949 167.722 1.00 84.88 C -ATOM 18088 C VAL C 308 131.013 153.167 169.204 1.00 84.88 C -ATOM 18089 O VAL C 308 129.854 153.211 169.636 1.00 84.88 O -ATOM 18090 CB VAL C 308 130.779 154.138 166.887 1.00 84.88 C -ATOM 18091 CG1 VAL C 308 131.291 155.451 167.459 1.00 84.88 C -ATOM 18092 CG2 VAL C 308 131.211 153.983 165.441 1.00 84.88 C -ATOM 18093 N GLU C 309 132.083 153.301 169.983 1.00 70.92 N -ATOM 18094 CA GLU C 309 131.950 153.539 171.410 1.00 70.92 C -ATOM 18095 C GLU C 309 131.659 155.015 171.679 1.00 70.92 C -ATOM 18096 O GLU C 309 131.684 155.858 170.780 1.00 70.92 O -ATOM 18097 CB GLU C 309 133.211 153.094 172.148 1.00 70.92 C -ATOM 18098 CG GLU C 309 133.360 151.582 172.273 1.00 70.92 C -ATOM 18099 CD GLU C 309 132.558 151.002 173.425 1.00 70.92 C -ATOM 18100 OE1 GLU C 309 132.059 151.783 174.262 1.00 70.92 O -ATOM 18101 OE2 GLU C 309 132.427 149.762 173.495 1.00 70.92 O1- -ATOM 18102 N LYS C 310 131.380 155.318 172.944 1.00 56.45 N -ATOM 18103 CA LYS C 310 130.957 156.658 173.332 1.00 56.45 C -ATOM 18104 C LYS C 310 132.126 157.636 173.294 1.00 56.45 C -ATOM 18105 O LYS C 310 133.207 157.346 173.817 1.00 56.45 O -ATOM 18106 CB LYS C 310 130.351 156.625 174.734 1.00 56.45 C -ATOM 18107 CG LYS C 310 129.934 157.984 175.261 1.00 56.45 C -ATOM 18108 CD LYS C 310 130.139 158.082 176.755 1.00 56.45 C -ATOM 18109 CE LYS C 310 129.060 157.332 177.500 1.00 56.45 C -ATOM 18110 NZ LYS C 310 129.275 157.422 178.966 1.00 56.45 N1+ -ATOM 18111 N GLY C 311 131.913 158.791 172.677 1.00 50.38 N -ATOM 18112 CA GLY C 311 132.915 159.835 172.699 1.00 50.38 C -ATOM 18113 C GLY C 311 132.785 160.770 171.511 1.00 50.38 C -ATOM 18114 O GLY C 311 131.749 160.831 170.840 1.00 50.38 O -ATOM 18115 N ILE C 312 133.875 161.504 171.278 1.00 46.23 N -ATOM 18116 CA ILE C 312 134.000 162.441 170.168 1.00 46.23 C -ATOM 18117 C ILE C 312 135.044 161.889 169.199 1.00 46.23 C -ATOM 18118 O ILE C 312 136.079 161.353 169.619 1.00 46.23 O -ATOM 18119 CB ILE C 312 134.339 163.871 170.656 1.00 46.23 C -ATOM 18120 CG1 ILE C 312 134.218 164.893 169.519 1.00 46.23 C -ATOM 18121 CG2 ILE C 312 135.700 163.967 171.384 1.00 46.23 C -ATOM 18122 CD1 ILE C 312 134.225 166.340 169.999 1.00 46.23 C -ATOM 18123 N TYR C 313 134.715 161.913 167.912 1.00 50.46 N -ATOM 18124 CA TYR C 313 135.588 161.394 166.867 1.00 50.46 C -ATOM 18125 C TYR C 313 135.688 162.406 165.737 1.00 50.46 C -ATOM 18126 O TYR C 313 134.666 162.900 165.256 1.00 50.46 O -ATOM 18127 CB TYR C 313 135.070 160.056 166.328 1.00 50.46 C -ATOM 18128 CG TYR C 313 135.018 158.943 167.352 1.00 50.46 C -ATOM 18129 CD1 TYR C 313 136.111 158.108 167.553 1.00 50.46 C -ATOM 18130 CD2 TYR C 313 133.875 158.720 168.111 1.00 50.46 C -ATOM 18131 CE1 TYR C 313 136.070 157.085 168.484 1.00 50.46 C -ATOM 18132 CE2 TYR C 313 133.824 157.700 169.046 1.00 50.46 C -ATOM 18133 CZ TYR C 313 134.924 156.887 169.227 1.00 50.46 C -ATOM 18134 OH TYR C 313 134.876 155.873 170.155 1.00 50.46 O -ATOM 18135 N GLN C 314 136.908 162.706 165.304 1.00 57.66 N -ATOM 18136 CA GLN C 314 137.090 163.591 164.163 1.00 57.66 C -ATOM 18137 C GLN C 314 136.796 162.838 162.872 1.00 57.66 C -ATOM 18138 O GLN C 314 137.196 161.682 162.705 1.00 57.66 O -ATOM 18139 CB GLN C 314 138.508 164.158 164.140 1.00 57.66 C -ATOM 18140 CG GLN C 314 138.674 165.368 163.233 1.00 57.66 C -ATOM 18141 CD GLN C 314 139.729 166.328 163.739 1.00 57.66 C -ATOM 18142 OE1 GLN C 314 140.209 166.199 164.864 1.00 57.66 O -ATOM 18143 NE2 GLN C 314 140.094 167.299 162.910 1.00 57.66 N -ATOM 18144 N THR C 315 136.087 163.496 161.960 1.00 55.68 N -ATOM 18145 CA THR C 315 135.679 162.931 160.682 1.00 55.68 C -ATOM 18146 C THR C 315 136.179 163.838 159.558 1.00 55.68 C -ATOM 18147 O THR C 315 137.026 164.712 159.771 1.00 55.68 O -ATOM 18148 CB THR C 315 134.159 162.746 160.617 1.00 55.68 C -ATOM 18149 OG1 THR C 315 133.509 163.994 160.883 1.00 55.68 O -ATOM 18150 CG2 THR C 315 133.691 161.704 161.621 1.00 55.68 C -ATOM 18151 N SER C 316 135.670 163.591 158.351 1.00 61.43 N -ATOM 18152 CA SER C 316 136.088 164.340 157.172 1.00 61.43 C -ATOM 18153 C SER C 316 135.679 165.805 157.273 1.00 61.43 C -ATOM 18154 O SER C 316 134.597 166.135 157.766 1.00 61.43 O -ATOM 18155 CB SER C 316 135.489 163.717 155.912 1.00 61.43 C -ATOM 18156 OG SER C 316 135.717 164.536 154.778 1.00 61.43 O -ATOM 18157 N ASN C 317 136.563 166.682 156.805 1.00 55.13 N -ATOM 18158 CA ASN C 317 136.365 168.117 156.922 1.00 55.13 C -ATOM 18159 C ASN C 317 135.308 168.594 155.928 1.00 55.13 C -ATOM 18160 O ASN C 317 134.980 167.916 154.951 1.00 55.13 O -ATOM 18161 CB ASN C 317 137.683 168.849 156.686 1.00 55.13 C -ATOM 18162 CG ASN C 317 138.782 168.381 157.617 1.00 55.13 C -ATOM 18163 OD1 ASN C 317 138.567 168.218 158.817 1.00 55.13 O -ATOM 18164 ND2 ASN C 317 139.967 168.154 157.065 1.00 55.13 N -ATOM 18165 N PHE C 318 134.777 169.786 156.182 1.00 57.07 N -ATOM 18166 CA PHE C 318 133.782 170.390 155.311 1.00 57.07 C -ATOM 18167 C PHE C 318 134.344 171.676 154.722 1.00 57.07 C -ATOM 18168 O PHE C 318 135.151 172.364 155.352 1.00 57.07 O -ATOM 18169 CB PHE C 318 132.468 170.679 156.062 1.00 57.07 C -ATOM 18170 CG PHE C 318 132.480 171.962 156.847 1.00 57.07 C -ATOM 18171 CD1 PHE C 318 133.201 172.063 158.025 1.00 57.07 C -ATOM 18172 CD2 PHE C 318 131.754 173.064 156.411 1.00 57.07 C -ATOM 18173 CE1 PHE C 318 133.214 173.243 158.747 1.00 57.07 C -ATOM 18174 CE2 PHE C 318 131.763 174.245 157.127 1.00 57.07 C -ATOM 18175 CZ PHE C 318 132.492 174.333 158.297 1.00 57.07 C -ATOM 18176 N ARG C 319 133.946 171.972 153.485 1.00 61.01 N -ATOM 18177 CA ARG C 319 134.304 173.213 152.811 1.00 61.01 C -ATOM 18178 C ARG C 319 133.055 173.829 152.201 1.00 61.01 C -ATOM 18179 O ARG C 319 132.183 173.113 151.698 1.00 61.01 O -ATOM 18180 CB ARG C 319 135.360 173.001 151.704 1.00 61.01 C -ATOM 18181 CG ARG C 319 136.439 171.975 152.014 1.00 61.01 C -ATOM 18182 CD ARG C 319 137.753 172.302 151.326 1.00 61.01 C -ATOM 18183 NE ARG C 319 138.693 171.189 151.401 1.00 61.01 N -ATOM 18184 CZ ARG C 319 139.443 170.906 152.458 1.00 61.01 C -ATOM 18185 NH1 ARG C 319 139.415 171.654 153.550 1.00 61.01 N1+ -ATOM 18186 NH2 ARG C 319 140.245 169.846 152.418 1.00 61.01 N -ATOM 18187 N VAL C 320 132.969 175.157 152.248 1.00 68.53 N -ATOM 18188 CA VAL C 320 131.870 175.858 151.594 1.00 68.53 C -ATOM 18189 C VAL C 320 132.121 175.855 150.091 1.00 68.53 C -ATOM 18190 O VAL C 320 133.151 176.350 149.618 1.00 68.53 O -ATOM 18191 CB VAL C 320 131.724 177.284 152.140 1.00 68.53 C -ATOM 18192 CG1 VAL C 320 130.816 178.113 151.243 1.00 68.53 C -ATOM 18193 CG2 VAL C 320 131.175 177.248 153.554 1.00 68.53 C -ATOM 18194 N GLN C 321 131.185 175.284 149.338 1.00 77.55 N -ATOM 18195 CA GLN C 321 131.352 175.162 147.901 1.00 77.55 C -ATOM 18196 C GLN C 321 131.145 176.513 147.217 1.00 77.55 C -ATOM 18197 O GLN C 321 130.339 177.330 147.672 1.00 77.55 O -ATOM 18198 CB GLN C 321 130.369 174.138 147.338 1.00 77.55 C -ATOM 18199 CG GLN C 321 130.675 172.705 147.736 1.00 77.55 C -ATOM 18200 CD GLN C 321 131.968 172.195 147.131 1.00 77.55 C -ATOM 18201 OE1 GLN C 321 132.309 172.526 145.996 1.00 77.55 O -ATOM 18202 NE2 GLN C 321 132.697 171.384 147.889 1.00 77.55 N -ATOM 18203 N PRO C 322 131.879 176.782 146.136 1.00 83.44 N -ATOM 18204 CA PRO C 322 131.641 178.012 145.374 1.00 83.44 C -ATOM 18205 C PRO C 322 130.305 177.974 144.649 1.00 83.44 C -ATOM 18206 O PRO C 322 129.791 176.910 144.296 1.00 83.44 O -ATOM 18207 CB PRO C 322 132.812 178.050 144.386 1.00 83.44 C -ATOM 18208 CG PRO C 322 133.216 176.627 144.237 1.00 83.44 C -ATOM 18209 CD PRO C 322 133.013 176.014 145.593 1.00 83.44 C -ATOM 18210 N THR C 323 129.744 179.162 144.429 1.00 86.22 N -ATOM 18211 CA THR C 323 128.408 179.278 143.853 1.00 86.22 C -ATOM 18212 C THR C 323 128.452 179.407 142.331 1.00 86.22 C -ATOM 18213 O THR C 323 127.884 178.575 141.617 1.00 86.22 O -ATOM 18214 CB THR C 323 127.675 180.471 144.477 1.00 86.22 C -ATOM 18215 OG1 THR C 323 127.931 180.507 145.887 1.00 86.22 O -ATOM 18216 CG2 THR C 323 126.177 180.358 144.242 1.00 86.22 C -ATOM 18217 N GLU C 324 129.120 180.440 141.823 1.00 95.90 N -ATOM 18218 CA GLU C 324 129.250 180.655 140.388 1.00 95.90 C -ATOM 18219 C GLU C 324 130.708 180.944 140.048 1.00 95.90 C -ATOM 18220 O GLU C 324 131.578 180.990 140.923 1.00 95.90 O -ATOM 18221 CB GLU C 324 128.338 181.791 139.904 1.00 95.90 C -ATOM 18222 CG GLU C 324 128.770 183.183 140.339 1.00 95.90 C -ATOM 18223 CD GLU C 324 128.009 183.677 141.551 1.00 95.90 C -ATOM 18224 OE1 GLU C 324 127.321 182.861 142.196 1.00 95.90 O -ATOM 18225 OE2 GLU C 324 128.097 184.883 141.859 1.00 95.90 O1- -ATOM 18226 N SER C 325 130.973 181.137 138.759 1.00103.93 N -ATOM 18227 CA SER C 325 132.312 181.401 138.256 1.00103.93 C -ATOM 18228 C SER C 325 132.382 182.803 137.668 1.00103.93 C -ATOM 18229 O SER C 325 131.454 183.249 136.987 1.00103.93 O -ATOM 18230 CB SER C 325 132.713 180.371 137.197 1.00103.93 C -ATOM 18231 OG SER C 325 131.783 180.355 136.128 1.00103.93 O -ATOM 18232 N ILE C 326 133.487 183.494 137.938 1.00109.67 N -ATOM 18233 CA ILE C 326 133.728 184.848 137.459 1.00109.67 C -ATOM 18234 C ILE C 326 134.965 184.817 136.576 1.00109.67 C -ATOM 18235 O ILE C 326 136.008 184.296 136.983 1.00109.67 O -ATOM 18236 CB ILE C 326 133.919 185.837 138.624 1.00109.67 C -ATOM 18237 CG1 ILE C 326 132.755 185.743 139.613 1.00109.67 C -ATOM 18238 CG2 ILE C 326 134.062 187.258 138.103 1.00109.67 C -ATOM 18239 CD1 ILE C 326 131.407 186.053 139.011 1.00109.67 C -ATOM 18240 N VAL C 327 134.843 185.350 135.364 1.00121.88 N -ATOM 18241 CA VAL C 327 135.962 185.505 134.443 1.00121.88 C -ATOM 18242 C VAL C 327 136.155 186.996 134.212 1.00121.88 C -ATOM 18243 O VAL C 327 135.183 187.713 133.948 1.00121.88 O -ATOM 18244 CB VAL C 327 135.718 184.770 133.111 1.00121.88 C -ATOM 18245 CG1 VAL C 327 136.988 184.741 132.277 1.00121.88 C -ATOM 18246 CG2 VAL C 327 135.207 183.357 133.359 1.00121.88 C -ATOM 18247 N ARG C 328 137.394 187.469 134.332 1.00139.59 N -ATOM 18248 CA ARG C 328 137.666 188.890 134.170 1.00139.59 C -ATOM 18249 C ARG C 328 138.917 189.079 133.327 1.00139.59 C -ATOM 18250 O ARG C 328 139.932 188.415 133.557 1.00139.59 O -ATOM 18251 CB ARG C 328 137.809 189.571 135.535 1.00139.59 C -ATOM 18252 CG ARG C 328 138.122 191.049 135.470 1.00139.59 C -ATOM 18253 CD ARG C 328 136.976 191.833 134.857 1.00139.59 C -ATOM 18254 NE ARG C 328 135.764 191.804 135.665 1.00139.59 N -ATOM 18255 CZ ARG C 328 134.577 192.210 135.235 1.00139.59 C -ATOM 18256 NH1 ARG C 328 134.413 192.701 134.018 1.00139.59 N1+ -ATOM 18257 NH2 ARG C 328 133.527 192.120 136.045 1.00139.59 N -ATOM 18258 N PHE C 329 138.837 189.987 132.361 1.00136.75 N -ATOM 18259 CA PHE C 329 139.891 190.197 131.381 1.00136.75 C -ATOM 18260 C PHE C 329 139.823 191.647 130.924 1.00136.75 C -ATOM 18261 O PHE C 329 138.769 192.283 131.038 1.00136.75 O -ATOM 18262 CB PHE C 329 139.727 189.238 130.193 1.00136.75 C -ATOM 18263 CG PHE C 329 140.411 187.916 130.387 1.00136.75 C -ATOM 18264 CD1 PHE C 329 141.781 187.797 130.229 1.00136.75 C -ATOM 18265 CD2 PHE C 329 139.679 186.790 130.730 1.00136.75 C -ATOM 18266 CE1 PHE C 329 142.411 186.577 130.410 1.00136.75 C -ATOM 18267 CE2 PHE C 329 140.301 185.568 130.910 1.00136.75 C -ATOM 18268 CZ PHE C 329 141.669 185.462 130.750 1.00136.75 C -ATOM 18269 N PRO C 330 140.935 192.211 130.440 1.00145.71 N -ATOM 18270 CA PRO C 330 140.888 193.578 129.903 1.00145.71 C -ATOM 18271 C PRO C 330 140.052 193.665 128.636 1.00145.71 C -ATOM 18272 O PRO C 330 139.923 192.702 127.876 1.00145.71 O -ATOM 18273 CB PRO C 330 142.360 193.903 129.621 1.00145.71 C -ATOM 18274 CG PRO C 330 143.036 192.578 129.536 1.00145.71 C -ATOM 18275 CD PRO C 330 142.322 191.724 130.532 1.00145.71 C -ATOM 18276 N ASN C 331 139.475 194.844 128.418 1.00162.37 N -ATOM 18277 CA ASN C 331 138.490 195.042 127.354 1.00162.37 C -ATOM 18278 C ASN C 331 139.137 195.445 126.030 1.00162.37 C -ATOM 18279 O ASN C 331 138.755 196.436 125.409 1.00162.37 O -ATOM 18280 CB ASN C 331 137.452 196.071 127.798 1.00162.37 C -ATOM 18281 CG ASN C 331 138.073 197.359 128.340 1.00162.37 C -ATOM 18282 OD1 ASN C 331 139.255 197.640 128.133 1.00162.37 O -ATOM 18283 ND2 ASN C 331 137.260 198.151 129.040 1.00162.37 N -ATOM 18284 N ILE C 332 140.120 194.679 125.583 1.00124.43 N -ATOM 18285 CA ILE C 332 140.772 194.939 124.306 1.00124.43 C -ATOM 18286 C ILE C 332 140.089 194.102 123.229 1.00124.43 C -ATOM 18287 O ILE C 332 139.631 192.979 123.481 1.00124.43 O -ATOM 18288 CB ILE C 332 142.295 194.681 124.399 1.00124.43 C -ATOM 18289 CG1 ILE C 332 143.037 195.304 123.211 1.00124.43 C -ATOM 18290 CG2 ILE C 332 142.639 193.204 124.592 1.00124.43 C -ATOM 18291 CD1 ILE C 332 142.925 196.811 123.142 1.00124.43 C -ATOM 18292 N THR C 333 139.949 194.685 122.035 1.00114.84 N -ATOM 18293 CA THR C 333 139.228 194.048 120.939 1.00114.84 C -ATOM 18294 C THR C 333 140.047 193.891 119.666 1.00114.84 C -ATOM 18295 O THR C 333 139.594 193.191 118.754 1.00114.84 O -ATOM 18296 CB THR C 333 137.950 194.835 120.591 1.00114.84 C -ATOM 18297 OG1 THR C 333 138.300 196.159 120.168 1.00114.84 O -ATOM 18298 CG2 THR C 333 137.000 194.915 121.783 1.00114.84 C -ATOM 18299 N ASN C 334 141.214 194.522 119.563 1.00108.64 N -ATOM 18300 CA ASN C 334 142.038 194.392 118.370 1.00108.64 C -ATOM 18301 C ASN C 334 142.668 193.008 118.288 1.00108.64 C -ATOM 18302 O ASN C 334 142.898 192.342 119.299 1.00108.64 O -ATOM 18303 CB ASN C 334 143.125 195.466 118.348 1.00108.64 C -ATOM 18304 CG ASN C 334 142.555 196.864 118.244 1.00108.64 C -ATOM 18305 OD1 ASN C 334 141.647 197.115 117.451 1.00108.64 O -ATOM 18306 ND2 ASN C 334 143.083 197.784 119.043 1.00108.64 N -ATOM 18307 N LEU C 335 142.934 192.574 117.061 1.00103.72 N -ATOM 18308 CA LEU C 335 143.521 191.269 116.808 1.00103.72 C -ATOM 18309 C LEU C 335 145.010 191.454 116.554 1.00103.72 C -ATOM 18310 O LEU C 335 145.420 192.364 115.826 1.00103.72 O -ATOM 18311 CB LEU C 335 142.818 190.586 115.626 1.00103.72 C -ATOM 18312 CG LEU C 335 143.059 189.133 115.192 1.00103.72 C -ATOM 18313 CD1 LEU C 335 141.793 188.638 114.506 1.00103.72 C -ATOM 18314 CD2 LEU C 335 144.244 188.952 114.251 1.00103.72 C -ATOM 18315 N CYS C 336 145.811 190.594 117.176 1.00106.14 N -ATOM 18316 CA CYS C 336 147.255 190.762 117.188 1.00106.14 C -ATOM 18317 C CYS C 336 147.850 190.508 115.804 1.00106.14 C -ATOM 18318 O CYS C 336 147.339 189.682 115.046 1.00106.14 O -ATOM 18319 CB CYS C 336 147.878 189.822 118.214 1.00106.14 C -ATOM 18320 SG CYS C 336 147.557 190.311 119.919 1.00106.14 S -ATOM 18321 N PRO C 337 148.943 191.212 115.448 1.00108.52 N -ATOM 18322 CA PRO C 337 149.502 191.075 114.094 1.00108.52 C -ATOM 18323 C PRO C 337 150.184 189.739 113.833 1.00108.52 C -ATOM 18324 O PRO C 337 151.407 189.676 113.672 1.00108.52 O -ATOM 18325 CB PRO C 337 150.509 192.232 114.013 1.00108.52 C -ATOM 18326 CG PRO C 337 150.828 192.573 115.429 1.00108.52 C -ATOM 18327 CD PRO C 337 149.572 192.318 116.193 1.00108.52 C -ATOM 18328 N PHE C 338 149.397 188.666 113.787 1.00113.48 N -ATOM 18329 CA PHE C 338 149.869 187.359 113.358 1.00113.48 C -ATOM 18330 C PHE C 338 149.684 187.143 111.865 1.00113.48 C -ATOM 18331 O PHE C 338 150.099 186.103 111.345 1.00113.48 O -ATOM 18332 CB PHE C 338 149.154 186.255 114.142 1.00113.48 C -ATOM 18333 CG PHE C 338 149.661 186.090 115.542 1.00113.48 C -ATOM 18334 CD1 PHE C 338 150.859 185.437 115.787 1.00113.48 C -ATOM 18335 CD2 PHE C 338 148.956 186.617 116.612 1.00113.48 C -ATOM 18336 CE1 PHE C 338 151.334 185.292 117.078 1.00113.48 C -ATOM 18337 CE2 PHE C 338 149.427 186.479 117.903 1.00113.48 C -ATOM 18338 CZ PHE C 338 150.617 185.815 118.137 1.00113.48 C -ATOM 18339 N ASP C 339 149.063 188.096 111.174 1.00126.80 N -ATOM 18340 CA ASP C 339 149.014 188.121 109.721 1.00126.80 C -ATOM 18341 C ASP C 339 150.051 189.070 109.138 1.00126.80 C -ATOM 18342 O ASP C 339 149.989 189.392 107.948 1.00126.80 O -ATOM 18343 CB ASP C 339 147.612 188.500 109.243 1.00126.80 C -ATOM 18344 CG ASP C 339 146.546 187.564 109.777 1.00126.80 C -ATOM 18345 OD1 ASP C 339 146.721 186.333 109.655 1.00126.80 O -ATOM 18346 OD2 ASP C 339 145.536 188.058 110.319 1.00126.80 O1- -ATOM 18347 N GLU C 340 150.980 189.548 109.964 1.00126.37 N -ATOM 18348 CA GLU C 340 152.195 190.212 109.513 1.00126.37 C -ATOM 18349 C GLU C 340 153.397 189.281 109.549 1.00126.37 C -ATOM 18350 O GLU C 340 154.207 189.282 108.617 1.00126.37 O -ATOM 18351 CB GLU C 340 152.469 191.455 110.367 1.00126.37 C -ATOM 18352 CG GLU C 340 151.823 192.739 109.843 1.00126.37 C -ATOM 18353 CD GLU C 340 150.335 192.862 110.156 1.00126.37 C -ATOM 18354 OE1 GLU C 340 149.755 191.952 110.787 1.00126.37 O -ATOM 18355 OE2 GLU C 340 149.738 193.885 109.761 1.00126.37 O1- -ATOM 18356 N VAL C 341 153.529 188.485 110.608 1.00133.93 N -ATOM 18357 CA VAL C 341 154.399 187.317 110.574 1.00133.93 C -ATOM 18358 C VAL C 341 153.688 186.220 109.795 1.00133.93 C -ATOM 18359 O VAL C 341 152.459 186.233 109.656 1.00133.93 O -ATOM 18360 CB VAL C 341 154.778 186.858 111.996 1.00133.93 C -ATOM 18361 CG1 VAL C 341 155.619 187.920 112.686 1.00133.93 C -ATOM 18362 CG2 VAL C 341 153.532 186.547 112.808 1.00133.93 C -ATOM 18363 N PHE C 342 154.479 185.303 109.223 1.00151.26 N -ATOM 18364 CA PHE C 342 154.081 184.238 108.296 1.00151.26 C -ATOM 18365 C PHE C 342 153.461 184.758 106.998 1.00151.26 C -ATOM 18366 O PHE C 342 152.934 183.962 106.212 1.00151.26 O -ATOM 18367 CB PHE C 342 153.117 183.222 108.937 1.00151.26 C -ATOM 18368 CG PHE C 342 153.633 182.590 110.195 1.00151.26 C -ATOM 18369 CD1 PHE C 342 154.731 181.745 110.166 1.00151.26 C -ATOM 18370 CD2 PHE C 342 153.002 182.828 111.407 1.00151.26 C -ATOM 18371 CE1 PHE C 342 155.199 181.156 111.328 1.00151.26 C -ATOM 18372 CE2 PHE C 342 153.463 182.244 112.572 1.00151.26 C -ATOM 18373 CZ PHE C 342 154.561 181.406 112.532 1.00151.26 C -ATOM 18374 N ASN C 343 153.507 186.068 106.742 1.00155.76 N -ATOM 18375 CA ASN C 343 152.832 186.649 105.593 1.00155.76 C -ATOM 18376 C ASN C 343 153.621 187.756 104.912 1.00155.76 C -ATOM 18377 O ASN C 343 153.091 188.378 103.985 1.00155.76 O -ATOM 18378 CB ASN C 343 151.458 187.196 106.005 1.00155.76 C -ATOM 18379 CG ASN C 343 150.408 186.113 106.115 1.00155.76 C -ATOM 18380 OD1 ASN C 343 150.326 185.410 107.124 1.00155.76 O -ATOM 18381 ND2 ASN C 343 149.595 185.977 105.071 1.00155.76 N -ATOM 18382 N ALA C 344 154.847 188.037 105.343 1.00188.55 N -ATOM 18383 CA ALA C 344 155.648 189.066 104.702 1.00188.55 C -ATOM 18384 C ALA C 344 156.124 188.595 103.331 1.00188.55 C -ATOM 18385 O ALA C 344 156.132 187.399 103.023 1.00188.55 O -ATOM 18386 CB ALA C 344 156.843 189.444 105.576 1.00188.55 C -ATOM 18387 N THR C 345 156.495 189.568 102.494 1.00217.59 N -ATOM 18388 CA THR C 345 156.978 189.263 101.150 1.00217.59 C -ATOM 18389 C THR C 345 158.302 188.509 101.192 1.00217.59 C -ATOM 18390 O THR C 345 158.516 187.574 100.412 1.00217.59 O -ATOM 18391 CB THR C 345 157.122 190.551 100.341 1.00217.59 C -ATOM 18392 OG1 THR C 345 158.114 191.389 100.947 1.00217.59 O -ATOM 18393 CG2 THR C 345 155.798 191.299 100.296 1.00217.59 C -ATOM 18394 N ARG C 346 159.196 188.896 102.098 1.00228.54 N -ATOM 18395 CA ARG C 346 160.460 188.192 102.280 1.00228.54 C -ATOM 18396 C ARG C 346 160.908 188.370 103.720 1.00228.54 C -ATOM 18397 O ARG C 346 161.049 189.504 104.188 1.00228.54 O -ATOM 18398 CB ARG C 346 161.529 188.712 101.317 1.00228.54 C -ATOM 18399 CG ARG C 346 162.880 188.042 101.490 1.00228.54 C -ATOM 18400 CD ARG C 346 164.006 188.934 101.004 1.00228.54 C -ATOM 18401 NE ARG C 346 165.235 188.708 101.754 1.00228.54 N -ATOM 18402 CZ ARG C 346 166.379 189.336 101.525 1.00228.54 C -ATOM 18403 NH1 ARG C 346 166.491 190.238 100.563 1.00228.54 N1+ -ATOM 18404 NH2 ARG C 346 167.438 189.051 102.277 1.00228.54 N -ATOM 18405 N PHE C 347 161.124 187.259 104.419 1.00206.58 N -ATOM 18406 CA PHE C 347 161.664 187.330 105.766 1.00206.58 C -ATOM 18407 C PHE C 347 163.142 187.706 105.728 1.00206.58 C -ATOM 18408 O PHE C 347 163.821 187.587 104.704 1.00206.58 O -ATOM 18409 CB PHE C 347 161.485 186.001 106.498 1.00206.58 C -ATOM 18410 CG PHE C 347 160.140 185.828 107.147 1.00206.58 C -ATOM 18411 CD1 PHE C 347 159.145 186.784 107.003 1.00206.58 C -ATOM 18412 CD2 PHE C 347 159.875 184.698 107.906 1.00206.58 C -ATOM 18413 CE1 PHE C 347 157.912 186.615 107.606 1.00206.58 C -ATOM 18414 CE2 PHE C 347 158.645 184.522 108.508 1.00206.58 C -ATOM 18415 CZ PHE C 347 157.663 185.482 108.359 1.00206.58 C -ATOM 18416 N ALA C 348 163.638 188.161 106.873 1.00209.17 N -ATOM 18417 CA ALA C 348 164.999 188.658 106.969 1.00209.17 C -ATOM 18418 C ALA C 348 165.990 187.499 107.051 1.00209.17 C -ATOM 18419 O ALA C 348 165.621 186.329 107.184 1.00209.17 O -ATOM 18420 CB ALA C 348 165.133 189.585 108.173 1.00209.17 C -ATOM 18421 N SER C 349 167.275 187.835 106.975 1.00217.27 N -ATOM 18422 CA SER C 349 168.338 186.849 107.113 1.00217.27 C -ATOM 18423 C SER C 349 168.617 186.618 108.596 1.00217.27 C -ATOM 18424 O SER C 349 167.884 187.079 109.476 1.00217.27 O -ATOM 18425 CB SER C 349 169.588 187.303 106.366 1.00217.27 C -ATOM 18426 OG SER C 349 170.303 188.265 107.121 1.00217.27 O -ATOM 18427 N VAL C 350 169.698 185.898 108.894 1.00214.06 N -ATOM 18428 CA VAL C 350 169.972 185.554 110.281 1.00214.06 C -ATOM 18429 C VAL C 350 170.650 186.712 111.014 1.00214.06 C -ATOM 18430 O VAL C 350 170.560 186.795 112.246 1.00214.06 O -ATOM 18431 CB VAL C 350 170.800 184.253 110.328 1.00214.06 C -ATOM 18432 CG1 VAL C 350 172.184 184.447 109.716 1.00214.06 C -ATOM 18433 CG2 VAL C 350 170.839 183.636 111.726 1.00214.06 C -ATOM 18434 N TYR C 351 171.283 187.642 110.287 1.00216.91 N -ATOM 18435 CA TYR C 351 171.899 188.794 110.944 1.00216.91 C -ATOM 18436 C TYR C 351 170.841 189.764 111.447 1.00216.91 C -ATOM 18437 O TYR C 351 170.983 190.341 112.531 1.00216.91 O -ATOM 18438 CB TYR C 351 172.839 189.549 110.001 1.00216.91 C -ATOM 18439 CG TYR C 351 173.786 188.734 109.153 1.00216.91 C -ATOM 18440 CD1 TYR C 351 174.432 187.609 109.654 1.00216.91 C -ATOM 18441 CD2 TYR C 351 174.061 189.124 107.850 1.00216.91 C -ATOM 18442 CE1 TYR C 351 175.300 186.881 108.865 1.00216.91 C -ATOM 18443 CE2 TYR C 351 174.930 188.413 107.063 1.00216.91 C -ATOM 18444 CZ TYR C 351 175.545 187.291 107.571 1.00216.91 C -ATOM 18445 OH TYR C 351 176.410 186.582 106.773 1.00216.91 O -ATOM 18446 N ALA C 352 169.784 189.968 110.662 1.00201.65 N -ATOM 18447 CA ALA C 352 168.748 190.914 111.051 1.00201.65 C -ATOM 18448 C ALA C 352 167.833 190.317 112.110 1.00201.65 C -ATOM 18449 O ALA C 352 167.700 190.890 113.196 1.00201.65 O -ATOM 18450 CB ALA C 352 167.950 191.357 109.825 1.00201.65 C -ATOM 18451 N TRP C 353 167.261 189.140 111.816 1.00188.97 N -ATOM 18452 CA TRP C 353 166.323 188.367 112.655 1.00188.97 C -ATOM 18453 C TRP C 353 165.280 189.262 113.333 1.00188.97 C -ATOM 18454 O TRP C 353 165.256 189.437 114.550 1.00188.97 O -ATOM 18455 CB TRP C 353 167.065 187.459 113.659 1.00188.97 C -ATOM 18456 CG TRP C 353 167.996 188.096 114.683 1.00188.97 C -ATOM 18457 CD1 TRP C 353 169.258 188.570 114.467 1.00188.97 C -ATOM 18458 CD2 TRP C 353 167.747 188.261 116.087 1.00188.97 C -ATOM 18459 NE1 TRP C 353 169.791 189.057 115.632 1.00188.97 N -ATOM 18460 CE2 TRP C 353 168.887 188.873 116.644 1.00188.97 C -ATOM 18461 CE3 TRP C 353 166.668 187.960 116.925 1.00188.97 C -ATOM 18462 CZ2 TRP C 353 168.976 189.197 117.996 1.00188.97 C -ATOM 18463 CZ3 TRP C 353 166.758 188.282 118.265 1.00188.97 C -ATOM 18464 CH2 TRP C 353 167.904 188.891 118.788 1.00188.97 C -ATOM 18465 N ASN C 354 164.437 189.863 112.490 1.00167.10 N -ATOM 18466 CA ASN C 354 163.590 190.972 112.914 1.00167.10 C -ATOM 18467 C ASN C 354 162.549 190.541 113.941 1.00167.10 C -ATOM 18468 O ASN C 354 161.843 189.541 113.766 1.00167.10 O -ATOM 18469 CB ASN C 354 162.902 191.603 111.702 1.00167.10 C -ATOM 18470 CG ASN C 354 163.867 192.377 110.825 1.00167.10 C -ATOM 18471 OD1 ASN C 354 164.980 192.699 111.242 1.00167.10 O -ATOM 18472 ND2 ASN C 354 163.443 192.684 109.605 1.00167.10 N -ATOM 18473 N ARG C 355 162.487 191.307 115.029 1.00138.44 N -ATOM 18474 CA ARG C 355 161.558 191.088 116.127 1.00138.44 C -ATOM 18475 C ARG C 355 160.419 192.089 116.020 1.00138.44 C -ATOM 18476 O ARG C 355 160.654 193.298 115.923 1.00138.44 O -ATOM 18477 CB ARG C 355 162.251 191.248 117.482 1.00138.44 C -ATOM 18478 CG ARG C 355 163.634 190.635 117.586 1.00138.44 C -ATOM 18479 CD ARG C 355 164.112 190.623 119.033 1.00138.44 C -ATOM 18480 NE ARG C 355 163.424 189.623 119.841 1.00138.44 N -ATOM 18481 CZ ARG C 355 163.635 189.435 121.137 1.00138.44 C -ATOM 18482 NH1 ARG C 355 164.505 190.170 121.810 1.00138.44 N1+ -ATOM 18483 NH2 ARG C 355 162.955 188.486 121.774 1.00138.44 N -ATOM 18484 N LYS C 356 159.195 191.585 116.042 1.00120.63 N -ATOM 18485 CA LYS C 356 157.998 192.412 116.055 1.00120.63 C -ATOM 18486 C LYS C 356 157.395 192.356 117.450 1.00120.63 C -ATOM 18487 O LYS C 356 157.189 191.264 117.996 1.00120.63 O -ATOM 18488 CB LYS C 356 156.994 191.944 115.002 1.00120.63 C -ATOM 18489 CG LYS C 356 157.562 191.914 113.594 1.00120.63 C -ATOM 18490 CD LYS C 356 156.493 191.599 112.564 1.00120.63 C -ATOM 18491 CE LYS C 356 157.092 191.507 111.170 1.00120.63 C -ATOM 18492 NZ LYS C 356 156.061 191.214 110.136 1.00120.63 N1+ -ATOM 18493 N ARG C 357 157.159 193.530 118.032 1.00106.48 N -ATOM 18494 CA ARG C 357 156.495 193.612 119.324 1.00106.48 C -ATOM 18495 C ARG C 357 154.993 193.449 119.153 1.00106.48 C -ATOM 18496 O ARG C 357 154.374 194.105 118.309 1.00106.48 O -ATOM 18497 CB ARG C 357 156.805 194.941 120.010 1.00106.48 C -ATOM 18498 CG ARG C 357 158.204 195.037 120.589 1.00106.48 C -ATOM 18499 CD ARG C 357 158.384 196.333 121.363 1.00106.48 C -ATOM 18500 NE ARG C 357 157.227 196.632 122.200 1.00106.48 N -ATOM 18501 CZ ARG C 357 157.077 196.218 123.451 1.00106.48 C -ATOM 18502 NH1 ARG C 357 157.998 195.483 124.051 1.00106.48 N1+ -ATOM 18503 NH2 ARG C 357 155.974 196.551 124.116 1.00106.48 N -ATOM 18504 N ILE C 358 154.411 192.575 119.963 1.00 99.24 N -ATOM 18505 CA ILE C 358 152.988 192.288 119.956 1.00 99.24 C -ATOM 18506 C ILE C 358 152.448 192.697 121.316 1.00 99.24 C -ATOM 18507 O ILE C 358 152.848 192.129 122.346 1.00 99.24 O -ATOM 18508 CB ILE C 358 152.713 190.804 119.669 1.00 99.24 C -ATOM 18509 CG1 ILE C 358 153.349 190.396 118.336 1.00 99.24 C -ATOM 18510 CG2 ILE C 358 151.225 190.529 119.677 1.00 99.24 C -ATOM 18511 CD1 ILE C 358 153.078 188.963 117.928 1.00 99.24 C -ATOM 18512 N SER C 359 151.558 193.691 121.315 1.00 98.48 N -ATOM 18513 CA SER C 359 150.980 194.246 122.529 1.00 98.48 C -ATOM 18514 C SER C 359 149.633 194.871 122.196 1.00 98.48 C -ATOM 18515 O SER C 359 149.357 195.214 121.042 1.00 98.48 O -ATOM 18516 CB SER C 359 151.908 195.281 123.175 1.00 98.48 C -ATOM 18517 OG SER C 359 152.063 196.419 122.345 1.00 98.48 O -ATOM 18518 N ASN C 360 148.800 194.996 123.239 1.00104.43 N -ATOM 18519 CA ASN C 360 147.526 195.729 123.219 1.00104.43 C -ATOM 18520 C ASN C 360 146.540 195.166 122.191 1.00104.43 C -ATOM 18521 O ASN C 360 145.915 195.908 121.430 1.00104.43 O -ATOM 18522 CB ASN C 360 147.760 197.226 122.985 1.00104.43 C -ATOM 18523 CG ASN C 360 148.352 197.920 124.196 1.00104.43 C -ATOM 18524 OD1 ASN C 360 148.091 197.539 125.336 1.00104.43 O -ATOM 18525 ND2 ASN C 360 149.161 198.945 123.952 1.00104.43 N -ATOM 18526 N CYS C 361 146.391 193.843 122.178 1.00106.23 N -ATOM 18527 CA CYS C 361 145.493 193.198 121.226 1.00106.23 C -ATOM 18528 C CYS C 361 145.039 191.856 121.788 1.00106.23 C -ATOM 18529 O CYS C 361 145.431 191.453 122.886 1.00106.23 O -ATOM 18530 CB CYS C 361 146.168 193.021 119.865 1.00106.23 C -ATOM 18531 SG CYS C 361 147.839 192.324 119.933 1.00106.23 S -ATOM 18532 N VAL C 362 144.205 191.162 121.015 1.00105.57 N -ATOM 18533 CA VAL C 362 143.734 189.818 121.338 1.00105.57 C -ATOM 18534 C VAL C 362 144.428 188.851 120.387 1.00105.57 C -ATOM 18535 O VAL C 362 144.350 189.012 119.163 1.00105.57 O -ATOM 18536 CB VAL C 362 142.203 189.709 121.230 1.00105.57 C -ATOM 18537 CG1 VAL C 362 141.759 188.256 121.108 1.00105.57 C -ATOM 18538 CG2 VAL C 362 141.534 190.367 122.423 1.00105.57 C -ATOM 18539 N ALA C 363 145.116 187.855 120.944 1.00106.04 N -ATOM 18540 CA ALA C 363 145.922 186.925 120.160 1.00106.04 C -ATOM 18541 C ALA C 363 145.184 185.601 120.019 1.00106.04 C -ATOM 18542 O ALA C 363 145.119 184.815 120.968 1.00106.04 O -ATOM 18543 CB ALA C 363 147.284 186.708 120.810 1.00106.04 C -ATOM 18544 N ASP C 364 144.667 185.339 118.825 1.00112.14 N -ATOM 18545 CA ASP C 364 143.984 184.084 118.525 1.00112.14 C -ATOM 18546 C ASP C 364 145.033 183.093 118.035 1.00112.14 C -ATOM 18547 O ASP C 364 145.399 183.091 116.857 1.00112.14 O -ATOM 18548 CB ASP C 364 142.884 184.298 117.491 1.00112.14 C -ATOM 18549 CG ASP C 364 141.946 183.113 117.384 1.00112.14 C -ATOM 18550 OD1 ASP C 364 142.025 182.206 118.239 1.00112.14 O -ATOM 18551 OD2 ASP C 364 141.129 183.087 116.440 1.00112.14 O1- -ATOM 18552 N TYR C 365 145.517 182.245 118.944 1.00114.32 N -ATOM 18553 CA TYR C 365 146.485 181.217 118.583 1.00114.32 C -ATOM 18554 C TYR C 365 145.858 180.047 117.837 1.00114.32 C -ATOM 18555 O TYR C 365 146.595 179.221 117.288 1.00114.32 O -ATOM 18556 CB TYR C 365 147.204 180.700 119.832 1.00114.32 C -ATOM 18557 CG TYR C 365 148.207 181.673 120.410 1.00114.32 C -ATOM 18558 CD1 TYR C 365 147.819 182.633 121.338 1.00114.32 C -ATOM 18559 CD2 TYR C 365 149.543 181.633 120.025 1.00114.32 C -ATOM 18560 CE1 TYR C 365 148.734 183.525 121.869 1.00114.32 C -ATOM 18561 CE2 TYR C 365 150.466 182.522 120.550 1.00114.32 C -ATOM 18562 CZ TYR C 365 150.055 183.465 121.471 1.00114.32 C -ATOM 18563 OH TYR C 365 150.967 184.351 121.996 1.00114.32 O -ATOM 18564 N SER C 366 144.526 179.959 117.796 1.00122.32 N -ATOM 18565 CA SER C 366 143.848 178.905 117.050 1.00122.32 C -ATOM 18566 C SER C 366 143.922 179.105 115.543 1.00122.32 C -ATOM 18567 O SER C 366 143.620 178.164 114.801 1.00122.32 O -ATOM 18568 CB SER C 366 142.385 178.812 117.488 1.00122.32 C -ATOM 18569 OG SER C 366 141.646 179.933 117.037 1.00122.32 O -ATOM 18570 N VAL C 367 144.309 180.299 115.082 1.00127.17 N -ATOM 18571 CA VAL C 367 144.489 180.553 113.653 1.00127.17 C -ATOM 18572 C VAL C 367 145.615 179.686 113.097 1.00127.17 C -ATOM 18573 O VAL C 367 145.496 179.111 112.006 1.00127.17 O -ATOM 18574 CB VAL C 367 144.746 182.056 113.421 1.00127.17 C -ATOM 18575 CG1 VAL C 367 145.148 182.343 111.979 1.00127.17 C -ATOM 18576 CG2 VAL C 367 143.518 182.867 113.807 1.00127.17 C -ATOM 18577 N LEU C 368 146.707 179.551 113.855 1.00133.36 N -ATOM 18578 CA LEU C 368 147.826 178.714 113.431 1.00133.36 C -ATOM 18579 C LEU C 368 147.449 177.236 113.413 1.00133.36 C -ATOM 18580 O LEU C 368 147.933 176.479 112.564 1.00133.36 O -ATOM 18581 CB LEU C 368 149.027 178.952 114.346 1.00133.36 C -ATOM 18582 CG LEU C 368 149.290 180.412 114.720 1.00133.36 C -ATOM 18583 CD1 LEU C 368 150.337 180.507 115.815 1.00133.36 C -ATOM 18584 CD2 LEU C 368 149.718 181.210 113.497 1.00133.36 C -ATOM 18585 N TYR C 369 146.594 176.804 114.344 1.00136.96 N -ATOM 18586 CA TYR C 369 146.120 175.424 114.318 1.00136.96 C -ATOM 18587 C TYR C 369 145.152 175.187 113.166 1.00136.96 C -ATOM 18588 O TYR C 369 145.115 174.085 112.606 1.00136.96 O -ATOM 18589 CB TYR C 369 145.461 175.063 115.649 1.00136.96 C -ATOM 18590 CG TYR C 369 146.366 175.256 116.843 1.00136.96 C -ATOM 18591 CD1 TYR C 369 147.572 174.574 116.942 1.00136.96 C -ATOM 18592 CD2 TYR C 369 146.010 176.113 117.877 1.00136.96 C -ATOM 18593 CE1 TYR C 369 148.405 174.747 118.032 1.00136.96 C -ATOM 18594 CE2 TYR C 369 146.835 176.295 118.972 1.00136.96 C -ATOM 18595 CZ TYR C 369 148.029 175.608 119.043 1.00136.96 C -ATOM 18596 OH TYR C 369 148.851 175.786 120.131 1.00136.96 O -ATOM 18597 N ASN C 370 144.359 176.200 112.806 1.00140.89 N -ATOM 18598 CA ASN C 370 143.481 176.084 111.647 1.00140.89 C -ATOM 18599 C ASN C 370 144.268 176.068 110.342 1.00140.89 C -ATOM 18600 O ASN C 370 143.846 175.421 109.376 1.00140.89 O -ATOM 18601 CB ASN C 370 142.466 177.228 111.634 1.00140.89 C -ATOM 18602 CG ASN C 370 141.460 177.129 112.763 1.00140.89 C -ATOM 18603 OD1 ASN C 370 141.375 176.110 113.448 1.00140.89 O -ATOM 18604 ND2 ASN C 370 140.691 178.193 112.964 1.00140.89 N -ATOM 18605 N LEU C 371 145.400 176.766 110.291 1.00147.87 N -ATOM 18606 CA LEU C 371 146.197 176.836 109.073 1.00147.87 C -ATOM 18607 C LEU C 371 146.960 175.532 108.873 1.00147.87 C -ATOM 18608 O LEU C 371 147.708 175.099 109.757 1.00147.87 O -ATOM 18609 CB LEU C 371 147.155 178.023 109.123 1.00147.87 C -ATOM 18610 CG LEU C 371 146.518 179.387 108.848 1.00147.87 C -ATOM 18611 CD1 LEU C 371 147.551 180.502 108.933 1.00147.87 C -ATOM 18612 CD2 LEU C 371 145.825 179.387 107.496 1.00147.87 C -ATOM 18613 N ALA C 372 146.750 174.908 107.714 1.00159.71 N -ATOM 18614 CA ALA C 372 147.440 173.663 107.374 1.00159.71 C -ATOM 18615 C ALA C 372 148.963 173.773 107.266 1.00159.71 C -ATOM 18616 O ALA C 372 149.651 172.945 107.889 1.00159.71 O -ATOM 18617 CB ALA C 372 146.841 173.091 106.084 1.00159.71 C -ATOM 18618 N PRO C 373 149.575 174.741 106.502 1.00171.68 N -ATOM 18619 CA PRO C 373 151.028 174.546 106.266 1.00171.68 C -ATOM 18620 C PRO C 373 151.920 175.000 107.419 1.00171.68 C -ATOM 18621 O PRO C 373 152.654 175.991 107.346 1.00171.68 O -ATOM 18622 CB PRO C 373 151.257 175.359 104.988 1.00171.68 C -ATOM 18623 CG PRO C 373 150.314 176.480 105.093 1.00171.68 C -ATOM 18624 CD PRO C 373 149.100 175.965 105.816 1.00171.68 C -ATOM 18625 N PHE C 374 151.879 174.240 108.514 1.00165.47 N -ATOM 18626 CA PHE C 374 152.750 174.447 109.663 1.00165.47 C -ATOM 18627 C PHE C 374 153.323 173.106 110.101 1.00165.47 C -ATOM 18628 O PHE C 374 152.671 172.065 109.975 1.00165.47 O -ATOM 18629 CB PHE C 374 151.999 175.114 110.823 1.00165.47 C -ATOM 18630 CG PHE C 374 151.811 176.595 110.648 1.00165.47 C -ATOM 18631 CD1 PHE C 374 152.851 177.390 110.187 1.00165.47 C -ATOM 18632 CD2 PHE C 374 150.591 177.190 110.926 1.00165.47 C -ATOM 18633 CE1 PHE C 374 152.680 178.754 110.018 1.00165.47 C -ATOM 18634 CE2 PHE C 374 150.412 178.554 110.761 1.00165.47 C -ATOM 18635 CZ PHE C 374 151.459 179.336 110.306 1.00165.47 C -ATOM 18636 N PHE C 375 154.551 173.134 110.617 1.00173.80 N -ATOM 18637 CA PHE C 375 155.294 171.903 110.868 1.00173.80 C -ATOM 18638 C PHE C 375 155.740 171.728 112.312 1.00173.80 C -ATOM 18639 O PHE C 375 155.676 170.612 112.833 1.00173.80 O -ATOM 18640 CB PHE C 375 156.512 171.841 109.929 1.00173.80 C -ATOM 18641 CG PHE C 375 157.333 170.590 110.067 1.00173.80 C -ATOM 18642 CD1 PHE C 375 156.884 169.390 109.536 1.00173.80 C -ATOM 18643 CD2 PHE C 375 158.574 170.623 110.683 1.00173.80 C -ATOM 18644 CE1 PHE C 375 157.643 168.237 109.650 1.00173.80 C -ATOM 18645 CE2 PHE C 375 159.340 169.476 110.801 1.00173.80 C -ATOM 18646 CZ PHE C 375 158.874 168.282 110.282 1.00173.80 C -ATOM 18647 N THR C 376 156.188 172.788 112.983 1.00160.77 N -ATOM 18648 CA THR C 376 156.666 172.697 114.358 1.00160.77 C -ATOM 18649 C THR C 376 155.783 173.522 115.281 1.00160.77 C -ATOM 18650 O THR C 376 155.602 174.724 115.062 1.00160.77 O -ATOM 18651 CB THR C 376 158.118 173.175 114.486 1.00160.77 C -ATOM 18652 OG1 THR C 376 158.273 174.436 113.824 1.00160.77 O -ATOM 18653 CG2 THR C 376 159.082 172.159 113.899 1.00160.77 C -ATOM 18654 N PHE C 377 155.248 172.874 116.318 1.00150.75 N -ATOM 18655 CA PHE C 377 154.522 173.526 117.404 1.00150.75 C -ATOM 18656 C PHE C 377 155.263 173.353 118.727 1.00150.75 C -ATOM 18657 O PHE C 377 154.645 173.293 119.791 1.00150.75 O -ATOM 18658 CB PHE C 377 153.096 172.981 117.530 1.00150.75 C -ATOM 18659 CG PHE C 377 152.175 173.339 116.384 1.00150.75 C -ATOM 18660 CD1 PHE C 377 152.494 174.341 115.477 1.00150.75 C -ATOM 18661 CD2 PHE C 377 150.986 172.648 116.212 1.00150.75 C -ATOM 18662 CE1 PHE C 377 151.644 174.653 114.431 1.00150.75 C -ATOM 18663 CE2 PHE C 377 150.131 172.953 115.166 1.00150.75 C -ATOM 18664 CZ PHE C 377 150.460 173.958 114.275 1.00150.75 C -ATOM 18665 N LYS C 378 156.589 173.267 118.669 1.00140.79 N -ATOM 18666 CA LYS C 378 157.398 172.894 119.821 1.00140.79 C -ATOM 18667 C LYS C 378 157.615 174.103 120.724 1.00140.79 C -ATOM 18668 O LYS C 378 158.041 175.170 120.261 1.00140.79 O -ATOM 18669 CB LYS C 378 158.728 172.304 119.350 1.00140.79 C -ATOM 18670 CG LYS C 378 159.596 171.690 120.433 1.00140.79 C -ATOM 18671 CD LYS C 378 160.894 172.451 120.604 1.00140.79 C -ATOM 18672 CE LYS C 378 161.886 171.638 121.416 1.00140.79 C -ATOM 18673 NZ LYS C 378 163.258 172.212 121.355 1.00140.79 N1+ -ATOM 18674 N CYS C 379 157.326 173.927 122.015 1.00137.27 N -ATOM 18675 CA CYS C 379 157.279 175.031 122.963 1.00137.27 C -ATOM 18676 C CYS C 379 157.973 174.649 124.266 1.00137.27 C -ATOM 18677 O CYS C 379 158.056 173.476 124.639 1.00137.27 O -ATOM 18678 CB CYS C 379 155.830 175.455 123.252 1.00137.27 C -ATOM 18679 SG CYS C 379 154.915 176.069 121.814 1.00137.27 S -ATOM 18680 N TYR C 380 158.468 175.677 124.953 1.00137.27 N -ATOM 18681 CA TYR C 380 159.040 175.585 126.288 1.00137.27 C -ATOM 18682 C TYR C 380 158.184 176.399 127.246 1.00137.27 C -ATOM 18683 O TYR C 380 157.901 177.574 126.982 1.00137.27 O -ATOM 18684 CB TYR C 380 160.471 176.126 126.332 1.00137.27 C -ATOM 18685 CG TYR C 380 161.354 175.700 125.191 1.00137.27 C -ATOM 18686 CD1 TYR C 380 161.785 174.386 125.077 1.00137.27 C -ATOM 18687 CD2 TYR C 380 161.763 176.616 124.228 1.00137.27 C -ATOM 18688 CE1 TYR C 380 162.601 173.994 124.038 1.00137.27 C -ATOM 18689 CE2 TYR C 380 162.574 176.232 123.179 1.00137.27 C -ATOM 18690 CZ TYR C 380 162.991 174.920 123.090 1.00137.27 C -ATOM 18691 OH TYR C 380 163.801 174.528 122.050 1.00137.27 O -ATOM 18692 N GLY C 381 157.800 175.783 128.359 1.00125.55 N -ATOM 18693 CA GLY C 381 157.089 176.449 129.440 1.00125.55 C -ATOM 18694 C GLY C 381 155.580 176.328 129.427 1.00125.55 C -ATOM 18695 O GLY C 381 154.967 176.116 130.475 1.00125.55 O -ATOM 18696 N VAL C 382 154.964 176.470 128.256 1.00117.16 N -ATOM 18697 CA VAL C 382 153.514 176.426 128.110 1.00117.16 C -ATOM 18698 C VAL C 382 153.158 175.344 127.101 1.00117.16 C -ATOM 18699 O VAL C 382 153.727 175.305 126.004 1.00117.16 O -ATOM 18700 CB VAL C 382 152.948 177.794 127.678 1.00117.16 C -ATOM 18701 CG1 VAL C 382 151.465 177.700 127.374 1.00117.16 C -ATOM 18702 CG2 VAL C 382 153.175 178.812 128.778 1.00117.16 C -ATOM 18703 N SER C 383 152.242 174.453 127.484 1.00119.73 N -ATOM 18704 CA SER C 383 151.716 173.471 126.544 1.00119.73 C -ATOM 18705 C SER C 383 150.895 174.187 125.477 1.00119.73 C -ATOM 18706 O SER C 383 150.079 175.057 125.817 1.00119.73 O -ATOM 18707 CB SER C 383 150.862 172.426 127.263 1.00119.73 C -ATOM 18708 OG SER C 383 149.677 172.994 127.792 1.00119.73 O -ATOM 18709 N PRO C 384 151.089 173.859 124.191 1.00121.35 N -ATOM 18710 CA PRO C 384 150.485 174.657 123.105 1.00121.35 C -ATOM 18711 C PRO C 384 148.966 174.662 123.090 1.00121.35 C -ATOM 18712 O PRO C 384 148.366 175.691 122.749 1.00121.35 O -ATOM 18713 CB PRO C 384 151.058 174.001 121.841 1.00121.35 C -ATOM 18714 CG PRO C 384 151.396 172.608 122.259 1.00121.35 C -ATOM 18715 CD PRO C 384 151.868 172.721 123.674 1.00121.35 C -ATOM 18716 N THR C 385 148.330 173.561 123.503 1.00115.59 N -ATOM 18717 CA THR C 385 146.875 173.508 123.601 1.00115.59 C -ATOM 18718 C THR C 385 146.326 174.450 124.666 1.00115.59 C -ATOM 18719 O THR C 385 145.142 174.799 124.614 1.00115.59 O -ATOM 18720 CB THR C 385 146.418 172.078 123.897 1.00115.59 C -ATOM 18721 OG1 THR C 385 146.987 171.639 125.136 1.00115.59 O -ATOM 18722 CG2 THR C 385 146.857 171.137 122.786 1.00115.59 C -ATOM 18723 N LYS C 386 147.152 174.866 125.626 1.00115.30 N -ATOM 18724 CA LYS C 386 146.766 175.869 126.607 1.00115.30 C -ATOM 18725 C LYS C 386 147.357 177.240 126.293 1.00115.30 C -ATOM 18726 O LYS C 386 147.422 178.098 127.180 1.00115.30 O -ATOM 18727 CB LYS C 386 147.169 175.411 128.008 1.00115.30 C -ATOM 18728 CG LYS C 386 146.512 174.102 128.421 1.00115.30 C -ATOM 18729 CD LYS C 386 146.674 173.821 129.902 1.00115.30 C -ATOM 18730 CE LYS C 386 145.872 172.596 130.311 1.00115.30 C -ATOM 18731 NZ LYS C 386 146.140 172.189 131.717 1.00115.30 N1+ -ATOM 18732 N LEU C 387 147.789 177.463 125.046 1.00112.23 N -ATOM 18733 CA LEU C 387 148.327 178.767 124.668 1.00112.23 C -ATOM 18734 C LEU C 387 147.244 179.822 124.489 1.00112.23 C -ATOM 18735 O LEU C 387 147.561 181.014 124.432 1.00112.23 O -ATOM 18736 CB LEU C 387 149.137 178.651 123.377 1.00112.23 C -ATOM 18737 CG LEU C 387 150.647 178.472 123.519 1.00112.23 C -ATOM 18738 CD1 LEU C 387 151.277 178.213 122.160 1.00112.23 C -ATOM 18739 CD2 LEU C 387 151.264 179.700 124.174 1.00112.23 C -ATOM 18740 N ASN C 388 145.982 179.413 124.394 1.00107.94 N -ATOM 18741 CA ASN C 388 144.887 180.314 124.068 1.00107.94 C -ATOM 18742 C ASN C 388 144.342 181.002 125.321 1.00107.94 C -ATOM 18743 O ASN C 388 143.776 182.095 125.225 1.00107.94 O -ATOM 18744 CB ASN C 388 143.797 179.485 123.349 1.00107.94 C -ATOM 18745 CG ASN C 388 142.666 180.319 122.717 1.00107.94 C -ATOM 18746 OD1 ASN C 388 142.618 181.544 122.789 1.00107.94 O -ATOM 18747 ND2 ASN C 388 141.730 179.614 122.092 1.00107.94 N -ATOM 18748 N ASP C 389 144.596 180.445 126.508 1.00111.35 N -ATOM 18749 CA ASP C 389 143.961 180.906 127.738 1.00111.35 C -ATOM 18750 C ASP C 389 144.831 181.830 128.578 1.00111.35 C -ATOM 18751 O ASP C 389 144.300 182.726 129.241 1.00111.35 O -ATOM 18752 CB ASP C 389 143.551 179.708 128.600 1.00111.35 C -ATOM 18753 CG ASP C 389 142.785 178.661 127.818 1.00111.35 C -ATOM 18754 OD1 ASP C 389 141.846 179.038 127.084 1.00111.35 O -ATOM 18755 OD2 ASP C 389 143.116 177.463 127.938 1.00111.35 O1- -ATOM 18756 N LEU C 390 146.144 181.631 128.577 1.00105.28 N -ATOM 18757 CA LEU C 390 147.039 182.413 129.420 1.00105.28 C -ATOM 18758 C LEU C 390 147.194 183.826 128.875 1.00105.28 C -ATOM 18759 O LEU C 390 147.029 184.065 127.677 1.00105.28 O -ATOM 18760 CB LEU C 390 148.392 181.730 129.481 1.00105.28 C -ATOM 18761 CG LEU C 390 148.448 180.376 130.163 1.00105.28 C -ATOM 18762 CD1 LEU C 390 149.826 179.824 129.985 1.00105.28 C -ATOM 18763 CD2 LEU C 390 148.125 180.540 131.629 1.00105.28 C -ATOM 18764 N CYS C 391 147.519 184.778 129.753 1.00110.05 N -ATOM 18765 CA CYS C 391 147.454 186.173 129.345 1.00110.05 C -ATOM 18766 C CYS C 391 148.717 186.924 129.743 1.00110.05 C -ATOM 18767 O CYS C 391 149.028 187.039 130.932 1.00110.05 O -ATOM 18768 CB CYS C 391 146.150 186.793 129.895 1.00110.05 C -ATOM 18769 SG CYS C 391 145.567 188.374 129.142 1.00110.05 S -ATOM 18770 N PHE C 392 149.423 187.459 128.738 1.00102.09 N -ATOM 18771 CA PHE C 392 150.834 187.801 128.841 1.00102.09 C -ATOM 18772 C PHE C 392 151.069 189.292 128.628 1.00102.09 C -ATOM 18773 O PHE C 392 150.208 190.017 128.123 1.00102.09 O -ATOM 18774 CB PHE C 392 151.647 187.014 127.813 1.00102.09 C -ATOM 18775 CG PHE C 392 151.655 185.547 128.069 1.00102.09 C -ATOM 18776 CD1 PHE C 392 152.496 184.999 129.020 1.00102.09 C -ATOM 18777 CD2 PHE C 392 150.835 184.706 127.334 1.00102.09 C -ATOM 18778 CE1 PHE C 392 152.491 183.643 129.265 1.00102.09 C -ATOM 18779 CE2 PHE C 392 150.844 183.350 127.553 1.00102.09 C -ATOM 18780 CZ PHE C 392 151.676 182.817 128.521 1.00102.09 C -ATOM 18781 N THR C 393 152.271 189.738 129.005 1.00108.06 N -ATOM 18782 CA THR C 393 152.598 191.161 128.946 1.00108.06 C -ATOM 18783 C THR C 393 152.920 191.609 127.523 1.00108.06 C -ATOM 18784 O THR C 393 152.204 192.433 126.943 1.00108.06 O -ATOM 18785 CB THR C 393 153.774 191.480 129.878 1.00108.06 C -ATOM 18786 OG1 THR C 393 154.938 190.755 129.460 1.00108.06 O -ATOM 18787 CG2 THR C 393 153.439 191.112 131.315 1.00108.06 C -ATOM 18788 N ASN C 394 154.005 191.089 126.953 1.00108.19 N -ATOM 18789 CA ASN C 394 154.451 191.462 125.618 1.00108.19 C -ATOM 18790 C ASN C 394 154.991 190.231 124.909 1.00108.19 C -ATOM 18791 O ASN C 394 155.610 189.370 125.541 1.00108.19 O -ATOM 18792 CB ASN C 394 155.543 192.541 125.659 1.00108.19 C -ATOM 18793 CG ASN C 394 155.017 193.897 126.082 1.00108.19 C -ATOM 18794 OD1 ASN C 394 154.427 194.623 125.283 1.00108.19 O -ATOM 18795 ND2 ASN C 394 155.246 194.256 127.341 1.00108.19 N -ATOM 18796 N VAL C 395 154.764 190.149 123.598 1.00106.12 N -ATOM 18797 CA VAL C 395 155.262 189.034 122.798 1.00106.12 C -ATOM 18798 C VAL C 395 156.254 189.570 121.775 1.00106.12 C -ATOM 18799 O VAL C 395 156.064 190.659 121.227 1.00106.12 O -ATOM 18800 CB VAL C 395 154.115 188.261 122.110 1.00106.12 C -ATOM 18801 CG1 VAL C 395 154.602 186.931 121.556 1.00106.12 C -ATOM 18802 CG2 VAL C 395 153.001 188.003 123.093 1.00106.12 C -ATOM 18803 N TYR C 396 157.336 188.829 121.550 1.00117.27 N -ATOM 18804 CA TYR C 396 158.320 189.170 120.531 1.00117.27 C -ATOM 18805 C TYR C 396 158.319 188.076 119.474 1.00117.27 C -ATOM 18806 O TYR C 396 158.517 186.900 119.796 1.00117.27 O -ATOM 18807 CB TYR C 396 159.709 189.329 121.149 1.00117.27 C -ATOM 18808 CG TYR C 396 159.759 190.376 122.235 1.00117.27 C -ATOM 18809 CD1 TYR C 396 159.714 191.732 121.928 1.00117.27 C -ATOM 18810 CD2 TYR C 396 159.831 190.007 123.573 1.00117.27 C -ATOM 18811 CE1 TYR C 396 159.751 192.692 122.926 1.00117.27 C -ATOM 18812 CE2 TYR C 396 159.869 190.957 124.577 1.00117.27 C -ATOM 18813 CZ TYR C 396 159.828 192.296 124.248 1.00117.27 C -ATOM 18814 OH TYR C 396 159.865 193.241 125.247 1.00117.27 O -ATOM 18815 N ALA C 397 158.099 188.457 118.219 1.00130.33 N -ATOM 18816 CA ALA C 397 158.083 187.506 117.113 1.00130.33 C -ATOM 18817 C ALA C 397 159.321 187.721 116.255 1.00130.33 C -ATOM 18818 O ALA C 397 159.458 188.767 115.616 1.00130.33 O -ATOM 18819 CB ALA C 397 156.813 187.658 116.276 1.00130.33 C -ATOM 18820 N ASP C 398 160.214 186.732 116.239 1.00148.61 N -ATOM 18821 CA ASP C 398 161.454 186.800 115.472 1.00148.61 C -ATOM 18822 C ASP C 398 161.250 186.022 114.177 1.00148.61 C -ATOM 18823 O ASP C 398 160.998 184.814 114.210 1.00148.61 O -ATOM 18824 CB ASP C 398 162.621 186.227 116.274 1.00148.61 C -ATOM 18825 CG ASP C 398 162.769 186.877 117.635 1.00148.61 C -ATOM 18826 OD1 ASP C 398 161.984 187.796 117.944 1.00148.61 O -ATOM 18827 OD2 ASP C 398 163.670 186.467 118.397 1.00148.61 O1- -ATOM 18828 N SER C 399 161.363 186.711 113.043 1.00175.69 N -ATOM 18829 CA SER C 399 161.084 186.124 111.735 1.00175.69 C -ATOM 18830 C SER C 399 162.360 186.044 110.908 1.00175.69 C -ATOM 18831 O SER C 399 163.058 187.052 110.747 1.00175.69 O -ATOM 18832 CB SER C 399 160.030 186.943 110.990 1.00175.69 C -ATOM 18833 OG SER C 399 160.447 188.290 110.856 1.00175.69 O -ATOM 18834 N PHE C 400 162.638 184.863 110.351 1.00196.23 N -ATOM 18835 CA PHE C 400 163.924 184.598 109.707 1.00196.23 C -ATOM 18836 C PHE C 400 163.822 183.366 108.809 1.00196.23 C -ATOM 18837 O PHE C 400 162.829 182.638 108.837 1.00196.23 O -ATOM 18838 CB PHE C 400 165.028 184.486 110.772 1.00196.23 C -ATOM 18839 CG PHE C 400 164.837 183.352 111.742 1.00196.23 C -ATOM 18840 CD1 PHE C 400 164.119 183.551 112.916 1.00196.23 C -ATOM 18841 CD2 PHE C 400 165.382 182.114 111.508 1.00196.23 C -ATOM 18842 CE1 PHE C 400 163.938 182.524 113.820 1.00196.23 C -ATOM 18843 CE2 PHE C 400 165.208 181.082 112.404 1.00196.23 C -ATOM 18844 CZ PHE C 400 164.483 181.288 113.563 1.00196.23 C -ATOM 18845 N VAL C 401 164.850 183.168 107.976 1.00228.40 N -ATOM 18846 CA VAL C 401 164.905 182.079 106.996 1.00228.40 C -ATOM 18847 C VAL C 401 166.249 181.373 107.123 1.00228.40 C -ATOM 18848 O VAL C 401 167.298 181.995 106.912 1.00228.40 O -ATOM 18849 CB VAL C 401 164.723 182.582 105.550 1.00228.40 C -ATOM 18850 CG1 VAL C 401 165.042 181.478 104.546 1.00228.40 C -ATOM 18851 CG2 VAL C 401 163.334 183.090 105.321 1.00228.40 C -ATOM 18852 N ILE C 402 166.222 180.072 107.431 1.00232.94 N -ATOM 18853 CA ILE C 402 167.446 179.268 107.487 1.00232.94 C -ATOM 18854 C ILE C 402 167.244 178.020 106.633 1.00232.94 C -ATOM 18855 O ILE C 402 166.112 177.618 106.350 1.00232.94 O -ATOM 18856 CB ILE C 402 167.859 178.857 108.937 1.00232.94 C -ATOM 18857 CG1 ILE C 402 167.621 179.964 109.956 1.00232.94 C -ATOM 18858 CG2 ILE C 402 169.357 178.532 109.052 1.00232.94 C -ATOM 18859 CD1 ILE C 402 168.536 181.183 109.842 1.00232.94 C -ATOM 18860 N ARG C 403 168.354 177.432 106.181 1.00243.30 N -ATOM 18861 CA ARG C 403 168.376 176.029 105.787 1.00243.30 C -ATOM 18862 C ARG C 403 167.859 175.167 106.935 1.00243.30 C -ATOM 18863 O ARG C 403 168.234 175.369 108.094 1.00243.30 O -ATOM 18864 CB ARG C 403 169.805 175.636 105.401 1.00243.30 C -ATOM 18865 CG ARG C 403 170.146 174.162 105.502 1.00243.30 C -ATOM 18866 CD ARG C 403 171.545 173.896 104.968 1.00243.30 C -ATOM 18867 NE ARG C 403 171.636 174.097 103.526 1.00243.30 N -ATOM 18868 CZ ARG C 403 172.772 174.098 102.842 1.00243.30 C -ATOM 18869 NH1 ARG C 403 173.941 173.952 103.443 1.00243.30 N1+ -ATOM 18870 NH2 ARG C 403 172.733 174.251 101.521 1.00243.30 N -ATOM 18871 N GLY C 404 166.985 174.211 106.602 1.00225.32 N -ATOM 18872 CA GLY C 404 166.105 173.588 107.580 1.00225.32 C -ATOM 18873 C GLY C 404 166.786 172.719 108.617 1.00225.32 C -ATOM 18874 O GLY C 404 166.203 172.476 109.678 1.00225.32 O -ATOM 18875 N ASP C 405 168.003 172.257 108.349 1.00213.30 N -ATOM 18876 CA ASP C 405 168.714 171.402 109.289 1.00213.30 C -ATOM 18877 C ASP C 405 169.498 172.188 110.333 1.00213.30 C -ATOM 18878 O ASP C 405 170.146 171.579 111.190 1.00213.30 O -ATOM 18879 CB ASP C 405 169.654 170.460 108.532 1.00213.30 C -ATOM 18880 CG ASP C 405 168.906 169.357 107.808 1.00213.30 C -ATOM 18881 OD1 ASP C 405 167.713 169.149 108.114 1.00213.30 O -ATOM 18882 OD2 ASP C 405 169.509 168.699 106.934 1.00213.30 O1- -ATOM 18883 N GLU C 406 169.459 173.519 110.277 1.00204.94 N -ATOM 18884 CA GLU C 406 170.170 174.366 111.223 1.00204.94 C -ATOM 18885 C GLU C 406 169.248 174.948 112.291 1.00204.94 C -ATOM 18886 O GLU C 406 169.729 175.354 113.357 1.00204.94 O -ATOM 18887 CB GLU C 406 170.877 175.494 110.453 1.00204.94 C -ATOM 18888 CG GLU C 406 171.922 176.309 111.207 1.00204.94 C -ATOM 18889 CD GLU C 406 173.289 175.649 111.213 1.00204.94 C -ATOM 18890 OE1 GLU C 406 173.437 174.566 110.606 1.00204.94 O -ATOM 18891 OE2 GLU C 406 174.226 176.225 111.805 1.00204.94 O1- -ATOM 18892 N VAL C 407 167.931 174.938 112.040 1.00201.93 N -ATOM 18893 CA VAL C 407 166.932 175.549 112.920 1.00201.93 C -ATOM 18894 C VAL C 407 166.903 174.860 114.282 1.00201.93 C -ATOM 18895 O VAL C 407 166.666 175.506 115.314 1.00201.93 O -ATOM 18896 CB VAL C 407 165.560 175.509 112.208 1.00201.93 C -ATOM 18897 CG1 VAL C 407 164.421 176.038 113.087 1.00201.93 C -ATOM 18898 CG2 VAL C 407 165.631 176.266 110.891 1.00201.93 C -ATOM 18899 N ARG C 408 167.243 173.565 114.318 1.00190.69 N -ATOM 18900 CA ARG C 408 167.311 172.803 115.564 1.00190.69 C -ATOM 18901 C ARG C 408 168.408 173.299 116.502 1.00190.69 C -ATOM 18902 O ARG C 408 168.405 172.931 117.682 1.00190.69 O -ATOM 18903 CB ARG C 408 167.540 171.311 115.280 1.00190.69 C -ATOM 18904 CG ARG C 408 166.295 170.462 114.980 1.00190.69 C -ATOM 18905 CD ARG C 408 165.650 170.782 113.638 1.00190.69 C -ATOM 18906 NE ARG C 408 164.566 169.866 113.310 1.00190.69 N -ATOM 18907 CZ ARG C 408 163.777 169.994 112.252 1.00190.69 C -ATOM 18908 NH1 ARG C 408 163.924 170.993 111.397 1.00190.69 N1+ -ATOM 18909 NH2 ARG C 408 162.822 169.093 112.043 1.00190.69 N -ATOM 18910 N GLN C 409 169.353 174.103 116.000 1.00184.61 N -ATOM 18911 CA GLN C 409 170.321 174.759 116.874 1.00184.61 C -ATOM 18912 C GLN C 409 169.656 175.757 117.813 1.00184.61 C -ATOM 18913 O GLN C 409 170.132 175.962 118.936 1.00184.61 O -ATOM 18914 CB GLN C 409 171.379 175.479 116.039 1.00184.61 C -ATOM 18915 CG GLN C 409 172.282 174.571 115.242 1.00184.61 C -ATOM 18916 CD GLN C 409 173.487 175.302 114.691 1.00184.61 C -ATOM 18917 OE1 GLN C 409 173.587 176.525 114.800 1.00184.61 O -ATOM 18918 NE2 GLN C 409 174.414 174.557 114.101 1.00184.61 N -ATOM 18919 N ILE C 410 168.562 176.379 117.377 1.00182.45 N -ATOM 18920 CA ILE C 410 167.975 177.519 118.080 1.00182.45 C -ATOM 18921 C ILE C 410 167.180 176.977 119.265 1.00182.45 C -ATOM 18922 O ILE C 410 166.014 176.602 119.135 1.00182.45 O -ATOM 18923 CB ILE C 410 167.111 178.366 117.147 1.00182.45 C -ATOM 18924 CG1 ILE C 410 167.924 178.718 115.904 1.00182.45 C -ATOM 18925 CG2 ILE C 410 166.658 179.635 117.842 1.00182.45 C -ATOM 18926 CD1 ILE C 410 167.100 179.145 114.745 1.00182.45 C -ATOM 18927 N ALA C 411 167.819 176.946 120.431 1.00172.64 N -ATOM 18928 CA ALA C 411 167.263 176.345 121.634 1.00172.64 C -ATOM 18929 C ALA C 411 167.983 176.944 122.835 1.00172.64 C -ATOM 18930 O ALA C 411 169.042 177.565 122.674 1.00172.64 O -ATOM 18931 CB ALA C 411 167.415 174.814 121.607 1.00172.64 C -ATOM 18932 N PRO C 412 167.405 176.826 124.052 1.00166.00 N -ATOM 18933 CA PRO C 412 168.142 177.227 125.261 1.00166.00 C -ATOM 18934 C PRO C 412 169.442 176.468 125.481 1.00166.00 C -ATOM 18935 O PRO C 412 169.433 175.264 125.759 1.00166.00 O -ATOM 18936 CB PRO C 412 167.143 176.926 126.382 1.00166.00 C -ATOM 18937 CG PRO C 412 165.826 177.162 125.756 1.00166.00 C -ATOM 18938 CD PRO C 412 165.957 176.720 124.320 1.00166.00 C -ATOM 18939 N GLY C 413 170.567 177.171 125.362 1.00168.04 N -ATOM 18940 CA GLY C 413 171.866 176.617 125.680 1.00168.04 C -ATOM 18941 C GLY C 413 172.481 175.721 124.628 1.00168.04 C -ATOM 18942 O GLY C 413 173.588 175.214 124.847 1.00168.04 O -ATOM 18943 N GLN C 414 171.816 175.510 123.495 1.00168.59 N -ATOM 18944 CA GLN C 414 172.346 174.620 122.472 1.00168.59 C -ATOM 18945 C GLN C 414 173.357 175.355 121.600 1.00168.59 C -ATOM 18946 O GLN C 414 173.129 176.494 121.181 1.00168.59 O -ATOM 18947 CB GLN C 414 171.215 174.050 121.614 1.00168.59 C -ATOM 18948 CG GLN C 414 171.658 172.936 120.675 1.00168.59 C -ATOM 18949 CD GLN C 414 170.501 172.110 120.150 1.00168.59 C -ATOM 18950 OE1 GLN C 414 169.347 172.335 120.513 1.00168.59 O -ATOM 18951 NE2 GLN C 414 170.807 171.143 119.295 1.00168.59 N -ATOM 18952 N THR C 415 174.480 174.692 121.330 1.00176.59 N -ATOM 18953 CA THR C 415 175.585 175.300 120.605 1.00176.59 C -ATOM 18954 C THR C 415 175.305 175.322 119.103 1.00176.59 C -ATOM 18955 O THR C 415 174.247 174.904 118.625 1.00176.59 O -ATOM 18956 CB THR C 415 176.885 174.555 120.900 1.00176.59 C -ATOM 18957 OG1 THR C 415 176.733 173.171 120.562 1.00176.59 O -ATOM 18958 CG2 THR C 415 177.246 174.677 122.373 1.00176.59 C -ATOM 18959 N GLY C 416 176.281 175.812 118.348 1.00181.68 N -ATOM 18960 CA GLY C 416 176.153 175.960 116.909 1.00181.68 C -ATOM 18961 C GLY C 416 176.608 177.342 116.488 1.00181.68 C -ATOM 18962 O GLY C 416 176.565 178.299 117.265 1.00181.68 O -ATOM 18963 N ASN C 417 177.057 177.445 115.232 1.00190.28 N -ATOM 18964 CA ASN C 417 177.598 178.703 114.722 1.00190.28 C -ATOM 18965 C ASN C 417 176.523 179.778 114.610 1.00190.28 C -ATOM 18966 O ASN C 417 176.766 180.937 114.965 1.00190.28 O -ATOM 18967 CB ASN C 417 178.266 178.477 113.367 1.00190.28 C -ATOM 18968 CG ASN C 417 179.577 177.726 113.482 1.00190.28 C -ATOM 18969 OD1 ASN C 417 179.603 176.495 113.496 1.00190.28 O -ATOM 18970 ND2 ASN C 417 180.677 178.466 113.562 1.00190.28 N -ATOM 18971 N ILE C 418 175.327 179.405 114.141 1.00192.81 N -ATOM 18972 CA ILE C 418 174.241 180.368 113.963 1.00192.81 C -ATOM 18973 C ILE C 418 173.770 180.902 115.313 1.00192.81 C -ATOM 18974 O ILE C 418 173.707 182.120 115.532 1.00192.81 O -ATOM 18975 CB ILE C 418 173.090 179.716 113.172 1.00192.81 C -ATOM 18976 CG1 ILE C 418 173.424 179.660 111.679 1.00192.81 C -ATOM 18977 CG2 ILE C 418 171.774 180.450 113.391 1.00192.81 C -ATOM 18978 CD1 ILE C 418 173.675 181.005 111.048 1.00192.81 C -ATOM 18979 N ALA C 419 173.498 179.997 116.258 1.00191.46 N -ATOM 18980 CA ALA C 419 173.018 180.375 117.579 1.00191.46 C -ATOM 18981 C ALA C 419 174.104 180.985 118.453 1.00191.46 C -ATOM 18982 O ALA C 419 173.779 181.618 119.464 1.00191.46 O -ATOM 18983 CB ALA C 419 172.412 179.161 118.288 1.00191.46 C -ATOM 18984 N ASP C 420 175.374 180.813 118.095 1.00192.79 N -ATOM 18985 CA ASP C 420 176.459 181.445 118.830 1.00192.79 C -ATOM 18986 C ASP C 420 176.830 182.811 118.275 1.00192.79 C -ATOM 18987 O ASP C 420 177.250 183.686 119.040 1.00192.79 O -ATOM 18988 CB ASP C 420 177.698 180.546 118.821 1.00192.79 C -ATOM 18989 CG ASP C 420 177.696 179.539 119.951 1.00192.79 C -ATOM 18990 OD1 ASP C 420 176.904 179.710 120.900 1.00192.79 O -ATOM 18991 OD2 ASP C 420 178.488 178.575 119.889 1.00192.79 O1- -ATOM 18992 N TYR C 421 176.683 183.022 116.965 1.00199.49 N -ATOM 18993 CA TYR C 421 177.207 184.219 116.328 1.00199.49 C -ATOM 18994 C TYR C 421 176.134 185.208 115.902 1.00199.49 C -ATOM 18995 O TYR C 421 176.475 186.343 115.551 1.00199.49 O -ATOM 18996 CB TYR C 421 178.054 183.844 115.098 1.00199.49 C -ATOM 18997 CG TYR C 421 179.374 183.143 115.387 1.00199.49 C -ATOM 18998 CD1 TYR C 421 179.858 183.004 116.687 1.00199.49 C -ATOM 18999 CD2 TYR C 421 180.137 182.621 114.348 1.00199.49 C -ATOM 19000 CE1 TYR C 421 181.058 182.365 116.941 1.00199.49 C -ATOM 19001 CE2 TYR C 421 181.340 181.980 114.593 1.00199.49 C -ATOM 19002 CZ TYR C 421 181.794 181.857 115.890 1.00199.49 C -ATOM 19003 OH TYR C 421 182.989 181.221 116.138 1.00199.49 O -ATOM 19004 N ASN C 422 174.857 184.825 115.911 1.00199.90 N -ATOM 19005 CA ASN C 422 173.794 185.749 115.538 1.00199.90 C -ATOM 19006 C ASN C 422 172.888 186.088 116.713 1.00199.90 C -ATOM 19007 O ASN C 422 172.744 187.263 117.064 1.00199.90 O -ATOM 19008 CB ASN C 422 172.984 185.164 114.377 1.00199.90 C -ATOM 19009 CG ASN C 422 173.819 184.978 113.130 1.00199.90 C -ATOM 19010 OD1 ASN C 422 174.021 185.915 112.359 1.00199.90 O -ATOM 19011 ND2 ASN C 422 174.321 183.767 112.931 1.00199.90 N -ATOM 19012 N TYR C 423 172.283 185.082 117.343 1.00190.70 N -ATOM 19013 CA TYR C 423 171.444 185.303 118.514 1.00190.70 C -ATOM 19014 C TYR C 423 171.362 184.007 119.302 1.00190.70 C -ATOM 19015 O TYR C 423 171.193 182.932 118.720 1.00190.70 O -ATOM 19016 CB TYR C 423 170.034 185.789 118.138 1.00190.70 C -ATOM 19017 CG TYR C 423 169.296 184.948 117.119 1.00190.70 C -ATOM 19018 CD1 TYR C 423 169.481 185.152 115.755 1.00190.70 C -ATOM 19019 CD2 TYR C 423 168.397 183.966 117.521 1.00190.70 C -ATOM 19020 CE1 TYR C 423 168.807 184.393 114.823 1.00190.70 C -ATOM 19021 CE2 TYR C 423 167.718 183.200 116.595 1.00190.70 C -ATOM 19022 CZ TYR C 423 167.928 183.421 115.249 1.00190.70 C -ATOM 19023 OH TYR C 423 167.257 182.666 114.320 1.00190.70 O -ATOM 19024 N LYS C 424 171.487 184.118 120.617 1.00176.69 N -ATOM 19025 CA LYS C 424 171.394 182.982 121.519 1.00176.69 C -ATOM 19026 C LYS C 424 170.022 182.984 122.179 1.00176.69 C -ATOM 19027 O LYS C 424 169.487 184.043 122.517 1.00176.69 O -ATOM 19028 CB LYS C 424 172.509 183.049 122.570 1.00176.69 C -ATOM 19029 CG LYS C 424 172.465 181.985 123.659 1.00176.69 C -ATOM 19030 CD LYS C 424 172.512 180.580 123.080 1.00176.69 C -ATOM 19031 CE LYS C 424 173.911 180.215 122.614 1.00176.69 C -ATOM 19032 NZ LYS C 424 173.976 178.814 122.113 1.00176.69 N1+ -ATOM 19033 N LEU C 425 169.426 181.812 122.300 1.00168.51 N -ATOM 19034 CA LEU C 425 168.249 181.700 123.149 1.00168.51 C -ATOM 19035 C LEU C 425 168.692 181.562 124.602 1.00168.51 C -ATOM 19036 O LEU C 425 169.612 180.790 124.888 1.00168.51 O -ATOM 19037 CB LEU C 425 167.391 180.509 122.733 1.00168.51 C -ATOM 19038 CG LEU C 425 166.528 180.693 121.478 1.00168.51 C -ATOM 19039 CD1 LEU C 425 165.468 179.612 121.395 1.00168.51 C -ATOM 19040 CD2 LEU C 425 165.879 182.071 121.433 1.00168.51 C -ATOM 19041 N PRO C 426 168.088 182.303 125.531 1.00170.78 N -ATOM 19042 CA PRO C 426 168.511 182.225 126.935 1.00170.78 C -ATOM 19043 C PRO C 426 168.147 180.887 127.561 1.00170.78 C -ATOM 19044 O PRO C 426 167.356 180.112 127.024 1.00170.78 O -ATOM 19045 CB PRO C 426 167.752 183.378 127.599 1.00170.78 C -ATOM 19046 CG PRO C 426 166.555 183.583 126.736 1.00170.78 C -ATOM 19047 CD PRO C 426 167.001 183.278 125.334 1.00170.78 C -ATOM 19048 N ASP C 427 168.771 180.610 128.709 1.00175.84 N -ATOM 19049 CA ASP C 427 168.629 179.296 129.332 1.00175.84 C -ATOM 19050 C ASP C 427 167.242 179.087 129.930 1.00175.84 C -ATOM 19051 O ASP C 427 166.744 177.956 129.949 1.00175.84 O -ATOM 19052 CB ASP C 427 169.706 179.106 130.399 1.00175.84 C -ATOM 19053 CG ASP C 427 171.100 179.029 129.809 1.00175.84 C -ATOM 19054 OD1 ASP C 427 171.225 178.650 128.625 1.00175.84 O -ATOM 19055 OD2 ASP C 427 172.071 179.347 130.527 1.00175.84 O1- -ATOM 19056 N ASP C 428 166.605 180.150 130.416 1.00168.62 N -ATOM 19057 CA ASP C 428 165.259 180.078 130.981 1.00168.62 C -ATOM 19058 C ASP C 428 164.205 180.544 129.985 1.00168.62 C -ATOM 19059 O ASP C 428 163.213 181.177 130.360 1.00168.62 O -ATOM 19060 CB ASP C 428 165.181 180.891 132.269 1.00168.62 C -ATOM 19061 CG ASP C 428 165.813 182.262 132.131 1.00168.62 C -ATOM 19062 OD1 ASP C 428 166.568 182.476 131.160 1.00168.62 O -ATOM 19063 OD2 ASP C 428 165.558 183.124 132.997 1.00168.62 O1- -ATOM 19064 N PHE C 429 164.404 180.244 128.705 1.00152.08 N -ATOM 19065 CA PHE C 429 163.524 180.727 127.650 1.00152.08 C -ATOM 19066 C PHE C 429 162.247 179.897 127.618 1.00152.08 C -ATOM 19067 O PHE C 429 162.297 178.668 127.501 1.00152.08 O -ATOM 19068 CB PHE C 429 164.249 180.651 126.305 1.00152.08 C -ATOM 19069 CG PHE C 429 163.395 180.967 125.112 1.00152.08 C -ATOM 19070 CD1 PHE C 429 162.923 182.254 124.905 1.00152.08 C -ATOM 19071 CD2 PHE C 429 163.092 179.985 124.180 1.00152.08 C -ATOM 19072 CE1 PHE C 429 162.153 182.555 123.796 1.00152.08 C -ATOM 19073 CE2 PHE C 429 162.319 180.279 123.070 1.00152.08 C -ATOM 19074 CZ PHE C 429 161.854 181.568 122.876 1.00152.08 C -ATOM 19075 N THR C 430 161.104 180.569 127.736 1.00137.23 N -ATOM 19076 CA THR C 430 159.791 179.950 127.583 1.00137.23 C -ATOM 19077 C THR C 430 159.190 180.511 126.303 1.00137.23 C -ATOM 19078 O THR C 430 158.817 181.688 126.254 1.00137.23 O -ATOM 19079 CB THR C 430 158.886 180.240 128.780 1.00137.23 C -ATOM 19080 OG1 THR C 430 158.579 181.638 128.819 1.00137.23 O -ATOM 19081 CG2 THR C 430 159.575 179.849 130.078 1.00137.23 C -ATOM 19082 N GLY C 431 159.088 179.679 125.274 1.00135.73 N -ATOM 19083 CA GLY C 431 158.753 180.194 123.966 1.00135.73 C -ATOM 19084 C GLY C 431 158.167 179.124 123.078 1.00135.73 C -ATOM 19085 O GLY C 431 157.858 178.024 123.526 1.00135.73 O -ATOM 19086 N CYS C 432 157.997 179.471 121.805 1.00136.56 N -ATOM 19087 CA CYS C 432 157.522 178.519 120.810 1.00136.56 C -ATOM 19088 C CYS C 432 158.262 178.751 119.502 1.00136.56 C -ATOM 19089 O CYS C 432 158.649 179.877 119.184 1.00136.56 O -ATOM 19090 CB CYS C 432 156.006 178.626 120.586 1.00136.56 C -ATOM 19091 SG CYS C 432 154.988 178.093 121.986 1.00136.56 S -ATOM 19092 N VAL C 433 158.465 177.674 118.746 1.00144.38 N -ATOM 19093 CA VAL C 433 159.175 177.735 117.471 1.00144.38 C -ATOM 19094 C VAL C 433 158.259 177.177 116.392 1.00144.38 C -ATOM 19095 O VAL C 433 157.832 176.019 116.477 1.00144.38 O -ATOM 19096 CB VAL C 433 160.500 176.957 117.516 1.00144.38 C -ATOM 19097 CG1 VAL C 433 161.145 176.925 116.140 1.00144.38 C -ATOM 19098 CG2 VAL C 433 161.451 177.568 118.536 1.00144.38 C -ATOM 19099 N ILE C 434 157.953 177.991 115.379 1.00155.98 N -ATOM 19100 CA ILE C 434 157.108 177.570 114.265 1.00155.98 C -ATOM 19101 C ILE C 434 157.914 177.706 112.981 1.00155.98 C -ATOM 19102 O ILE C 434 158.349 178.808 112.629 1.00155.98 O -ATOM 19103 CB ILE C 434 155.809 178.389 114.183 1.00155.98 C -ATOM 19104 CG1 ILE C 434 155.161 178.528 115.563 1.00155.98 C -ATOM 19105 CG2 ILE C 434 154.838 177.741 113.213 1.00155.98 C -ATOM 19106 CD1 ILE C 434 153.957 179.438 115.585 1.00155.98 C -ATOM 19107 N ALA C 435 158.086 176.597 112.266 1.00175.63 N -ATOM 19108 CA ALA C 435 158.883 176.575 111.049 1.00175.63 C -ATOM 19109 C ALA C 435 158.079 175.955 109.917 1.00175.63 C -ATOM 19110 O ALA C 435 157.252 175.067 110.140 1.00175.63 O -ATOM 19111 CB ALA C 435 160.186 175.790 111.247 1.00175.63 C -ATOM 19112 N TRP C 436 158.322 176.433 108.697 1.00199.80 N -ATOM 19113 CA TRP C 436 157.687 175.835 107.530 1.00199.80 C -ATOM 19114 C TRP C 436 158.570 176.011 106.301 1.00199.80 C -ATOM 19115 O TRP C 436 159.234 177.039 106.144 1.00199.80 O -ATOM 19116 CB TRP C 436 156.294 176.429 107.274 1.00199.80 C -ATOM 19117 CG TRP C 436 155.574 175.784 106.121 1.00199.80 C -ATOM 19118 CD1 TRP C 436 155.197 176.386 104.957 1.00199.80 C -ATOM 19119 CD2 TRP C 436 155.166 174.410 106.011 1.00199.80 C -ATOM 19120 NE1 TRP C 436 154.577 175.479 104.132 1.00199.80 N -ATOM 19121 CE2 TRP C 436 154.548 174.259 104.755 1.00199.80 C -ATOM 19122 CE3 TRP C 436 155.260 173.296 106.854 1.00199.80 C -ATOM 19123 CZ2 TRP C 436 154.020 173.042 104.323 1.00199.80 C -ATOM 19124 CZ3 TRP C 436 154.742 172.088 106.421 1.00199.80 C -ATOM 19125 CH2 TRP C 436 154.128 171.972 105.168 1.00199.80 C -ATOM 19126 N ASN C 437 158.564 174.993 105.438 1.00230.72 N -ATOM 19127 CA ASN C 437 159.327 175.028 104.196 1.00230.72 C -ATOM 19128 C ASN C 437 158.764 176.084 103.252 1.00230.72 C -ATOM 19129 O ASN C 437 157.561 176.113 102.977 1.00230.72 O -ATOM 19130 CB ASN C 437 159.299 173.653 103.528 1.00230.72 C -ATOM 19131 CG ASN C 437 160.517 173.395 102.662 1.00230.72 C -ATOM 19132 OD1 ASN C 437 161.067 174.311 102.051 1.00230.72 O -ATOM 19133 ND2 ASN C 437 160.941 172.139 102.601 1.00230.72 N -ATOM 19134 N SER C 438 159.643 176.937 102.738 1.00251.72 N -ATOM 19135 CA SER C 438 159.269 178.106 101.949 1.00251.72 C -ATOM 19136 C SER C 438 160.042 178.132 100.638 1.00251.72 C -ATOM 19137 O SER C 438 160.707 179.114 100.302 1.00251.72 O -ATOM 19138 CB SER C 438 159.494 179.388 102.744 1.00251.72 C -ATOM 19139 OG SER C 438 160.861 179.545 103.079 1.00251.72 O -ATOM 19140 N ASN C 439 159.998 177.010 99.909 1.00259.44 N -ATOM 19141 CA ASN C 439 160.672 176.909 98.615 1.00259.44 C -ATOM 19142 C ASN C 439 160.108 177.906 97.609 1.00259.44 C -ATOM 19143 O ASN C 439 160.859 178.659 96.979 1.00259.44 O -ATOM 19144 CB ASN C 439 160.542 175.486 98.071 1.00259.44 C -ATOM 19145 CG ASN C 439 161.625 174.568 98.581 1.00259.44 C -ATOM 19146 OD1 ASN C 439 162.784 174.964 98.700 1.00259.44 O -ATOM 19147 ND2 ASN C 439 161.254 173.331 98.886 1.00259.44 N -ATOM 19148 N LYS C 440 158.780 177.951 97.480 1.00253.08 N -ATOM 19149 CA LYS C 440 158.141 178.847 96.523 1.00253.08 C -ATOM 19150 C LYS C 440 158.196 180.306 96.959 1.00253.08 C -ATOM 19151 O LYS C 440 157.957 181.195 96.134 1.00253.08 O -ATOM 19152 CB LYS C 440 156.689 178.420 96.306 1.00253.08 C -ATOM 19153 CG LYS C 440 156.478 176.917 96.389 1.00253.08 C -ATOM 19154 CD LYS C 440 155.016 176.570 96.609 1.00253.08 C -ATOM 19155 CE LYS C 440 154.847 175.093 96.928 1.00253.08 C -ATOM 19156 NZ LYS C 440 153.450 174.767 97.326 1.00253.08 N1+ -ATOM 19157 N LEU C 441 158.503 180.572 98.228 1.00256.12 N -ATOM 19158 CA LEU C 441 158.599 181.939 98.721 1.00256.12 C -ATOM 19159 C LEU C 441 160.025 182.470 98.718 1.00256.12 C -ATOM 19160 O LEU C 441 160.223 183.684 98.592 1.00256.12 O -ATOM 19161 CB LEU C 441 158.030 182.027 100.140 1.00256.12 C -ATOM 19162 CG LEU C 441 156.645 181.414 100.355 1.00256.12 C -ATOM 19163 CD1 LEU C 441 156.285 181.412 101.832 1.00256.12 C -ATOM 19164 CD2 LEU C 441 155.596 182.156 99.543 1.00256.12 C -ATOM 19165 N ASP C 442 161.023 181.598 98.854 1.00263.30 N -ATOM 19166 CA ASP C 442 162.410 182.027 98.984 1.00263.30 C -ATOM 19167 C ASP C 442 163.308 181.505 97.874 1.00263.30 C -ATOM 19168 O ASP C 442 164.077 182.282 97.294 1.00263.30 O -ATOM 19169 CB ASP C 442 162.967 181.591 100.350 1.00263.30 C -ATOM 19170 CG ASP C 442 162.194 182.185 101.511 1.00263.30 C -ATOM 19171 OD1 ASP C 442 161.741 183.342 101.394 1.00263.30 O -ATOM 19172 OD2 ASP C 442 162.052 181.500 102.544 1.00263.30 O1- -ATOM 19173 N SER C 443 163.243 180.212 97.562 1.00269.77 N -ATOM 19174 CA SER C 443 164.189 179.606 96.635 1.00269.77 C -ATOM 19175 C SER C 443 163.864 180.001 95.200 1.00269.77 C -ATOM 19176 O SER C 443 162.729 179.835 94.741 1.00269.77 O -ATOM 19177 CB SER C 443 164.174 178.084 96.780 1.00269.77 C -ATOM 19178 OG SER C 443 163.078 177.517 96.084 1.00269.77 O -ATOM 19179 N LYS C 444 164.862 180.524 94.498 1.00257.72 N -ATOM 19180 CA LYS C 444 164.733 180.943 93.111 1.00257.72 C -ATOM 19181 C LYS C 444 165.518 179.998 92.208 1.00257.72 C -ATOM 19182 O LYS C 444 166.125 179.022 92.659 1.00257.72 O -ATOM 19183 CB LYS C 444 165.219 182.384 92.933 1.00257.72 C -ATOM 19184 CG LYS C 444 164.569 183.393 93.860 1.00257.72 C -ATOM 19185 CD LYS C 444 165.240 184.750 93.727 1.00257.72 C -ATOM 19186 CE LYS C 444 164.551 185.798 94.581 1.00257.72 C -ATOM 19187 NZ LYS C 444 165.206 187.128 94.446 1.00257.72 N1+ -ATOM 19188 N VAL C 445 165.497 180.304 90.911 1.00246.48 N -ATOM 19189 CA VAL C 445 166.318 179.577 89.953 1.00246.48 C -ATOM 19190 C VAL C 445 167.771 179.997 90.130 1.00246.48 C -ATOM 19191 O VAL C 445 168.074 181.192 90.273 1.00246.48 O -ATOM 19192 CB VAL C 445 165.810 179.834 88.522 1.00246.48 C -ATOM 19193 CG1 VAL C 445 166.705 179.173 87.480 1.00246.48 C -ATOM 19194 CG2 VAL C 445 164.377 179.345 88.379 1.00246.48 C -ATOM 19195 N SER C 446 168.670 179.001 90.157 1.00252.61 N -ATOM 19196 CA SER C 446 170.116 179.164 90.371 1.00252.61 C -ATOM 19197 C SER C 446 170.432 179.826 91.712 1.00252.61 C -ATOM 19198 O SER C 446 171.401 180.579 91.832 1.00252.61 O -ATOM 19199 CB SER C 446 170.789 179.924 89.220 1.00252.61 C -ATOM 19200 OG SER C 446 170.544 181.317 89.311 1.00252.61 O -ATOM 19201 N GLY C 447 169.618 179.553 92.721 1.00257.56 N -ATOM 19202 CA GLY C 447 169.952 179.913 94.090 1.00257.56 C -ATOM 19203 C GLY C 447 169.448 181.286 94.486 1.00257.56 C -ATOM 19204 O GLY C 447 169.233 182.172 93.659 1.00257.56 O -ATOM 19205 N ASN C 448 169.254 181.457 95.792 1.00258.22 N -ATOM 19206 CA ASN C 448 168.910 182.742 96.394 1.00258.22 C -ATOM 19207 C ASN C 448 170.046 183.125 97.333 1.00258.22 C -ATOM 19208 O ASN C 448 170.211 182.519 98.397 1.00258.22 O -ATOM 19209 CB ASN C 448 167.577 182.668 97.138 1.00258.22 C -ATOM 19210 CG ASN C 448 166.948 184.035 97.351 1.00258.22 C -ATOM 19211 OD1 ASN C 448 167.604 185.066 97.200 1.00258.22 O -ATOM 19212 ND2 ASN C 448 165.669 184.048 97.704 1.00258.22 N -ATOM 19213 N TYR C 449 170.823 184.131 96.940 1.00252.48 N -ATOM 19214 CA TYR C 449 171.997 184.556 97.688 1.00252.48 C -ATOM 19215 C TYR C 449 171.697 185.669 98.683 1.00252.48 C -ATOM 19216 O TYR C 449 172.624 186.161 99.335 1.00252.48 O -ATOM 19217 CB TYR C 449 173.099 185.017 96.724 1.00252.48 C -ATOM 19218 CG TYR C 449 173.478 183.997 95.669 1.00252.48 C -ATOM 19219 CD1 TYR C 449 174.449 183.035 95.923 1.00252.48 C -ATOM 19220 CD2 TYR C 449 172.875 184.007 94.414 1.00252.48 C -ATOM 19221 CE1 TYR C 449 174.804 182.105 94.961 1.00252.48 C -ATOM 19222 CE2 TYR C 449 173.221 183.079 93.446 1.00252.48 C -ATOM 19223 CZ TYR C 449 174.186 182.131 93.726 1.00252.48 C -ATOM 19224 OH TYR C 449 174.535 181.208 92.768 1.00252.48 O -ATOM 19225 N ASN C 450 170.432 186.076 98.813 1.00250.18 N -ATOM 19226 CA ASN C 450 170.082 187.180 99.700 1.00250.18 C -ATOM 19227 C ASN C 450 170.161 186.798 101.172 1.00250.18 C -ATOM 19228 O ASN C 450 170.322 187.682 102.020 1.00250.18 O -ATOM 19229 CB ASN C 450 168.680 187.689 99.369 1.00250.18 C -ATOM 19230 CG ASN C 450 168.573 188.224 97.956 1.00250.18 C -ATOM 19231 OD1 ASN C 450 169.132 189.272 97.634 1.00250.18 O -ATOM 19232 ND2 ASN C 450 167.854 187.504 97.103 1.00250.18 N -ATOM 19233 N TYR C 451 170.050 185.513 101.496 1.00249.97 N -ATOM 19234 CA TYR C 451 170.157 185.044 102.873 1.00249.97 C -ATOM 19235 C TYR C 451 171.614 184.693 103.150 1.00249.97 C -ATOM 19236 O TYR C 451 172.147 183.731 102.587 1.00249.97 O -ATOM 19237 CB TYR C 451 169.237 183.850 103.106 1.00249.97 C -ATOM 19238 CG TYR C 451 167.828 184.091 102.621 1.00249.97 C -ATOM 19239 CD1 TYR C 451 167.109 185.201 103.052 1.00249.97 C -ATOM 19240 CD2 TYR C 451 167.220 183.221 101.724 1.00249.97 C -ATOM 19241 CE1 TYR C 451 165.821 185.434 102.610 1.00249.97 C -ATOM 19242 CE2 TYR C 451 165.931 183.446 101.275 1.00249.97 C -ATOM 19243 CZ TYR C 451 165.237 184.555 101.722 1.00249.97 C -ATOM 19244 OH TYR C 451 163.955 184.789 101.283 1.00249.97 O -ATOM 19245 N LEU C 452 172.252 185.468 104.020 1.00237.22 N -ATOM 19246 CA LEU C 452 173.669 185.327 104.309 1.00237.22 C -ATOM 19247 C LEU C 452 173.858 184.895 105.758 1.00237.22 C -ATOM 19248 O LEU C 452 173.064 185.245 106.635 1.00237.22 O -ATOM 19249 CB LEU C 452 174.419 186.635 104.042 1.00237.22 C -ATOM 19250 CG LEU C 452 174.411 187.161 102.606 1.00237.22 C -ATOM 19251 CD1 LEU C 452 175.018 188.553 102.547 1.00237.22 C -ATOM 19252 CD2 LEU C 452 175.147 186.215 101.676 1.00237.22 C -ATOM 19253 N TYR C 453 174.926 184.137 105.995 1.00236.43 N -ATOM 19254 CA TYR C 453 175.145 183.431 107.250 1.00236.43 C -ATOM 19255 C TYR C 453 176.589 183.617 107.697 1.00236.43 C -ATOM 19256 O TYR C 453 177.470 183.945 106.899 1.00236.43 O -ATOM 19257 CB TYR C 453 174.814 181.937 107.111 1.00236.43 C -ATOM 19258 CG TYR C 453 173.407 181.670 106.624 1.00236.43 C -ATOM 19259 CD1 TYR C 453 172.352 181.587 107.523 1.00236.43 C -ATOM 19260 CD2 TYR C 453 173.128 181.527 105.268 1.00236.43 C -ATOM 19261 CE1 TYR C 453 171.062 181.355 107.093 1.00236.43 C -ATOM 19262 CE2 TYR C 453 171.836 181.300 104.826 1.00236.43 C -ATOM 19263 CZ TYR C 453 170.810 181.212 105.746 1.00236.43 C -ATOM 19264 OH TYR C 453 169.522 180.982 105.325 1.00236.43 O -ATOM 19265 N ARG C 454 176.817 183.409 108.991 1.00212.46 N -ATOM 19266 CA ARG C 454 178.111 183.645 109.614 1.00212.46 C -ATOM 19267 C ARG C 454 178.866 182.343 109.850 1.00212.46 C -ATOM 19268 O ARG C 454 178.273 181.288 110.086 1.00212.46 O -ATOM 19269 CB ARG C 454 177.951 184.379 110.948 1.00212.46 C -ATOM 19270 CG ARG C 454 178.108 185.884 110.862 1.00212.46 C -ATOM 19271 CD ARG C 454 178.223 186.497 112.246 1.00212.46 C -ATOM 19272 NE ARG C 454 177.620 187.822 112.308 1.00212.46 N -ATOM 19273 CZ ARG C 454 178.263 188.949 112.037 1.00212.46 C -ATOM 19274 NH1 ARG C 454 179.537 188.950 111.680 1.00212.46 N1+ -ATOM 19275 NH2 ARG C 454 177.612 190.106 112.127 1.00212.46 N -ATOM 19276 N LEU C 455 180.196 182.437 109.781 1.00206.48 N -ATOM 19277 CA LEU C 455 181.081 181.346 110.157 1.00206.48 C -ATOM 19278 C LEU C 455 182.267 181.790 111.002 1.00206.48 C -ATOM 19279 O LEU C 455 182.929 180.931 111.596 1.00206.48 O -ATOM 19280 CB LEU C 455 181.607 180.618 108.910 1.00206.48 C -ATOM 19281 CG LEU C 455 180.725 179.502 108.348 1.00206.48 C -ATOM 19282 CD1 LEU C 455 181.337 178.923 107.083 1.00206.48 C -ATOM 19283 CD2 LEU C 455 180.514 178.414 109.389 1.00206.48 C -ATOM 19284 N PHE C 456 182.555 183.088 111.076 1.00203.77 N -ATOM 19285 CA PHE C 456 183.681 183.612 111.838 1.00203.77 C -ATOM 19286 C PHE C 456 183.187 184.692 112.787 1.00203.77 C -ATOM 19287 O PHE C 456 182.436 185.583 112.376 1.00203.77 O -ATOM 19288 CB PHE C 456 184.761 184.193 110.916 1.00203.77 C -ATOM 19289 CG PHE C 456 185.601 183.157 110.226 1.00203.77 C -ATOM 19290 CD1 PHE C 456 185.132 182.503 109.096 1.00203.77 C -ATOM 19291 CD2 PHE C 456 186.865 182.845 110.702 1.00203.77 C -ATOM 19292 CE1 PHE C 456 185.906 181.550 108.457 1.00203.77 C -ATOM 19293 CE2 PHE C 456 187.646 181.894 110.069 1.00203.77 C -ATOM 19294 CZ PHE C 456 187.165 181.246 108.945 1.00203.77 C -ATOM 19295 N ARG C 457 183.608 184.607 114.049 1.00199.20 N -ATOM 19296 CA ARG C 457 183.390 185.665 115.027 1.00199.20 C -ATOM 19297 C ARG C 457 184.409 185.497 116.145 1.00199.20 C -ATOM 19298 O ARG C 457 184.925 184.399 116.371 1.00199.20 O -ATOM 19299 CB ARG C 457 181.966 185.648 115.593 1.00199.20 C -ATOM 19300 CG ARG C 457 181.438 187.016 116.001 1.00199.20 C -ATOM 19301 CD ARG C 457 180.028 186.926 116.561 1.00199.20 C -ATOM 19302 NE ARG C 457 179.551 188.217 117.042 1.00199.20 N -ATOM 19303 CZ ARG C 457 178.624 188.946 116.434 1.00199.20 C -ATOM 19304 NH1 ARG C 457 178.052 188.542 115.312 1.00199.20 N1+ -ATOM 19305 NH2 ARG C 457 178.265 190.112 116.965 1.00199.20 N -ATOM 19306 N LYS C 458 184.694 186.598 116.838 1.00184.86 N -ATOM 19307 CA LYS C 458 185.696 186.602 117.894 1.00184.86 C -ATOM 19308 C LYS C 458 185.137 186.267 119.270 1.00184.86 C -ATOM 19309 O LYS C 458 185.922 186.101 120.210 1.00184.86 O -ATOM 19310 CB LYS C 458 186.392 187.966 117.955 1.00184.86 C -ATOM 19311 CG LYS C 458 187.495 188.148 116.929 1.00184.86 C -ATOM 19312 CD LYS C 458 188.433 189.274 117.325 1.00184.86 C -ATOM 19313 CE LYS C 458 189.701 189.252 116.488 1.00184.86 C -ATOM 19314 NZ LYS C 458 190.731 190.187 117.018 1.00184.86 N1+ -ATOM 19315 N SER C 459 183.819 186.160 119.421 1.00187.60 N -ATOM 19316 CA SER C 459 183.234 185.926 120.735 1.00187.60 C -ATOM 19317 C SER C 459 181.878 185.256 120.571 1.00187.60 C -ATOM 19318 O SER C 459 181.293 185.244 119.485 1.00187.60 O -ATOM 19319 CB SER C 459 183.100 187.232 121.526 1.00187.60 C -ATOM 19320 OG SER C 459 182.147 188.095 120.929 1.00187.60 O -ATOM 19321 N ASN C 460 181.386 184.696 121.674 1.00193.55 N -ATOM 19322 CA ASN C 460 180.040 184.145 121.734 1.00193.55 C -ATOM 19323 C ASN C 460 179.087 185.220 122.242 1.00193.55 C -ATOM 19324 O ASN C 460 179.343 185.851 123.272 1.00193.55 O -ATOM 19325 CB ASN C 460 179.993 182.916 122.644 1.00193.55 C -ATOM 19326 CG ASN C 460 178.698 182.128 122.504 1.00193.55 C -ATOM 19327 OD1 ASN C 460 177.815 182.484 121.723 1.00193.55 O -ATOM 19328 ND2 ASN C 460 178.583 181.047 123.266 1.00193.55 N -ATOM 19329 N LEU C 461 177.989 185.418 121.519 1.00192.61 N -ATOM 19330 CA LEU C 461 177.047 186.477 121.842 1.00192.61 C -ATOM 19331 C LEU C 461 176.178 186.101 123.038 1.00192.61 C -ATOM 19332 O LEU C 461 175.825 184.936 123.242 1.00192.61 O -ATOM 19333 CB LEU C 461 176.157 186.790 120.638 1.00192.61 C -ATOM 19334 CG LEU C 461 176.750 187.677 119.539 1.00192.61 C -ATOM 19335 CD1 LEU C 461 175.698 187.999 118.483 1.00192.61 C -ATOM 19336 CD2 LEU C 461 177.363 188.949 120.109 1.00192.61 C -ATOM 19337 N LYS C 462 175.837 187.116 123.832 1.00185.46 N -ATOM 19338 CA LYS C 462 174.853 186.982 124.894 1.00185.46 C -ATOM 19339 C LYS C 462 173.463 186.821 124.268 1.00185.46 C -ATOM 19340 O LYS C 462 173.273 187.143 123.092 1.00185.46 O -ATOM 19341 CB LYS C 462 174.918 188.210 125.808 1.00185.46 C -ATOM 19342 CG LYS C 462 176.000 188.150 126.876 1.00185.46 C -ATOM 19343 CD LYS C 462 175.728 189.138 128.001 1.00185.46 C -ATOM 19344 CE LYS C 462 176.603 188.852 129.211 1.00185.46 C -ATOM 19345 NZ LYS C 462 176.169 189.621 130.409 1.00185.46 N1+ -ATOM 19346 N PRO C 463 172.492 186.271 125.013 1.00176.67 N -ATOM 19347 CA PRO C 463 171.153 186.063 124.438 1.00176.67 C -ATOM 19348 C PRO C 463 170.453 187.355 124.033 1.00176.67 C -ATOM 19349 O PRO C 463 170.498 188.359 124.749 1.00176.67 O -ATOM 19350 CB PRO C 463 170.392 185.348 125.563 1.00176.67 C -ATOM 19351 CG PRO C 463 171.223 185.537 126.791 1.00176.67 C -ATOM 19352 CD PRO C 463 172.620 185.553 126.294 1.00176.67 C -ATOM 19353 N PHE C 464 169.808 187.296 122.857 1.00165.91 N -ATOM 19354 CA PHE C 464 169.059 188.402 122.243 1.00165.91 C -ATOM 19355 C PHE C 464 169.911 189.660 122.067 1.00165.91 C -ATOM 19356 O PHE C 464 169.457 190.771 122.334 1.00165.91 O -ATOM 19357 CB PHE C 464 167.781 188.720 123.031 1.00165.91 C -ATOM 19358 CG PHE C 464 166.807 187.577 123.102 1.00165.91 C -ATOM 19359 CD1 PHE C 464 166.645 186.719 122.026 1.00165.91 C -ATOM 19360 CD2 PHE C 464 166.038 187.374 124.239 1.00165.91 C -ATOM 19361 CE1 PHE C 464 165.747 185.666 122.087 1.00165.91 C -ATOM 19362 CE2 PHE C 464 165.136 186.328 124.308 1.00165.91 C -ATOM 19363 CZ PHE C 464 164.990 185.472 123.230 1.00165.91 C -ATOM 19364 N GLU C 465 171.151 189.490 121.615 1.00183.29 N -ATOM 19365 CA GLU C 465 172.067 190.611 121.449 1.00183.29 C -ATOM 19366 C GLU C 465 172.174 190.983 119.966 1.00183.29 C -ATOM 19367 O GLU C 465 172.046 190.135 119.078 1.00183.29 O -ATOM 19368 CB GLU C 465 173.435 190.247 122.037 1.00183.29 C -ATOM 19369 CG GLU C 465 174.519 191.328 122.050 1.00183.29 C -ATOM 19370 CD GLU C 465 175.784 190.821 122.707 1.00183.29 C -ATOM 19371 OE1 GLU C 465 175.790 189.643 123.097 1.00183.29 O -ATOM 19372 OE2 GLU C 465 176.735 191.598 122.916 1.00183.29 O1- -ATOM 19373 N ARG C 466 172.419 192.269 119.703 1.00194.91 N -ATOM 19374 CA ARG C 466 172.320 192.835 118.357 1.00194.91 C -ATOM 19375 C ARG C 466 173.560 193.648 117.987 1.00194.91 C -ATOM 19376 O ARG C 466 173.466 194.799 117.555 1.00194.91 O -ATOM 19377 CB ARG C 466 171.090 193.725 118.220 1.00194.91 C -ATOM 19378 CG ARG C 466 169.785 192.973 118.129 1.00194.91 C -ATOM 19379 CD ARG C 466 168.727 193.774 117.395 1.00194.91 C -ATOM 19380 NE ARG C 466 167.573 192.946 117.063 1.00194.91 N -ATOM 19381 CZ ARG C 466 167.505 192.127 116.022 1.00194.91 C -ATOM 19382 NH1 ARG C 466 168.515 191.990 115.178 1.00194.91 N1+ -ATOM 19383 NH2 ARG C 466 166.392 191.428 115.818 1.00194.91 N -ATOM 19384 N ASP C 467 174.750 193.071 118.149 1.00203.90 N -ATOM 19385 CA ASP C 467 175.960 193.681 117.589 1.00203.90 C -ATOM 19386 C ASP C 467 176.029 193.350 116.102 1.00203.90 C -ATOM 19387 O ASP C 467 176.228 192.196 115.718 1.00203.90 O -ATOM 19388 CB ASP C 467 177.214 193.201 118.307 1.00203.90 C -ATOM 19389 CG ASP C 467 177.381 193.829 119.667 1.00203.90 C -ATOM 19390 OD1 ASP C 467 177.896 194.964 119.745 1.00203.90 O -ATOM 19391 OD2 ASP C 467 176.992 193.191 120.662 1.00203.90 O1- -ATOM 19392 N ILE C 468 175.857 194.362 115.255 1.00222.01 N -ATOM 19393 CA ILE C 468 175.907 194.186 113.807 1.00222.01 C -ATOM 19394 C ILE C 468 177.291 194.589 113.314 1.00222.01 C -ATOM 19395 O ILE C 468 177.685 195.757 113.427 1.00222.01 O -ATOM 19396 CB ILE C 468 174.812 194.999 113.102 1.00222.01 C -ATOM 19397 CG1 ILE C 468 173.444 194.677 113.706 1.00222.01 C -ATOM 19398 CG2 ILE C 468 174.818 194.702 111.615 1.00222.01 C -ATOM 19399 CD1 ILE C 468 172.392 195.740 113.464 1.00222.01 C -ATOM 19400 N SER C 469 178.022 193.629 112.751 1.00220.11 N -ATOM 19401 CA SER C 469 179.360 193.902 112.227 1.00220.11 C -ATOM 19402 C SER C 469 179.662 192.905 111.121 1.00220.11 C -ATOM 19403 O SER C 469 179.705 191.696 111.371 1.00220.11 O -ATOM 19404 CB SER C 469 180.408 193.821 113.336 1.00220.11 C -ATOM 19405 OG SER C 469 180.288 192.612 114.064 1.00220.11 O -ATOM 19406 N THR C 470 179.893 193.409 109.909 1.00216.43 N -ATOM 19407 CA THR C 470 180.087 192.577 108.728 1.00216.43 C -ATOM 19408 C THR C 470 181.481 192.751 108.132 1.00216.43 C -ATOM 19409 O THR C 470 181.683 192.544 106.934 1.00216.43 O -ATOM 19410 CB THR C 470 179.019 192.883 107.677 1.00216.43 C -ATOM 19411 OG1 THR C 470 178.980 194.294 107.435 1.00216.43 O -ATOM 19412 CG2 THR C 470 177.653 192.420 108.157 1.00216.43 C -ATOM 19413 N GLU C 471 182.453 193.129 108.959 1.00205.92 N -ATOM 19414 CA GLU C 471 183.822 193.300 108.501 1.00205.92 C -ATOM 19415 C GLU C 471 184.501 191.944 108.316 1.00205.92 C -ATOM 19416 O GLU C 471 184.037 190.912 108.808 1.00205.92 O -ATOM 19417 CB GLU C 471 184.611 194.157 109.490 1.00205.92 C -ATOM 19418 CG GLU C 471 184.013 195.532 109.734 1.00205.92 C -ATOM 19419 CD GLU C 471 185.022 196.514 110.295 1.00205.92 C -ATOM 19420 OE1 GLU C 471 186.026 196.062 110.885 1.00205.92 O -ATOM 19421 OE2 GLU C 471 184.810 197.736 110.148 1.00205.92 O1- -ATOM 19422 N ILE C 472 185.618 191.955 107.594 1.00195.45 N -ATOM 19423 CA ILE C 472 186.409 190.747 107.383 1.00195.45 C -ATOM 19424 C ILE C 472 187.173 190.437 108.663 1.00195.45 C -ATOM 19425 O ILE C 472 187.893 191.293 109.193 1.00195.45 O -ATOM 19426 CB ILE C 472 187.359 190.923 106.186 1.00195.45 C -ATOM 19427 CG1 ILE C 472 186.556 191.009 104.887 1.00195.45 C -ATOM 19428 CG2 ILE C 472 188.361 189.779 106.112 1.00195.45 C -ATOM 19429 CD1 ILE C 472 187.395 191.308 103.665 1.00195.45 C -ATOM 19430 N TYR C 473 187.019 189.216 109.166 1.00203.51 N -ATOM 19431 CA TYR C 473 187.499 188.863 110.494 1.00203.51 C -ATOM 19432 C TYR C 473 188.816 188.099 110.432 1.00203.51 C -ATOM 19433 O TYR C 473 189.069 187.321 109.509 1.00203.51 O -ATOM 19434 CB TYR C 473 186.459 188.026 111.245 1.00203.51 C -ATOM 19435 CG TYR C 473 185.321 188.820 111.856 1.00203.51 C -ATOM 19436 CD1 TYR C 473 185.261 190.206 111.741 1.00203.51 C -ATOM 19437 CD2 TYR C 473 184.305 188.177 112.551 1.00203.51 C -ATOM 19438 CE1 TYR C 473 184.217 190.926 112.301 1.00203.51 C -ATOM 19439 CE2 TYR C 473 183.258 188.885 113.113 1.00203.51 C -ATOM 19440 CZ TYR C 473 183.220 190.258 112.986 1.00203.51 C -ATOM 19441 OH TYR C 473 182.180 190.965 113.545 1.00203.51 O -ATOM 19442 N GLN C 474 189.654 188.335 111.438 1.00190.39 N -ATOM 19443 CA GLN C 474 190.874 187.561 111.602 1.00190.39 C -ATOM 19444 C GLN C 474 190.545 186.143 112.053 1.00190.39 C -ATOM 19445 O GLN C 474 189.565 185.904 112.764 1.00190.39 O -ATOM 19446 CB GLN C 474 191.795 188.221 112.630 1.00190.39 C -ATOM 19447 CG GLN C 474 191.995 189.714 112.442 1.00190.39 C -ATOM 19448 CD GLN C 474 192.806 190.335 113.563 1.00190.39 C -ATOM 19449 OE1 GLN C 474 193.215 189.651 114.501 1.00190.39 O -ATOM 19450 NE2 GLN C 474 193.044 191.638 113.470 1.00190.39 N -ATOM 19451 N ALA C 475 191.375 185.195 111.629 1.00187.26 N -ATOM 19452 CA ALA C 475 191.281 183.824 112.110 1.00187.26 C -ATOM 19453 C ALA C 475 192.183 183.564 113.308 1.00187.26 C -ATOM 19454 O ALA C 475 192.242 182.428 113.789 1.00187.26 O -ATOM 19455 CB ALA C 475 191.616 182.840 110.985 1.00187.26 C -ATOM 19456 N GLY C 476 192.882 184.586 113.796 1.00184.72 N -ATOM 19457 CA GLY C 476 193.760 184.447 114.940 1.00184.72 C -ATOM 19458 C GLY C 476 194.300 185.780 115.413 1.00184.72 C -ATOM 19459 O GLY C 476 193.569 186.774 115.451 1.00184.72 O -ATOM 19460 N ASN C 477 195.579 185.816 115.777 1.00181.97 N -ATOM 19461 CA ASN C 477 196.223 187.038 116.237 1.00181.97 C -ATOM 19462 C ASN C 477 196.854 187.842 115.106 1.00181.97 C -ATOM 19463 O ASN C 477 197.393 188.923 115.362 1.00181.97 O -ATOM 19464 CB ASN C 477 197.286 186.709 117.290 1.00181.97 C -ATOM 19465 CG ASN C 477 196.704 186.026 118.512 1.00181.97 C -ATOM 19466 OD1 ASN C 477 195.490 186.028 118.719 1.00181.97 O -ATOM 19467 ND2 ASN C 477 197.569 185.440 119.331 1.00181.97 N -ATOM 19468 N LYS C 478 196.802 187.346 113.876 1.00183.40 N -ATOM 19469 CA LYS C 478 197.404 188.050 112.749 1.00183.40 C -ATOM 19470 C LYS C 478 196.516 189.215 112.324 1.00183.40 C -ATOM 19471 O LYS C 478 195.325 189.014 112.065 1.00183.40 O -ATOM 19472 CB LYS C 478 197.619 187.098 111.576 1.00183.40 C -ATOM 19473 CG LYS C 478 198.406 185.847 111.933 1.00183.40 C -ATOM 19474 CD LYS C 478 198.756 185.038 110.696 1.00183.40 C -ATOM 19475 CE LYS C 478 199.517 183.775 111.063 1.00183.40 C -ATOM 19476 NZ LYS C 478 200.078 183.094 109.864 1.00183.40 N1+ -ATOM 19477 N PRO C 479 197.048 190.436 112.259 1.00179.59 N -ATOM 19478 CA PRO C 479 196.234 191.575 111.818 1.00179.59 C -ATOM 19479 C PRO C 479 195.917 191.505 110.332 1.00179.59 C -ATOM 19480 O PRO C 479 196.655 190.915 109.540 1.00179.59 O -ATOM 19481 CB PRO C 479 197.115 192.787 112.141 1.00179.59 C -ATOM 19482 CG PRO C 479 198.506 192.252 112.117 1.00179.59 C -ATOM 19483 CD PRO C 479 198.418 190.839 112.622 1.00179.59 C -ATOM 19484 N CYS C 480 194.799 192.122 109.961 1.00176.92 N -ATOM 19485 CA CYS C 480 194.311 192.093 108.588 1.00176.92 C -ATOM 19486 C CYS C 480 194.148 193.472 107.972 1.00176.92 C -ATOM 19487 O CYS C 480 194.495 193.652 106.799 1.00176.92 O -ATOM 19488 CB CYS C 480 192.970 191.351 108.526 1.00176.92 C -ATOM 19489 SG CYS C 480 193.082 189.604 108.955 1.00176.92 S -ATOM 19490 N ASN C 481 193.629 194.439 108.745 1.00169.56 N -ATOM 19491 CA ASN C 481 193.369 195.821 108.311 1.00169.56 C -ATOM 19492 C ASN C 481 192.457 195.877 107.085 1.00169.56 C -ATOM 19493 O ASN C 481 192.661 196.681 106.173 1.00169.56 O -ATOM 19494 CB ASN C 481 194.672 196.589 108.060 1.00169.56 C -ATOM 19495 CG ASN C 481 195.648 196.472 109.214 1.00169.56 C -ATOM 19496 OD1 ASN C 481 195.274 196.629 110.377 1.00169.56 O -ATOM 19497 ND2 ASN C 481 196.908 196.196 108.899 1.00169.56 N -ATOM 19498 N GLY C 482 191.440 195.018 107.066 1.00160.69 N -ATOM 19499 CA GLY C 482 190.494 195.003 105.968 1.00160.69 C -ATOM 19500 C GLY C 482 191.015 194.420 104.676 1.00160.69 C -ATOM 19501 O GLY C 482 190.475 194.725 103.610 1.00160.69 O -ATOM 19502 N VAL C 483 192.050 193.587 104.736 1.00158.89 N -ATOM 19503 CA VAL C 483 192.650 192.974 103.556 1.00158.89 C -ATOM 19504 C VAL C 483 192.464 191.468 103.666 1.00158.89 C -ATOM 19505 O VAL C 483 192.890 190.856 104.653 1.00158.89 O -ATOM 19506 CB VAL C 483 194.137 193.336 103.418 1.00158.89 C -ATOM 19507 CG1 VAL C 483 194.774 192.559 102.276 1.00158.89 C -ATOM 19508 CG2 VAL C 483 194.300 194.833 103.208 1.00158.89 C -ATOM 19509 N ALA C 484 191.828 190.874 102.658 1.00159.89 N -ATOM 19510 CA ALA C 484 191.602 189.436 102.648 1.00159.89 C -ATOM 19511 C ALA C 484 192.897 188.682 102.365 1.00159.89 C -ATOM 19512 O ALA C 484 193.777 189.157 101.643 1.00159.89 O -ATOM 19513 CB ALA C 484 190.545 189.069 101.606 1.00159.89 C -ATOM 19514 N GLY C 485 193.005 187.492 102.947 1.00176.59 N -ATOM 19515 CA GLY C 485 194.193 186.678 102.765 1.00176.59 C -ATOM 19516 C GLY C 485 194.194 185.516 103.738 1.00176.59 C -ATOM 19517 O GLY C 485 193.143 185.107 104.235 1.00176.59 O -ATOM 19518 N PHE C 486 195.387 184.983 103.987 1.00186.91 N -ATOM 19519 CA PHE C 486 195.534 183.935 104.988 1.00186.91 C -ATOM 19520 C PHE C 486 195.349 184.513 106.384 1.00186.91 C -ATOM 19521 O PHE C 486 195.865 185.590 106.699 1.00186.91 O -ATOM 19522 CB PHE C 486 196.898 183.258 104.862 1.00186.91 C -ATOM 19523 CG PHE C 486 196.906 182.092 103.917 1.00186.91 C -ATOM 19524 CD1 PHE C 486 196.163 180.954 104.198 1.00186.91 C -ATOM 19525 CD2 PHE C 486 197.648 182.133 102.746 1.00186.91 C -ATOM 19526 CE1 PHE C 486 196.162 179.876 103.330 1.00186.91 C -ATOM 19527 CE2 PHE C 486 197.652 181.058 101.873 1.00186.91 C -ATOM 19528 CZ PHE C 486 196.908 179.928 102.166 1.00186.91 C -ATOM 19529 N ASN C 487 194.576 183.788 107.207 1.00189.41 N -ATOM 19530 CA ASN C 487 194.095 184.222 108.528 1.00189.41 C -ATOM 19531 C ASN C 487 193.308 185.532 108.455 1.00189.41 C -ATOM 19532 O ASN C 487 193.282 186.306 109.415 1.00189.41 O -ATOM 19533 CB ASN C 487 195.234 184.333 109.551 1.00189.41 C -ATOM 19534 CG ASN C 487 195.869 182.993 109.865 1.00189.41 C -ATOM 19535 OD1 ASN C 487 196.225 182.234 108.964 1.00189.41 O -ATOM 19536 ND2 ASN C 487 196.014 182.695 111.151 1.00189.41 N -ATOM 19537 N CYS C 488 192.654 185.782 107.317 1.00189.47 N -ATOM 19538 CA CYS C 488 191.834 186.976 107.089 1.00189.47 C -ATOM 19539 C CYS C 488 190.650 186.523 106.238 1.00189.47 C -ATOM 19540 O CYS C 488 190.724 186.527 105.007 1.00189.47 O -ATOM 19541 CB CYS C 488 192.629 188.077 106.399 1.00189.47 C -ATOM 19542 SG CYS C 488 193.997 188.766 107.352 1.00189.47 S -ATOM 19543 N TYR C 489 189.556 186.146 106.892 1.00196.06 N -ATOM 19544 CA TYR C 489 188.448 185.495 106.213 1.00196.06 C -ATOM 19545 C TYR C 489 187.156 186.273 106.412 1.00196.06 C -ATOM 19546 O TYR C 489 186.904 186.824 107.490 1.00196.06 O -ATOM 19547 CB TYR C 489 188.280 184.054 106.702 1.00196.06 C -ATOM 19548 CG TYR C 489 189.489 183.190 106.425 1.00196.06 C -ATOM 19549 CD1 TYR C 489 189.837 182.850 105.122 1.00196.06 C -ATOM 19550 CD2 TYR C 489 190.288 182.721 107.463 1.00196.06 C -ATOM 19551 CE1 TYR C 489 190.945 182.062 104.859 1.00196.06 C -ATOM 19552 CE2 TYR C 489 191.398 181.932 107.210 1.00196.06 C -ATOM 19553 CZ TYR C 489 191.720 181.607 105.907 1.00196.06 C -ATOM 19554 OH TYR C 489 192.822 180.824 105.650 1.00196.06 O -ATOM 19555 N PHE C 490 186.359 186.327 105.352 1.00207.44 N -ATOM 19556 CA PHE C 490 185.036 186.919 105.433 1.00207.44 C -ATOM 19557 C PHE C 490 184.094 185.990 106.197 1.00207.44 C -ATOM 19558 O PHE C 490 184.126 184.771 106.001 1.00207.44 O -ATOM 19559 CB PHE C 490 184.481 187.216 104.029 1.00207.44 C -ATOM 19560 CG PHE C 490 184.411 186.010 103.112 1.00207.44 C -ATOM 19561 CD1 PHE C 490 185.507 185.632 102.344 1.00207.44 C -ATOM 19562 CD2 PHE C 490 183.236 185.279 102.990 1.00207.44 C -ATOM 19563 CE1 PHE C 490 185.441 184.535 101.501 1.00207.44 C -ATOM 19564 CE2 PHE C 490 183.164 184.180 102.150 1.00207.44 C -ATOM 19565 CZ PHE C 490 184.267 183.810 101.404 1.00207.44 C -ATOM 19566 N PRO C 491 183.270 186.528 107.100 1.00212.26 N -ATOM 19567 CA PRO C 491 182.268 185.684 107.766 1.00212.26 C -ATOM 19568 C PRO C 491 181.006 185.477 106.949 1.00212.26 C -ATOM 19569 O PRO C 491 180.301 184.486 107.178 1.00212.26 O -ATOM 19570 CB PRO C 491 181.956 186.459 109.059 1.00212.26 C -ATOM 19571 CG PRO C 491 183.059 187.484 109.185 1.00212.26 C -ATOM 19572 CD PRO C 491 183.420 187.824 107.777 1.00212.26 C -ATOM 19573 N LEU C 492 180.709 186.364 106.001 1.00219.04 N -ATOM 19574 CA LEU C 492 179.422 186.380 105.311 1.00219.04 C -ATOM 19575 C LEU C 492 179.450 185.389 104.153 1.00219.04 C -ATOM 19576 O LEU C 492 180.074 185.649 103.120 1.00219.04 O -ATOM 19577 CB LEU C 492 179.111 187.787 104.807 1.00219.04 C -ATOM 19578 CG LEU C 492 179.519 188.959 105.703 1.00219.04 C -ATOM 19579 CD1 LEU C 492 179.353 190.272 104.955 1.00219.04 C -ATOM 19580 CD2 LEU C 492 178.724 188.974 106.999 1.00219.04 C -ATOM 19581 N ARG C 493 178.757 184.267 104.312 1.00227.92 N -ATOM 19582 CA ARG C 493 178.638 183.253 103.272 1.00227.92 C -ATOM 19583 C ARG C 493 177.166 183.078 102.907 1.00227.92 C -ATOM 19584 O ARG C 493 176.280 183.669 103.522 1.00227.92 O -ATOM 19585 CB ARG C 493 179.258 181.930 103.728 1.00227.92 C -ATOM 19586 CG ARG C 493 180.728 182.037 104.095 1.00227.92 C -ATOM 19587 CD ARG C 493 181.482 180.762 103.762 1.00227.92 C -ATOM 19588 NE ARG C 493 182.925 180.945 103.858 1.00227.92 N -ATOM 19589 CZ ARG C 493 183.820 180.182 103.247 1.00227.92 C -ATOM 19590 NH1 ARG C 493 183.455 179.166 102.482 1.00227.92 N1+ -ATOM 19591 NH2 ARG C 493 185.114 180.444 103.408 1.00227.92 N -ATOM 19592 N SER C 494 176.907 182.252 101.897 1.00241.79 N -ATOM 19593 CA SER C 494 175.548 182.014 101.433 1.00241.79 C -ATOM 19594 C SER C 494 175.348 180.526 101.193 1.00241.79 C -ATOM 19595 O SER C 494 176.307 179.762 101.064 1.00241.79 O -ATOM 19596 CB SER C 494 175.237 182.799 100.152 1.00241.79 C -ATOM 19597 OG SER C 494 176.050 182.364 99.078 1.00241.79 O -ATOM 19598 N TYR C 495 174.079 180.120 101.134 1.00253.10 N -ATOM 19599 CA TYR C 495 173.728 178.729 100.889 1.00253.10 C -ATOM 19600 C TYR C 495 173.155 178.485 99.500 1.00253.10 C -ATOM 19601 O TYR C 495 173.091 177.321 99.084 1.00253.10 O -ATOM 19602 CB TYR C 495 172.726 178.229 101.944 1.00253.10 C -ATOM 19603 CG TYR C 495 173.305 178.049 103.336 1.00253.10 C -ATOM 19604 CD1 TYR C 495 174.681 178.023 103.547 1.00253.10 C -ATOM 19605 CD2 TYR C 495 172.471 177.891 104.437 1.00253.10 C -ATOM 19606 CE1 TYR C 495 175.208 177.858 104.818 1.00253.10 C -ATOM 19607 CE2 TYR C 495 172.988 177.725 105.711 1.00253.10 C -ATOM 19608 CZ TYR C 495 174.356 177.709 105.894 1.00253.10 C -ATOM 19609 OH TYR C 495 174.875 177.542 107.157 1.00253.10 O -ATOM 19610 N SER C 496 172.740 179.545 98.791 1.00261.42 N -ATOM 19611 CA SER C 496 172.274 179.506 97.397 1.00261.42 C -ATOM 19612 C SER C 496 171.075 178.569 97.223 1.00261.42 C -ATOM 19613 O SER C 496 171.151 177.544 96.546 1.00261.42 O -ATOM 19614 CB SER C 496 173.413 179.127 96.443 1.00261.42 C -ATOM 19615 OG SER C 496 173.585 177.721 96.389 1.00261.42 O -ATOM 19616 N PHE C 497 169.961 178.954 97.847 1.00264.66 N -ATOM 19617 CA PHE C 497 168.793 178.085 97.993 1.00264.66 C -ATOM 19618 C PHE C 497 168.125 177.831 96.646 1.00264.66 C -ATOM 19619 O PHE C 497 167.529 178.736 96.054 1.00264.66 O -ATOM 19620 CB PHE C 497 167.805 178.704 98.974 1.00264.66 C -ATOM 19621 CG PHE C 497 168.288 178.708 100.391 1.00264.66 C -ATOM 19622 CD1 PHE C 497 168.676 177.527 101.006 1.00264.66 C -ATOM 19623 CD2 PHE C 497 168.358 179.891 101.108 1.00264.66 C -ATOM 19624 CE1 PHE C 497 169.124 177.526 102.315 1.00264.66 C -ATOM 19625 CE2 PHE C 497 168.804 179.898 102.414 1.00264.66 C -ATOM 19626 CZ PHE C 497 169.188 178.713 103.019 1.00264.66 C -ATOM 19627 N ARG C 498 168.222 176.589 96.171 1.00267.29 N -ATOM 19628 CA ARG C 498 167.576 176.071 94.980 1.00267.29 C -ATOM 19629 C ARG C 498 166.451 175.115 95.366 1.00267.29 C -ATOM 19630 O ARG C 498 166.541 174.426 96.387 1.00267.29 O -ATOM 19631 CB ARG C 498 168.581 175.334 94.084 1.00267.29 C -ATOM 19632 CG ARG C 498 169.591 176.243 93.412 1.00267.29 C -ATOM 19633 CD ARG C 498 170.495 175.477 92.462 1.00267.29 C -ATOM 19634 NE ARG C 498 171.536 176.331 91.903 1.00267.29 N -ATOM 19635 CZ ARG C 498 172.663 175.887 91.365 1.00267.29 C -ATOM 19636 NH1 ARG C 498 172.933 174.594 91.294 1.00267.29 N1+ -ATOM 19637 NH2 ARG C 498 173.542 176.762 90.885 1.00267.29 N -ATOM 19638 N PRO C 499 165.373 175.047 94.576 1.00268.73 N -ATOM 19639 CA PRO C 499 164.292 174.097 94.890 1.00268.73 C -ATOM 19640 C PRO C 499 164.631 172.645 94.585 1.00268.73 C -ATOM 19641 O PRO C 499 163.843 171.761 94.947 1.00268.73 O -ATOM 19642 CB PRO C 499 163.131 174.586 94.014 1.00268.73 C -ATOM 19643 CG PRO C 499 163.790 175.291 92.881 1.00268.73 C -ATOM 19644 CD PRO C 499 165.015 175.938 93.458 1.00268.73 C -ATOM 19645 N THR C 500 165.763 172.367 93.939 1.00262.85 N -ATOM 19646 CA THR C 500 166.138 171.015 93.553 1.00262.85 C -ATOM 19647 C THR C 500 167.159 170.387 94.495 1.00262.85 C -ATOM 19648 O THR C 500 167.745 169.354 94.156 1.00262.85 O -ATOM 19649 CB THR C 500 166.680 171.009 92.122 1.00262.85 C -ATOM 19650 OG1 THR C 500 167.798 171.900 92.028 1.00262.85 O -ATOM 19651 CG2 THR C 500 165.602 171.453 91.145 1.00262.85 C -ATOM 19652 N TYR C 501 167.386 170.980 95.665 1.00261.39 N -ATOM 19653 CA TYR C 501 168.334 170.436 96.630 1.00261.39 C -ATOM 19654 C TYR C 501 167.668 169.345 97.467 1.00261.39 C -ATOM 19655 O TYR C 501 166.563 168.880 97.175 1.00261.39 O -ATOM 19656 CB TYR C 501 168.885 171.540 97.529 1.00261.39 C -ATOM 19657 CG TYR C 501 169.903 172.454 96.889 1.00261.39 C -ATOM 19658 CD1 TYR C 501 170.443 172.172 95.638 1.00261.39 C -ATOM 19659 CD2 TYR C 501 170.345 173.589 97.554 1.00261.39 C -ATOM 19660 CE1 TYR C 501 171.380 173.011 95.060 1.00261.39 C -ATOM 19661 CE2 TYR C 501 171.282 174.426 96.990 1.00261.39 C -ATOM 19662 CZ TYR C 501 171.795 174.137 95.742 1.00261.39 C -ATOM 19663 OH TYR C 501 172.728 174.976 95.179 1.00261.39 O -ATOM 19664 N GLY C 502 168.349 168.928 98.531 1.00243.52 N -ATOM 19665 CA GLY C 502 167.750 168.040 99.502 1.00243.52 C -ATOM 19666 C GLY C 502 166.729 168.759 100.362 1.00243.52 C -ATOM 19667 O GLY C 502 166.606 169.984 100.346 1.00243.52 O -ATOM 19668 N VAL C 503 165.981 167.962 101.132 1.00236.48 N -ATOM 19669 CA VAL C 503 164.866 168.492 101.914 1.00236.48 C -ATOM 19670 C VAL C 503 165.367 169.368 103.057 1.00236.48 C -ATOM 19671 O VAL C 503 164.780 170.415 103.358 1.00236.48 O -ATOM 19672 CB VAL C 503 163.984 167.338 102.426 1.00236.48 C -ATOM 19673 CG1 VAL C 503 162.676 167.871 102.991 1.00236.48 C -ATOM 19674 CG2 VAL C 503 163.722 166.339 101.310 1.00236.48 C -ATOM 19675 N GLY C 504 166.457 168.959 103.710 1.00233.68 N -ATOM 19676 CA GLY C 504 167.015 169.764 104.783 1.00233.68 C -ATOM 19677 C GLY C 504 167.669 171.044 104.301 1.00233.68 C -ATOM 19678 O GLY C 504 167.647 172.056 105.006 1.00233.68 O -ATOM 19679 N HIS C 505 168.241 171.026 103.096 1.00246.80 N -ATOM 19680 CA HIS C 505 168.919 172.194 102.548 1.00246.80 C -ATOM 19681 C HIS C 505 167.965 173.199 101.914 1.00246.80 C -ATOM 19682 O HIS C 505 168.418 174.264 101.478 1.00246.80 O -ATOM 19683 CB HIS C 505 169.965 171.758 101.520 1.00246.80 C -ATOM 19684 CG HIS C 505 170.856 170.655 102.000 1.00246.80 C -ATOM 19685 ND1 HIS C 505 171.610 170.756 103.149 1.00246.80 N -ATOM 19686 CD2 HIS C 505 171.111 169.428 101.488 1.00246.80 C -ATOM 19687 CE1 HIS C 505 172.293 169.639 103.324 1.00246.80 C -ATOM 19688 NE2 HIS C 505 172.008 168.816 102.330 1.00246.80 N -ATOM 19689 N GLN C 506 166.675 172.883 101.840 1.00248.98 N -ATOM 19690 CA GLN C 506 165.691 173.827 101.340 1.00248.98 C -ATOM 19691 C GLN C 506 165.514 174.978 102.333 1.00248.98 C -ATOM 19692 O GLN C 506 165.709 174.798 103.538 1.00248.98 O -ATOM 19693 CB GLN C 506 164.359 173.117 101.108 1.00248.98 C -ATOM 19694 CG GLN C 506 164.331 172.281 99.843 1.00248.98 C -ATOM 19695 CD GLN C 506 163.369 171.116 99.937 1.00248.98 C -ATOM 19696 OE1 GLN C 506 162.545 171.048 100.848 1.00248.98 O -ATOM 19697 NE2 GLN C 506 163.469 170.189 98.991 1.00248.98 N -ATOM 19698 N PRO C 507 165.188 176.180 101.850 1.00254.56 N -ATOM 19699 CA PRO C 507 164.946 177.297 102.770 1.00254.56 C -ATOM 19700 C PRO C 507 163.676 177.101 103.582 1.00254.56 C -ATOM 19701 O PRO C 507 162.691 176.521 103.117 1.00254.56 O -ATOM 19702 CB PRO C 507 164.827 178.507 101.836 1.00254.56 C -ATOM 19703 CG PRO C 507 164.404 177.931 100.533 1.00254.56 C -ATOM 19704 CD PRO C 507 165.107 176.610 100.442 1.00254.56 C -ATOM 19705 N TYR C 508 163.711 177.601 104.816 1.00231.04 N -ATOM 19706 CA TYR C 508 162.617 177.467 105.765 1.00231.04 C -ATOM 19707 C TYR C 508 162.372 178.813 106.425 1.00231.04 C -ATOM 19708 O TYR C 508 163.315 179.450 106.917 1.00231.04 O -ATOM 19709 CB TYR C 508 162.932 176.415 106.835 1.00231.04 C -ATOM 19710 CG TYR C 508 162.533 175.001 106.481 1.00231.04 C -ATOM 19711 CD1 TYR C 508 163.224 174.284 105.512 1.00231.04 C -ATOM 19712 CD2 TYR C 508 161.479 174.374 107.134 1.00231.04 C -ATOM 19713 CE1 TYR C 508 162.867 172.986 105.192 1.00231.04 C -ATOM 19714 CE2 TYR C 508 161.111 173.078 106.820 1.00231.04 C -ATOM 19715 CZ TYR C 508 161.810 172.389 105.849 1.00231.04 C -ATOM 19716 OH TYR C 508 161.449 171.099 105.535 1.00231.04 O -ATOM 19717 N ARG C 509 161.104 179.228 106.431 1.00218.65 N -ATOM 19718 CA ARG C 509 160.653 180.415 107.143 1.00218.65 C -ATOM 19719 C ARG C 509 160.286 180.006 108.563 1.00218.65 C -ATOM 19720 O ARG C 509 159.397 179.168 108.764 1.00218.65 O -ATOM 19721 CB ARG C 509 159.454 181.051 106.436 1.00218.65 C -ATOM 19722 CG ARG C 509 159.819 182.089 105.385 1.00218.65 C -ATOM 19723 CD ARG C 509 158.617 182.569 104.586 1.00218.65 C -ATOM 19724 NE ARG C 509 159.012 183.463 103.502 1.00218.65 N -ATOM 19725 CZ ARG C 509 158.222 184.377 102.955 1.00218.65 C -ATOM 19726 NH1 ARG C 509 156.977 184.551 103.368 1.00218.65 N1+ -ATOM 19727 NH2 ARG C 509 158.693 185.137 101.970 1.00218.65 N -ATOM 19728 N VAL C 510 160.993 180.568 109.543 1.00186.71 N -ATOM 19729 CA VAL C 510 160.824 180.231 110.950 1.00186.71 C -ATOM 19730 C VAL C 510 160.506 181.506 111.721 1.00186.71 C -ATOM 19731 O VAL C 510 161.154 182.545 111.522 1.00186.71 O -ATOM 19732 CB VAL C 510 162.076 179.550 111.542 1.00186.71 C -ATOM 19733 CG1 VAL C 510 161.762 178.915 112.893 1.00186.71 C -ATOM 19734 CG2 VAL C 510 162.669 178.523 110.589 1.00186.71 C -ATOM 19735 N VAL C 511 159.505 181.421 112.593 1.00154.76 N -ATOM 19736 CA VAL C 511 159.144 182.475 113.528 1.00154.76 C -ATOM 19737 C VAL C 511 159.255 181.907 114.937 1.00154.76 C -ATOM 19738 O VAL C 511 158.676 180.855 115.243 1.00154.76 O -ATOM 19739 CB VAL C 511 157.728 183.017 113.253 1.00154.76 C -ATOM 19740 CG1 VAL C 511 157.216 183.850 114.423 1.00154.76 C -ATOM 19741 CG2 VAL C 511 157.716 183.833 111.972 1.00154.76 C -ATOM 19742 N VAL C 512 160.013 182.595 115.782 1.00137.83 N -ATOM 19743 CA VAL C 512 160.150 182.249 117.190 1.00137.83 C -ATOM 19744 C VAL C 512 159.313 183.233 117.994 1.00137.83 C -ATOM 19745 O VAL C 512 159.507 184.451 117.897 1.00137.83 O -ATOM 19746 CB VAL C 512 161.621 182.272 117.633 1.00137.83 C -ATOM 19747 CG1 VAL C 512 161.727 182.192 119.148 1.00137.83 C -ATOM 19748 CG2 VAL C 512 162.384 181.130 116.981 1.00137.83 C -ATOM 19749 N LEU C 513 158.370 182.707 118.770 1.00121.65 N -ATOM 19750 CA LEU C 513 157.520 183.509 119.638 1.00121.65 C -ATOM 19751 C LEU C 513 158.092 183.468 121.049 1.00121.65 C -ATOM 19752 O LEU C 513 158.230 182.387 121.635 1.00121.65 O -ATOM 19753 CB LEU C 513 156.082 182.993 119.626 1.00121.65 C -ATOM 19754 CG LEU C 513 155.248 183.284 118.379 1.00121.65 C -ATOM 19755 CD1 LEU C 513 154.140 182.254 118.236 1.00121.65 C -ATOM 19756 CD2 LEU C 513 154.677 184.690 118.437 1.00121.65 C -ATOM 19757 N SER C 514 158.423 184.641 121.582 1.00118.93 N -ATOM 19758 CA SER C 514 158.993 184.795 122.912 1.00118.93 C -ATOM 19759 C SER C 514 158.002 185.542 123.792 1.00118.93 C -ATOM 19760 O SER C 514 157.522 186.617 123.417 1.00118.93 O -ATOM 19761 CB SER C 514 160.323 185.552 122.849 1.00118.93 C -ATOM 19762 OG SER C 514 160.862 185.755 124.144 1.00118.93 O -ATOM 19763 N PHE C 515 157.698 184.971 124.954 1.00114.96 N -ATOM 19764 CA PHE C 515 156.712 185.533 125.864 1.00114.96 C -ATOM 19765 C PHE C 515 157.225 185.533 127.299 1.00114.96 C -ATOM 19766 O PHE C 515 158.106 184.755 127.672 1.00114.96 O -ATOM 19767 CB PHE C 515 155.358 184.810 125.726 1.00114.96 C -ATOM 19768 CG PHE C 515 155.391 183.344 126.076 1.00114.96 C -ATOM 19769 CD1 PHE C 515 155.656 182.403 125.094 1.00114.96 C -ATOM 19770 CD2 PHE C 515 155.184 182.902 127.375 1.00114.96 C -ATOM 19771 CE1 PHE C 515 155.675 181.051 125.402 1.00114.96 C -ATOM 19772 CE2 PHE C 515 155.221 181.557 127.681 1.00114.96 C -ATOM 19773 CZ PHE C 515 155.476 180.633 126.690 1.00114.96 C -ATOM 19774 N GLU C 516 156.626 186.414 128.103 1.00115.49 N -ATOM 19775 CA GLU C 516 157.084 186.739 129.448 1.00115.49 C -ATOM 19776 C GLU C 516 156.008 186.402 130.469 1.00115.49 C -ATOM 19777 O GLU C 516 154.842 186.774 130.297 1.00115.49 O -ATOM 19778 CB GLU C 516 157.435 188.224 129.552 1.00115.49 C -ATOM 19779 CG GLU C 516 158.433 188.700 128.521 1.00115.49 C -ATOM 19780 CD GLU C 516 158.401 190.200 128.347 1.00115.49 C -ATOM 19781 OE1 GLU C 516 157.372 190.810 128.705 1.00115.49 O -ATOM 19782 OE2 GLU C 516 159.396 190.766 127.852 1.00115.49 O1- -ATOM 19783 N LEU C 517 156.410 185.724 131.545 1.00122.86 N -ATOM 19784 CA LEU C 517 155.529 185.427 132.669 1.00122.86 C -ATOM 19785 C LEU C 517 155.686 186.434 133.803 1.00122.86 C -ATOM 19786 O LEU C 517 155.535 186.076 134.976 1.00122.86 O -ATOM 19787 CB LEU C 517 155.761 184.009 133.196 1.00122.86 C -ATOM 19788 CG LEU C 517 155.090 182.793 132.542 1.00122.86 C -ATOM 19789 CD1 LEU C 517 153.576 182.884 132.687 1.00122.86 C -ATOM 19790 CD2 LEU C 517 155.476 182.578 131.091 1.00122.86 C -ATOM 19791 N LEU C 518 156.012 187.680 133.476 1.00125.76 N -ATOM 19792 CA LEU C 518 156.105 188.715 134.490 1.00125.76 C -ATOM 19793 C LEU C 518 154.717 189.101 134.992 1.00125.76 C -ATOM 19794 O LEU C 518 153.710 188.982 134.287 1.00125.76 O -ATOM 19795 CB LEU C 518 156.820 189.947 133.938 1.00125.76 C -ATOM 19796 CG LEU C 518 158.092 189.729 133.118 1.00125.76 C -ATOM 19797 CD1 LEU C 518 158.592 191.063 132.597 1.00125.76 C -ATOM 19798 CD2 LEU C 518 159.169 189.045 133.951 1.00125.76 C -ATOM 19799 N HIS C 519 154.678 189.598 136.230 1.00126.81 N -ATOM 19800 CA HIS C 519 153.436 189.974 136.895 1.00126.81 C -ATOM 19801 C HIS C 519 153.041 191.423 136.631 1.00126.81 C -ATOM 19802 O HIS C 519 152.369 192.042 137.465 1.00126.81 O -ATOM 19803 CB HIS C 519 153.552 189.709 138.396 1.00126.81 C -ATOM 19804 CG HIS C 519 154.279 188.442 138.726 1.00126.81 C -ATOM 19805 ND1 HIS C 519 155.516 188.430 139.333 1.00126.81 N -ATOM 19806 CD2 HIS C 519 153.945 187.145 138.527 1.00126.81 C -ATOM 19807 CE1 HIS C 519 155.911 187.180 139.497 1.00126.81 C -ATOM 19808 NE2 HIS C 519 154.976 186.381 139.016 1.00126.81 N -ATOM 19809 N ALA C 520 153.456 191.980 135.496 1.00117.06 N -ATOM 19810 CA ALA C 520 152.973 193.271 135.043 1.00117.06 C -ATOM 19811 C ALA C 520 151.536 193.133 134.536 1.00117.06 C -ATOM 19812 O ALA C 520 151.062 192.015 134.311 1.00117.06 O -ATOM 19813 CB ALA C 520 153.894 193.808 133.946 1.00117.06 C -ATOM 19814 N PRO C 521 150.800 194.244 134.408 1.00111.56 N -ATOM 19815 CA PRO C 521 149.483 194.186 133.744 1.00111.56 C -ATOM 19816 C PRO C 521 149.571 193.679 132.311 1.00111.56 C -ATOM 19817 O PRO C 521 150.168 194.312 131.437 1.00111.56 O -ATOM 19818 CB PRO C 521 148.998 195.638 133.806 1.00111.56 C -ATOM 19819 CG PRO C 521 149.618 196.172 135.038 1.00111.56 C -ATOM 19820 CD PRO C 521 150.956 195.495 135.180 1.00111.56 C -ATOM 19821 N ALA C 522 148.959 192.519 132.085 1.00109.20 N -ATOM 19822 CA ALA C 522 149.053 191.798 130.825 1.00109.20 C -ATOM 19823 C ALA C 522 148.145 192.409 129.766 1.00109.20 C -ATOM 19824 O ALA C 522 147.120 193.025 130.073 1.00109.20 O -ATOM 19825 CB ALA C 522 148.683 190.331 131.038 1.00109.20 C -ATOM 19826 N THR C 523 148.537 192.241 128.500 1.00105.60 N -ATOM 19827 CA THR C 523 147.771 192.776 127.375 1.00105.60 C -ATOM 19828 C THR C 523 147.480 191.784 126.256 1.00105.60 C -ATOM 19829 O THR C 523 146.530 192.018 125.502 1.00105.60 O -ATOM 19830 CB THR C 523 148.479 193.988 126.750 1.00105.60 C -ATOM 19831 OG1 THR C 523 149.800 193.617 126.331 1.00105.60 O -ATOM 19832 CG2 THR C 523 148.538 195.177 127.708 1.00105.60 C -ATOM 19833 N VAL C 524 148.247 190.707 126.104 1.00102.50 N -ATOM 19834 CA VAL C 524 148.146 189.843 124.933 1.00102.50 C -ATOM 19835 C VAL C 524 147.578 188.501 125.367 1.00102.50 C -ATOM 19836 O VAL C 524 148.254 187.745 126.078 1.00102.50 O -ATOM 19837 CB VAL C 524 149.513 189.646 124.258 1.00102.50 C -ATOM 19838 CG1 VAL C 524 149.387 188.675 123.104 1.00102.50 C -ATOM 19839 CG2 VAL C 524 150.078 190.959 123.821 1.00102.50 C -ATOM 19840 N CYS C 525 146.343 188.216 124.931 1.00110.85 N -ATOM 19841 CA CYS C 525 145.643 186.954 125.181 1.00110.85 C -ATOM 19842 C CYS C 525 144.376 186.783 124.358 1.00110.85 C -ATOM 19843 O CYS C 525 143.773 187.745 123.884 1.00110.85 O -ATOM 19844 CB CYS C 525 145.359 186.758 126.666 1.00110.85 C -ATOM 19845 SG CYS C 525 144.287 187.817 127.639 1.00110.85 S -ATOM 19846 N GLY C 526 143.983 185.513 124.245 1.00111.85 N -ATOM 19847 CA GLY C 526 142.921 185.060 123.379 1.00111.85 C -ATOM 19848 C GLY C 526 141.540 185.506 123.799 1.00111.85 C -ATOM 19849 O GLY C 526 141.334 186.016 124.906 1.00111.85 O -ATOM 19850 N PRO C 527 140.566 185.321 122.906 1.00118.56 N -ATOM 19851 CA PRO C 527 139.216 185.846 123.157 1.00118.56 C -ATOM 19852 C PRO C 527 138.509 185.088 124.272 1.00118.56 C -ATOM 19853 O PRO C 527 138.111 183.932 124.113 1.00118.56 O -ATOM 19854 CB PRO C 527 138.507 185.658 121.810 1.00118.56 C -ATOM 19855 CG PRO C 527 139.277 184.589 121.106 1.00118.56 C -ATOM 19856 CD PRO C 527 140.691 184.698 121.576 1.00118.56 C -ATOM 19857 N LYS C 528 138.344 185.765 125.405 1.00118.82 N -ATOM 19858 CA LYS C 528 137.661 185.208 126.563 1.00118.82 C -ATOM 19859 C LYS C 528 136.640 186.224 127.042 1.00118.82 C -ATOM 19860 O LYS C 528 136.977 187.394 127.242 1.00118.82 O -ATOM 19861 CB LYS C 528 138.649 184.874 127.687 1.00118.82 C -ATOM 19862 CG LYS C 528 138.334 183.590 128.437 1.00118.82 C -ATOM 19863 CD LYS C 528 138.817 182.371 127.671 1.00118.82 C -ATOM 19864 CE LYS C 528 138.710 181.110 128.513 1.00118.82 C -ATOM 19865 NZ LYS C 528 139.232 179.913 127.795 1.00118.82 N1+ -ATOM 19866 N LYS C 529 135.400 185.778 127.214 1.00120.14 N -ATOM 19867 CA LYS C 529 134.347 186.672 127.672 1.00120.14 C -ATOM 19868 C LYS C 529 134.540 186.999 129.147 1.00120.14 C -ATOM 19869 O LYS C 529 134.817 186.117 129.964 1.00120.14 O -ATOM 19870 CB LYS C 529 132.975 186.036 127.439 1.00120.14 C -ATOM 19871 CG LYS C 529 131.796 186.892 127.882 1.00120.14 C -ATOM 19872 CD LYS C 529 131.661 188.136 127.017 1.00120.14 C -ATOM 19873 CE LYS C 529 130.397 188.913 127.353 1.00120.14 C -ATOM 19874 NZ LYS C 529 130.451 189.486 128.727 1.00120.14 N1+ -ATOM 19875 N SER C 530 134.395 188.275 129.486 1.00125.74 N -ATOM 19876 CA SER C 530 134.536 188.738 130.858 1.00125.74 C -ATOM 19877 C SER C 530 133.152 188.844 131.484 1.00125.74 C -ATOM 19878 O SER C 530 132.312 189.621 131.017 1.00125.74 O -ATOM 19879 CB SER C 530 135.259 190.082 130.911 1.00125.74 C -ATOM 19880 OG SER C 530 134.664 191.019 130.031 1.00125.74 O -ATOM 19881 N THR C 531 132.917 188.060 132.531 1.00124.75 N -ATOM 19882 CA THR C 531 131.625 188.050 133.194 1.00124.75 C -ATOM 19883 C THR C 531 131.517 189.215 134.174 1.00124.75 C -ATOM 19884 O THR C 531 132.457 189.991 134.371 1.00124.75 O -ATOM 19885 CB THR C 531 131.403 186.726 133.923 1.00124.75 C -ATOM 19886 OG1 THR C 531 132.128 186.733 135.158 1.00124.75 O -ATOM 19887 CG2 THR C 531 131.886 185.564 133.068 1.00124.75 C -ATOM 19888 N ASN C 532 130.344 189.336 134.789 1.00132.45 N -ATOM 19889 CA ASN C 532 130.110 190.389 135.764 1.00132.45 C -ATOM 19890 C ASN C 532 130.866 190.096 137.059 1.00132.45 C -ATOM 19891 O ASN C 532 131.207 188.952 137.368 1.00132.45 O -ATOM 19892 CB ASN C 532 128.614 190.535 136.041 1.00132.45 C -ATOM 19893 CG ASN C 532 128.253 191.900 136.591 1.00132.45 C -ATOM 19894 OD1 ASN C 532 129.069 192.821 136.580 1.00132.45 O -ATOM 19895 ND2 ASN C 532 127.024 192.037 137.074 1.00132.45 N -ATOM 19896 N LEU C 533 131.130 191.155 137.819 1.00137.20 N -ATOM 19897 CA LEU C 533 131.869 191.046 139.069 1.00137.20 C -ATOM 19898 C LEU C 533 130.907 190.838 140.231 1.00137.20 C -ATOM 19899 O LEU C 533 129.949 191.600 140.397 1.00137.20 O -ATOM 19900 CB LEU C 533 132.716 192.296 139.307 1.00137.20 C -ATOM 19901 CG LEU C 533 133.727 192.218 140.450 1.00137.20 C -ATOM 19902 CD1 LEU C 533 134.675 191.048 140.255 1.00137.20 C -ATOM 19903 CD2 LEU C 533 134.500 193.518 140.555 1.00137.20 C -ATOM 19904 N VAL C 534 131.169 189.809 141.031 1.00127.55 N -ATOM 19905 CA VAL C 534 130.369 189.488 142.207 1.00127.55 C -ATOM 19906 C VAL C 534 131.281 189.559 143.422 1.00127.55 C -ATOM 19907 O VAL C 534 132.308 188.871 143.475 1.00127.55 O -ATOM 19908 CB VAL C 534 129.711 188.104 142.092 1.00127.55 C -ATOM 19909 CG1 VAL C 534 128.964 187.765 143.372 1.00127.55 C -ATOM 19910 CG2 VAL C 534 128.772 188.058 140.896 1.00127.55 C -ATOM 19911 N LYS C 535 130.909 190.386 144.393 1.00130.56 N -ATOM 19912 CA LYS C 535 131.687 190.576 145.605 1.00130.56 C -ATOM 19913 C LYS C 535 130.965 189.975 146.803 1.00130.56 C -ATOM 19914 O LYS C 535 129.757 189.720 146.761 1.00130.56 O -ATOM 19915 CB LYS C 535 131.960 192.064 145.857 1.00130.56 C -ATOM 19916 CG LYS C 535 132.769 192.746 144.767 1.00130.56 C -ATOM 19917 CD LYS C 535 132.729 194.257 144.926 1.00130.56 C -ATOM 19918 CE LYS C 535 133.659 194.941 143.941 1.00130.56 C -ATOM 19919 NZ LYS C 535 133.482 196.419 143.954 1.00130.56 N1+ -ATOM 19920 N ASN C 536 131.747 189.748 147.868 1.00112.57 N -ATOM 19921 CA ASN C 536 131.274 189.259 149.171 1.00112.57 C -ATOM 19922 C ASN C 536 130.565 187.909 149.061 1.00112.57 C -ATOM 19923 O ASN C 536 129.558 187.660 149.726 1.00112.57 O -ATOM 19924 CB ASN C 536 130.377 190.290 149.863 1.00112.57 C -ATOM 19925 CG ASN C 536 131.047 191.641 150.002 1.00112.57 C -ATOM 19926 OD1 ASN C 536 132.234 191.729 150.315 1.00112.57 O -ATOM 19927 ND2 ASN C 536 130.288 192.705 149.769 1.00112.57 N -ATOM 19928 N LYS C 537 131.097 187.028 148.216 1.00101.42 N -ATOM 19929 CA LYS C 537 130.542 185.692 148.057 1.00101.42 C -ATOM 19930 C LYS C 537 131.647 184.741 147.624 1.00101.42 C -ATOM 19931 O LYS C 537 132.552 185.127 146.880 1.00101.42 O -ATOM 19932 CB LYS C 537 129.397 185.678 147.037 1.00101.42 C -ATOM 19933 CG LYS C 537 128.366 184.591 147.288 1.00101.42 C -ATOM 19934 CD LYS C 537 126.979 185.023 146.839 1.00101.42 C -ATOM 19935 CE LYS C 537 126.934 185.274 145.342 1.00101.42 C -ATOM 19936 NZ LYS C 537 125.573 185.675 144.893 1.00101.42 N1+ -ATOM 19937 N CYS C 538 131.567 183.499 148.097 1.00 93.50 N -ATOM 19938 CA CYS C 538 132.552 182.471 147.765 1.00 93.50 C -ATOM 19939 C CYS C 538 132.314 182.008 146.335 1.00 93.50 C -ATOM 19940 O CYS C 538 131.390 181.240 146.062 1.00 93.50 O -ATOM 19941 CB CYS C 538 132.459 181.312 148.752 1.00 93.50 C -ATOM 19942 SG CYS C 538 133.408 179.835 148.303 1.00 93.50 S -ATOM 19943 N VAL C 539 133.137 182.497 145.406 1.00 92.66 N -ATOM 19944 CA VAL C 539 133.023 182.169 143.993 1.00 92.66 C -ATOM 19945 C VAL C 539 134.386 181.745 143.462 1.00 92.66 C -ATOM 19946 O VAL C 539 135.433 182.078 144.021 1.00 92.66 O -ATOM 19947 CB VAL C 539 132.478 183.350 143.158 1.00 92.66 C -ATOM 19948 CG1 VAL C 539 131.024 183.634 143.499 1.00 92.66 C -ATOM 19949 CG2 VAL C 539 133.330 184.591 143.377 1.00 92.66 C -ATOM 19950 N ASN C 540 134.355 180.982 142.375 1.00 95.97 N -ATOM 19951 CA ASN C 540 135.547 180.758 141.575 1.00 95.97 C -ATOM 19952 C ASN C 540 135.830 182.001 140.743 1.00 95.97 C -ATOM 19953 O ASN C 540 134.910 182.686 140.292 1.00 95.97 O -ATOM 19954 CB ASN C 540 135.362 179.542 140.667 1.00 95.97 C -ATOM 19955 CG ASN C 540 136.668 179.038 140.087 1.00 95.97 C -ATOM 19956 OD1 ASN C 540 137.262 179.671 139.214 1.00 95.97 O -ATOM 19957 ND2 ASN C 540 137.120 177.886 140.567 1.00 95.97 N -ATOM 19958 N PHE C 541 137.112 182.297 140.538 1.00101.11 N -ATOM 19959 CA PHE C 541 137.486 183.495 139.803 1.00101.11 C -ATOM 19960 C PHE C 541 138.684 183.225 138.905 1.00101.11 C -ATOM 19961 O PHE C 541 139.529 182.370 139.193 1.00101.11 O -ATOM 19962 CB PHE C 541 137.783 184.682 140.745 1.00101.11 C -ATOM 19963 CG PHE C 541 138.853 184.412 141.773 1.00101.11 C -ATOM 19964 CD1 PHE C 541 140.187 184.696 141.508 1.00101.11 C -ATOM 19965 CD2 PHE C 541 138.519 183.910 143.021 1.00101.11 C -ATOM 19966 CE1 PHE C 541 141.165 184.456 142.452 1.00101.11 C -ATOM 19967 CE2 PHE C 541 139.494 183.673 143.972 1.00101.11 C -ATOM 19968 CZ PHE C 541 140.818 183.944 143.684 1.00101.11 C -ATOM 19969 N ASN C 542 138.738 183.982 137.811 1.00111.63 N -ATOM 19970 CA ASN C 542 139.853 183.966 136.873 1.00111.63 C -ATOM 19971 C ASN C 542 140.203 185.408 136.542 1.00111.63 C -ATOM 19972 O ASN C 542 139.348 186.162 136.066 1.00111.63 O -ATOM 19973 CB ASN C 542 139.503 183.188 135.601 1.00111.63 C -ATOM 19974 CG ASN C 542 140.704 182.967 134.702 1.00111.63 C -ATOM 19975 OD1 ASN C 542 141.848 183.153 135.114 1.00111.63 O -ATOM 19976 ND2 ASN C 542 140.447 182.568 133.462 1.00111.63 N -ATOM 19977 N PHE C 543 141.451 185.786 136.809 1.00117.35 N -ATOM 19978 CA PHE C 543 141.960 187.133 136.564 1.00117.35 C -ATOM 19979 C PHE C 543 143.272 187.019 135.802 1.00117.35 C -ATOM 19980 O PHE C 543 144.293 186.645 136.392 1.00117.35 O -ATOM 19981 CB PHE C 543 142.171 187.894 137.873 1.00117.35 C -ATOM 19982 CG PHE C 543 140.904 188.368 138.518 1.00117.35 C -ATOM 19983 CD1 PHE C 543 140.224 187.560 139.414 1.00117.35 C -ATOM 19984 CD2 PHE C 543 140.404 189.631 138.245 1.00117.35 C -ATOM 19985 CE1 PHE C 543 139.059 187.998 140.016 1.00117.35 C -ATOM 19986 CE2 PHE C 543 139.241 190.076 138.846 1.00117.35 C -ATOM 19987 CZ PHE C 543 138.568 189.258 139.731 1.00117.35 C -ATOM 19988 N ASN C 544 143.233 187.350 134.503 1.00119.30 N -ATOM 19989 CA ASN C 544 144.397 187.356 133.603 1.00119.30 C -ATOM 19990 C ASN C 544 145.093 185.996 133.553 1.00119.30 C -ATOM 19991 O ASN C 544 146.322 185.908 133.517 1.00119.30 O -ATOM 19992 CB ASN C 544 145.391 188.461 133.979 1.00119.30 C -ATOM 19993 CG ASN C 544 144.858 189.847 133.689 1.00119.30 C -ATOM 19994 OD1 ASN C 544 144.255 190.085 132.645 1.00119.30 O -ATOM 19995 ND2 ASN C 544 145.079 190.773 134.615 1.00119.30 N -ATOM 19996 N GLY C 545 144.302 184.926 133.549 1.00113.89 N -ATOM 19997 CA GLY C 545 144.837 183.583 133.582 1.00113.89 C -ATOM 19998 C GLY C 545 145.141 183.050 134.964 1.00113.89 C -ATOM 19999 O GLY C 545 145.571 181.895 135.084 1.00113.89 O -ATOM 20000 N LEU C 546 144.934 183.848 136.008 1.00108.97 N -ATOM 20001 CA LEU C 546 145.134 183.412 137.383 1.00108.97 C -ATOM 20002 C LEU C 546 143.825 182.836 137.908 1.00108.97 C -ATOM 20003 O LEU C 546 142.822 183.551 137.997 1.00108.97 O -ATOM 20004 CB LEU C 546 145.603 184.579 138.251 1.00108.97 C -ATOM 20005 CG LEU C 546 145.527 184.416 139.770 1.00108.97 C -ATOM 20006 CD1 LEU C 546 146.652 183.528 140.274 1.00108.97 C -ATOM 20007 CD2 LEU C 546 145.559 185.773 140.454 1.00108.97 C -ATOM 20008 N LYS C 547 143.831 181.551 138.242 1.00103.50 N -ATOM 20009 CA LYS C 547 142.632 180.848 138.674 1.00103.50 C -ATOM 20010 C LYS C 547 142.631 180.690 140.187 1.00103.50 C -ATOM 20011 O LYS C 547 143.675 180.438 140.796 1.00103.50 O -ATOM 20012 CB LYS C 547 142.539 179.475 138.007 1.00103.50 C -ATOM 20013 CG LYS C 547 142.909 179.474 136.533 1.00103.50 C -ATOM 20014 CD LYS C 547 142.349 178.254 135.821 1.00103.50 C -ATOM 20015 CE LYS C 547 140.831 178.244 135.854 1.00103.50 C -ATOM 20016 NZ LYS C 547 140.259 179.529 135.367 1.00103.50 N1+ -ATOM 20017 N GLY C 548 141.457 180.839 140.791 1.00 99.57 N -ATOM 20018 CA GLY C 548 141.356 180.661 142.227 1.00 99.57 C -ATOM 20019 C GLY C 548 139.913 180.514 142.652 1.00 99.57 C -ATOM 20020 O GLY C 548 138.992 180.548 141.833 1.00 99.57 O -ATOM 20021 N THR C 549 139.727 180.357 143.961 1.00 91.88 N -ATOM 20022 CA THR C 549 138.401 180.225 144.556 1.00 91.88 C -ATOM 20023 C THR C 549 138.406 180.947 145.893 1.00 91.88 C -ATOM 20024 O THR C 549 139.235 180.642 146.756 1.00 91.88 O -ATOM 20025 CB THR C 549 138.023 178.751 144.739 1.00 91.88 C -ATOM 20026 OG1 THR C 549 137.781 178.156 143.458 1.00 91.88 O -ATOM 20027 CG2 THR C 549 136.775 178.612 145.598 1.00 91.88 C -ATOM 20028 N GLY C 550 137.496 181.898 146.069 1.00 91.62 N -ATOM 20029 CA GLY C 550 137.448 182.626 147.320 1.00 91.62 C -ATOM 20030 C GLY C 550 136.397 183.713 147.293 1.00 91.62 C -ATOM 20031 O GLY C 550 135.525 183.746 146.425 1.00 91.62 O -ATOM 20032 N VAL C 551 136.488 184.592 148.284 1.00105.33 N -ATOM 20033 CA VAL C 551 135.619 185.749 148.430 1.00105.33 C -ATOM 20034 C VAL C 551 136.418 186.978 148.026 1.00105.33 C -ATOM 20035 O VAL C 551 137.523 187.207 148.540 1.00105.33 O -ATOM 20036 CB VAL C 551 135.104 185.879 149.875 1.00105.33 C -ATOM 20037 CG1 VAL C 551 134.325 187.172 150.058 1.00105.33 C -ATOM 20038 CG2 VAL C 551 134.255 184.679 150.251 1.00105.33 C -ATOM 20039 N LEU C 552 135.872 187.750 147.091 1.00119.77 N -ATOM 20040 CA LEU C 552 136.497 188.967 146.596 1.00119.77 C -ATOM 20041 C LEU C 552 135.849 190.157 147.291 1.00119.77 C -ATOM 20042 O LEU C 552 134.641 190.376 147.154 1.00119.77 O -ATOM 20043 CB LEU C 552 136.335 189.075 145.081 1.00119.77 C -ATOM 20044 CG LEU C 552 136.916 187.929 144.252 1.00119.77 C -ATOM 20045 CD1 LEU C 552 136.512 188.062 142.793 1.00119.77 C -ATOM 20046 CD2 LEU C 552 138.424 187.880 144.385 1.00119.77 C -ATOM 20047 N THR C 553 136.644 190.919 148.035 1.00145.75 N -ATOM 20048 CA THR C 553 136.145 192.076 148.762 1.00145.75 C -ATOM 20049 C THR C 553 136.867 193.333 148.297 1.00145.75 C -ATOM 20050 O THR C 553 137.945 193.270 147.705 1.00145.75 O -ATOM 20051 CB THR C 553 136.327 191.914 150.277 1.00145.75 C -ATOM 20052 OG1 THR C 553 137.720 191.769 150.580 1.00145.75 O -ATOM 20053 CG2 THR C 553 135.570 190.696 150.787 1.00145.75 C -ATOM 20054 N GLU C 554 136.256 194.483 148.562 1.00167.87 N -ATOM 20055 CA GLU C 554 136.924 195.752 148.319 1.00167.87 C -ATOM 20056 C GLU C 554 137.931 196.019 149.429 1.00167.87 C -ATOM 20057 O GLU C 554 137.623 195.872 150.615 1.00167.87 O -ATOM 20058 CB GLU C 554 135.909 196.890 148.235 1.00167.87 C -ATOM 20059 CG GLU C 554 134.780 196.634 147.250 1.00167.87 C -ATOM 20060 CD GLU C 554 133.750 197.745 147.244 1.00167.87 C -ATOM 20061 OE1 GLU C 554 133.816 198.623 148.129 1.00167.87 O -ATOM 20062 OE2 GLU C 554 132.873 197.739 146.355 1.00167.87 O1- -ATOM 20063 N SER C 555 139.140 196.414 149.039 1.00164.18 N -ATOM 20064 CA SER C 555 140.248 196.550 149.971 1.00164.18 C -ATOM 20065 C SER C 555 140.813 197.961 149.914 1.00164.18 C -ATOM 20066 O SER C 555 140.676 198.673 148.916 1.00164.18 O -ATOM 20067 CB SER C 555 141.357 195.534 149.674 1.00164.18 C -ATOM 20068 OG SER C 555 141.791 195.636 148.330 1.00164.18 O -ATOM 20069 N ASN C 556 141.457 198.354 151.011 1.00160.64 N -ATOM 20070 CA ASN C 556 142.065 199.669 151.147 1.00160.64 C -ATOM 20071 C ASN C 556 143.573 199.645 150.937 1.00160.64 C -ATOM 20072 O ASN C 556 144.248 200.628 151.260 1.00160.64 O -ATOM 20073 CB ASN C 556 141.739 200.258 152.521 1.00160.64 C -ATOM 20074 CG ASN C 556 141.926 199.255 153.642 1.00160.64 C -ATOM 20075 OD1 ASN C 556 142.294 198.105 153.407 1.00160.64 O -ATOM 20076 ND2 ASN C 556 141.672 199.688 154.872 1.00160.64 N -ATOM 20077 N LYS C 557 144.117 198.547 150.416 1.00148.29 N -ATOM 20078 CA LYS C 557 145.548 198.456 150.146 1.00148.29 C -ATOM 20079 C LYS C 557 145.886 199.318 148.937 1.00148.29 C -ATOM 20080 O LYS C 557 145.463 199.021 147.815 1.00148.29 O -ATOM 20081 CB LYS C 557 145.954 197.004 149.908 1.00148.29 C -ATOM 20082 CG LYS C 557 145.351 196.013 150.887 1.00148.29 C -ATOM 20083 CD LYS C 557 145.862 194.606 150.619 1.00148.29 C -ATOM 20084 CE LYS C 557 145.238 193.598 151.567 1.00148.29 C -ATOM 20085 NZ LYS C 557 145.755 192.222 151.327 1.00148.29 N1+ -ATOM 20086 N LYS C 558 146.646 200.386 149.161 1.00133.39 N -ATOM 20087 CA LYS C 558 147.002 201.318 148.093 1.00133.39 C -ATOM 20088 C LYS C 558 148.100 200.691 147.247 1.00133.39 C -ATOM 20089 O LYS C 558 149.274 200.698 147.625 1.00133.39 O -ATOM 20090 CB LYS C 558 147.445 202.657 148.670 1.00133.39 C -ATOM 20091 CG LYS C 558 147.528 203.776 147.640 1.00133.39 C -ATOM 20092 CD LYS C 558 148.971 204.109 147.286 1.00133.39 C -ATOM 20093 CE LYS C 558 149.045 205.044 146.089 1.00133.39 C -ATOM 20094 NZ LYS C 558 150.451 205.313 145.678 1.00133.39 N1+ -ATOM 20095 N PHE C 559 147.718 200.140 146.100 1.00124.00 N -ATOM 20096 CA PHE C 559 148.699 199.629 145.155 1.00124.00 C -ATOM 20097 C PHE C 559 149.433 200.780 144.485 1.00124.00 C -ATOM 20098 O PHE C 559 148.841 201.813 144.161 1.00124.00 O -ATOM 20099 CB PHE C 559 148.027 198.771 144.086 1.00124.00 C -ATOM 20100 CG PHE C 559 147.978 197.307 144.411 1.00124.00 C -ATOM 20101 CD1 PHE C 559 147.690 196.871 145.695 1.00124.00 C -ATOM 20102 CD2 PHE C 559 148.212 196.362 143.422 1.00124.00 C -ATOM 20103 CE1 PHE C 559 147.641 195.520 145.987 1.00124.00 C -ATOM 20104 CE2 PHE C 559 148.165 195.012 143.708 1.00124.00 C -ATOM 20105 CZ PHE C 559 147.878 194.591 144.991 1.00124.00 C -ATOM 20106 N LEU C 560 150.732 200.599 144.283 1.00118.66 N -ATOM 20107 CA LEU C 560 151.467 201.494 143.411 1.00118.66 C -ATOM 20108 C LEU C 560 151.031 201.246 141.965 1.00118.66 C -ATOM 20109 O LEU C 560 150.662 200.122 141.613 1.00118.66 O -ATOM 20110 CB LEU C 560 152.971 201.282 143.584 1.00118.66 C -ATOM 20111 CG LEU C 560 153.500 201.550 145.001 1.00118.66 C -ATOM 20112 CD1 LEU C 560 155.017 201.567 145.034 1.00118.66 C -ATOM 20113 CD2 LEU C 560 152.951 202.857 145.572 1.00118.66 C -ATOM 20114 N PRO C 561 151.025 202.290 141.119 1.00116.49 N -ATOM 20115 CA PRO C 561 150.426 202.153 139.774 1.00116.49 C -ATOM 20116 C PRO C 561 151.140 201.184 138.840 1.00116.49 C -ATOM 20117 O PRO C 561 150.543 200.777 137.836 1.00116.49 O -ATOM 20118 CB PRO C 561 150.471 203.585 139.217 1.00116.49 C -ATOM 20119 CG PRO C 561 151.452 204.313 140.076 1.00116.49 C -ATOM 20120 CD PRO C 561 151.338 203.696 141.427 1.00116.49 C -ATOM 20121 N PHE C 562 152.381 200.800 139.124 1.00105.71 N -ATOM 20122 CA PHE C 562 153.069 199.797 138.324 1.00105.71 C -ATOM 20123 C PHE C 562 152.859 198.380 138.843 1.00105.71 C -ATOM 20124 O PHE C 562 153.421 197.439 138.274 1.00105.71 O -ATOM 20125 CB PHE C 562 154.575 200.108 138.240 1.00105.71 C -ATOM 20126 CG PHE C 562 155.273 200.194 139.578 1.00105.71 C -ATOM 20127 CD1 PHE C 562 155.337 201.396 140.271 1.00105.71 C -ATOM 20128 CD2 PHE C 562 155.895 199.079 140.125 1.00105.71 C -ATOM 20129 CE1 PHE C 562 155.983 201.476 141.490 1.00105.71 C -ATOM 20130 CE2 PHE C 562 156.540 199.153 141.345 1.00105.71 C -ATOM 20131 CZ PHE C 562 156.587 200.352 142.025 1.00105.71 C -ATOM 20132 N GLN C 563 152.068 198.205 139.897 1.00112.95 N -ATOM 20133 CA GLN C 563 151.858 196.906 140.519 1.00112.95 C -ATOM 20134 C GLN C 563 150.515 196.320 140.099 1.00112.95 C -ATOM 20135 O GLN C 563 149.540 197.042 139.882 1.00112.95 O -ATOM 20136 CB GLN C 563 151.918 197.018 142.043 1.00112.95 C -ATOM 20137 CG GLN C 563 153.314 197.239 142.596 1.00112.95 C -ATOM 20138 CD GLN C 563 153.305 197.611 144.063 1.00112.95 C -ATOM 20139 OE1 GLN C 563 152.284 198.039 144.600 1.00112.95 O -ATOM 20140 NE2 GLN C 563 154.446 197.449 144.721 1.00112.95 N -ATOM 20141 N GLN C 564 150.479 194.993 139.985 1.00123.86 N -ATOM 20142 CA GLN C 564 149.271 194.271 139.606 1.00123.86 C -ATOM 20143 C GLN C 564 148.816 193.290 140.674 1.00123.86 C -ATOM 20144 O GLN C 564 147.631 193.274 141.030 1.00123.86 O -ATOM 20145 CB GLN C 564 149.500 193.535 138.274 1.00123.86 C -ATOM 20146 CG GLN C 564 148.408 192.545 137.898 1.00123.86 C -ATOM 20147 CD GLN C 564 147.131 193.225 137.444 1.00123.86 C -ATOM 20148 OE1 GLN C 564 147.159 194.337 136.919 1.00123.86 O -ATOM 20149 NE2 GLN C 564 146.002 192.554 137.641 1.00123.86 N -ATOM 20150 N PHE C 565 149.723 192.475 141.205 1.00115.88 N -ATOM 20151 CA PHE C 565 149.390 191.458 142.192 1.00115.88 C -ATOM 20152 C PHE C 565 150.044 191.783 143.527 1.00115.88 C -ATOM 20153 O PHE C 565 151.197 192.219 143.576 1.00115.88 O -ATOM 20154 CB PHE C 565 149.842 190.070 141.728 1.00115.88 C -ATOM 20155 CG PHE C 565 149.192 189.613 140.456 1.00115.88 C -ATOM 20156 CD1 PHE C 565 147.810 189.567 140.345 1.00115.88 C -ATOM 20157 CD2 PHE C 565 149.962 189.220 139.371 1.00115.88 C -ATOM 20158 CE1 PHE C 565 147.207 189.142 139.172 1.00115.88 C -ATOM 20159 CE2 PHE C 565 149.367 188.794 138.195 1.00115.88 C -ATOM 20160 CZ PHE C 565 147.987 188.755 138.097 1.00115.88 C -ATOM 20161 N GLY C 566 149.301 191.573 144.610 1.00109.48 N -ATOM 20162 CA GLY C 566 149.820 191.697 145.959 1.00109.48 C -ATOM 20163 C GLY C 566 149.789 190.342 146.646 1.00109.48 C -ATOM 20164 O GLY C 566 148.770 189.647 146.620 1.00109.48 O -ATOM 20165 N ARG C 567 150.907 189.994 147.270 1.00 94.80 N -ATOM 20166 CA ARG C 567 151.140 188.644 147.759 1.00 94.80 C -ATOM 20167 C ARG C 567 151.158 188.597 149.281 1.00 94.80 C -ATOM 20168 O ARG C 567 151.122 189.621 149.969 1.00 94.80 O -ATOM 20169 CB ARG C 567 152.447 188.086 147.188 1.00 94.80 C -ATOM 20170 CG ARG C 567 152.302 187.567 145.774 1.00 94.80 C -ATOM 20171 CD ARG C 567 153.536 186.813 145.330 1.00 94.80 C -ATOM 20172 NE ARG C 567 153.457 186.445 143.922 1.00 94.80 N -ATOM 20173 CZ ARG C 567 154.480 186.004 143.205 1.00 94.80 C -ATOM 20174 NH1 ARG C 567 155.688 185.878 143.729 1.00 94.80 N1+ -ATOM 20175 NH2 ARG C 567 154.288 185.683 141.930 1.00 94.80 N -ATOM 20176 N ASP C 568 151.212 187.371 149.797 1.00 95.44 N -ATOM 20177 CA ASP C 568 151.111 187.058 151.212 1.00 95.44 C -ATOM 20178 C ASP C 568 152.474 186.606 151.742 1.00 95.44 C -ATOM 20179 O ASP C 568 153.498 186.714 151.056 1.00 95.44 O -ATOM 20180 CB ASP C 568 150.027 185.996 151.427 1.00 95.44 C -ATOM 20181 CG ASP C 568 149.325 186.133 152.765 1.00 95.44 C -ATOM 20182 OD1 ASP C 568 149.700 187.032 153.547 1.00 95.44 O -ATOM 20183 OD2 ASP C 568 148.399 185.340 153.036 1.00 95.44 O1- -ATOM 20184 N ILE C 569 152.482 186.123 152.988 1.00 82.02 N -ATOM 20185 CA ILE C 569 153.708 185.641 153.619 1.00 82.02 C -ATOM 20186 C ILE C 569 154.212 184.377 152.928 1.00 82.02 C -ATOM 20187 O ILE C 569 155.413 184.231 152.667 1.00 82.02 O -ATOM 20188 CB ILE C 569 153.463 185.409 155.122 1.00 82.02 C -ATOM 20189 CG1 ILE C 569 153.010 186.704 155.799 1.00 82.02 C -ATOM 20190 CG2 ILE C 569 154.713 184.876 155.807 1.00 82.02 C -ATOM 20191 CD1 ILE C 569 154.021 187.825 155.717 1.00 82.02 C -ATOM 20192 N ALA C 570 153.304 183.461 152.590 1.00 82.03 N -ATOM 20193 CA ALA C 570 153.658 182.175 152.004 1.00 82.03 C -ATOM 20194 C ALA C 570 153.758 182.220 150.482 1.00 82.03 C -ATOM 20195 O ALA C 570 153.652 181.165 149.842 1.00 82.03 O -ATOM 20196 CB ALA C 570 152.647 181.108 152.428 1.00 82.03 C -ATOM 20197 N ASP C 571 153.959 183.416 149.909 1.00 94.40 N -ATOM 20198 CA ASP C 571 154.096 183.654 148.464 1.00 94.40 C -ATOM 20199 C ASP C 571 152.865 183.158 147.701 1.00 94.40 C -ATOM 20200 O ASP C 571 152.953 182.361 146.764 1.00 94.40 O -ATOM 20201 CB ASP C 571 155.391 183.041 147.916 1.00 94.40 C -ATOM 20202 CG ASP C 571 155.763 183.579 146.546 1.00 94.40 C -ATOM 20203 OD1 ASP C 571 156.231 184.734 146.468 1.00 94.40 O -ATOM 20204 OD2 ASP C 571 155.592 182.845 145.550 1.00 94.40 O1- -ATOM 20205 N THR C 572 151.697 183.623 148.136 1.00 97.38 N -ATOM 20206 CA THR C 572 150.438 183.347 147.464 1.00 97.38 C -ATOM 20207 C THR C 572 149.686 184.655 147.282 1.00 97.38 C -ATOM 20208 O THR C 572 149.799 185.572 148.100 1.00 97.38 O -ATOM 20209 CB THR C 572 149.572 182.351 148.249 1.00 97.38 C -ATOM 20210 OG1 THR C 572 149.595 182.688 149.641 1.00 97.38 O -ATOM 20211 CG2 THR C 572 150.088 180.931 148.063 1.00 97.38 C -ATOM 20212 N THR C 573 148.918 184.735 146.200 1.00100.60 N -ATOM 20213 CA THR C 573 148.219 185.965 145.859 1.00100.60 C -ATOM 20214 C THR C 573 147.021 186.165 146.778 1.00100.60 C -ATOM 20215 O THR C 573 146.157 185.290 146.886 1.00100.60 O -ATOM 20216 CB THR C 573 147.761 185.933 144.402 1.00100.60 C -ATOM 20217 OG1 THR C 573 148.868 185.590 143.559 1.00100.60 O -ATOM 20218 CG2 THR C 573 147.215 187.288 143.986 1.00100.60 C -ATOM 20219 N ASP C 574 146.973 187.320 147.443 1.00117.77 N -ATOM 20220 CA ASP C 574 145.808 187.698 148.224 1.00117.77 C -ATOM 20221 C ASP C 574 145.247 189.060 147.843 1.00117.77 C -ATOM 20222 O ASP C 574 144.233 189.470 148.415 1.00117.77 O -ATOM 20223 CB ASP C 574 146.119 187.672 149.731 1.00117.77 C -ATOM 20224 CG ASP C 574 147.143 188.710 150.142 1.00117.77 C -ATOM 20225 OD1 ASP C 574 148.019 189.047 149.324 1.00117.77 O -ATOM 20226 OD2 ASP C 574 147.069 189.194 151.291 1.00117.77 O1- -ATOM 20227 N ALA C 575 145.851 189.761 146.884 1.00125.31 N -ATOM 20228 CA ALA C 575 145.282 190.998 146.375 1.00125.31 C -ATOM 20229 C ALA C 575 145.478 191.055 144.869 1.00125.31 C -ATOM 20230 O ALA C 575 146.566 190.763 144.368 1.00125.31 O -ATOM 20231 CB ALA C 575 145.918 192.225 147.038 1.00125.31 C -ATOM 20232 N VAL C 576 144.425 191.439 144.152 1.00142.97 N -ATOM 20233 CA VAL C 576 144.478 191.555 142.702 1.00142.97 C -ATOM 20234 C VAL C 576 143.999 192.938 142.291 1.00142.97 C -ATOM 20235 O VAL C 576 143.308 193.635 143.037 1.00142.97 O -ATOM 20236 CB VAL C 576 143.643 190.469 141.988 1.00142.97 C -ATOM 20237 CG1 VAL C 576 144.277 189.100 142.167 1.00142.97 C -ATOM 20238 CG2 VAL C 576 142.217 190.472 142.510 1.00142.97 C -ATOM 20239 N ARG C 577 144.398 193.338 141.090 1.00150.50 N -ATOM 20240 CA ARG C 577 143.910 194.554 140.456 1.00150.50 C -ATOM 20241 C ARG C 577 143.029 194.152 139.283 1.00150.50 C -ATOM 20242 O ARG C 577 143.489 193.457 138.370 1.00150.50 O -ATOM 20243 CB ARG C 577 145.067 195.439 139.991 1.00150.50 C -ATOM 20244 CG ARG C 577 144.625 196.701 139.269 1.00150.50 C -ATOM 20245 CD ARG C 577 145.809 197.456 138.684 1.00150.50 C -ATOM 20246 NE ARG C 577 146.541 198.208 139.697 1.00150.50 N -ATOM 20247 CZ ARG C 577 146.197 199.414 140.130 1.00150.50 C -ATOM 20248 NH1 ARG C 577 145.134 200.042 139.656 1.00150.50 N1+ -ATOM 20249 NH2 ARG C 577 146.941 200.005 141.060 1.00150.50 N -ATOM 20250 N ASP C 578 141.772 194.571 139.320 1.00172.14 N -ATOM 20251 CA ASP C 578 140.848 194.254 138.239 1.00172.14 C -ATOM 20252 C ASP C 578 141.216 195.070 137.004 1.00172.14 C -ATOM 20253 O ASP C 578 141.415 196.286 137.109 1.00172.14 O -ATOM 20254 CB ASP C 578 139.412 194.537 138.677 1.00172.14 C -ATOM 20255 CG ASP C 578 138.381 193.896 137.769 1.00172.14 C -ATOM 20256 OD1 ASP C 578 138.187 194.387 136.638 1.00172.14 O -ATOM 20257 OD2 ASP C 578 137.752 192.905 138.197 1.00172.14 O1- -ATOM 20258 N PRO C 579 141.344 194.443 135.831 1.00175.66 N -ATOM 20259 CA PRO C 579 141.818 195.197 134.657 1.00175.66 C -ATOM 20260 C PRO C 579 140.785 196.147 134.076 1.00175.66 C -ATOM 20261 O PRO C 579 141.154 197.230 133.605 1.00175.66 O -ATOM 20262 CB PRO C 579 142.197 194.090 133.663 1.00175.66 C -ATOM 20263 CG PRO C 579 141.390 192.908 134.084 1.00175.66 C -ATOM 20264 CD PRO C 579 141.277 192.995 135.574 1.00175.66 C -ATOM 20265 N GLN C 580 139.503 195.775 134.080 1.00182.67 N -ATOM 20266 CA GLN C 580 138.488 196.648 133.498 1.00182.67 C -ATOM 20267 C GLN C 580 138.186 197.847 134.389 1.00182.67 C -ATOM 20268 O GLN C 580 138.032 198.967 133.892 1.00182.67 O -ATOM 20269 CB GLN C 580 137.209 195.862 133.210 1.00182.67 C -ATOM 20270 CG GLN C 580 137.201 195.195 131.846 1.00182.67 C -ATOM 20271 CD GLN C 580 135.998 194.299 131.643 1.00182.67 C -ATOM 20272 OE1 GLN C 580 136.033 193.114 131.965 1.00182.67 O -ATOM 20273 NE2 GLN C 580 134.922 194.865 131.109 1.00182.67 N -ATOM 20274 N THR C 581 138.094 197.641 135.699 1.00196.28 N -ATOM 20275 CA THR C 581 137.902 198.726 136.653 1.00196.28 C -ATOM 20276 C THR C 581 139.083 198.725 137.609 1.00196.28 C -ATOM 20277 O THR C 581 139.258 197.774 138.376 1.00196.28 O -ATOM 20278 CB THR C 581 136.588 198.568 137.422 1.00196.28 C -ATOM 20279 OG1 THR C 581 136.521 197.256 137.994 1.00196.28 O -ATOM 20280 CG2 THR C 581 135.401 198.772 136.495 1.00196.28 C -ATOM 20281 N LEU C 582 139.878 199.796 137.578 1.00200.01 N -ATOM 20282 CA LEU C 582 141.144 199.846 138.311 1.00200.01 C -ATOM 20283 C LEU C 582 140.863 200.001 139.803 1.00200.01 C -ATOM 20284 O LEU C 582 140.928 201.089 140.381 1.00200.01 O -ATOM 20285 CB LEU C 582 142.024 200.973 137.786 1.00200.01 C -ATOM 20286 CG LEU C 582 142.655 200.744 136.410 1.00200.01 C -ATOM 20287 CD1 LEU C 582 143.600 201.881 136.058 1.00200.01 C -ATOM 20288 CD2 LEU C 582 143.380 199.405 136.357 1.00200.01 C -ATOM 20289 N GLU C 583 140.546 198.873 140.434 1.00183.31 N -ATOM 20290 CA GLU C 583 140.305 198.791 141.864 1.00183.31 C -ATOM 20291 C GLU C 583 141.076 197.603 142.417 1.00183.31 C -ATOM 20292 O GLU C 583 141.507 196.717 141.675 1.00183.31 O -ATOM 20293 CB GLU C 583 138.812 198.650 142.182 1.00183.31 C -ATOM 20294 CG GLU C 583 138.161 197.435 141.546 1.00183.31 C -ATOM 20295 CD GLU C 583 136.750 197.205 142.044 1.00183.31 C -ATOM 20296 OE1 GLU C 583 136.365 197.834 143.052 1.00183.31 O -ATOM 20297 OE2 GLU C 583 136.026 196.397 141.426 1.00183.31 O1- -ATOM 20298 N ILE C 584 141.250 197.590 143.733 1.00162.38 N -ATOM 20299 CA ILE C 584 142.072 196.590 144.403 1.00162.38 C -ATOM 20300 C ILE C 584 141.146 195.662 145.174 1.00162.38 C -ATOM 20301 O ILE C 584 140.458 196.088 146.111 1.00162.38 O -ATOM 20302 CB ILE C 584 143.117 197.233 145.323 1.00162.38 C -ATOM 20303 CG1 ILE C 584 143.916 198.289 144.556 1.00162.38 C -ATOM 20304 CG2 ILE C 584 144.045 196.176 145.889 1.00162.38 C -ATOM 20305 CD1 ILE C 584 144.581 197.762 143.294 1.00162.38 C -ATOM 20306 N LEU C 585 141.131 194.392 144.784 1.00152.48 N -ATOM 20307 CA LEU C 585 140.284 193.386 145.404 1.00152.48 C -ATOM 20308 C LEU C 585 141.116 192.481 146.302 1.00152.48 C -ATOM 20309 O LEU C 585 142.208 192.045 145.926 1.00152.48 O -ATOM 20310 CB LEU C 585 139.569 192.548 144.343 1.00152.48 C -ATOM 20311 CG LEU C 585 138.749 193.304 143.296 1.00152.48 C -ATOM 20312 CD1 LEU C 585 138.024 192.326 142.387 1.00152.48 C -ATOM 20313 CD2 LEU C 585 137.766 194.254 143.960 1.00152.48 C -ATOM 20314 N ASP C 586 140.589 192.203 147.490 1.00141.01 N -ATOM 20315 CA ASP C 586 141.210 191.301 148.447 1.00141.01 C -ATOM 20316 C ASP C 586 140.573 189.924 148.331 1.00141.01 C -ATOM 20317 O ASP C 586 139.343 189.805 148.280 1.00141.01 O -ATOM 20318 CB ASP C 586 141.063 191.829 149.874 1.00141.01 C -ATOM 20319 CG ASP C 586 141.826 190.996 150.882 1.00141.01 C -ATOM 20320 OD1 ASP C 586 143.071 191.098 150.919 1.00141.01 O -ATOM 20321 OD2 ASP C 586 141.183 190.236 151.635 1.00141.01 O1- -ATOM 20322 N ILE C 587 141.413 188.893 148.289 1.00114.61 N -ATOM 20323 CA ILE C 587 140.980 187.508 148.157 1.00114.61 C -ATOM 20324 C ILE C 587 141.058 186.846 149.523 1.00114.61 C -ATOM 20325 O ILE C 587 142.115 186.856 150.166 1.00114.61 O -ATOM 20326 CB ILE C 587 141.849 186.752 147.138 1.00114.61 C -ATOM 20327 CG1 ILE C 587 141.855 187.474 145.792 1.00114.61 C -ATOM 20328 CG2 ILE C 587 141.369 185.319 146.989 1.00114.61 C -ATOM 20329 CD1 ILE C 587 142.768 186.839 144.771 1.00114.61 C -ATOM 20330 N THR C 588 139.945 186.266 149.967 1.00106.65 N -ATOM 20331 CA THR C 588 139.911 185.544 151.232 1.00106.65 C -ATOM 20332 C THR C 588 139.315 184.164 150.983 1.00106.65 C -ATOM 20333 O THR C 588 138.219 184.067 150.419 1.00106.65 O -ATOM 20334 CB THR C 588 139.088 186.316 152.273 1.00106.65 C -ATOM 20335 OG1 THR C 588 139.801 187.495 152.667 1.00106.65 O -ATOM 20336 CG2 THR C 588 138.818 185.460 153.495 1.00106.65 C -ATOM 20337 N PRO C 589 139.997 183.081 151.365 1.00 93.40 N -ATOM 20338 CA PRO C 589 139.485 181.738 151.059 1.00 93.40 C -ATOM 20339 C PRO C 589 138.206 181.411 151.818 1.00 93.40 C -ATOM 20340 O PRO C 589 137.929 181.963 152.886 1.00 93.40 O -ATOM 20341 CB PRO C 589 140.634 180.816 151.482 1.00 93.40 C -ATOM 20342 CG PRO C 589 141.385 181.597 152.494 1.00 93.40 C -ATOM 20343 CD PRO C 589 141.297 183.029 152.055 1.00 93.40 C -ATOM 20344 N CYS C 590 137.416 180.512 151.232 1.00 90.90 N -ATOM 20345 CA CYS C 590 136.073 180.227 151.717 1.00 90.90 C -ATOM 20346 C CYS C 590 136.113 179.467 153.040 1.00 90.90 C -ATOM 20347 O CYS C 590 137.149 178.942 153.459 1.00 90.90 O -ATOM 20348 CB CYS C 590 135.287 179.431 150.674 1.00 90.90 C -ATOM 20349 SG CYS C 590 135.275 180.182 149.025 1.00 90.90 S -ATOM 20350 N SER C 591 134.958 179.424 153.703 1.00 78.31 N -ATOM 20351 CA SER C 591 134.870 178.848 155.037 1.00 78.31 C -ATOM 20352 C SER C 591 135.040 177.334 154.998 1.00 78.31 C -ATOM 20353 O SER C 591 134.451 176.641 154.163 1.00 78.31 O -ATOM 20354 CB SER C 591 133.536 179.209 155.687 1.00 78.31 C -ATOM 20355 OG SER C 591 133.595 179.027 157.091 1.00 78.31 O -ATOM 20356 N PHE C 592 135.859 176.832 155.915 1.00 69.21 N -ATOM 20357 CA PHE C 592 136.222 175.424 155.977 1.00 69.21 C -ATOM 20358 C PHE C 592 136.594 175.110 157.417 1.00 69.21 C -ATOM 20359 O PHE C 592 136.885 176.005 158.207 1.00 69.21 O -ATOM 20360 CB PHE C 592 137.375 175.103 155.018 1.00 69.21 C -ATOM 20361 CG PHE C 592 138.729 175.490 155.543 1.00 69.21 C -ATOM 20362 CD1 PHE C 592 139.101 176.826 155.618 1.00 69.21 C -ATOM 20363 CD2 PHE C 592 139.638 174.521 155.945 1.00 69.21 C -ATOM 20364 CE1 PHE C 592 140.343 177.189 156.099 1.00 69.21 C -ATOM 20365 CE2 PHE C 592 140.886 174.879 156.426 1.00 69.21 C -ATOM 20366 CZ PHE C 592 141.235 176.215 156.501 1.00 69.21 C -ATOM 20367 N GLY C 593 136.571 173.833 157.762 1.00 59.39 N -ATOM 20368 CA GLY C 593 136.985 173.459 159.097 1.00 59.39 C -ATOM 20369 C GLY C 593 136.764 171.988 159.350 1.00 59.39 C -ATOM 20370 O GLY C 593 136.291 171.242 158.489 1.00 59.39 O -ATOM 20371 N GLY C 594 137.109 171.590 160.570 1.00 53.38 N -ATOM 20372 CA GLY C 594 136.974 170.211 160.970 1.00 53.38 C -ATOM 20373 C GLY C 594 135.582 169.871 161.462 1.00 53.38 C -ATOM 20374 O GLY C 594 134.850 170.707 161.993 1.00 53.38 O -ATOM 20375 N VAL C 595 135.221 168.606 161.278 1.00 50.12 N -ATOM 20376 CA VAL C 595 133.925 168.082 161.683 1.00 50.12 C -ATOM 20377 C VAL C 595 134.171 167.010 162.733 1.00 50.12 C -ATOM 20378 O VAL C 595 135.004 166.118 162.534 1.00 50.12 O -ATOM 20379 CB VAL C 595 133.138 167.518 160.483 1.00 50.12 C -ATOM 20380 CG1 VAL C 595 131.790 166.967 160.926 1.00 50.12 C -ATOM 20381 CG2 VAL C 595 132.950 168.588 159.419 1.00 50.12 C -ATOM 20382 N SER C 596 133.474 167.115 163.857 1.00 47.39 N -ATOM 20383 CA SER C 596 133.574 166.141 164.927 1.00 47.39 C -ATOM 20384 C SER C 596 132.200 165.553 165.203 1.00 47.39 C -ATOM 20385 O SER C 596 131.182 166.242 165.120 1.00 47.39 O -ATOM 20386 CB SER C 596 134.144 166.769 166.202 1.00 47.39 C -ATOM 20387 OG SER C 596 135.458 167.251 165.989 1.00 47.39 O -ATOM 20388 N VAL C 597 132.183 164.267 165.526 1.00 46.93 N -ATOM 20389 CA VAL C 597 130.963 163.537 165.834 1.00 46.93 C -ATOM 20390 C VAL C 597 130.972 163.241 167.324 1.00 46.93 C -ATOM 20391 O VAL C 597 131.889 162.580 167.828 1.00 46.93 O -ATOM 20392 CB VAL C 597 130.854 162.248 165.005 1.00 46.93 C -ATOM 20393 CG1 VAL C 597 129.806 161.317 165.589 1.00 46.93 C -ATOM 20394 CG2 VAL C 597 130.523 162.586 163.560 1.00 46.93 C -ATOM 20395 N ILE C 598 129.976 163.763 168.029 1.00 45.28 N -ATOM 20396 CA ILE C 598 129.749 163.457 169.433 1.00 45.28 C -ATOM 20397 C ILE C 598 128.625 162.441 169.496 1.00 45.28 C -ATOM 20398 O ILE C 598 127.496 162.729 169.079 1.00 45.28 O -ATOM 20399 CB ILE C 598 129.403 164.719 170.235 1.00 45.28 C -ATOM 20400 CG1 ILE C 598 130.622 165.640 170.313 1.00 45.28 C -ATOM 20401 CG2 ILE C 598 128.913 164.356 171.629 1.00 45.28 C -ATOM 20402 CD1 ILE C 598 130.284 167.102 170.272 1.00 45.28 C -ATOM 20403 N THR C 599 128.935 161.247 169.984 1.00 53.32 N -ATOM 20404 CA THR C 599 127.948 160.184 170.027 1.00 53.32 C -ATOM 20405 C THR C 599 128.081 159.422 171.335 1.00 53.32 C -ATOM 20406 O THR C 599 129.166 159.379 171.927 1.00 53.32 O -ATOM 20407 CB THR C 599 128.110 159.221 168.835 1.00 53.32 C -ATOM 20408 OG1 THR C 599 127.206 158.115 168.965 1.00 53.32 O -ATOM 20409 CG2 THR C 599 129.539 158.700 168.741 1.00 53.32 C -ATOM 20410 N PRO C 600 126.992 158.845 171.825 1.00 55.68 N -ATOM 20411 CA PRO C 600 127.095 157.754 172.794 1.00 55.68 C -ATOM 20412 C PRO C 600 127.419 156.460 172.056 1.00 55.68 C -ATOM 20413 O PRO C 600 127.597 156.437 170.838 1.00 55.68 O -ATOM 20414 CB PRO C 600 125.707 157.717 173.434 1.00 55.68 C -ATOM 20415 CG PRO C 600 124.804 158.260 172.387 1.00 55.68 C -ATOM 20416 CD PRO C 600 125.601 159.292 171.642 1.00 55.68 C -ATOM 20417 N GLY C 601 127.501 155.373 172.816 1.00 77.84 N -ATOM 20418 CA GLY C 601 127.817 154.090 172.221 1.00 77.84 C -ATOM 20419 C GLY C 601 126.694 153.572 171.343 1.00 77.84 C -ATOM 20420 O GLY C 601 125.516 153.866 171.551 1.00 77.84 O -ATOM 20421 N THR C 602 127.076 152.785 170.332 1.00 88.12 N -ATOM 20422 CA THR C 602 126.088 152.119 169.490 1.00 88.12 C -ATOM 20423 C THR C 602 125.378 150.994 170.229 1.00 88.12 C -ATOM 20424 O THR C 602 124.330 150.528 169.769 1.00 88.12 O -ATOM 20425 CB THR C 602 126.748 151.575 168.223 1.00 88.12 C -ATOM 20426 OG1 THR C 602 127.833 150.711 168.581 1.00 88.12 O -ATOM 20427 CG2 THR C 602 127.278 152.716 167.371 1.00 88.12 C -ATOM 20428 N ASN C 603 125.929 150.550 171.362 1.00 96.85 N -ATOM 20429 CA ASN C 603 125.237 149.631 172.254 1.00 96.85 C -ATOM 20430 C ASN C 603 124.063 150.288 172.973 1.00 96.85 C -ATOM 20431 O ASN C 603 123.223 149.577 173.533 1.00 96.85 O -ATOM 20432 CB ASN C 603 126.225 149.073 173.279 1.00 96.85 C -ATOM 20433 CG ASN C 603 125.809 147.722 173.818 1.00 96.85 C -ATOM 20434 OD1 ASN C 603 125.006 147.017 173.207 1.00 96.85 O -ATOM 20435 ND2 ASN C 603 126.355 147.352 174.970 1.00 96.85 N -ATOM 20436 N THR C 604 123.983 151.621 172.974 1.00 86.43 N -ATOM 20437 CA THR C 604 122.924 152.341 173.670 1.00 86.43 C -ATOM 20438 C THR C 604 121.928 152.980 172.710 1.00 86.43 C -ATOM 20439 O THR C 604 120.726 152.716 172.807 1.00 86.43 O -ATOM 20440 CB THR C 604 123.528 153.412 174.590 1.00 86.43 C -ATOM 20441 OG1 THR C 604 123.982 154.519 173.802 1.00 86.43 O -ATOM 20442 CG2 THR C 604 124.699 152.846 175.379 1.00 86.43 C -ATOM 20443 N SER C 605 122.391 153.811 171.780 1.00 79.85 N -ATOM 20444 CA SER C 605 121.494 154.542 170.891 1.00 79.85 C -ATOM 20445 C SER C 605 122.243 154.901 169.613 1.00 79.85 C -ATOM 20446 O SER C 605 123.397 154.514 169.414 1.00 79.85 O -ATOM 20447 CB SER C 605 120.938 155.794 171.572 1.00 79.85 C -ATOM 20448 OG SER C 605 120.229 156.602 170.649 1.00 79.85 O -ATOM 20449 N ASN C 606 121.564 155.658 168.742 1.00 77.17 N -ATOM 20450 CA ASN C 606 122.121 156.076 167.459 1.00 77.17 C -ATOM 20451 C ASN C 606 121.988 157.578 167.229 1.00 77.17 C -ATOM 20452 O ASN C 606 122.162 158.040 166.097 1.00 77.17 O -ATOM 20453 CB ASN C 606 121.458 155.320 166.305 1.00 77.17 C -ATOM 20454 CG ASN C 606 122.047 153.941 166.091 1.00 77.17 C -ATOM 20455 OD1 ASN C 606 123.094 153.606 166.642 1.00 77.17 O -ATOM 20456 ND2 ASN C 606 121.378 153.135 165.276 1.00 77.17 N -ATOM 20457 N GLN C 607 121.678 158.351 168.266 1.00 71.41 N -ATOM 20458 CA GLN C 607 121.575 159.796 168.120 1.00 71.41 C -ATOM 20459 C GLN C 607 122.966 160.416 168.072 1.00 71.41 C -ATOM 20460 O GLN C 607 123.865 160.020 168.818 1.00 71.41 O -ATOM 20461 CB GLN C 607 120.758 160.390 169.265 1.00 71.41 C -ATOM 20462 CG GLN C 607 119.389 159.747 169.421 1.00 71.41 C -ATOM 20463 CD GLN C 607 118.535 160.430 170.467 1.00 71.41 C -ATOM 20464 OE1 GLN C 607 118.497 161.657 170.551 1.00 71.41 O -ATOM 20465 NE2 GLN C 607 117.848 159.635 171.279 1.00 71.41 N -ATOM 20466 N VAL C 608 123.142 161.382 167.170 1.00 53.54 N -ATOM 20467 CA VAL C 608 124.454 161.920 166.815 1.00 53.54 C -ATOM 20468 C VAL C 608 124.396 163.441 166.884 1.00 53.54 C -ATOM 20469 O VAL C 608 123.462 164.054 166.355 1.00 53.54 O -ATOM 20470 CB VAL C 608 124.893 161.465 165.402 1.00 53.54 C -ATOM 20471 CG1 VAL C 608 126.206 162.111 164.990 1.00 53.54 C -ATOM 20472 CG2 VAL C 608 125.026 159.949 165.317 1.00 53.54 C -ATOM 20473 N ALA C 609 125.377 164.048 167.550 1.00 52.86 N -ATOM 20474 CA ALA C 609 125.590 165.487 167.490 1.00 52.86 C -ATOM 20475 C ALA C 609 126.827 165.790 166.651 1.00 52.86 C -ATOM 20476 O ALA C 609 127.785 165.015 166.627 1.00 52.86 O -ATOM 20477 CB ALA C 609 125.747 166.078 168.891 1.00 52.86 C -ATOM 20478 N VAL C 610 126.800 166.925 165.954 1.00 47.81 N -ATOM 20479 CA VAL C 610 127.860 167.309 165.026 1.00 47.81 C -ATOM 20480 C VAL C 610 128.446 168.640 165.477 1.00 47.81 C -ATOM 20481 O VAL C 610 127.707 169.603 165.709 1.00 47.81 O -ATOM 20482 CB VAL C 610 127.344 167.405 163.576 1.00 47.81 C -ATOM 20483 CG1 VAL C 610 128.484 167.715 162.622 1.00 47.81 C -ATOM 20484 CG2 VAL C 610 126.645 166.120 163.158 1.00 47.81 C -ATOM 20485 N LEU C 611 129.769 168.696 165.595 1.00 50.20 N -ATOM 20486 CA LEU C 611 130.486 169.912 165.951 1.00 50.20 C -ATOM 20487 C LEU C 611 131.293 170.382 164.748 1.00 50.20 C -ATOM 20488 O LEU C 611 132.155 169.650 164.252 1.00 50.20 O -ATOM 20489 CB LEU C 611 131.405 169.670 167.149 1.00 50.20 C -ATOM 20490 CG LEU C 611 132.252 170.852 167.624 1.00 50.20 C -ATOM 20491 CD1 LEU C 611 131.420 171.816 168.450 1.00 50.20 C -ATOM 20492 CD2 LEU C 611 133.454 170.364 168.414 1.00 50.20 C -ATOM 20493 N TYR C 612 131.010 171.595 164.282 1.00 51.66 N -ATOM 20494 CA TYR C 612 131.796 172.248 163.242 1.00 51.66 C -ATOM 20495 C TYR C 612 132.804 173.149 163.943 1.00 51.66 C -ATOM 20496 O TYR C 612 132.430 174.191 164.489 1.00 51.66 O -ATOM 20497 CB TYR C 612 130.903 173.051 162.300 1.00 51.66 C -ATOM 20498 CG TYR C 612 129.982 172.204 161.455 1.00 51.66 C -ATOM 20499 CD1 TYR C 612 130.421 171.648 160.261 1.00 51.66 C -ATOM 20500 CD2 TYR C 612 128.671 171.967 161.848 1.00 51.66 C -ATOM 20501 CE1 TYR C 612 129.582 170.873 159.483 1.00 51.66 C -ATOM 20502 CE2 TYR C 612 127.823 171.194 161.077 1.00 51.66 C -ATOM 20503 CZ TYR C 612 128.284 170.650 159.896 1.00 51.66 C -ATOM 20504 OH TYR C 612 127.445 169.880 159.125 1.00 51.66 O -ATOM 20505 N GLN C 613 134.075 172.747 163.927 1.00 55.76 N -ATOM 20506 CA GLN C 613 135.080 173.348 164.793 1.00 55.76 C -ATOM 20507 C GLN C 613 135.524 174.710 164.274 1.00 55.76 C -ATOM 20508 O GLN C 613 135.919 174.845 163.113 1.00 55.76 O -ATOM 20509 CB GLN C 613 136.288 172.420 164.915 1.00 55.76 C -ATOM 20510 CG GLN C 613 136.007 171.129 165.661 1.00 55.76 C -ATOM 20511 CD GLN C 613 137.163 170.151 165.591 1.00 55.76 C -ATOM 20512 OE1 GLN C 613 137.031 168.989 165.973 1.00 55.76 O -ATOM 20513 NE2 GLN C 613 138.305 170.618 165.102 1.00 55.76 N -ATOM 20514 N GLY C 614 135.466 175.716 165.146 1.00 72.01 N -ATOM 20515 CA GLY C 614 136.000 177.028 164.848 1.00 72.01 C -ATOM 20516 C GLY C 614 135.154 177.890 163.939 1.00 72.01 C -ATOM 20517 O GLY C 614 135.621 178.955 163.518 1.00 72.01 O -ATOM 20518 N VAL C 615 133.933 177.472 163.620 1.00 72.26 N -ATOM 20519 CA VAL C 615 133.086 178.158 162.654 1.00 72.26 C -ATOM 20520 C VAL C 615 131.922 178.806 163.390 1.00 72.26 C -ATOM 20521 O VAL C 615 131.328 178.197 164.288 1.00 72.26 O -ATOM 20522 CB VAL C 615 132.576 177.187 161.568 1.00 72.26 C -ATOM 20523 CG1 VAL C 615 131.941 177.947 160.414 1.00 72.26 C -ATOM 20524 CG2 VAL C 615 133.711 176.313 161.072 1.00 72.26 C -ATOM 20525 N ASN C 616 131.614 180.049 163.020 1.00 85.89 N -ATOM 20526 CA ASN C 616 130.427 180.721 163.528 1.00 85.89 C -ATOM 20527 C ASN C 616 129.168 180.015 163.034 1.00 85.89 C -ATOM 20528 O ASN C 616 129.141 179.435 161.946 1.00 85.89 O -ATOM 20529 CB ASN C 616 130.422 182.187 163.091 1.00 85.89 C -ATOM 20530 CG ASN C 616 129.477 183.040 163.913 1.00 85.89 C -ATOM 20531 OD1 ASN C 616 128.931 182.589 164.919 1.00 85.89 O -ATOM 20532 ND2 ASN C 616 129.282 184.283 163.489 1.00 85.89 N -ATOM 20533 N CYS C 617 128.117 180.064 163.857 1.00 95.70 N -ATOM 20534 CA CYS C 617 126.909 179.294 163.581 1.00 95.70 C -ATOM 20535 C CYS C 617 126.086 179.864 162.433 1.00 95.70 C -ATOM 20536 O CYS C 617 125.290 179.131 161.838 1.00 95.70 O -ATOM 20537 CB CYS C 617 126.050 179.203 164.841 1.00 95.70 C -ATOM 20538 SG CYS C 617 126.586 177.914 165.983 1.00 95.70 S -ATOM 20539 N THR C 618 126.253 181.145 162.108 1.00 95.50 N -ATOM 20540 CA THR C 618 125.500 181.747 161.016 1.00 95.50 C -ATOM 20541 C THR C 618 126.052 181.394 159.641 1.00 95.50 C -ATOM 20542 O THR C 618 125.371 181.636 158.640 1.00 95.50 O -ATOM 20543 CB THR C 618 125.472 183.270 161.170 1.00 95.50 C -ATOM 20544 OG1 THR C 618 126.787 183.797 160.960 1.00 95.50 O -ATOM 20545 CG2 THR C 618 124.994 183.654 162.562 1.00 95.50 C -ATOM 20546 N GLU C 619 127.255 180.831 159.566 1.00 92.74 N -ATOM 20547 CA GLU C 619 127.913 180.525 158.302 1.00 92.74 C -ATOM 20548 C GLU C 619 128.156 179.028 158.152 1.00 92.74 C -ATOM 20549 O GLU C 619 129.218 178.594 157.701 1.00 92.74 O -ATOM 20550 CB GLU C 619 129.223 181.298 158.175 1.00 92.74 C -ATOM 20551 CG GLU C 619 129.056 182.805 158.250 1.00 92.74 C -ATOM 20552 CD GLU C 619 130.378 183.533 158.378 1.00 92.74 C -ATOM 20553 OE1 GLU C 619 131.406 182.864 158.614 1.00 92.74 O -ATOM 20554 OE2 GLU C 619 130.389 184.774 158.241 1.00 92.74 O1- -ATOM 20555 N VAL C 620 127.172 178.219 158.528 1.00 86.64 N -ATOM 20556 CA VAL C 620 127.293 176.772 158.411 1.00 86.64 C -ATOM 20557 C VAL C 620 126.733 176.300 157.075 1.00 86.64 C -ATOM 20558 O VAL C 620 127.325 175.452 156.408 1.00 86.64 O -ATOM 20559 CB VAL C 620 126.591 176.057 159.578 1.00 86.64 C -ATOM 20560 CG1 VAL C 620 125.081 176.101 159.398 1.00 86.64 C -ATOM 20561 CG2 VAL C 620 127.080 174.622 159.688 1.00 86.64 C -ATOM 20562 N SER C 640 118.502 173.086 163.540 1.00 80.04 N -ATOM 20563 CA SER C 640 117.664 172.667 164.658 1.00 80.04 C -ATOM 20564 C SER C 640 118.266 173.111 165.990 1.00 80.04 C -ATOM 20565 O SER C 640 118.236 174.293 166.329 1.00 80.04 O -ATOM 20566 CB SER C 640 117.470 171.149 164.640 1.00 80.04 C -ATOM 20567 OG SER C 640 116.853 170.729 163.435 1.00 80.04 O -ATOM 20568 N ASN C 641 118.814 172.155 166.742 1.00 74.91 N -ATOM 20569 CA ASN C 641 119.414 172.434 168.047 1.00 74.91 C -ATOM 20570 C ASN C 641 120.816 172.995 167.829 1.00 74.91 C -ATOM 20571 O ASN C 641 121.828 172.295 167.912 1.00 74.91 O -ATOM 20572 CB ASN C 641 119.437 171.175 168.904 1.00 74.91 C -ATOM 20573 CG ASN C 641 118.064 170.798 169.420 1.00 74.91 C -ATOM 20574 OD1 ASN C 641 117.331 171.639 169.938 1.00 74.91 O -ATOM 20575 ND2 ASN C 641 117.707 169.527 169.278 1.00 74.91 N -ATOM 20576 N VAL C 642 120.870 174.296 167.559 1.00 71.71 N -ATOM 20577 CA VAL C 642 122.106 174.983 167.202 1.00 71.71 C -ATOM 20578 C VAL C 642 122.610 175.747 168.418 1.00 71.71 C -ATOM 20579 O VAL C 642 121.877 176.555 169.002 1.00 71.71 O -ATOM 20580 CB VAL C 642 121.884 175.920 166.002 1.00 71.71 C -ATOM 20581 CG1 VAL C 642 123.059 176.863 165.821 1.00 71.71 C -ATOM 20582 CG2 VAL C 642 121.651 175.105 164.740 1.00 71.71 C -ATOM 20583 N PHE C 643 123.861 175.492 168.801 1.00 74.50 N -ATOM 20584 CA PHE C 643 124.448 176.072 169.999 1.00 74.50 C -ATOM 20585 C PHE C 643 125.841 176.611 169.692 1.00 74.50 C -ATOM 20586 O PHE C 643 126.573 176.059 168.863 1.00 74.50 O -ATOM 20587 CB PHE C 643 124.507 175.029 171.131 1.00 74.50 C -ATOM 20588 CG PHE C 643 125.013 175.568 172.438 1.00 74.50 C -ATOM 20589 CD1 PHE C 643 124.472 176.722 172.986 1.00 74.50 C -ATOM 20590 CD2 PHE C 643 126.023 174.914 173.123 1.00 74.50 C -ATOM 20591 CE1 PHE C 643 124.939 177.218 174.191 1.00 74.50 C -ATOM 20592 CE2 PHE C 643 126.495 175.403 174.327 1.00 74.50 C -ATOM 20593 CZ PHE C 643 125.953 176.557 174.862 1.00 74.50 C -ATOM 20594 N GLN C 644 126.192 177.702 170.374 1.00 81.12 N -ATOM 20595 CA GLN C 644 127.491 178.354 170.256 1.00 81.12 C -ATOM 20596 C GLN C 644 128.345 177.933 171.448 1.00 81.12 C -ATOM 20597 O GLN C 644 127.928 178.099 172.599 1.00 81.12 O -ATOM 20598 CB GLN C 644 127.320 179.872 170.220 1.00 81.12 C -ATOM 20599 CG GLN C 644 128.569 180.653 169.868 1.00 81.12 C -ATOM 20600 CD GLN C 644 128.991 180.446 168.429 1.00 81.12 C -ATOM 20601 OE1 GLN C 644 129.927 179.701 168.144 1.00 81.12 O -ATOM 20602 NE2 GLN C 644 128.296 181.106 167.510 1.00 81.12 N -ATOM 20603 N THR C 645 129.539 177.394 171.176 1.00 78.33 N -ATOM 20604 CA THR C 645 130.293 176.662 172.188 1.00 78.33 C -ATOM 20605 C THR C 645 131.665 177.226 172.533 1.00 78.33 C -ATOM 20606 O THR C 645 132.256 176.751 173.511 1.00 78.33 O -ATOM 20607 CB THR C 645 130.501 175.200 171.754 1.00 78.33 C -ATOM 20608 OG1 THR C 645 131.344 175.162 170.596 1.00 78.33 O -ATOM 20609 CG2 THR C 645 129.185 174.525 171.436 1.00 78.33 C -ATOM 20610 N ARG C 646 132.213 178.149 171.717 1.00 75.33 N -ATOM 20611 CA ARG C 646 133.586 178.689 171.717 1.00 75.33 C -ATOM 20612 C ARG C 646 134.585 177.607 171.267 1.00 75.33 C -ATOM 20613 O ARG C 646 135.802 177.816 171.256 1.00 75.33 O -ATOM 20614 CB ARG C 646 133.955 179.313 173.087 1.00 75.33 C -ATOM 20615 CG ARG C 646 135.187 180.232 173.147 1.00 75.33 C -ATOM 20616 CD ARG C 646 135.477 180.708 174.560 1.00 75.33 C -ATOM 20617 NE ARG C 646 136.739 181.437 174.631 1.00 75.33 N -ATOM 20618 CZ ARG C 646 137.927 180.867 174.787 1.00 75.33 C -ATOM 20619 NH1 ARG C 646 138.055 179.555 174.901 1.00 75.33 N1+ -ATOM 20620 NH2 ARG C 646 139.014 181.632 174.827 1.00 75.33 N -ATOM 20621 N ALA C 647 134.083 176.442 170.862 1.00 69.49 N -ATOM 20622 CA ALA C 647 134.878 175.444 170.169 1.00 69.49 C -ATOM 20623 C ALA C 647 134.375 175.176 168.763 1.00 69.49 C -ATOM 20624 O ALA C 647 135.107 174.591 167.960 1.00 69.49 O -ATOM 20625 CB ALA C 647 134.897 174.126 170.956 1.00 69.49 C -ATOM 20626 N GLY C 648 133.151 175.593 168.456 1.00 68.76 N -ATOM 20627 CA GLY C 648 132.542 175.365 167.166 1.00 68.76 C -ATOM 20628 C GLY C 648 131.033 175.379 167.271 1.00 68.76 C -ATOM 20629 O GLY C 648 130.479 175.383 168.374 1.00 68.76 O -ATOM 20630 N CYS C 649 130.358 175.390 166.130 1.00 63.95 N -ATOM 20631 CA CYS C 649 128.904 175.308 166.130 1.00 63.95 C -ATOM 20632 C CYS C 649 128.468 173.878 166.426 1.00 63.95 C -ATOM 20633 O CYS C 649 128.944 172.934 165.791 1.00 63.95 O -ATOM 20634 CB CYS C 649 128.347 175.769 164.786 1.00 63.95 C -ATOM 20635 SG CYS C 649 126.607 176.237 164.836 1.00 63.95 S -ATOM 20636 N LEU C 650 127.568 173.712 167.394 1.00 57.10 N -ATOM 20637 CA LEU C 650 127.093 172.394 167.799 1.00 57.10 C -ATOM 20638 C LEU C 650 125.661 172.207 167.317 1.00 57.10 C -ATOM 20639 O LEU C 650 124.780 172.999 167.665 1.00 57.10 O -ATOM 20640 CB LEU C 650 127.172 172.225 169.316 1.00 57.10 C -ATOM 20641 CG LEU C 650 126.950 170.814 169.858 1.00 57.10 C -ATOM 20642 CD1 LEU C 650 127.925 169.845 169.221 1.00 57.10 C -ATOM 20643 CD2 LEU C 650 127.082 170.791 171.370 1.00 57.10 C -ATOM 20644 N ILE C 651 125.431 171.162 166.527 1.00 57.34 N -ATOM 20645 CA ILE C 651 124.121 170.863 165.964 1.00 57.34 C -ATOM 20646 C ILE C 651 123.683 169.503 166.486 1.00 57.34 C -ATOM 20647 O ILE C 651 124.386 168.502 166.298 1.00 57.34 O -ATOM 20648 CB ILE C 651 124.145 170.883 164.428 1.00 57.34 C -ATOM 20649 CG1 ILE C 651 124.601 172.256 163.925 1.00 57.34 C -ATOM 20650 CG2 ILE C 651 122.774 170.529 163.871 1.00 57.34 C -ATOM 20651 CD1 ILE C 651 124.559 172.414 162.420 1.00 57.34 C -ATOM 20652 N GLY C 652 122.523 169.464 167.137 1.00 60.92 N -ATOM 20653 CA GLY C 652 121.978 168.234 167.667 1.00 60.92 C -ATOM 20654 C GLY C 652 122.003 168.092 169.175 1.00 60.92 C -ATOM 20655 O GLY C 652 121.677 167.011 169.678 1.00 60.92 O -ATOM 20656 N ALA C 653 122.375 169.136 169.912 1.00 64.46 N -ATOM 20657 CA ALA C 653 122.420 169.075 171.365 1.00 64.46 C -ATOM 20658 C ALA C 653 121.801 170.337 171.946 1.00 64.46 C -ATOM 20659 O ALA C 653 121.886 171.417 171.356 1.00 64.46 O -ATOM 20660 CB ALA C 653 123.854 168.907 171.881 1.00 64.46 C -ATOM 20661 N GLU C 654 121.179 170.188 173.111 1.00 67.31 N -ATOM 20662 CA GLU C 654 120.510 171.281 173.802 1.00 67.31 C -ATOM 20663 C GLU C 654 121.306 171.659 175.043 1.00 67.31 C -ATOM 20664 O GLU C 654 121.709 170.783 175.815 1.00 67.31 O -ATOM 20665 CB GLU C 654 119.081 170.891 174.186 1.00 67.31 C -ATOM 20666 CG GLU C 654 118.323 171.967 174.948 1.00 67.31 C -ATOM 20667 CD GLU C 654 116.884 171.586 175.221 1.00 67.31 C -ATOM 20668 OE1 GLU C 654 116.641 170.433 175.637 1.00 67.31 O -ATOM 20669 OE2 GLU C 654 115.994 172.439 175.020 1.00 67.31 O1- -ATOM 20670 N TYR C 655 121.540 172.957 175.221 1.00 71.34 N -ATOM 20671 CA TYR C 655 122.261 173.437 176.392 1.00 71.34 C -ATOM 20672 C TYR C 655 121.402 173.298 177.644 1.00 71.34 C -ATOM 20673 O TYR C 655 120.201 173.580 177.630 1.00 71.34 O -ATOM 20674 CB TYR C 655 122.678 174.893 176.197 1.00 71.34 C -ATOM 20675 CG TYR C 655 123.699 175.375 177.200 1.00 71.34 C -ATOM 20676 CD1 TYR C 655 124.776 174.575 177.562 1.00 71.34 C -ATOM 20677 CD2 TYR C 655 123.590 176.633 177.780 1.00 71.34 C -ATOM 20678 CE1 TYR C 655 125.716 175.014 178.478 1.00 71.34 C -ATOM 20679 CE2 TYR C 655 124.524 177.081 178.697 1.00 71.34 C -ATOM 20680 CZ TYR C 655 125.584 176.266 179.041 1.00 71.34 C -ATOM 20681 OH TYR C 655 126.516 176.707 179.953 1.00 71.34 O -ATOM 20682 N VAL C 656 122.029 172.857 178.733 1.00 81.01 N -ATOM 20683 CA VAL C 656 121.349 172.593 179.996 1.00 81.01 C -ATOM 20684 C VAL C 656 122.076 173.360 181.093 1.00 81.01 C -ATOM 20685 O VAL C 656 123.305 173.281 181.198 1.00 81.01 O -ATOM 20686 CB VAL C 656 121.306 171.080 180.301 1.00 81.01 C -ATOM 20687 CG1 VAL C 656 120.963 170.806 181.757 1.00 81.01 C -ATOM 20688 CG2 VAL C 656 120.306 170.390 179.391 1.00 81.01 C -ATOM 20689 N ASN C 657 121.317 174.111 181.902 1.00114.31 N -ATOM 20690 CA ASN C 657 121.906 174.934 182.955 1.00114.31 C -ATOM 20691 C ASN C 657 122.502 174.113 184.093 1.00114.31 C -ATOM 20692 O ASN C 657 123.331 174.639 184.844 1.00114.31 O -ATOM 20693 CB ASN C 657 120.858 175.894 183.519 1.00114.31 C -ATOM 20694 CG ASN C 657 120.338 176.863 182.480 1.00114.31 C -ATOM 20695 OD1 ASN C 657 120.837 176.915 181.356 1.00114.31 O -ATOM 20696 ND2 ASN C 657 119.327 177.640 182.852 1.00114.31 N -ATOM 20697 N ASN C 658 122.093 172.856 184.249 1.00 86.95 N -ATOM 20698 CA ASN C 658 122.669 171.998 185.273 1.00 86.95 C -ATOM 20699 C ASN C 658 124.107 171.634 184.920 1.00 86.95 C -ATOM 20700 O ASN C 658 124.498 171.613 183.750 1.00 86.95 O -ATOM 20701 CB ASN C 658 121.839 170.726 185.437 1.00 86.95 C -ATOM 20702 CG ASN C 658 120.384 171.016 185.739 1.00 86.95 C -ATOM 20703 OD1 ASN C 658 120.066 171.931 186.497 1.00 86.95 O -ATOM 20704 ND2 ASN C 658 119.490 170.234 185.144 1.00 86.95 N -ATOM 20705 N SER C 659 124.897 171.343 185.949 1.00 70.16 N -ATOM 20706 CA SER C 659 126.312 171.036 185.790 1.00 70.16 C -ATOM 20707 C SER C 659 126.593 169.665 186.383 1.00 70.16 C -ATOM 20708 O SER C 659 126.327 169.430 187.566 1.00 70.16 O -ATOM 20709 CB SER C 659 127.179 172.103 186.459 1.00 70.16 C -ATOM 20710 OG SER C 659 126.767 172.328 187.796 1.00 70.16 O -ATOM 20711 N TYR C 660 127.127 168.768 185.564 1.00 64.25 N -ATOM 20712 CA TYR C 660 127.540 167.438 185.987 1.00 64.25 C -ATOM 20713 C TYR C 660 129.031 167.265 185.701 1.00 64.25 C -ATOM 20714 O TYR C 660 129.725 168.209 185.314 1.00 64.25 O -ATOM 20715 CB TYR C 660 126.717 166.352 185.287 1.00 64.25 C -ATOM 20716 CG TYR C 660 125.264 166.696 185.044 1.00 64.25 C -ATOM 20717 CD1 TYR C 660 124.406 166.972 186.102 1.00 64.25 C -ATOM 20718 CD2 TYR C 660 124.748 166.729 183.754 1.00 64.25 C -ATOM 20719 CE1 TYR C 660 123.075 167.280 185.881 1.00 64.25 C -ATOM 20720 CE2 TYR C 660 123.419 167.036 183.522 1.00 64.25 C -ATOM 20721 CZ TYR C 660 122.589 167.310 184.589 1.00 64.25 C -ATOM 20722 OH TYR C 660 121.267 167.616 184.362 1.00 64.25 O -ATOM 20723 N GLU C 661 129.521 166.045 185.899 1.00 63.45 N -ATOM 20724 CA GLU C 661 130.886 165.723 185.522 1.00 63.45 C -ATOM 20725 C GLU C 661 131.002 165.618 184.004 1.00 63.45 C -ATOM 20726 O GLU C 661 130.009 165.490 183.283 1.00 63.45 O -ATOM 20727 CB GLU C 661 131.333 164.419 186.180 1.00 63.45 C -ATOM 20728 CG GLU C 661 131.468 164.505 187.690 1.00 63.45 C -ATOM 20729 CD GLU C 661 131.864 163.184 188.317 1.00 63.45 C -ATOM 20730 OE1 GLU C 661 132.459 162.344 187.610 1.00 63.45 O -ATOM 20731 OE2 GLU C 661 131.583 162.985 189.517 1.00 63.45 O1- -ATOM 20732 N CYS C 662 132.239 165.671 183.518 1.00 62.70 N -ATOM 20733 CA CYS C 662 132.493 165.702 182.082 1.00 62.70 C -ATOM 20734 C CYS C 662 132.369 164.295 181.511 1.00 62.70 C -ATOM 20735 O CYS C 662 133.239 163.447 181.734 1.00 62.70 O -ATOM 20736 CB CYS C 662 133.869 166.291 181.793 1.00 62.70 C -ATOM 20737 SG CYS C 662 134.034 166.936 180.116 1.00 62.70 S -ATOM 20738 N ASP C 663 131.288 164.046 180.771 1.00 55.85 N -ATOM 20739 CA ASP C 663 131.103 162.753 180.122 1.00 55.85 C -ATOM 20740 C ASP C 663 131.873 162.687 178.806 1.00 55.85 C -ATOM 20741 O ASP C 663 132.784 161.868 178.647 1.00 55.85 O -ATOM 20742 CB ASP C 663 129.611 162.496 179.895 1.00 55.85 C -ATOM 20743 CG ASP C 663 129.318 161.070 179.475 1.00 55.85 C -ATOM 20744 OD1 ASP C 663 130.173 160.189 179.703 1.00 55.85 O -ATOM 20745 OD2 ASP C 663 128.226 160.830 178.917 1.00 55.85 O1- -ATOM 20746 N ILE C 664 131.516 163.543 177.852 1.00 43.33 N -ATOM 20747 CA ILE C 664 132.251 163.676 176.595 1.00 43.33 C -ATOM 20748 C ILE C 664 132.759 165.108 176.482 1.00 43.33 C -ATOM 20749 O ILE C 664 131.948 166.032 176.344 1.00 43.33 O -ATOM 20750 CB ILE C 664 131.380 163.315 175.380 1.00 43.33 C -ATOM 20751 CG1 ILE C 664 130.625 162.003 175.606 1.00 43.33 C -ATOM 20752 CG2 ILE C 664 132.229 163.241 174.123 1.00 43.33 C -ATOM 20753 CD1 ILE C 664 129.652 161.666 174.498 1.00 43.33 C -ATOM 20754 N PRO C 665 134.067 165.346 176.538 1.00 43.32 N -ATOM 20755 CA PRO C 665 134.568 166.723 176.467 1.00 43.32 C -ATOM 20756 C PRO C 665 134.436 167.310 175.070 1.00 43.32 C -ATOM 20757 O PRO C 665 134.464 166.596 174.065 1.00 43.32 O -ATOM 20758 CB PRO C 665 136.038 166.581 176.871 1.00 43.32 C -ATOM 20759 CG PRO C 665 136.395 165.199 176.450 1.00 43.32 C -ATOM 20760 CD PRO C 665 135.159 164.366 176.661 1.00 43.32 C -ATOM 20761 N ILE C 666 134.292 168.635 175.015 1.00 37.26 N -ATOM 20762 CA ILE C 666 134.188 169.340 173.744 1.00 37.26 C -ATOM 20763 C ILE C 666 135.285 170.393 173.681 1.00 37.26 C -ATOM 20764 O ILE C 666 136.091 170.415 172.744 1.00 37.26 O -ATOM 20765 CB ILE C 666 132.796 169.976 173.572 1.00 37.26 C -ATOM 20766 CG1 ILE C 666 131.736 168.895 173.360 1.00 37.26 C -ATOM 20767 CG2 ILE C 666 132.789 170.951 172.405 1.00 37.26 C -ATOM 20768 CD1 ILE C 666 130.332 169.440 173.233 1.00 37.26 C -ATOM 20769 N GLY C 667 135.326 171.260 174.674 1.00 39.21 N -ATOM 20770 CA GLY C 667 136.306 172.327 174.741 1.00 39.21 C -ATOM 20771 C GLY C 667 135.724 173.540 175.440 1.00 39.21 C -ATOM 20772 O GLY C 667 134.518 173.777 175.406 1.00 39.21 O -ATOM 20773 N ALA C 668 136.618 174.305 176.083 1.00 41.59 N -ATOM 20774 CA ALA C 668 136.303 175.537 176.822 1.00 41.59 C -ATOM 20775 C ALA C 668 135.261 175.306 177.915 1.00 41.59 C -ATOM 20776 O ALA C 668 134.379 176.135 178.144 1.00 41.59 O -ATOM 20777 CB ALA C 668 135.868 176.664 175.880 1.00 41.59 C -ATOM 20778 N GLY C 669 135.365 174.169 178.599 1.00 48.78 N -ATOM 20779 CA GLY C 669 134.470 173.876 179.699 1.00 48.78 C -ATOM 20780 C GLY C 669 133.101 173.377 179.307 1.00 48.78 C -ATOM 20781 O GLY C 669 132.149 173.562 180.071 1.00 48.78 O -ATOM 20782 N ILE C 670 132.963 172.756 178.139 1.00 46.67 N -ATOM 20783 CA ILE C 670 131.689 172.226 177.666 1.00 46.67 C -ATOM 20784 C ILE C 670 131.815 170.714 177.538 1.00 46.67 C -ATOM 20785 O ILE C 670 132.783 170.210 176.954 1.00 46.67 O -ATOM 20786 CB ILE C 670 131.273 172.865 176.329 1.00 46.67 C -ATOM 20787 CG1 ILE C 670 131.271 174.390 176.444 1.00 46.67 C -ATOM 20788 CG2 ILE C 670 129.902 172.370 175.896 1.00 46.67 C -ATOM 20789 CD1 ILE C 670 130.267 174.925 177.441 1.00 46.67 C -ATOM 20790 N CYS C 671 130.856 169.991 178.111 1.00 54.14 N -ATOM 20791 CA CYS C 671 130.806 168.543 177.995 1.00 54.14 C -ATOM 20792 C CYS C 671 129.400 168.110 177.608 1.00 54.14 C -ATOM 20793 O CYS C 671 128.407 168.701 178.038 1.00 54.14 O -ATOM 20794 CB CYS C 671 131.231 167.851 179.299 1.00 54.14 C -ATOM 20795 SG CYS C 671 132.747 168.506 180.049 1.00 54.14 S -ATOM 20796 N ALA C 672 129.331 167.065 176.792 1.00 54.14 N -ATOM 20797 CA ALA C 672 128.081 166.509 176.304 1.00 54.14 C -ATOM 20798 C ALA C 672 127.861 165.120 176.887 1.00 54.14 C -ATOM 20799 O ALA C 672 128.813 164.383 177.164 1.00 54.14 O -ATOM 20800 CB ALA C 672 128.068 166.440 174.775 1.00 54.14 C -ATOM 20801 N SER C 673 126.590 164.775 177.071 1.00 65.47 N -ATOM 20802 CA SER C 673 126.209 163.502 177.663 1.00 65.47 C -ATOM 20803 C SER C 673 124.886 163.053 177.061 1.00 65.47 C -ATOM 20804 O SER C 673 124.209 163.808 176.360 1.00 65.47 O -ATOM 20805 CB SER C 673 126.098 163.603 179.187 1.00 65.47 C -ATOM 20806 OG SER C 673 124.996 164.412 179.559 1.00 65.47 O -ATOM 20807 N TYR C 674 124.528 161.803 177.337 1.00 74.21 N -ATOM 20808 CA TYR C 674 123.286 161.202 176.862 1.00 74.21 C -ATOM 20809 C TYR C 674 122.378 160.980 178.066 1.00 74.21 C -ATOM 20810 O TYR C 674 122.602 160.055 178.854 1.00 74.21 O -ATOM 20811 CB TYR C 674 123.566 159.890 176.134 1.00 74.21 C -ATOM 20812 CG TYR C 674 122.363 159.302 175.441 1.00 74.21 C -ATOM 20813 CD1 TYR C 674 121.450 160.116 174.783 1.00 74.21 C -ATOM 20814 CD2 TYR C 674 122.137 157.931 175.448 1.00 74.21 C -ATOM 20815 CE1 TYR C 674 120.346 159.582 174.146 1.00 74.21 C -ATOM 20816 CE2 TYR C 674 121.036 157.386 174.816 1.00 74.21 C -ATOM 20817 CZ TYR C 674 120.145 158.217 174.166 1.00 74.21 C -ATOM 20818 OH TYR C 674 119.044 157.686 173.535 1.00 74.21 O -ATOM 20819 N GLN C 675 121.358 161.826 178.211 1.00 86.57 N -ATOM 20820 CA GLN C 675 120.497 161.788 179.386 1.00 86.57 C -ATOM 20821 C GLN C 675 119.053 162.037 178.976 1.00 86.57 C -ATOM 20822 O GLN C 675 118.774 162.576 177.904 1.00 86.57 O -ATOM 20823 CB GLN C 675 120.917 162.824 180.439 1.00 86.57 C -ATOM 20824 CG GLN C 675 122.153 162.454 181.244 1.00 86.57 C -ATOM 20825 CD GLN C 675 122.521 163.513 182.265 1.00 86.57 C -ATOM 20826 OE1 GLN C 675 121.679 164.306 182.686 1.00 86.57 O -ATOM 20827 NE2 GLN C 675 123.787 163.534 182.666 1.00 86.57 N -ATOM 20828 N THR C 676 118.131 161.641 179.851 1.00107.14 N -ATOM 20829 CA THR C 676 116.711 161.877 179.623 1.00107.14 C -ATOM 20830 C THR C 676 116.328 163.261 180.148 1.00107.14 C -ATOM 20831 O THR C 676 116.626 163.616 181.296 1.00107.14 O -ATOM 20832 CB THR C 676 115.855 160.745 180.219 1.00107.14 C -ATOM 20833 OG1 THR C 676 114.478 160.917 179.848 1.00107.14 O -ATOM 20834 CG2 THR C 676 116.014 160.547 181.745 1.00107.14 C -ATOM 20835 N GLN C 677 115.781 164.081 179.265 1.00117.56 N -ATOM 20836 CA GLN C 677 115.271 165.408 179.596 1.00117.56 C -ATOM 20837 C GLN C 677 113.888 165.666 179.020 1.00117.56 C -ATOM 20838 O GLN C 677 113.071 166.322 179.670 1.00117.56 O -ATOM 20839 CB GLN C 677 116.243 166.508 179.111 1.00117.56 C -ATOM 20840 CG GLN C 677 117.647 166.443 179.704 1.00117.56 C -ATOM 20841 CD GLN C 677 117.675 166.815 181.174 1.00117.56 C -ATOM 20842 OE1 GLN C 677 116.863 167.615 181.640 1.00117.56 O -ATOM 20843 NE2 GLN C 677 118.612 166.233 181.914 1.00117.56 N -ATOM 20844 N THR C 678 113.607 165.170 177.819 1.00134.51 N -ATOM 20845 CA THR C 678 112.326 165.404 177.165 1.00134.51 C -ATOM 20846 C THR C 678 111.236 164.513 177.748 1.00134.51 C -ATOM 20847 O THR C 678 111.490 163.366 178.115 1.00134.51 O -ATOM 20848 CB THR C 678 112.419 165.161 175.647 1.00134.51 C -ATOM 20849 OG1 THR C 678 112.503 163.753 175.393 1.00134.51 O -ATOM 20850 CG2 THR C 678 113.649 165.849 175.072 1.00134.51 C -ATOM 20851 N SER C 689 112.955 158.788 175.000 1.00117.77 N -ATOM 20852 CA SER C 689 112.874 160.229 175.202 1.00117.77 C -ATOM 20853 C SER C 689 114.232 160.805 175.594 1.00117.77 C -ATOM 20854 O SER C 689 114.355 161.999 175.864 1.00117.77 O -ATOM 20855 CB SER C 689 111.831 160.563 176.270 1.00117.77 C -ATOM 20856 OG SER C 689 112.279 160.178 177.558 1.00117.77 O -ATOM 20857 N GLN C 690 115.245 159.943 175.628 1.00 96.76 N -ATOM 20858 CA GLN C 690 116.594 160.377 175.958 1.00 96.76 C -ATOM 20859 C GLN C 690 117.203 161.159 174.798 1.00 96.76 C -ATOM 20860 O GLN C 690 116.837 160.973 173.635 1.00 96.76 O -ATOM 20861 CB GLN C 690 117.468 159.171 176.299 1.00 96.76 C -ATOM 20862 CG GLN C 690 117.040 158.433 177.553 1.00 96.76 C -ATOM 20863 CD GLN C 690 118.010 157.339 177.950 1.00 96.76 C -ATOM 20864 OE1 GLN C 690 118.866 156.937 177.164 1.00 96.76 O -ATOM 20865 NE2 GLN C 690 117.883 156.854 179.179 1.00 96.76 N -ATOM 20866 N SER C 691 118.143 162.044 175.125 1.00 78.84 N -ATOM 20867 CA SER C 691 118.735 162.918 174.123 1.00 78.84 C -ATOM 20868 C SER C 691 120.139 163.322 174.551 1.00 78.84 C -ATOM 20869 O SER C 691 120.554 163.117 175.696 1.00 78.84 O -ATOM 20870 CB SER C 691 117.867 164.158 173.884 1.00 78.84 C -ATOM 20871 OG SER C 691 117.892 165.021 175.007 1.00 78.84 O -ATOM 20872 N ILE C 692 120.869 163.906 173.604 1.00 63.45 N -ATOM 20873 CA ILE C 692 122.216 164.407 173.844 1.00 63.45 C -ATOM 20874 C ILE C 692 122.119 165.847 174.326 1.00 63.45 C -ATOM 20875 O ILE C 692 121.488 166.690 173.676 1.00 63.45 O -ATOM 20876 CB ILE C 692 123.075 164.306 172.572 1.00 63.45 C -ATOM 20877 CG1 ILE C 692 123.242 162.845 172.158 1.00 63.45 C -ATOM 20878 CG2 ILE C 692 124.435 164.952 172.783 1.00 63.45 C -ATOM 20879 CD1 ILE C 692 123.975 162.671 170.852 1.00 63.45 C -ATOM 20880 N ILE C 693 122.742 166.132 175.467 1.00 64.12 N -ATOM 20881 CA ILE C 693 122.700 167.455 176.070 1.00 64.12 C -ATOM 20882 C ILE C 693 124.120 167.946 176.305 1.00 64.12 C -ATOM 20883 O ILE C 693 125.020 167.173 176.649 1.00 64.12 O -ATOM 20884 CB ILE C 693 121.901 167.457 177.390 1.00 64.12 C -ATOM 20885 CG1 ILE C 693 122.292 166.260 178.256 1.00 64.12 C -ATOM 20886 CG2 ILE C 693 120.412 167.425 177.102 1.00 64.12 C -ATOM 20887 CD1 ILE C 693 121.847 166.380 179.692 1.00 64.12 C -ATOM 20888 N ALA C 694 124.317 169.246 176.114 1.00 63.40 N -ATOM 20889 CA ALA C 694 125.585 169.903 176.383 1.00 63.40 C -ATOM 20890 C ALA C 694 125.448 170.776 177.623 1.00 63.40 C -ATOM 20891 O ALA C 694 124.386 171.345 177.885 1.00 63.40 O -ATOM 20892 CB ALA C 694 126.035 170.752 175.192 1.00 63.40 C -ATOM 20893 N TYR C 695 126.530 170.874 178.392 1.00 52.51 N -ATOM 20894 CA TYR C 695 126.483 171.606 179.647 1.00 52.51 C -ATOM 20895 C TYR C 695 127.871 172.122 179.992 1.00 52.51 C -ATOM 20896 O TYR C 695 128.882 171.667 179.450 1.00 52.51 O -ATOM 20897 CB TYR C 695 125.941 170.733 180.790 1.00 52.51 C -ATOM 20898 CG TYR C 695 126.615 169.383 180.941 1.00 52.51 C -ATOM 20899 CD1 TYR C 695 127.750 169.231 181.732 1.00 52.51 C -ATOM 20900 CD2 TYR C 695 126.104 168.255 180.310 1.00 52.51 C -ATOM 20901 CE1 TYR C 695 128.366 168.001 181.874 1.00 52.51 C -ATOM 20902 CE2 TYR C 695 126.713 167.020 180.448 1.00 52.51 C -ATOM 20903 CZ TYR C 695 127.842 166.901 181.232 1.00 52.51 C -ATOM 20904 OH TYR C 695 128.449 165.675 181.373 1.00 52.51 O -ATOM 20905 N THR C 696 127.902 173.091 180.902 1.00 60.30 N -ATOM 20906 CA THR C 696 129.148 173.501 181.530 1.00 60.30 C -ATOM 20907 C THR C 696 129.481 172.510 182.637 1.00 60.30 C -ATOM 20908 O THR C 696 128.612 172.156 183.440 1.00 60.30 O -ATOM 20909 CB THR C 696 129.030 174.917 182.091 1.00 60.30 C -ATOM 20910 OG1 THR C 696 128.469 175.782 181.095 1.00 60.30 O -ATOM 20911 CG2 THR C 696 130.395 175.448 182.497 1.00 60.30 C -ATOM 20912 N MET C 697 130.730 172.050 182.670 1.00 56.75 N -ATOM 20913 CA MET C 697 131.108 170.984 183.585 1.00 56.75 C -ATOM 20914 C MET C 697 131.187 171.490 185.023 1.00 56.75 C -ATOM 20915 O MET C 697 131.424 172.671 185.290 1.00 56.75 O -ATOM 20916 CB MET C 697 132.443 170.368 183.168 1.00 56.75 C -ATOM 20917 CG MET C 697 133.609 171.337 183.159 1.00 56.75 C -ATOM 20918 SD MET C 697 135.149 170.561 182.633 1.00 56.75 S -ATOM 20919 CE MET C 697 135.549 169.590 184.083 1.00 56.75 C -ATOM 20920 N SER C 698 130.983 170.565 185.955 1.00 59.47 N -ATOM 20921 CA SER C 698 131.013 170.856 187.381 1.00 59.47 C -ATOM 20922 C SER C 698 132.362 170.436 187.941 1.00 59.47 C -ATOM 20923 O SER C 698 132.783 169.289 187.759 1.00 59.47 O -ATOM 20924 CB SER C 698 129.888 170.124 188.114 1.00 59.47 C -ATOM 20925 OG SER C 698 130.104 170.136 189.514 1.00 59.47 O -ATOM 20926 N LEU C 699 133.038 171.368 188.615 1.00 56.05 N -ATOM 20927 CA LEU C 699 134.375 171.087 189.127 1.00 56.05 C -ATOM 20928 C LEU C 699 134.323 170.139 190.317 1.00 56.05 C -ATOM 20929 O LEU C 699 135.180 169.259 190.459 1.00 56.05 O -ATOM 20930 CB LEU C 699 135.066 172.392 189.507 1.00 56.05 C -ATOM 20931 CG LEU C 699 135.025 173.450 188.406 1.00 56.05 C -ATOM 20932 CD1 LEU C 699 135.551 174.777 188.931 1.00 56.05 C -ATOM 20933 CD2 LEU C 699 135.789 172.983 187.164 1.00 56.05 C -ATOM 20934 N GLY C 700 133.325 170.301 191.174 1.00 64.26 N -ATOM 20935 CA GLY C 700 133.188 169.461 192.344 1.00 64.26 C -ATOM 20936 C GLY C 700 132.189 170.062 193.306 1.00 64.26 C -ATOM 20937 O GLY C 700 131.650 171.152 193.085 1.00 64.26 O -ATOM 20938 N ALA C 701 131.949 169.320 194.381 1.00 70.69 N -ATOM 20939 CA ALA C 701 131.024 169.769 195.411 1.00 70.69 C -ATOM 20940 C ALA C 701 131.639 170.898 196.225 1.00 70.69 C -ATOM 20941 O ALA C 701 132.816 170.852 196.593 1.00 70.69 O -ATOM 20942 CB ALA C 701 130.644 168.605 196.324 1.00 70.69 C -ATOM 20943 N GLU C 702 130.838 171.924 196.492 1.00 85.62 N -ATOM 20944 CA GLU C 702 131.300 173.047 197.294 1.00 85.62 C -ATOM 20945 C GLU C 702 131.414 172.640 198.758 1.00 85.62 C -ATOM 20946 O GLU C 702 130.579 171.896 199.279 1.00 85.62 O -ATOM 20947 CB GLU C 702 130.344 174.230 197.144 1.00 85.62 C -ATOM 20948 CG GLU C 702 130.880 175.551 197.677 1.00 85.62 C -ATOM 20949 CD GLU C 702 131.887 176.195 196.744 1.00 85.62 C -ATOM 20950 OE1 GLU C 702 131.888 175.858 195.542 1.00 85.62 O -ATOM 20951 OE2 GLU C 702 132.676 177.043 197.212 1.00 85.62 O1- -ATOM 20952 N ASN C 703 132.457 173.130 199.423 1.00 83.98 N -ATOM 20953 CA ASN C 703 132.661 172.836 200.832 1.00 83.98 C -ATOM 20954 C ASN C 703 133.298 174.047 201.493 1.00 83.98 C -ATOM 20955 O ASN C 703 134.105 174.748 200.876 1.00 83.98 O -ATOM 20956 CB ASN C 703 133.541 171.595 201.023 1.00 83.98 C -ATOM 20957 CG ASN C 703 133.569 171.112 202.461 1.00 83.98 C -ATOM 20958 OD1 ASN C 703 132.757 171.530 203.287 1.00 83.98 O -ATOM 20959 ND2 ASN C 703 134.504 170.221 202.767 1.00 83.98 N -ATOM 20960 N SER C 704 132.918 174.290 202.743 1.00 89.99 N -ATOM 20961 CA SER C 704 133.481 175.369 203.547 1.00 89.99 C -ATOM 20962 C SER C 704 133.986 174.761 204.845 1.00 89.99 C -ATOM 20963 O SER C 704 133.193 174.249 205.642 1.00 89.99 O -ATOM 20964 CB SER C 704 132.445 176.457 203.821 1.00 89.99 C -ATOM 20965 OG SER C 704 131.286 175.912 204.426 1.00 89.99 O -ATOM 20966 N VAL C 705 135.302 174.808 205.052 1.00 78.59 N -ATOM 20967 CA VAL C 705 135.884 174.303 206.289 1.00 78.59 C -ATOM 20968 C VAL C 705 135.546 175.261 207.421 1.00 78.59 C -ATOM 20969 O VAL C 705 135.754 176.476 207.310 1.00 78.59 O -ATOM 20970 CB VAL C 705 137.404 174.134 206.142 1.00 78.59 C -ATOM 20971 CG1 VAL C 705 138.008 173.587 207.425 1.00 78.59 C -ATOM 20972 CG2 VAL C 705 137.729 173.226 204.975 1.00 78.59 C -ATOM 20973 N ALA C 706 135.021 174.718 208.521 1.00 75.22 N -ATOM 20974 CA ALA C 706 134.667 175.521 209.691 1.00 75.22 C -ATOM 20975 C ALA C 706 135.950 175.882 210.433 1.00 75.22 C -ATOM 20976 O ALA C 706 136.310 175.297 211.458 1.00 75.22 O -ATOM 20977 CB ALA C 706 133.685 174.774 210.584 1.00 75.22 C -ATOM 20978 N TYR C 707 136.652 176.872 209.888 1.00 56.55 N -ATOM 20979 CA TYR C 707 137.901 177.329 210.476 1.00 56.55 C -ATOM 20980 C TYR C 707 137.625 178.137 211.731 1.00 56.55 C -ATOM 20981 O TYR C 707 136.768 179.026 211.736 1.00 56.55 O -ATOM 20982 CB TYR C 707 138.683 178.180 209.474 1.00 56.55 C -ATOM 20983 CG TYR C 707 139.956 178.774 210.044 1.00 56.55 C -ATOM 20984 CD1 TYR C 707 141.103 178.004 210.186 1.00 56.55 C -ATOM 20985 CD2 TYR C 707 140.007 180.107 210.448 1.00 56.55 C -ATOM 20986 CE1 TYR C 707 142.264 178.544 210.712 1.00 56.55 C -ATOM 20987 CE2 TYR C 707 141.158 180.650 210.979 1.00 56.55 C -ATOM 20988 CZ TYR C 707 142.283 179.865 211.106 1.00 56.55 C -ATOM 20989 OH TYR C 707 143.432 180.408 211.630 1.00 56.55 O -ATOM 20990 N SER C 708 138.378 177.850 212.788 1.00 58.09 N -ATOM 20991 CA SER C 708 138.322 178.669 213.985 1.00 58.09 C -ATOM 20992 C SER C 708 139.672 178.635 214.682 1.00 58.09 C -ATOM 20993 O SER C 708 140.375 177.621 214.674 1.00 58.09 O -ATOM 20994 CB SER C 708 137.220 178.210 214.942 1.00 58.09 C -ATOM 20995 OG SER C 708 136.977 179.192 215.932 1.00 58.09 O -ATOM 20996 N ASN C 709 140.005 179.758 215.301 1.00 53.48 N -ATOM 20997 CA ASN C 709 141.239 179.998 216.037 1.00 53.48 C -ATOM 20998 C ASN C 709 141.254 179.419 217.456 1.00 53.48 C -ATOM 20999 O ASN C 709 142.194 179.691 218.206 1.00 53.48 O -ATOM 21000 CB ASN C 709 141.529 181.504 215.992 1.00 53.48 C -ATOM 21001 CG ASN C 709 140.442 182.337 216.651 1.00 53.48 C -ATOM 21002 OD1 ASN C 709 139.507 181.816 217.267 1.00 53.48 O -ATOM 21003 ND2 ASN C 709 140.532 183.646 216.468 1.00 53.48 N -ATOM 21004 N ASN C 710 140.235 178.649 217.846 1.00 49.42 N -ATOM 21005 CA ASN C 710 140.357 177.810 219.033 1.00 49.42 C -ATOM 21006 C ASN C 710 139.646 176.470 218.863 1.00 49.42 C -ATOM 21007 O ASN C 710 139.288 175.839 219.865 1.00 49.42 O -ATOM 21008 CB ASN C 710 139.832 178.526 220.282 1.00 49.42 C -ATOM 21009 CG ASN C 710 138.463 179.128 220.075 1.00 49.42 C -ATOM 21010 OD1 ASN C 710 137.881 179.014 218.998 1.00 49.42 O -ATOM 21011 ND2 ASN C 710 137.943 179.786 221.104 1.00 49.42 N -ATOM 21012 N SER C 711 139.434 176.014 217.631 1.00 49.06 N -ATOM 21013 CA SER C 711 138.731 174.765 217.376 1.00 49.06 C -ATOM 21014 C SER C 711 139.567 173.878 216.468 1.00 49.06 C -ATOM 21015 O SER C 711 140.196 174.358 215.521 1.00 49.06 O -ATOM 21016 CB SER C 711 137.359 175.017 216.748 1.00 49.06 C -ATOM 21017 OG SER C 711 136.783 173.815 216.269 1.00 49.06 O -ATOM 21018 N ILE C 712 139.574 172.580 216.769 1.00 47.23 N -ATOM 21019 CA ILE C 712 140.316 171.595 215.998 1.00 47.23 C -ATOM 21020 C ILE C 712 139.399 170.402 215.747 1.00 47.23 C -ATOM 21021 O ILE C 712 138.371 170.228 216.406 1.00 47.23 O -ATOM 21022 CB ILE C 712 141.627 171.175 216.713 1.00 47.23 C -ATOM 21023 CG1 ILE C 712 142.711 170.787 215.702 1.00 47.23 C -ATOM 21024 CG2 ILE C 712 141.385 170.057 217.721 1.00 47.23 C -ATOM 21025 CD1 ILE C 712 144.063 170.536 216.321 1.00 47.23 C -ATOM 21026 N ALA C 713 139.759 169.601 214.749 1.00 46.24 N -ATOM 21027 CA ALA C 713 139.033 168.386 214.411 1.00 46.24 C -ATOM 21028 C ALA C 713 139.999 167.212 214.448 1.00 46.24 C -ATOM 21029 O ALA C 713 141.078 167.273 213.850 1.00 46.24 O -ATOM 21030 CB ALA C 713 138.376 168.497 213.034 1.00 46.24 C -ATOM 21031 N ILE C 714 139.611 166.151 215.149 1.00 40.39 N -ATOM 21032 CA ILE C 714 140.479 164.991 215.342 1.00 40.39 C -ATOM 21033 C ILE C 714 139.725 163.732 214.930 1.00 40.39 C -ATOM 21034 O ILE C 714 138.560 163.561 215.314 1.00 40.39 O -ATOM 21035 CB ILE C 714 140.971 164.910 216.798 1.00 40.39 C -ATOM 21036 CG1 ILE C 714 142.058 165.954 217.047 1.00 40.39 C -ATOM 21037 CG2 ILE C 714 141.494 163.518 217.139 1.00 40.39 C -ATOM 21038 CD1 ILE C 714 142.670 165.871 218.415 1.00 40.39 C -ATOM 21039 N PRO C 715 140.317 162.855 214.118 1.00 36.89 N -ATOM 21040 CA PRO C 715 139.669 161.572 213.829 1.00 36.89 C -ATOM 21041 C PRO C 715 139.679 160.651 215.040 1.00 36.89 C -ATOM 21042 O PRO C 715 140.671 160.561 215.767 1.00 36.89 O -ATOM 21043 CB PRO C 715 140.512 160.997 212.687 1.00 36.89 C -ATOM 21044 CG PRO C 715 141.826 161.685 212.802 1.00 36.89 C -ATOM 21045 CD PRO C 715 141.535 163.056 213.317 1.00 36.89 C -ATOM 21046 N THR C 716 138.559 159.959 215.246 1.00 40.33 N -ATOM 21047 CA THR C 716 138.427 158.981 216.318 1.00 40.33 C -ATOM 21048 C THR C 716 138.375 157.551 215.804 1.00 40.33 C -ATOM 21049 O THR C 716 138.263 156.620 216.607 1.00 40.33 O -ATOM 21050 CB THR C 716 137.173 159.266 217.152 1.00 40.33 C -ATOM 21051 OG1 THR C 716 136.008 158.899 216.404 1.00 40.33 O -ATOM 21052 CG2 THR C 716 137.094 160.738 217.513 1.00 40.33 C -ATOM 21053 N ASN C 717 138.450 157.354 214.492 1.00 45.18 N -ATOM 21054 CA ASN C 717 138.417 156.032 213.888 1.00 45.18 C -ATOM 21055 C ASN C 717 139.195 156.107 212.581 1.00 45.18 C -ATOM 21056 O ASN C 717 139.688 157.171 212.195 1.00 45.18 O -ATOM 21057 CB ASN C 717 136.974 155.562 213.682 1.00 45.18 C -ATOM 21058 CG ASN C 717 136.841 154.055 213.695 1.00 45.18 C -ATOM 21059 OD1 ASN C 717 137.832 153.334 213.810 1.00 45.18 O -ATOM 21060 ND2 ASN C 717 135.612 153.569 213.579 1.00 45.18 N -ATOM 21061 N PHE C 718 139.308 154.974 211.893 1.00 41.84 N -ATOM 21062 CA PHE C 718 140.125 154.918 210.692 1.00 41.84 C -ATOM 21063 C PHE C 718 139.598 153.835 209.762 1.00 41.84 C -ATOM 21064 O PHE C 718 138.586 153.183 210.034 1.00 41.84 O -ATOM 21065 CB PHE C 718 141.601 154.679 211.037 1.00 41.84 C -ATOM 21066 CG PHE C 718 141.857 153.433 211.858 1.00 41.84 C -ATOM 21067 CD1 PHE C 718 142.116 152.214 211.242 1.00 41.84 C -ATOM 21068 CD2 PHE C 718 141.868 153.489 213.244 1.00 41.84 C -ATOM 21069 CE1 PHE C 718 142.353 151.076 211.989 1.00 41.84 C -ATOM 21070 CE2 PHE C 718 142.107 152.352 213.998 1.00 41.84 C -ATOM 21071 CZ PHE C 718 142.351 151.146 213.368 1.00 41.84 C -ATOM 21072 N THR C 719 140.311 153.652 208.653 1.00 39.05 N -ATOM 21073 CA THR C 719 140.064 152.565 207.720 1.00 39.05 C -ATOM 21074 C THR C 719 141.366 152.246 206.999 1.00 39.05 C -ATOM 21075 O THR C 719 142.291 153.064 206.943 1.00 39.05 O -ATOM 21076 CB THR C 719 138.958 152.910 206.714 1.00 39.05 C -ATOM 21077 OG1 THR C 719 138.803 151.831 205.785 1.00 39.05 O -ATOM 21078 CG2 THR C 719 139.298 154.179 205.954 1.00 39.05 C -ATOM 21079 N ILE C 720 141.431 151.033 206.460 1.00 27.24 N -ATOM 21080 CA ILE C 720 142.586 150.555 205.713 1.00 27.24 C -ATOM 21081 C ILE C 720 142.163 150.404 204.261 1.00 27.24 C -ATOM 21082 O ILE C 720 141.228 149.654 203.955 1.00 27.24 O -ATOM 21083 CB ILE C 720 143.115 149.228 206.277 1.00 27.24 C -ATOM 21084 CG1 ILE C 720 143.368 149.349 207.781 1.00 27.24 C -ATOM 21085 CG2 ILE C 720 144.377 148.809 205.549 1.00 27.24 C -ATOM 21086 CD1 ILE C 720 144.477 150.310 208.143 1.00 27.24 C -ATOM 21087 N SER C 721 142.844 151.114 203.368 1.00 37.53 N -ATOM 21088 CA SER C 721 142.488 151.138 201.956 1.00 37.53 C -ATOM 21089 C SER C 721 143.597 150.498 201.135 1.00 37.53 C -ATOM 21090 O SER C 721 144.764 150.879 201.257 1.00 37.53 O -ATOM 21091 CB SER C 721 142.241 152.570 201.481 1.00 37.53 C -ATOM 21092 OG SER C 721 141.017 153.071 201.989 1.00 37.53 O -ATOM 21093 N VAL C 722 143.232 149.533 200.299 1.00 28.41 N -ATOM 21094 CA VAL C 722 144.175 148.876 199.404 1.00 28.41 C -ATOM 21095 C VAL C 722 143.789 149.256 197.981 1.00 28.41 C -ATOM 21096 O VAL C 722 142.780 148.777 197.449 1.00 28.41 O -ATOM 21097 CB VAL C 722 144.187 147.354 199.597 1.00 28.41 C -ATOM 21098 CG1 VAL C 722 145.227 146.722 198.695 1.00 28.41 C -ATOM 21099 CG2 VAL C 722 144.467 147.010 201.048 1.00 28.41 C -ATOM 21100 N THR C 723 144.594 150.115 197.367 1.00 40.03 N -ATOM 21101 CA THR C 723 144.338 150.645 196.035 1.00 40.03 C -ATOM 21102 C THR C 723 145.268 149.996 195.018 1.00 40.03 C -ATOM 21103 O THR C 723 146.226 149.307 195.368 1.00 40.03 O -ATOM 21104 CB THR C 723 144.506 152.168 196.014 1.00 40.03 C -ATOM 21105 OG1 THR C 723 145.742 152.522 196.645 1.00 40.03 O -ATOM 21106 CG2 THR C 723 143.360 152.838 196.753 1.00 40.03 C -ATOM 21107 N THR C 724 144.981 150.237 193.742 1.00 34.20 N -ATOM 21108 CA THR C 724 145.678 149.589 192.638 1.00 34.20 C -ATOM 21109 C THR C 724 146.305 150.642 191.733 1.00 34.20 C -ATOM 21110 O THR C 724 145.619 151.566 191.283 1.00 34.20 O -ATOM 21111 CB THR C 724 144.709 148.699 191.847 1.00 34.20 C -ATOM 21112 OG1 THR C 724 144.344 147.567 192.646 1.00 34.20 O -ATOM 21113 CG2 THR C 724 145.332 148.211 190.550 1.00 34.20 C -ATOM 21114 N GLU C 725 147.603 150.499 191.467 1.00 47.15 N -ATOM 21115 CA GLU C 725 148.332 151.375 190.559 1.00 47.15 C -ATOM 21116 C GLU C 725 148.958 150.530 189.459 1.00 47.15 C -ATOM 21117 O GLU C 725 149.609 149.523 189.744 1.00 47.15 O -ATOM 21118 CB GLU C 725 149.406 152.169 191.305 1.00 47.15 C -ATOM 21119 CG GLU C 725 150.250 153.063 190.419 1.00 47.15 C -ATOM 21120 CD GLU C 725 150.750 154.291 191.150 1.00 47.15 C -ATOM 21121 OE1 GLU C 725 151.211 154.152 192.302 1.00 47.15 O -ATOM 21122 OE2 GLU C 725 150.681 155.397 190.573 1.00 47.15 O1- -ATOM 21123 N ILE C 726 148.767 150.939 188.208 1.00 35.84 N -ATOM 21124 CA ILE C 726 149.120 150.130 187.047 1.00 35.84 C -ATOM 21125 C ILE C 726 150.170 150.874 186.236 1.00 35.84 C -ATOM 21126 O ILE C 726 149.974 152.045 185.890 1.00 35.84 O -ATOM 21127 CB ILE C 726 147.875 149.821 186.197 1.00 35.84 C -ATOM 21128 CG1 ILE C 726 146.868 149.027 187.028 1.00 35.84 C -ATOM 21129 CG2 ILE C 726 148.250 149.057 184.947 1.00 35.84 C -ATOM 21130 CD1 ILE C 726 145.432 149.322 186.692 1.00 35.84 C -ATOM 21131 N LEU C 727 151.284 150.201 185.931 1.00 36.12 N -ATOM 21132 CA LEU C 727 152.399 150.848 185.256 1.00 36.12 C -ATOM 21133 C LEU C 727 152.925 149.982 184.117 1.00 36.12 C -ATOM 21134 O LEU C 727 153.221 148.793 184.328 1.00 36.12 O -ATOM 21135 CB LEU C 727 153.524 151.140 186.253 1.00 36.12 C -ATOM 21136 CG LEU C 727 153.296 152.312 187.202 1.00 36.12 C -ATOM 21137 CD1 LEU C 727 154.225 152.210 188.390 1.00 36.12 C -ATOM 21138 CD2 LEU C 727 153.504 153.619 186.464 1.00 36.12 C -ATOM 21139 N PRO C 728 153.063 150.527 182.910 1.00 30.46 N -ATOM 21140 CA PRO C 728 153.775 149.800 181.856 1.00 30.46 C -ATOM 21141 C PRO C 728 155.273 149.803 182.113 1.00 30.46 C -ATOM 21142 O PRO C 728 155.830 150.751 182.672 1.00 30.46 O -ATOM 21143 CB PRO C 728 153.428 150.579 180.580 1.00 30.46 C -ATOM 21144 CG PRO C 728 152.343 151.546 180.975 1.00 30.46 C -ATOM 21145 CD PRO C 728 152.540 151.812 182.426 1.00 30.46 C -ATOM 21146 N VAL C 729 155.930 148.724 181.689 1.00 30.94 N -ATOM 21147 CA VAL C 729 157.356 148.524 181.913 1.00 30.94 C -ATOM 21148 C VAL C 729 158.110 148.354 180.598 1.00 30.94 C -ATOM 21149 O VAL C 729 159.098 149.048 180.340 1.00 30.94 O -ATOM 21150 CB VAL C 729 157.611 147.324 182.857 1.00 30.94 C -ATOM 21151 CG1 VAL C 729 159.054 146.848 182.780 1.00 30.94 C -ATOM 21152 CG2 VAL C 729 157.254 147.698 184.284 1.00 30.94 C -ATOM 21153 N SER C 730 157.645 147.447 179.742 1.00 35.50 N -ATOM 21154 CA SER C 730 158.297 147.171 178.472 1.00 35.50 C -ATOM 21155 C SER C 730 157.235 147.017 177.394 1.00 35.50 C -ATOM 21156 O SER C 730 156.043 146.895 177.682 1.00 35.50 O -ATOM 21157 CB SER C 730 159.171 145.915 178.551 1.00 35.50 C -ATOM 21158 OG SER C 730 158.410 144.792 178.958 1.00 35.50 O -ATOM 21159 N MET C 731 157.674 147.033 176.136 1.00 40.89 N -ATOM 21160 CA MET C 731 156.747 146.810 175.035 1.00 40.89 C -ATOM 21161 C MET C 731 157.255 145.708 174.114 1.00 40.89 C -ATOM 21162 O MET C 731 158.216 145.007 174.446 1.00 40.89 O -ATOM 21163 CB MET C 731 156.508 148.100 174.245 1.00 40.89 C -ATOM 21164 CG MET C 731 157.711 148.650 173.503 1.00 40.89 C -ATOM 21165 SD MET C 731 157.274 150.185 172.671 1.00 40.89 S -ATOM 21166 CE MET C 731 158.829 150.609 171.907 1.00 40.89 C -ATOM 21167 N THR C 732 156.605 145.542 172.964 1.00 37.93 N -ATOM 21168 CA THR C 732 156.957 144.478 172.034 1.00 37.93 C -ATOM 21169 C THR C 732 158.277 144.784 171.333 1.00 37.93 C -ATOM 21170 O THR C 732 158.460 145.870 170.776 1.00 37.93 O -ATOM 21171 CB THR C 732 155.839 144.299 171.006 1.00 37.93 C -ATOM 21172 OG1 THR C 732 154.620 143.955 171.677 1.00 37.93 O -ATOM 21173 CG2 THR C 732 156.183 143.209 170.010 1.00 37.93 C -ATOM 21174 N LYS C 733 159.198 143.822 171.365 1.00 34.71 N -ATOM 21175 CA LYS C 733 160.458 143.922 170.642 1.00 34.71 C -ATOM 21176 C LYS C 733 160.253 143.474 169.201 1.00 34.71 C -ATOM 21177 O LYS C 733 159.728 142.383 168.955 1.00 34.71 O -ATOM 21178 CB LYS C 733 161.531 143.062 171.308 1.00 34.71 C -ATOM 21179 CG LYS C 733 161.728 143.331 172.788 1.00 34.71 C -ATOM 21180 CD LYS C 733 162.447 142.177 173.468 1.00 34.71 C -ATOM 21181 CE LYS C 733 163.782 141.882 172.804 1.00 34.71 C -ATOM 21182 NZ LYS C 733 164.512 140.784 173.489 1.00 34.71 N1+ -ATOM 21183 N THR C 734 160.662 144.313 168.251 1.00 41.13 N -ATOM 21184 CA THR C 734 160.494 144.020 166.835 1.00 41.13 C -ATOM 21185 C THR C 734 161.821 144.164 166.103 1.00 41.13 C -ATOM 21186 O THR C 734 162.783 144.749 166.608 1.00 41.13 O -ATOM 21187 CB THR C 734 159.447 144.935 166.179 1.00 41.13 C -ATOM 21188 OG1 THR C 734 159.788 146.306 166.418 1.00 41.13 O -ATOM 21189 CG2 THR C 734 158.052 144.653 166.717 1.00 41.13 C -ATOM 21190 N SER C 735 161.854 143.613 164.892 1.00 46.75 N -ATOM 21191 CA SER C 735 162.980 143.760 163.983 1.00 46.75 C -ATOM 21192 C SER C 735 162.451 143.679 162.560 1.00 46.75 C -ATOM 21193 O SER C 735 161.511 142.930 162.284 1.00 46.75 O -ATOM 21194 CB SER C 735 164.046 142.686 164.219 1.00 46.75 C -ATOM 21195 OG SER C 735 165.205 142.944 163.446 1.00 46.75 O -ATOM 21196 N VAL C 736 163.046 144.459 161.662 1.00 52.30 N -ATOM 21197 CA VAL C 736 162.580 144.576 160.285 1.00 52.30 C -ATOM 21198 C VAL C 736 163.680 144.092 159.353 1.00 52.30 C -ATOM 21199 O VAL C 736 164.834 144.516 159.476 1.00 52.30 O -ATOM 21200 CB VAL C 736 162.178 146.022 159.936 1.00 52.30 C -ATOM 21201 CG1 VAL C 736 161.555 146.085 158.552 1.00 52.30 C -ATOM 21202 CG2 VAL C 736 161.215 146.579 160.969 1.00 52.30 C -ATOM 21203 N ASP C 737 163.325 143.201 158.429 1.00 62.31 N -ATOM 21204 CA ASP C 737 164.222 142.852 157.334 1.00 62.31 C -ATOM 21205 C ASP C 737 164.088 143.925 156.261 1.00 62.31 C -ATOM 21206 O ASP C 737 163.048 144.029 155.601 1.00 62.31 O -ATOM 21207 CB ASP C 737 163.909 141.467 156.780 1.00 62.31 C -ATOM 21208 CG ASP C 737 165.141 140.774 156.230 1.00 62.31 C -ATOM 21209 OD1 ASP C 737 166.261 141.140 156.645 1.00 62.31 O -ATOM 21210 OD2 ASP C 737 164.995 139.867 155.385 1.00 62.31 O1- -ATOM 21211 N CYS C 738 165.150 144.718 156.101 1.00 66.06 N -ATOM 21212 CA CYS C 738 165.133 145.906 155.252 1.00 66.06 C -ATOM 21213 C CYS C 738 164.917 145.569 153.780 1.00 66.06 C -ATOM 21214 O CYS C 738 163.996 146.098 153.140 1.00 66.06 O -ATOM 21215 CB CYS C 738 166.452 146.648 155.444 1.00 66.06 C -ATOM 21216 SG CYS C 738 166.667 148.172 154.549 1.00 66.06 S -ATOM 21217 N THR C 739 165.745 144.673 153.236 1.00 70.30 N -ATOM 21218 CA THR C 739 165.678 144.362 151.812 1.00 70.30 C -ATOM 21219 C THR C 739 164.414 143.583 151.478 1.00 70.30 C -ATOM 21220 O THR C 739 163.801 143.807 150.429 1.00 70.30 O -ATOM 21221 CB THR C 739 166.922 143.583 151.385 1.00 70.30 C -ATOM 21222 OG1 THR C 739 168.086 144.193 151.958 1.00 70.30 O -ATOM 21223 CG2 THR C 739 167.062 143.594 149.873 1.00 70.30 C -ATOM 21224 N MET C 740 164.003 142.679 152.372 1.00 69.08 N -ATOM 21225 CA MET C 740 162.791 141.897 152.155 1.00 69.08 C -ATOM 21226 C MET C 740 161.545 142.772 152.224 1.00 69.08 C -ATOM 21227 O MET C 740 160.597 142.572 151.454 1.00 69.08 O -ATOM 21228 CB MET C 740 162.724 140.762 153.179 1.00 69.08 C -ATOM 21229 CG MET C 740 161.420 139.981 153.215 1.00 69.08 C -ATOM 21230 SD MET C 740 161.685 138.238 153.588 1.00 69.08 S -ATOM 21231 CE MET C 740 159.998 137.640 153.626 1.00 69.08 C -ATOM 21232 N TYR C 741 161.534 143.765 153.119 1.00 51.01 N -ATOM 21233 CA TYR C 741 160.381 144.654 153.202 1.00 51.01 C -ATOM 21234 C TYR C 741 160.310 145.586 151.999 1.00 51.01 C -ATOM 21235 O TYR C 741 159.232 145.794 151.431 1.00 51.01 O -ATOM 21236 CB TYR C 741 160.414 145.471 154.493 1.00 51.01 C -ATOM 21237 CG TYR C 741 159.347 146.543 154.521 1.00 51.01 C -ATOM 21238 CD1 TYR C 741 158.000 146.204 154.551 1.00 51.01 C -ATOM 21239 CD2 TYR C 741 159.683 147.891 154.488 1.00 51.01 C -ATOM 21240 CE1 TYR C 741 157.017 147.177 154.566 1.00 51.01 C -ATOM 21241 CE2 TYR C 741 158.706 148.872 154.500 1.00 51.01 C -ATOM 21242 CZ TYR C 741 157.376 148.507 154.539 1.00 51.01 C -ATOM 21243 OH TYR C 741 156.399 149.475 154.553 1.00 51.01 O -ATOM 21244 N ILE C 742 161.446 146.165 151.600 1.00 68.73 N -ATOM 21245 CA ILE C 742 161.421 147.158 150.529 1.00 68.73 C -ATOM 21246 C ILE C 742 161.200 146.491 149.173 1.00 68.73 C -ATOM 21247 O ILE C 742 160.328 146.902 148.399 1.00 68.73 O -ATOM 21248 CB ILE C 742 162.705 148.007 150.557 1.00 68.73 C -ATOM 21249 CG1 ILE C 742 162.674 148.944 151.767 1.00 68.73 C -ATOM 21250 CG2 ILE C 742 162.847 148.818 149.279 1.00 68.73 C -ATOM 21251 CD1 ILE C 742 163.871 149.860 151.878 1.00 68.73 C -ATOM 21252 N CYS C 743 161.957 145.437 148.875 1.00 89.62 N -ATOM 21253 CA CYS C 743 161.869 144.753 147.590 1.00 89.62 C -ATOM 21254 C CYS C 743 161.375 143.329 147.802 1.00 89.62 C -ATOM 21255 O CYS C 743 161.952 142.577 148.594 1.00 89.62 O -ATOM 21256 CB CYS C 743 163.223 144.754 146.882 1.00 89.62 C -ATOM 21257 SG CYS C 743 163.905 146.403 146.645 1.00 89.62 S -ATOM 21258 N GLY C 744 160.319 142.957 147.084 1.00120.25 N -ATOM 21259 CA GLY C 744 159.759 141.626 147.207 1.00120.25 C -ATOM 21260 C GLY C 744 160.521 140.574 146.428 1.00120.25 C -ATOM 21261 O GLY C 744 160.028 140.084 145.405 1.00120.25 O -ATOM 21262 N ASP C 745 161.722 140.232 146.919 1.00139.41 N -ATOM 21263 CA ASP C 745 162.615 139.221 146.336 1.00139.41 C -ATOM 21264 C ASP C 745 162.967 139.537 144.880 1.00139.41 C -ATOM 21265 O ASP C 745 162.854 138.692 143.990 1.00139.41 O -ATOM 21266 CB ASP C 745 162.026 137.811 146.466 1.00139.41 C -ATOM 21267 CG ASP C 745 161.938 137.349 147.906 1.00139.41 C -ATOM 21268 OD1 ASP C 745 162.384 138.097 148.801 1.00139.41 O -ATOM 21269 OD2 ASP C 745 161.421 136.236 148.143 1.00139.41 O1- -ATOM 21270 N SER C 746 163.397 140.774 144.642 1.00146.74 N -ATOM 21271 CA SER C 746 163.797 141.225 143.315 1.00146.74 C -ATOM 21272 C SER C 746 165.257 141.657 143.358 1.00146.74 C -ATOM 21273 O SER C 746 165.622 142.558 144.124 1.00146.74 O -ATOM 21274 CB SER C 746 162.899 142.364 142.830 1.00146.74 C -ATOM 21275 OG SER C 746 163.333 142.860 141.577 1.00146.74 O -ATOM 21276 N THR C 747 166.082 141.014 142.525 1.00149.10 N -ATOM 21277 CA THR C 747 167.524 141.250 142.543 1.00149.10 C -ATOM 21278 C THR C 747 167.871 142.645 142.033 1.00149.10 C -ATOM 21279 O THR C 747 168.720 143.332 142.613 1.00149.10 O -ATOM 21280 CB THR C 747 168.230 140.177 141.710 1.00149.10 C -ATOM 21281 OG1 THR C 747 167.861 138.880 142.193 1.00149.10 O -ATOM 21282 CG2 THR C 747 169.743 140.322 141.799 1.00149.10 C -ATOM 21283 N GLU C 748 167.213 143.087 140.959 1.00148.98 N -ATOM 21284 CA GLU C 748 167.473 144.425 140.439 1.00148.98 C -ATOM 21285 C GLU C 748 166.922 145.509 141.362 1.00148.98 C -ATOM 21286 O GLU C 748 167.494 146.603 141.435 1.00148.98 O -ATOM 21287 CB GLU C 748 166.912 144.551 139.018 1.00148.98 C -ATOM 21288 CG GLU C 748 165.396 144.481 138.893 1.00148.98 C -ATOM 21289 CD GLU C 748 164.857 143.063 138.763 1.00148.98 C -ATOM 21290 OE1 GLU C 748 165.602 142.099 139.038 1.00148.98 O -ATOM 21291 OE2 GLU C 748 163.677 142.915 138.384 1.00148.98 O1- -ATOM 21292 N CYS C 749 165.849 145.215 142.105 1.00131.01 N -ATOM 21293 CA CYS C 749 165.397 146.143 143.137 1.00131.01 C -ATOM 21294 C CYS C 749 166.399 146.220 144.281 1.00131.01 C -ATOM 21295 O CYS C 749 166.602 147.293 144.857 1.00131.01 O -ATOM 21296 CB CYS C 749 164.023 145.738 143.666 1.00131.01 C -ATOM 21297 SG CYS C 749 163.276 146.947 144.790 1.00131.01 S -ATOM 21298 N SER C 750 167.024 145.090 144.630 1.00128.73 N -ATOM 21299 CA SER C 750 168.080 145.110 145.641 1.00128.73 C -ATOM 21300 C SER C 750 169.291 145.905 145.163 1.00128.73 C -ATOM 21301 O SER C 750 169.912 146.634 145.947 1.00128.73 O -ATOM 21302 CB SER C 750 168.484 143.682 146.004 1.00128.73 C -ATOM 21303 OG SER C 750 169.633 143.676 146.833 1.00128.73 O -ATOM 21304 N ASN C 751 169.629 145.784 143.877 1.00128.19 N -ATOM 21305 CA ASN C 751 170.731 146.560 143.311 1.00128.19 C -ATOM 21306 C ASN C 751 170.412 148.052 143.286 1.00128.19 C -ATOM 21307 O ASN C 751 171.301 148.884 143.500 1.00128.19 O -ATOM 21308 CB ASN C 751 171.060 146.058 141.906 1.00128.19 C -ATOM 21309 CG ASN C 751 171.509 144.612 141.897 1.00128.19 C -ATOM 21310 OD1 ASN C 751 172.160 144.147 142.832 1.00128.19 O -ATOM 21311 ND2 ASN C 751 171.159 143.890 140.839 1.00128.19 N -ATOM 21312 N LEU C 752 169.153 148.410 143.019 1.00118.88 N -ATOM 21313 CA LEU C 752 168.757 149.813 143.096 1.00118.88 C -ATOM 21314 C LEU C 752 168.717 150.310 144.537 1.00118.88 C -ATOM 21315 O LEU C 752 168.965 151.494 144.791 1.00118.88 O -ATOM 21316 CB LEU C 752 167.398 150.014 142.426 1.00118.88 C -ATOM 21317 CG LEU C 752 167.410 150.058 140.897 1.00118.88 C -ATOM 21318 CD1 LEU C 752 166.003 149.899 140.344 1.00118.88 C -ATOM 21319 CD2 LEU C 752 168.045 151.347 140.400 1.00118.88 C -ATOM 21320 N LEU C 753 168.401 149.427 145.487 1.00102.22 N -ATOM 21321 CA LEU C 753 168.409 149.798 146.898 1.00102.22 C -ATOM 21322 C LEU C 753 169.829 149.956 147.426 1.00102.22 C -ATOM 21323 O LEU C 753 170.053 150.698 148.390 1.00102.22 O -ATOM 21324 CB LEU C 753 167.647 148.749 147.710 1.00102.22 C -ATOM 21325 CG LEU C 753 167.285 149.069 149.161 1.00102.22 C -ATOM 21326 CD1 LEU C 753 166.527 150.380 149.245 1.00102.22 C -ATOM 21327 CD2 LEU C 753 166.477 147.936 149.768 1.00102.22 C -ATOM 21328 N LEU C 754 170.797 149.275 146.804 1.00101.29 N -ATOM 21329 CA LEU C 754 172.197 149.394 147.204 1.00101.29 C -ATOM 21330 C LEU C 754 172.781 150.779 146.941 1.00101.29 C -ATOM 21331 O LEU C 754 173.822 151.115 147.515 1.00101.29 O -ATOM 21332 CB LEU C 754 173.042 148.342 146.482 1.00101.29 C -ATOM 21333 CG LEU C 754 173.050 146.928 147.066 1.00101.29 C -ATOM 21334 CD1 LEU C 754 174.051 146.054 146.327 1.00101.29 C -ATOM 21335 CD2 LEU C 754 173.356 146.957 148.555 1.00101.29 C -ATOM 21336 N GLN C 755 172.141 151.590 146.094 1.00 94.37 N -ATOM 21337 CA GLN C 755 172.601 152.948 145.830 1.00 94.37 C -ATOM 21338 C GLN C 755 172.327 153.911 146.980 1.00 94.37 C -ATOM 21339 O GLN C 755 172.826 155.041 146.944 1.00 94.37 O -ATOM 21340 CB GLN C 755 171.942 153.488 144.559 1.00 94.37 C -ATOM 21341 CG GLN C 755 171.876 152.497 143.409 1.00 94.37 C -ATOM 21342 CD GLN C 755 173.246 152.054 142.943 1.00 94.37 C -ATOM 21343 OE1 GLN C 755 174.041 152.860 142.460 1.00 94.37 O -ATOM 21344 NE2 GLN C 755 173.530 150.764 143.081 1.00 94.37 N -ATOM 21345 N TYR C 756 171.555 153.506 147.989 1.00 82.80 N -ATOM 21346 CA TYR C 756 171.118 154.416 149.042 1.00 82.80 C -ATOM 21347 C TYR C 756 172.026 154.429 150.264 1.00 82.80 C -ATOM 21348 O TYR C 756 172.099 155.453 150.949 1.00 82.80 O -ATOM 21349 CB TYR C 756 169.687 154.077 149.474 1.00 82.80 C -ATOM 21350 CG TYR C 756 168.639 154.626 148.533 1.00 82.80 C -ATOM 21351 CD1 TYR C 756 168.395 154.025 147.302 1.00 82.80 C -ATOM 21352 CD2 TYR C 756 167.904 155.756 148.870 1.00 82.80 C -ATOM 21353 CE1 TYR C 756 167.442 154.530 146.438 1.00 82.80 C -ATOM 21354 CE2 TYR C 756 166.949 156.268 148.013 1.00 82.80 C -ATOM 21355 CZ TYR C 756 166.724 155.651 146.800 1.00 82.80 C -ATOM 21356 OH TYR C 756 165.774 156.161 145.948 1.00 82.80 O -ATOM 21357 N GLY C 757 172.698 153.329 150.571 1.00 71.70 N -ATOM 21358 CA GLY C 757 173.751 153.335 151.572 1.00 71.70 C -ATOM 21359 C GLY C 757 173.285 152.780 152.913 1.00 71.70 C -ATOM 21360 O GLY C 757 172.730 151.684 152.981 1.00 71.70 O -ATOM 21361 N SER C 758 173.522 153.545 153.979 1.00 60.70 N -ATOM 21362 CA SER C 758 173.394 153.076 155.354 1.00 60.70 C -ATOM 21363 C SER C 758 172.019 153.331 155.968 1.00 60.70 C -ATOM 21364 O SER C 758 171.839 153.072 157.169 1.00 60.70 O -ATOM 21365 CB SER C 758 174.477 153.718 156.223 1.00 60.70 C -ATOM 21366 OG SER C 758 174.120 155.042 156.575 1.00 60.70 O -ATOM 21367 N PHE C 759 171.054 153.837 155.184 1.00 66.62 N -ATOM 21368 CA PHE C 759 169.668 153.892 155.647 1.00 66.62 C -ATOM 21369 C PHE C 759 169.127 152.503 155.943 1.00 66.62 C -ATOM 21370 O PHE C 759 168.330 152.327 156.870 1.00 66.62 O -ATOM 21371 CB PHE C 759 168.757 154.549 154.605 1.00 66.62 C -ATOM 21372 CG PHE C 759 169.016 156.011 154.369 1.00 66.62 C -ATOM 21373 CD1 PHE C 759 168.513 156.969 155.238 1.00 66.62 C -ATOM 21374 CD2 PHE C 759 169.704 156.432 153.242 1.00 66.62 C -ATOM 21375 CE1 PHE C 759 168.729 158.321 155.009 1.00 66.62 C -ATOM 21376 CE2 PHE C 759 169.915 157.777 153.002 1.00 66.62 C -ATOM 21377 CZ PHE C 759 169.435 158.722 153.890 1.00 66.62 C -ATOM 21378 N CYS C 760 169.567 151.505 155.184 1.00 59.37 N -ATOM 21379 CA CYS C 760 169.045 150.155 155.293 1.00 59.37 C -ATOM 21380 C CYS C 760 169.617 149.399 156.492 1.00 59.37 C -ATOM 21381 O CYS C 760 169.107 148.326 156.830 1.00 59.37 O -ATOM 21382 CB CYS C 760 169.337 149.423 153.978 1.00 59.37 C -ATOM 21383 SG CYS C 760 168.492 147.867 153.716 1.00 59.37 S -ATOM 21384 N THR C 761 170.649 149.935 157.151 1.00 52.05 N -ATOM 21385 CA THR C 761 171.255 149.303 158.320 1.00 52.05 C -ATOM 21386 C THR C 761 171.113 150.108 159.606 1.00 52.05 C -ATOM 21387 O THR C 761 171.109 149.516 160.694 1.00 52.05 O -ATOM 21388 CB THR C 761 172.748 149.042 158.077 1.00 52.05 C -ATOM 21389 OG1 THR C 761 173.444 150.291 157.984 1.00 52.05 O -ATOM 21390 CG2 THR C 761 172.956 148.261 156.789 1.00 52.05 C -ATOM 21391 N GLN C 762 170.999 151.439 159.521 1.00 50.00 N -ATOM 21392 CA GLN C 762 170.843 152.221 160.744 1.00 50.00 C -ATOM 21393 C GLN C 762 169.475 152.020 161.395 1.00 50.00 C -ATOM 21394 O GLN C 762 169.362 152.152 162.620 1.00 50.00 O -ATOM 21395 CB GLN C 762 171.115 153.701 160.460 1.00 50.00 C -ATOM 21396 CG GLN C 762 170.055 154.424 159.655 1.00 50.00 C -ATOM 21397 CD GLN C 762 170.410 155.878 159.425 1.00 50.00 C -ATOM 21398 OE1 GLN C 762 171.496 156.327 159.791 1.00 50.00 O -ATOM 21399 NE2 GLN C 762 169.495 156.624 158.818 1.00 50.00 N -ATOM 21400 N LEU C 763 168.452 151.656 160.614 1.00 44.23 N -ATOM 21401 CA LEU C 763 167.169 151.275 161.197 1.00 44.23 C -ATOM 21402 C LEU C 763 167.286 149.973 161.980 1.00 44.23 C -ATOM 21403 O LEU C 763 166.682 149.832 163.053 1.00 44.23 O -ATOM 21404 CB LEU C 763 166.110 151.149 160.103 1.00 44.23 C -ATOM 21405 CG LEU C 763 165.941 152.358 159.184 1.00 44.23 C -ATOM 21406 CD1 LEU C 763 164.866 152.099 158.141 1.00 44.23 C -ATOM 21407 CD2 LEU C 763 165.626 153.605 159.989 1.00 44.23 C -ATOM 21408 N LYS C 764 168.064 149.017 161.455 1.00 43.86 N -ATOM 21409 CA LYS C 764 168.354 147.784 162.181 1.00 43.86 C -ATOM 21410 C LYS C 764 169.089 148.072 163.482 1.00 43.86 C -ATOM 21411 O LYS C 764 168.789 147.467 164.518 1.00 43.86 O -ATOM 21412 CB LYS C 764 169.194 146.844 161.317 1.00 43.86 C -ATOM 21413 CG LYS C 764 168.420 145.969 160.357 1.00 43.86 C -ATOM 21414 CD LYS C 764 169.378 145.071 159.591 1.00 43.86 C -ATOM 21415 CE LYS C 764 168.736 144.484 158.347 1.00 43.86 C -ATOM 21416 NZ LYS C 764 169.743 143.798 157.490 1.00 43.86 N1+ -ATOM 21417 N ARG C 765 170.047 149.005 163.439 1.00 42.49 N -ATOM 21418 CA ARG C 765 170.791 149.380 164.641 1.00 42.49 C -ATOM 21419 C ARG C 765 169.885 150.016 165.696 1.00 42.49 C -ATOM 21420 O ARG C 765 169.966 149.670 166.885 1.00 42.49 O -ATOM 21421 CB ARG C 765 171.926 150.332 164.268 1.00 42.49 C -ATOM 21422 CG ARG C 765 172.958 150.533 165.359 1.00 42.49 C -ATOM 21423 CD ARG C 765 173.904 151.668 165.007 1.00 42.49 C -ATOM 21424 NE ARG C 765 174.597 151.426 163.748 1.00 42.49 N -ATOM 21425 CZ ARG C 765 174.951 152.376 162.892 1.00 42.49 C -ATOM 21426 NH1 ARG C 765 174.690 153.651 163.129 1.00 42.49 N1+ -ATOM 21427 NH2 ARG C 765 175.583 152.037 161.772 1.00 42.49 N -ATOM 21428 N ALA C 766 168.996 150.924 165.272 1.00 38.96 N -ATOM 21429 CA ALA C 766 168.079 151.577 166.205 1.00 38.96 C -ATOM 21430 C ALA C 766 167.086 150.589 166.813 1.00 38.96 C -ATOM 21431 O ALA C 766 166.822 150.628 168.024 1.00 38.96 O -ATOM 21432 CB ALA C 766 167.338 152.711 165.500 1.00 38.96 C -ATOM 21433 N LEU C 767 166.542 149.682 165.995 1.00 33.11 N -ATOM 21434 CA LEU C 767 165.583 148.709 166.510 1.00 33.11 C -ATOM 21435 C LEU C 767 166.250 147.678 167.414 1.00 33.11 C -ATOM 21436 O LEU C 767 165.633 147.220 168.385 1.00 33.11 O -ATOM 21437 CB LEU C 767 164.865 148.032 165.347 1.00 33.11 C -ATOM 21438 CG LEU C 767 163.847 148.958 164.684 1.00 33.11 C -ATOM 21439 CD1 LEU C 767 163.373 148.375 163.377 1.00 33.11 C -ATOM 21440 CD2 LEU C 767 162.676 149.213 165.616 1.00 33.11 C -ATOM 21441 N THR C 768 167.510 147.327 167.133 1.00 34.93 N -ATOM 21442 CA THR C 768 168.267 146.457 168.027 1.00 34.93 C -ATOM 21443 C THR C 768 168.516 147.135 169.372 1.00 34.93 C -ATOM 21444 O THR C 768 168.407 146.493 170.428 1.00 34.93 O -ATOM 21445 CB THR C 768 169.586 146.062 167.355 1.00 34.93 C -ATOM 21446 OG1 THR C 768 169.305 145.371 166.132 1.00 34.93 O -ATOM 21447 CG2 THR C 768 170.412 145.146 168.246 1.00 34.93 C -ATOM 21448 N GLY C 769 168.813 148.441 169.350 1.00 37.13 N -ATOM 21449 CA GLY C 769 168.964 149.183 170.595 1.00 37.13 C -ATOM 21450 C GLY C 769 167.686 149.243 171.415 1.00 37.13 C -ATOM 21451 O GLY C 769 167.719 149.100 172.642 1.00 37.13 O -ATOM 21452 N ILE C 770 166.544 149.432 170.744 1.00 30.98 N -ATOM 21453 CA ILE C 770 165.248 149.425 171.430 1.00 30.98 C -ATOM 21454 C ILE C 770 164.961 148.052 172.040 1.00 30.98 C -ATOM 21455 O ILE C 770 164.495 147.947 173.187 1.00 30.98 O -ATOM 21456 CB ILE C 770 164.134 149.863 170.458 1.00 30.98 C -ATOM 21457 CG1 ILE C 770 164.321 151.323 170.051 1.00 30.98 C -ATOM 21458 CG2 ILE C 770 162.753 149.686 171.071 1.00 30.98 C -ATOM 21459 CD1 ILE C 770 163.441 151.738 168.898 1.00 30.98 C -ATOM 21460 N ALA C 771 165.257 146.982 171.291 1.00 34.40 N -ATOM 21461 CA ALA C 771 165.010 145.624 171.773 1.00 34.40 C -ATOM 21462 C ALA C 771 165.889 145.275 172.971 1.00 34.40 C -ATOM 21463 O ALA C 771 165.457 144.542 173.868 1.00 34.40 O -ATOM 21464 CB ALA C 771 165.227 144.621 170.641 1.00 34.40 C -ATOM 21465 N VAL C 772 167.123 145.782 173.003 1.00 36.42 N -ATOM 21466 CA VAL C 772 167.969 145.595 174.182 1.00 36.42 C -ATOM 21467 C VAL C 772 167.434 146.413 175.360 1.00 36.42 C -ATOM 21468 O VAL C 772 167.426 145.946 176.513 1.00 36.42 O -ATOM 21469 CB VAL C 772 169.430 145.946 173.833 1.00 36.42 C -ATOM 21470 CG1 VAL C 772 170.306 146.042 175.075 1.00 36.42 C -ATOM 21471 CG2 VAL C 772 169.998 144.910 172.878 1.00 36.42 C -ATOM 21472 N GLU C 773 166.945 147.628 175.080 1.00 40.60 N -ATOM 21473 CA GLU C 773 166.448 148.515 176.129 1.00 40.60 C -ATOM 21474 C GLU C 773 165.201 147.963 176.817 1.00 40.60 C -ATOM 21475 O GLU C 773 164.995 148.218 178.010 1.00 40.60 O -ATOM 21476 CB GLU C 773 166.164 149.896 175.536 1.00 40.60 C -ATOM 21477 CG GLU C 773 165.899 150.990 176.551 1.00 40.60 C -ATOM 21478 CD GLU C 773 165.181 152.176 175.942 1.00 40.60 C -ATOM 21479 OE1 GLU C 773 165.863 153.064 175.391 1.00 40.60 O -ATOM 21480 OE2 GLU C 773 163.935 152.217 176.012 1.00 40.60 O1- -ATOM 21481 N GLN C 774 164.369 147.204 176.092 1.00 36.28 N -ATOM 21482 CA GLN C 774 163.194 146.586 176.719 1.00 36.28 C -ATOM 21483 C GLN C 774 163.590 145.562 177.784 1.00 36.28 C -ATOM 21484 O GLN C 774 163.027 145.544 178.891 1.00 36.28 O -ATOM 21485 CB GLN C 774 162.304 145.928 175.663 1.00 36.28 C -ATOM 21486 CG GLN C 774 161.781 146.864 174.595 1.00 36.28 C -ATOM 21487 CD GLN C 774 161.241 148.154 175.166 1.00 36.28 C -ATOM 21488 OE1 GLN C 774 160.249 148.158 175.892 1.00 36.28 O -ATOM 21489 NE2 GLN C 774 161.893 149.262 174.839 1.00 36.28 N -ATOM 21490 N ASP C 775 164.568 144.707 177.471 1.00 39.16 N -ATOM 21491 CA ASP C 775 165.055 143.739 178.450 1.00 39.16 C -ATOM 21492 C ASP C 775 165.779 144.421 179.602 1.00 39.16 C -ATOM 21493 O ASP C 775 165.698 143.949 180.744 1.00 39.16 O -ATOM 21494 CB ASP C 775 165.974 142.720 177.780 1.00 39.16 C -ATOM 21495 CG ASP C 775 165.231 141.798 176.839 1.00 39.16 C -ATOM 21496 OD1 ASP C 775 164.101 141.389 177.178 1.00 39.16 O -ATOM 21497 OD2 ASP C 775 165.778 141.478 175.763 1.00 39.16 O1- -ATOM 21498 N LYS C 776 166.474 145.531 179.322 1.00 39.38 N -ATOM 21499 CA LYS C 776 167.085 146.315 180.395 1.00 39.38 C -ATOM 21500 C LYS C 776 166.029 146.891 181.335 1.00 39.38 C -ATOM 21501 O LYS C 776 166.213 146.896 182.560 1.00 39.38 O -ATOM 21502 CB LYS C 776 167.943 147.433 179.805 1.00 39.38 C -ATOM 21503 CG LYS C 776 168.635 148.300 180.845 1.00 39.38 C -ATOM 21504 CD LYS C 776 169.913 148.908 180.302 1.00 39.38 C -ATOM 21505 CE LYS C 776 169.619 150.117 179.432 1.00 39.38 C -ATOM 21506 NZ LYS C 776 170.648 150.298 178.373 1.00 39.38 N1+ -ATOM 21507 N ASN C 777 164.908 147.361 180.773 1.00 38.74 N -ATOM 21508 CA ASN C 777 163.805 147.882 181.578 1.00 38.74 C -ATOM 21509 C ASN C 777 163.200 146.798 182.461 1.00 38.74 C -ATOM 21510 O ASN C 777 162.931 147.028 183.648 1.00 38.74 O -ATOM 21511 CB ASN C 777 162.730 148.475 180.668 1.00 38.74 C -ATOM 21512 CG ASN C 777 163.115 149.825 180.113 1.00 38.74 C -ATOM 21513 OD1 ASN C 777 164.146 150.387 180.477 1.00 38.74 O -ATOM 21514 ND2 ASN C 777 162.286 150.356 179.224 1.00 38.74 N -ATOM 21515 N THR C 778 162.987 145.604 181.895 1.00 37.13 N -ATOM 21516 CA THR C 778 162.413 144.505 182.671 1.00 37.13 C -ATOM 21517 C THR C 778 163.354 144.051 183.785 1.00 37.13 C -ATOM 21518 O THR C 778 162.905 143.781 184.911 1.00 37.13 O -ATOM 21519 CB THR C 778 162.064 143.335 181.752 1.00 37.13 C -ATOM 21520 OG1 THR C 778 161.368 143.824 180.599 1.00 37.13 O -ATOM 21521 CG2 THR C 778 161.177 142.335 182.474 1.00 37.13 C -ATOM 21522 N GLN C 779 164.661 143.994 183.495 1.00 41.59 N -ATOM 21523 CA GLN C 779 165.654 143.647 184.511 1.00 41.59 C -ATOM 21524 C GLN C 779 165.684 144.674 185.637 1.00 41.59 C -ATOM 21525 O GLN C 779 165.701 144.309 186.819 1.00 41.59 O -ATOM 21526 CB GLN C 779 167.039 143.527 183.873 1.00 41.59 C -ATOM 21527 CG GLN C 779 167.290 142.230 183.124 1.00 41.59 C -ATOM 21528 CD GLN C 779 167.540 141.062 184.055 1.00 41.59 C -ATOM 21529 OE1 GLN C 779 168.084 141.228 185.146 1.00 41.59 O -ATOM 21530 NE2 GLN C 779 167.154 139.868 183.622 1.00 41.59 N -ATOM 21531 N GLU C 780 165.658 145.966 185.287 1.00 46.85 N -ATOM 21532 CA GLU C 780 165.729 147.012 186.303 1.00 46.85 C -ATOM 21533 C GLU C 780 164.466 147.083 187.149 1.00 46.85 C -ATOM 21534 O GLU C 780 164.542 147.418 188.337 1.00 46.85 O -ATOM 21535 CB GLU C 780 165.995 148.368 185.651 1.00 46.85 C -ATOM 21536 CG GLU C 780 167.449 148.609 185.297 1.00 46.85 C -ATOM 21537 CD GLU C 780 167.683 149.995 184.737 1.00 46.85 C -ATOM 21538 OE1 GLU C 780 166.691 150.700 184.458 1.00 46.85 O -ATOM 21539 OE2 GLU C 780 168.860 150.381 184.577 1.00 46.85 O1- -ATOM 21540 N VAL C 781 163.301 146.784 186.570 1.00 33.65 N -ATOM 21541 CA VAL C 781 162.074 146.810 187.361 1.00 33.65 C -ATOM 21542 C VAL C 781 162.002 145.601 188.289 1.00 33.65 C -ATOM 21543 O VAL C 781 161.780 145.745 189.497 1.00 33.65 O -ATOM 21544 CB VAL C 781 160.838 146.904 186.448 1.00 33.65 C -ATOM 21545 CG1 VAL C 781 159.567 146.689 187.249 1.00 33.65 C -ATOM 21546 CG2 VAL C 781 160.785 148.270 185.795 1.00 33.65 C -ATOM 21547 N PHE C 782 162.216 144.396 187.756 1.00 31.67 N -ATOM 21548 CA PHE C 782 161.897 143.225 188.567 1.00 31.67 C -ATOM 21549 C PHE C 782 163.090 142.645 189.322 1.00 31.67 C -ATOM 21550 O PHE C 782 162.933 142.211 190.468 1.00 31.67 O -ATOM 21551 CB PHE C 782 161.252 142.148 187.695 1.00 31.67 C -ATOM 21552 CG PHE C 782 159.843 142.465 187.298 1.00 31.67 C -ATOM 21553 CD1 PHE C 782 158.802 142.267 188.192 1.00 31.67 C -ATOM 21554 CD2 PHE C 782 159.557 142.971 186.041 1.00 31.67 C -ATOM 21555 CE1 PHE C 782 157.500 142.562 187.838 1.00 31.67 C -ATOM 21556 CE2 PHE C 782 158.257 143.268 185.679 1.00 31.67 C -ATOM 21557 CZ PHE C 782 157.227 143.063 186.580 1.00 31.67 C -ATOM 21558 N ALA C 783 164.281 142.620 188.725 1.00 38.22 N -ATOM 21559 CA ALA C 783 165.429 141.961 189.351 1.00 38.22 C -ATOM 21560 C ALA C 783 166.121 142.918 190.323 1.00 38.22 C -ATOM 21561 O ALA C 783 167.214 143.432 190.081 1.00 38.22 O -ATOM 21562 CB ALA C 783 166.391 141.448 188.288 1.00 38.22 C -ATOM 21563 N GLN C 784 165.454 143.148 191.454 1.00 43.32 N -ATOM 21564 CA GLN C 784 166.008 143.961 192.528 1.00 43.32 C -ATOM 21565 C GLN C 784 166.333 143.159 193.780 1.00 43.32 C -ATOM 21566 O GLN C 784 166.872 143.725 194.736 1.00 43.32 O -ATOM 21567 CB GLN C 784 165.051 145.101 192.890 1.00 43.32 C -ATOM 21568 CG GLN C 784 164.995 146.210 191.860 1.00 43.32 C -ATOM 21569 CD GLN C 784 164.052 147.320 192.261 1.00 43.32 C -ATOM 21570 OE1 GLN C 784 163.344 147.216 193.261 1.00 43.32 O -ATOM 21571 NE2 GLN C 784 164.044 148.398 191.487 1.00 43.32 N -ATOM 21572 N VAL C 785 166.025 141.866 193.803 1.00 45.57 N -ATOM 21573 CA VAL C 785 166.335 141.002 194.935 1.00 45.57 C -ATOM 21574 C VAL C 785 167.311 139.932 194.455 1.00 45.57 C -ATOM 21575 O VAL C 785 167.215 139.453 193.318 1.00 45.57 O -ATOM 21576 CB VAL C 785 165.055 140.410 195.570 1.00 45.57 C -ATOM 21577 CG1 VAL C 785 164.297 139.471 194.626 1.00 45.57 C -ATOM 21578 CG2 VAL C 785 165.367 139.725 196.895 1.00 45.57 C -ATOM 21579 N LYS C 786 168.311 139.635 195.284 1.00 52.30 N -ATOM 21580 CA LYS C 786 169.374 138.719 194.897 1.00 52.30 C -ATOM 21581 C LYS C 786 169.057 137.267 195.222 1.00 52.30 C -ATOM 21582 O LYS C 786 169.537 136.366 194.524 1.00 52.30 O -ATOM 21583 CB LYS C 786 170.684 139.122 195.577 1.00 52.30 C -ATOM 21584 CG LYS C 786 171.337 140.348 194.963 1.00 52.30 C -ATOM 21585 CD LYS C 786 172.839 140.340 195.172 1.00 52.30 C -ATOM 21586 CE LYS C 786 173.518 141.392 194.312 1.00 52.30 C -ATOM 21587 NZ LYS C 786 175.000 141.332 194.432 1.00 52.30 N1+ -ATOM 21588 N GLN C 787 168.264 137.018 196.259 1.00 49.03 N -ATOM 21589 CA GLN C 787 167.934 135.668 196.693 1.00 49.03 C -ATOM 21590 C GLN C 787 166.435 135.449 196.563 1.00 49.03 C -ATOM 21591 O GLN C 787 165.641 136.296 196.987 1.00 49.03 O -ATOM 21592 CB GLN C 787 168.383 135.430 198.136 1.00 49.03 C -ATOM 21593 CG GLN C 787 169.829 135.808 198.400 1.00 49.03 C -ATOM 21594 CD GLN C 787 170.365 135.203 199.681 1.00 49.03 C -ATOM 21595 OE1 GLN C 787 169.718 134.357 200.298 1.00 49.03 O -ATOM 21596 NE2 GLN C 787 171.554 135.632 200.086 1.00 49.03 N -ATOM 21597 N ILE C 788 166.052 134.315 195.980 1.00 43.32 N -ATOM 21598 CA ILE C 788 164.645 133.980 195.775 1.00 43.32 C -ATOM 21599 C ILE C 788 164.102 133.454 197.101 1.00 43.32 C -ATOM 21600 O ILE C 788 164.305 132.291 197.451 1.00 43.32 O -ATOM 21601 CB ILE C 788 164.458 132.966 194.644 1.00 43.32 C -ATOM 21602 CG1 ILE C 788 165.123 133.468 193.362 1.00 43.32 C -ATOM 21603 CG2 ILE C 788 162.981 132.706 194.399 1.00 43.32 C -ATOM 21604 CD1 ILE C 788 164.585 134.792 192.871 1.00 43.32 C -ATOM 21605 N TYR C 789 163.416 134.315 197.847 1.00 40.85 N -ATOM 21606 CA TYR C 789 162.801 133.905 199.098 1.00 40.85 C -ATOM 21607 C TYR C 789 161.521 133.119 198.832 1.00 40.85 C -ATOM 21608 O TYR C 789 160.968 133.133 197.729 1.00 40.85 O -ATOM 21609 CB TYR C 789 162.484 135.118 199.972 1.00 40.85 C -ATOM 21610 CG TYR C 789 163.682 135.960 200.341 1.00 40.85 C -ATOM 21611 CD1 TYR C 789 164.570 135.545 201.324 1.00 40.85 C -ATOM 21612 CD2 TYR C 789 163.913 137.181 199.721 1.00 40.85 C -ATOM 21613 CE1 TYR C 789 165.665 136.316 201.671 1.00 40.85 C -ATOM 21614 CE2 TYR C 789 165.003 137.960 200.061 1.00 40.85 C -ATOM 21615 CZ TYR C 789 165.875 137.522 201.035 1.00 40.85 C -ATOM 21616 OH TYR C 789 166.962 138.293 201.376 1.00 40.85 O -ATOM 21617 N LYS C 790 161.050 132.428 199.868 1.00 67.35 N -ATOM 21618 CA LYS C 790 159.763 131.752 199.810 1.00 67.35 C -ATOM 21619 C LYS C 790 159.176 131.679 201.212 1.00 67.35 C -ATOM 21620 O LYS C 790 159.904 131.670 202.208 1.00 67.35 O -ATOM 21621 CB LYS C 790 159.876 130.349 199.198 1.00 67.35 C -ATOM 21622 CG LYS C 790 160.957 129.473 199.801 1.00 67.35 C -ATOM 21623 CD LYS C 790 161.221 128.268 198.913 1.00 67.35 C -ATOM 21624 CE LYS C 790 162.291 127.364 199.499 1.00 67.35 C -ATOM 21625 NZ LYS C 790 162.668 126.274 198.555 1.00 67.35 N1+ -ATOM 21626 N THR C 791 157.848 131.632 201.273 1.00 97.68 N -ATOM 21627 CA THR C 791 157.148 131.661 202.545 1.00 97.68 C -ATOM 21628 C THR C 791 157.215 130.303 203.243 1.00 97.68 C -ATOM 21629 O THR C 791 157.369 129.267 202.590 1.00 97.68 O -ATOM 21630 CB THR C 791 155.686 132.054 202.336 1.00 97.68 C -ATOM 21631 OG1 THR C 791 155.107 131.223 201.322 1.00 97.68 O -ATOM 21632 CG2 THR C 791 155.577 133.509 201.929 1.00 97.68 C -ATOM 21633 N PRO C 792 157.113 130.283 204.571 1.00125.20 N -ATOM 21634 CA PRO C 792 156.862 129.024 205.282 1.00125.20 C -ATOM 21635 C PRO C 792 155.473 128.497 204.964 1.00125.20 C -ATOM 21636 O PRO C 792 154.588 129.273 204.571 1.00125.20 O -ATOM 21637 CB PRO C 792 156.987 129.425 206.762 1.00125.20 C -ATOM 21638 CG PRO C 792 156.780 130.902 206.777 1.00125.20 C -ATOM 21639 CD PRO C 792 157.402 131.383 205.507 1.00125.20 C -ATOM 21640 N PRO C 793 155.248 127.181 205.094 1.00150.19 N -ATOM 21641 CA PRO C 793 153.921 126.622 204.770 1.00150.19 C -ATOM 21642 C PRO C 793 152.796 127.085 205.686 1.00150.19 C -ATOM 21643 O PRO C 793 151.629 127.001 205.285 1.00150.19 O -ATOM 21644 CB PRO C 793 154.141 125.107 204.886 1.00150.19 C -ATOM 21645 CG PRO C 793 155.332 124.963 205.773 1.00150.19 C -ATOM 21646 CD PRO C 793 156.215 126.121 205.431 1.00150.19 C -ATOM 21647 N ILE C 794 153.097 127.567 206.887 1.00147.55 N -ATOM 21648 CA ILE C 794 152.068 128.098 207.776 1.00147.55 C -ATOM 21649 C ILE C 794 151.720 129.509 207.318 1.00147.55 C -ATOM 21650 O ILE C 794 152.586 130.390 207.273 1.00147.55 O -ATOM 21651 CB ILE C 794 152.536 128.084 209.237 1.00147.55 C -ATOM 21652 CG1 ILE C 794 152.665 126.645 209.738 1.00147.55 C -ATOM 21653 CG2 ILE C 794 151.573 128.866 210.116 1.00147.55 C -ATOM 21654 CD1 ILE C 794 153.551 126.498 210.955 1.00147.55 C -ATOM 21655 N LYS C 795 150.451 129.727 206.979 1.00123.88 N -ATOM 21656 CA LYS C 795 149.988 130.983 206.398 1.00123.88 C -ATOM 21657 C LYS C 795 149.176 131.815 207.389 1.00123.88 C -ATOM 21658 O LYS C 795 148.209 132.480 207.015 1.00123.88 O -ATOM 21659 CB LYS C 795 149.169 130.722 205.137 1.00123.88 C -ATOM 21660 CG LYS C 795 149.920 129.970 204.050 1.00123.88 C -ATOM 21661 CD LYS C 795 151.114 130.768 203.552 1.00123.88 C -ATOM 21662 CE LYS C 795 151.754 130.109 202.341 1.00123.88 C -ATOM 21663 NZ LYS C 795 152.175 128.711 202.621 1.00123.88 N1+ -ATOM 21664 N TYR C 796 149.556 131.790 208.665 1.00 85.72 N -ATOM 21665 CA TYR C 796 148.929 132.638 209.678 1.00 85.72 C -ATOM 21666 C TYR C 796 149.837 133.844 209.893 1.00 85.72 C -ATOM 21667 O TYR C 796 150.759 133.816 210.709 1.00 85.72 O -ATOM 21668 CB TYR C 796 148.691 131.881 210.979 1.00 85.72 C -ATOM 21669 CG TYR C 796 148.107 132.751 212.070 1.00 85.72 C -ATOM 21670 CD1 TYR C 796 146.808 133.238 211.975 1.00 85.72 C -ATOM 21671 CD2 TYR C 796 148.860 133.103 213.185 1.00 85.72 C -ATOM 21672 CE1 TYR C 796 146.270 134.040 212.966 1.00 85.72 C -ATOM 21673 CE2 TYR C 796 148.332 133.909 214.179 1.00 85.72 C -ATOM 21674 CZ TYR C 796 147.037 134.371 214.065 1.00 85.72 C -ATOM 21675 OH TYR C 796 146.509 135.169 215.053 1.00 85.72 O -ATOM 21676 N PHE C 797 149.587 134.903 209.133 1.00 66.19 N -ATOM 21677 CA PHE C 797 150.343 136.147 209.267 1.00 66.19 C -ATOM 21678 C PHE C 797 149.562 137.165 210.097 1.00 66.19 C -ATOM 21679 O PHE C 797 149.195 138.242 209.631 1.00 66.19 O -ATOM 21680 CB PHE C 797 150.694 136.693 207.888 1.00 66.19 C -ATOM 21681 CG PHE C 797 151.565 135.775 207.085 1.00 66.19 C -ATOM 21682 CD1 PHE C 797 152.877 135.540 207.463 1.00 66.19 C -ATOM 21683 CD2 PHE C 797 151.067 135.125 205.968 1.00 66.19 C -ATOM 21684 CE1 PHE C 797 153.682 134.687 206.731 1.00 66.19 C -ATOM 21685 CE2 PHE C 797 151.866 134.273 205.229 1.00 66.19 C -ATOM 21686 CZ PHE C 797 153.175 134.053 205.613 1.00 66.19 C -ATOM 21687 N GLY C 798 149.319 136.802 211.355 1.00 64.12 N -ATOM 21688 CA GLY C 798 148.610 137.677 212.268 1.00 64.12 C -ATOM 21689 C GLY C 798 147.146 137.878 211.958 1.00 64.12 C -ATOM 21690 O GLY C 798 146.573 138.895 212.358 1.00 64.12 O -ATOM 21691 N GLY C 799 146.518 136.937 211.256 1.00 59.81 N -ATOM 21692 CA GLY C 799 145.150 137.089 210.815 1.00 59.81 C -ATOM 21693 C GLY C 799 144.996 137.736 209.458 1.00 59.81 C -ATOM 21694 O GLY C 799 143.880 137.763 208.923 1.00 59.81 O -ATOM 21695 N PHE C 800 146.077 138.256 208.886 1.00 48.66 N -ATOM 21696 CA PHE C 800 146.037 138.845 207.558 1.00 48.66 C -ATOM 21697 C PHE C 800 146.018 137.735 206.515 1.00 48.66 C -ATOM 21698 O PHE C 800 146.777 136.767 206.608 1.00 48.66 O -ATOM 21699 CB PHE C 800 147.246 139.759 207.337 1.00 48.66 C -ATOM 21700 CG PHE C 800 147.212 141.042 208.138 1.00 48.66 C -ATOM 21701 CD1 PHE C 800 147.518 141.051 209.494 1.00 48.66 C -ATOM 21702 CD2 PHE C 800 146.892 142.242 207.526 1.00 48.66 C -ATOM 21703 CE1 PHE C 800 147.489 142.228 210.220 1.00 48.66 C -ATOM 21704 CE2 PHE C 800 146.863 143.422 208.246 1.00 48.66 C -ATOM 21705 CZ PHE C 800 147.162 143.414 209.595 1.00 48.66 C -ATOM 21706 N ASN C 801 145.146 137.874 205.521 1.00 74.16 N -ATOM 21707 CA ASN C 801 144.938 136.836 204.516 1.00 74.16 C -ATOM 21708 C ASN C 801 145.677 137.223 203.240 1.00 74.16 C -ATOM 21709 O ASN C 801 145.380 138.255 202.630 1.00 74.16 O -ATOM 21710 CB ASN C 801 143.450 136.626 204.249 1.00 74.16 C -ATOM 21711 CG ASN C 801 143.161 135.277 203.629 1.00 74.16 C -ATOM 21712 OD1 ASN C 801 144.074 134.494 203.372 1.00 74.16 O -ATOM 21713 ND2 ASN C 801 141.889 134.992 203.390 1.00 74.16 N -ATOM 21714 N PHE C 802 146.637 136.390 202.839 1.00 54.55 N -ATOM 21715 CA PHE C 802 147.463 136.637 201.664 1.00 54.55 C -ATOM 21716 C PHE C 802 147.298 135.548 200.610 1.00 54.55 C -ATOM 21717 O PHE C 802 148.204 135.310 199.810 1.00 54.55 O -ATOM 21718 CB PHE C 802 148.930 136.761 202.068 1.00 54.55 C -ATOM 21719 CG PHE C 802 149.219 137.962 202.910 1.00 54.55 C -ATOM 21720 CD1 PHE C 802 148.965 139.234 202.432 1.00 54.55 C -ATOM 21721 CD2 PHE C 802 149.730 137.817 204.188 1.00 54.55 C -ATOM 21722 CE1 PHE C 802 149.225 140.340 203.210 1.00 54.55 C -ATOM 21723 CE2 PHE C 802 149.994 138.921 204.971 1.00 54.55 C -ATOM 21724 CZ PHE C 802 149.739 140.184 204.479 1.00 54.55 C -ATOM 21725 N SER C 803 146.143 134.880 200.597 1.00 68.20 N -ATOM 21726 CA SER C 803 145.932 133.771 199.675 1.00 68.20 C -ATOM 21727 C SER C 803 145.709 134.232 198.242 1.00 68.20 C -ATOM 21728 O SER C 803 145.856 133.426 197.317 1.00 68.20 O -ATOM 21729 CB SER C 803 144.742 132.929 200.136 1.00 68.20 C -ATOM 21730 OG SER C 803 143.521 133.594 199.865 1.00 68.20 O -ATOM 21731 N GLN C 804 145.358 135.499 198.035 1.00 64.82 N -ATOM 21732 CA GLN C 804 145.080 136.000 196.697 1.00 64.82 C -ATOM 21733 C GLN C 804 146.325 136.473 195.963 1.00 64.82 C -ATOM 21734 O GLN C 804 146.309 136.540 194.729 1.00 64.82 O -ATOM 21735 CB GLN C 804 144.070 137.148 196.763 1.00 64.82 C -ATOM 21736 CG GLN C 804 142.925 136.892 197.720 1.00 64.82 C -ATOM 21737 CD GLN C 804 142.134 135.651 197.369 1.00 64.82 C -ATOM 21738 OE1 GLN C 804 141.850 134.823 198.232 1.00 64.82 O -ATOM 21739 NE2 GLN C 804 141.770 135.514 196.100 1.00 64.82 N -ATOM 21740 N ILE C 805 147.393 136.805 196.683 1.00 58.16 N -ATOM 21741 CA ILE C 805 148.614 137.293 196.059 1.00 58.16 C -ATOM 21742 C ILE C 805 149.773 136.311 196.173 1.00 58.16 C -ATOM 21743 O ILE C 805 150.729 136.420 195.390 1.00 58.16 O -ATOM 21744 CB ILE C 805 149.022 138.668 196.627 1.00 58.16 C -ATOM 21745 CG1 ILE C 805 148.976 138.652 198.155 1.00 58.16 C -ATOM 21746 CG2 ILE C 805 148.125 139.755 196.063 1.00 58.16 C -ATOM 21747 CD1 ILE C 805 149.272 139.994 198.791 1.00 58.16 C -ATOM 21748 N LEU C 806 149.734 135.375 197.117 1.00 71.54 N -ATOM 21749 CA LEU C 806 150.734 134.323 197.148 1.00 71.54 C -ATOM 21750 C LEU C 806 150.483 133.346 196.000 1.00 71.54 C -ATOM 21751 O LEU C 806 149.342 133.184 195.559 1.00 71.54 O -ATOM 21752 CB LEU C 806 150.697 133.587 198.485 1.00 71.54 C -ATOM 21753 CG LEU C 806 151.464 134.247 199.632 1.00 71.54 C -ATOM 21754 CD1 LEU C 806 151.176 133.538 200.943 1.00 71.54 C -ATOM 21755 CD2 LEU C 806 152.954 134.271 199.345 1.00 71.54 C -ATOM 21756 N PRO C 807 151.537 132.716 195.471 1.00 92.31 N -ATOM 21757 CA PRO C 807 151.349 131.757 194.374 1.00 92.31 C -ATOM 21758 C PRO C 807 150.560 130.529 194.801 1.00 92.31 C -ATOM 21759 O PRO C 807 150.655 130.060 195.937 1.00 92.31 O -ATOM 21760 CB PRO C 807 152.782 131.383 193.981 1.00 92.31 C -ATOM 21761 CG PRO C 807 153.593 132.534 194.409 1.00 92.31 C -ATOM 21762 CD PRO C 807 152.962 133.030 195.672 1.00 92.31 C -ATOM 21763 N ASP C 808 149.766 130.018 193.865 1.00148.89 N -ATOM 21764 CA ASP C 808 148.939 128.844 194.074 1.00148.89 C -ATOM 21765 C ASP C 808 149.550 127.653 193.357 1.00148.89 C -ATOM 21766 O ASP C 808 149.807 127.733 192.149 1.00148.89 O -ATOM 21767 CB ASP C 808 147.516 129.090 193.561 1.00148.89 C -ATOM 21768 CG ASP C 808 146.520 128.080 194.095 1.00148.89 C -ATOM 21769 OD1 ASP C 808 146.609 127.729 195.290 1.00148.89 O -ATOM 21770 OD2 ASP C 808 145.646 127.639 193.320 1.00148.89 O1- -ATOM 21771 N PRO C 809 149.807 126.543 194.058 1.00167.28 N -ATOM 21772 CA PRO C 809 150.412 125.373 193.398 1.00167.28 C -ATOM 21773 C PRO C 809 149.477 124.638 192.448 1.00167.28 C -ATOM 21774 O PRO C 809 149.953 123.780 191.692 1.00167.28 O -ATOM 21775 CB PRO C 809 150.816 124.471 194.576 1.00167.28 C -ATOM 21776 CG PRO C 809 150.716 125.340 195.805 1.00167.28 C -ATOM 21777 CD PRO C 809 149.650 126.337 195.506 1.00167.28 C -ATOM 21778 N SER C 810 148.172 124.931 192.470 1.00175.48 N -ATOM 21779 CA SER C 810 147.240 124.275 191.557 1.00175.48 C -ATOM 21780 C SER C 810 147.456 124.713 190.113 1.00175.48 C -ATOM 21781 O SER C 810 147.261 123.913 189.190 1.00175.48 O -ATOM 21782 CB SER C 810 145.801 124.558 191.985 1.00175.48 C -ATOM 21783 OG SER C 810 144.897 124.324 190.920 1.00175.48 O -ATOM 21784 N LYS C 811 147.842 125.969 189.899 1.00148.37 N -ATOM 21785 CA LYS C 811 148.137 126.446 188.559 1.00148.37 C -ATOM 21786 C LYS C 811 149.445 125.831 188.057 1.00148.37 C -ATOM 21787 O LYS C 811 150.312 125.466 188.856 1.00148.37 O -ATOM 21788 CB LYS C 811 148.239 127.970 188.549 1.00148.37 C -ATOM 21789 CG LYS C 811 147.329 128.667 189.548 1.00148.37 C -ATOM 21790 CD LYS C 811 145.884 128.667 189.081 1.00148.37 C -ATOM 21791 CE LYS C 811 144.976 129.316 190.112 1.00148.37 C -ATOM 21792 NZ LYS C 811 145.529 130.612 190.593 1.00148.37 N1+ -ATOM 21793 N PRO C 812 149.598 125.671 186.726 1.00147.82 N -ATOM 21794 CA PRO C 812 150.886 125.210 186.182 1.00147.82 C -ATOM 21795 C PRO C 812 152.008 126.211 186.413 1.00147.82 C -ATOM 21796 O PRO C 812 153.076 125.851 186.918 1.00147.82 O -ATOM 21797 CB PRO C 812 150.597 125.023 184.685 1.00147.82 C -ATOM 21798 CG PRO C 812 149.325 125.765 184.425 1.00147.82 C -ATOM 21799 CD PRO C 812 148.546 125.705 185.696 1.00147.82 C -ATOM 21800 N SER C 813 151.776 127.467 186.047 1.00117.66 N -ATOM 21801 CA SER C 813 152.714 128.526 186.376 1.00117.66 C -ATOM 21802 C SER C 813 152.531 128.952 187.829 1.00117.66 C -ATOM 21803 O SER C 813 151.496 128.703 188.452 1.00117.66 O -ATOM 21804 CB SER C 813 152.527 129.724 185.446 1.00117.66 C -ATOM 21805 OG SER C 813 153.486 130.731 185.715 1.00117.66 O -ATOM 21806 N LYS C 814 153.557 129.604 188.371 1.00106.52 N -ATOM 21807 CA LYS C 814 153.521 130.078 189.755 1.00106.52 C -ATOM 21808 C LYS C 814 152.937 131.491 189.823 1.00106.52 C -ATOM 21809 O LYS C 814 153.568 132.444 190.278 1.00106.52 O -ATOM 21810 CB LYS C 814 154.916 130.016 190.369 1.00106.52 C -ATOM 21811 CG LYS C 814 155.565 128.627 190.380 1.00106.52 C -ATOM 21812 CD LYS C 814 154.945 127.687 191.417 1.00106.52 C -ATOM 21813 CE LYS C 814 154.079 126.602 190.782 1.00106.52 C -ATOM 21814 NZ LYS C 814 153.532 125.661 191.798 1.00106.52 N1+ -ATOM 21815 N ARG C 815 151.696 131.604 189.361 1.00 75.70 N -ATOM 21816 CA ARG C 815 150.972 132.865 189.315 1.00 75.70 C -ATOM 21817 C ARG C 815 149.801 132.814 190.286 1.00 75.70 C -ATOM 21818 O ARG C 815 149.149 131.776 190.431 1.00 75.70 O -ATOM 21819 CB ARG C 815 150.468 133.156 187.899 1.00 75.70 C -ATOM 21820 CG ARG C 815 151.572 133.334 186.870 1.00 75.70 C -ATOM 21821 CD ARG C 815 151.158 134.302 185.776 1.00 75.70 C -ATOM 21822 NE ARG C 815 149.933 133.877 185.110 1.00 75.70 N -ATOM 21823 CZ ARG C 815 149.890 133.277 183.928 1.00 75.70 C -ATOM 21824 NH1 ARG C 815 150.993 133.016 183.245 1.00 75.70 N1+ -ATOM 21825 NH2 ARG C 815 148.712 132.929 183.419 1.00 75.70 N -ATOM 21826 N SER C 816 149.539 133.936 190.949 1.00 65.28 N -ATOM 21827 CA SER C 816 148.471 134.000 191.933 1.00 65.28 C -ATOM 21828 C SER C 816 147.124 134.207 191.245 1.00 65.28 C -ATOM 21829 O SER C 816 147.022 134.260 190.016 1.00 65.28 O -ATOM 21830 CB SER C 816 148.744 135.112 192.940 1.00 65.28 C -ATOM 21831 OG SER C 816 148.304 136.364 192.447 1.00 65.28 O -ATOM 21832 N PHE C 817 146.071 134.325 192.061 1.00 56.51 N -ATOM 21833 CA PHE C 817 144.729 134.561 191.535 1.00 56.51 C -ATOM 21834 C PHE C 817 144.618 135.937 190.891 1.00 56.51 C -ATOM 21835 O PHE C 817 144.035 136.079 189.807 1.00 56.51 O -ATOM 21836 CB PHE C 817 143.703 134.405 192.656 1.00 56.51 C -ATOM 21837 CG PHE C 817 142.280 134.382 192.182 1.00 56.51 C -ATOM 21838 CD1 PHE C 817 141.772 133.269 191.530 1.00 56.51 C -ATOM 21839 CD2 PHE C 817 141.448 135.470 192.394 1.00 56.51 C -ATOM 21840 CE1 PHE C 817 140.459 133.243 191.094 1.00 56.51 C -ATOM 21841 CE2 PHE C 817 140.134 135.452 191.961 1.00 56.51 C -ATOM 21842 CZ PHE C 817 139.639 134.336 191.310 1.00 56.51 C -ATOM 21843 N ILE C 818 145.191 136.957 191.534 1.00 50.75 N -ATOM 21844 CA ILE C 818 145.150 138.312 190.993 1.00 50.75 C -ATOM 21845 C ILE C 818 145.999 138.410 189.729 1.00 50.75 C -ATOM 21846 O ILE C 818 145.608 139.063 188.755 1.00 50.75 O -ATOM 21847 CB ILE C 818 145.584 139.318 192.078 1.00 50.75 C -ATOM 21848 CG1 ILE C 818 144.562 139.316 193.219 1.00 50.75 C -ATOM 21849 CG2 ILE C 818 145.732 140.728 191.516 1.00 50.75 C -ATOM 21850 CD1 ILE C 818 144.815 140.354 194.292 1.00 50.75 C -ATOM 21851 N GLU C 819 147.145 137.720 189.703 1.00 54.76 N -ATOM 21852 CA GLU C 819 147.970 137.686 188.497 1.00 54.76 C -ATOM 21853 C GLU C 819 147.282 136.947 187.355 1.00 54.76 C -ATOM 21854 O GLU C 819 147.423 137.344 186.193 1.00 54.76 O -ATOM 21855 CB GLU C 819 149.323 137.043 188.799 1.00 54.76 C -ATOM 21856 CG GLU C 819 150.061 137.673 189.963 1.00 54.76 C -ATOM 21857 CD GLU C 819 151.497 137.204 190.063 1.00 54.76 C -ATOM 21858 OE1 GLU C 819 152.173 137.137 189.017 1.00 54.76 O -ATOM 21859 OE2 GLU C 819 151.949 136.900 191.186 1.00 54.76 O1- -ATOM 21860 N ASP C 820 146.529 135.885 187.664 1.00 59.33 N -ATOM 21861 CA ASP C 820 145.746 135.197 186.640 1.00 59.33 C -ATOM 21862 C ASP C 820 144.641 136.092 186.090 1.00 59.33 C -ATOM 21863 O ASP C 820 144.384 136.095 184.879 1.00 59.33 O -ATOM 21864 CB ASP C 820 145.157 133.908 187.207 1.00 59.33 C -ATOM 21865 CG ASP C 820 146.183 132.803 187.325 1.00 59.33 C -ATOM 21866 OD1 ASP C 820 147.182 132.836 186.576 1.00 59.33 O -ATOM 21867 OD2 ASP C 820 145.993 131.901 188.168 1.00 59.33 O1- -ATOM 21868 N LEU C 821 143.986 136.862 186.966 1.00 51.55 N -ATOM 21869 CA LEU C 821 142.971 137.812 186.513 1.00 51.55 C -ATOM 21870 C LEU C 821 143.577 138.913 185.648 1.00 51.55 C -ATOM 21871 O LEU C 821 142.976 139.327 184.650 1.00 51.55 O -ATOM 21872 CB LEU C 821 142.243 138.418 187.712 1.00 51.55 C -ATOM 21873 CG LEU C 821 141.318 137.501 188.514 1.00 51.55 C -ATOM 21874 CD1 LEU C 821 140.519 138.308 189.522 1.00 51.55 C -ATOM 21875 CD2 LEU C 821 140.392 136.719 187.596 1.00 51.55 C -ATOM 21876 N LEU C 822 144.770 139.393 186.013 1.00 46.58 N -ATOM 21877 CA LEU C 822 145.438 140.425 185.222 1.00 46.58 C -ATOM 21878 C LEU C 822 145.891 139.887 183.870 1.00 46.58 C -ATOM 21879 O LEU C 822 145.850 140.606 182.865 1.00 46.58 O -ATOM 21880 CB LEU C 822 146.629 140.997 185.990 1.00 46.58 C -ATOM 21881 CG LEU C 822 146.346 141.864 187.217 1.00 46.58 C -ATOM 21882 CD1 LEU C 822 147.591 141.975 188.082 1.00 46.58 C -ATOM 21883 CD2 LEU C 822 145.846 143.234 186.819 1.00 46.58 C -ATOM 21884 N PHE C 823 146.336 138.629 183.824 1.00 49.40 N -ATOM 21885 CA PHE C 823 146.701 138.020 182.552 1.00 49.40 C -ATOM 21886 C PHE C 823 145.483 137.704 181.693 1.00 49.40 C -ATOM 21887 O PHE C 823 145.603 137.661 180.465 1.00 49.40 O -ATOM 21888 CB PHE C 823 147.513 136.746 182.786 1.00 49.40 C -ATOM 21889 CG PHE C 823 148.999 136.972 182.843 1.00 49.40 C -ATOM 21890 CD1 PHE C 823 149.553 137.810 183.800 1.00 49.40 C -ATOM 21891 CD2 PHE C 823 149.841 136.344 181.938 1.00 49.40 C -ATOM 21892 CE1 PHE C 823 150.920 138.019 183.853 1.00 49.40 C -ATOM 21893 CE2 PHE C 823 151.210 136.548 181.985 1.00 49.40 C -ATOM 21894 CZ PHE C 823 151.749 137.386 182.944 1.00 49.40 C -ATOM 21895 N ASN C 824 144.320 137.475 182.307 1.00 50.17 N -ATOM 21896 CA ASN C 824 143.114 137.229 181.524 1.00 50.17 C -ATOM 21897 C ASN C 824 142.463 138.517 181.034 1.00 50.17 C -ATOM 21898 O ASN C 824 141.827 138.515 179.974 1.00 50.17 O -ATOM 21899 CB ASN C 824 142.109 136.417 182.341 1.00 50.17 C -ATOM 21900 CG ASN C 824 142.350 134.924 182.243 1.00 50.17 C -ATOM 21901 OD1 ASN C 824 143.207 134.471 181.485 1.00 50.17 O -ATOM 21902 ND2 ASN C 824 141.587 134.150 183.006 1.00 50.17 N -ATOM 21903 N LYS C 825 142.600 139.618 181.777 1.00 51.16 N -ATOM 21904 CA LYS C 825 141.965 140.869 181.376 1.00 51.16 C -ATOM 21905 C LYS C 825 142.671 141.558 180.215 1.00 51.16 C -ATOM 21906 O LYS C 825 142.059 142.406 179.557 1.00 51.16 O -ATOM 21907 CB LYS C 825 141.880 141.835 182.561 1.00 51.16 C -ATOM 21908 CG LYS C 825 140.788 141.521 183.579 1.00 51.16 C -ATOM 21909 CD LYS C 825 139.472 141.141 182.918 1.00 51.16 C -ATOM 21910 CE LYS C 825 138.741 140.078 183.723 1.00 51.16 C -ATOM 21911 NZ LYS C 825 137.497 139.622 183.045 1.00 51.16 N1+ -ATOM 21912 N VAL C 826 143.931 141.229 179.949 1.00 47.43 N -ATOM 21913 CA VAL C 826 144.681 141.819 178.846 1.00 47.43 C -ATOM 21914 C VAL C 826 144.662 140.840 177.681 1.00 47.43 C -ATOM 21915 O VAL C 826 145.076 139.683 177.825 1.00 47.43 O -ATOM 21916 CB VAL C 826 146.121 142.160 179.261 1.00 47.43 C -ATOM 21917 CG1 VAL C 826 146.949 142.544 178.045 1.00 47.43 C -ATOM 21918 CG2 VAL C 826 146.125 143.284 180.275 1.00 47.43 C -ATOM 21919 N THR C 827 144.183 141.299 176.530 1.00 46.00 N -ATOM 21920 CA THR C 827 144.124 140.468 175.334 1.00 46.00 C -ATOM 21921 C THR C 827 145.512 140.270 174.734 1.00 46.00 C -ATOM 21922 O THR C 827 145.686 140.315 173.516 1.00 46.00 O -ATOM 21923 CB THR C 827 143.197 141.080 174.268 1.00 46.00 C -ATOM 21924 OG1 THR C 827 143.788 142.276 173.748 1.00 46.00 O -ATOM 21925 CG2 THR C 827 141.841 141.412 174.871 1.00 46.00 C -ATOM 21926 N LYS C 854 153.130 142.018 159.999 1.00 75.84 N -ATOM 21927 CA LYS C 854 153.638 141.120 161.025 1.00 75.84 C -ATOM 21928 C LYS C 854 154.476 140.014 160.379 1.00 75.84 C -ATOM 21929 O LYS C 854 155.456 139.539 160.955 1.00 75.84 O -ATOM 21930 CB LYS C 854 152.474 140.537 161.838 1.00 75.84 C -ATOM 21931 CG LYS C 854 152.860 139.506 162.891 1.00 75.84 C -ATOM 21932 CD LYS C 854 151.701 138.577 163.209 1.00 75.84 C -ATOM 21933 CE LYS C 854 152.179 137.325 163.926 1.00 75.84 C -ATOM 21934 NZ LYS C 854 151.103 136.304 164.038 1.00 75.84 N1+ -ATOM 21935 N PHE C 855 154.100 139.630 159.158 1.00 75.61 N -ATOM 21936 CA PHE C 855 154.744 138.526 158.458 1.00 75.61 C -ATOM 21937 C PHE C 855 155.726 138.971 157.384 1.00 75.61 C -ATOM 21938 O PHE C 855 156.700 138.260 157.123 1.00 75.61 O -ATOM 21939 CB PHE C 855 153.687 137.631 157.801 1.00 75.61 C -ATOM 21940 CG PHE C 855 152.514 137.324 158.684 1.00 75.61 C -ATOM 21941 CD1 PHE C 855 152.628 136.412 159.723 1.00 75.61 C -ATOM 21942 CD2 PHE C 855 151.292 137.945 158.470 1.00 75.61 C -ATOM 21943 CE1 PHE C 855 151.544 136.126 160.533 1.00 75.61 C -ATOM 21944 CE2 PHE C 855 150.204 137.666 159.278 1.00 75.61 C -ATOM 21945 CZ PHE C 855 150.331 136.755 160.311 1.00 75.61 C -ATOM 21946 N LYS C 856 155.490 140.114 156.742 1.00 74.34 N -ATOM 21947 CA LYS C 856 156.258 140.521 155.563 1.00 74.34 C -ATOM 21948 C LYS C 856 157.515 141.272 155.995 1.00 74.34 C -ATOM 21949 O LYS C 856 157.556 142.502 156.083 1.00 74.34 O -ATOM 21950 CB LYS C 856 155.397 141.350 154.614 1.00 74.34 C -ATOM 21951 CG LYS C 856 154.507 140.535 153.655 1.00 74.34 C -ATOM 21952 CD LYS C 856 153.293 139.871 154.305 1.00 74.34 C -ATOM 21953 CE LYS C 856 152.253 140.884 154.745 1.00 74.34 C -ATOM 21954 NZ LYS C 856 151.050 140.218 155.319 1.00 74.34 N1+ -ATOM 21955 N GLY C 857 158.569 140.502 156.257 1.00 64.48 N -ATOM 21956 CA GLY C 857 159.851 141.061 156.633 1.00 64.48 C -ATOM 21957 C GLY C 857 159.952 141.522 158.066 1.00 64.48 C -ATOM 21958 O GLY C 857 160.953 142.151 158.429 1.00 64.48 O -ATOM 21959 N LEU C 858 158.956 141.223 158.892 1.00 60.32 N -ATOM 21960 CA LEU C 858 158.899 141.675 160.273 1.00 60.32 C -ATOM 21961 C LEU C 858 159.004 140.470 161.195 1.00 60.32 C -ATOM 21962 O LEU C 858 158.356 139.446 160.958 1.00 60.32 O -ATOM 21963 CB LEU C 858 157.597 142.430 160.539 1.00 60.32 C -ATOM 21964 CG LEU C 858 157.283 143.573 159.574 1.00 60.32 C -ATOM 21965 CD1 LEU C 858 155.869 144.061 159.783 1.00 60.32 C -ATOM 21966 CD2 LEU C 858 158.257 144.709 159.755 1.00 60.32 C -ATOM 21967 N THR C 859 159.826 140.586 162.231 1.00 48.82 N -ATOM 21968 CA THR C 859 159.958 139.555 163.248 1.00 48.82 C -ATOM 21969 C THR C 859 159.693 140.168 164.614 1.00 48.82 C -ATOM 21970 O THR C 859 160.126 141.289 164.896 1.00 48.82 O -ATOM 21971 CB THR C 859 161.352 138.915 163.231 1.00 48.82 C -ATOM 21972 OG1 THR C 859 162.349 139.934 163.374 1.00 48.82 O -ATOM 21973 CG2 THR C 859 161.587 138.156 161.932 1.00 48.82 C -ATOM 21974 N VAL C 860 158.972 139.437 165.454 1.00 34.31 N -ATOM 21975 CA VAL C 860 158.726 139.842 166.831 1.00 34.31 C -ATOM 21976 C VAL C 860 159.617 138.978 167.713 1.00 34.31 C -ATOM 21977 O VAL C 860 159.446 137.756 167.783 1.00 34.31 O -ATOM 21978 CB VAL C 860 157.245 139.707 167.208 1.00 34.31 C -ATOM 21979 CG1 VAL C 860 157.060 139.814 168.714 1.00 34.31 C -ATOM 21980 CG2 VAL C 860 156.424 140.767 166.493 1.00 34.31 C -ATOM 21981 N LEU C 861 160.588 139.606 168.362 1.00 34.65 N -ATOM 21982 CA LEU C 861 161.506 138.869 169.210 1.00 34.65 C -ATOM 21983 C LEU C 861 160.856 138.559 170.557 1.00 34.65 C -ATOM 21984 O LEU C 861 160.109 139.380 171.096 1.00 34.65 O -ATOM 21985 CB LEU C 861 162.787 139.667 169.424 1.00 34.65 C -ATOM 21986 CG LEU C 861 163.508 140.119 168.154 1.00 34.65 C -ATOM 21987 CD1 LEU C 861 164.709 140.980 168.498 1.00 34.65 C -ATOM 21988 CD2 LEU C 861 163.927 138.919 167.324 1.00 34.65 C -ATOM 21989 N PRO C 862 161.113 137.379 171.115 1.00 35.65 N -ATOM 21990 CA PRO C 862 160.594 137.064 172.445 1.00 35.65 C -ATOM 21991 C PRO C 862 161.364 137.814 173.515 1.00 35.65 C -ATOM 21992 O PRO C 862 162.544 138.145 173.322 1.00 35.65 O -ATOM 21993 CB PRO C 862 160.811 135.549 172.555 1.00 35.65 C -ATOM 21994 CG PRO C 862 161.985 135.287 171.689 1.00 35.65 C -ATOM 21995 CD PRO C 862 161.885 136.260 170.545 1.00 35.65 C -ATOM 21996 N PRO C 863 160.729 138.126 174.643 1.00 29.76 N -ATOM 21997 CA PRO C 863 161.465 138.730 175.756 1.00 29.76 C -ATOM 21998 C PRO C 863 162.426 137.737 176.385 1.00 29.76 C -ATOM 21999 O PRO C 863 162.224 136.521 176.332 1.00 29.76 O -ATOM 22000 CB PRO C 863 160.359 139.135 176.735 1.00 29.76 C -ATOM 22001 CG PRO C 863 159.242 138.200 176.430 1.00 29.76 C -ATOM 22002 CD PRO C 863 159.294 137.988 174.946 1.00 29.76 C -ATOM 22003 N LEU C 864 163.498 138.276 176.971 1.00 37.92 N -ATOM 22004 CA LEU C 864 164.510 137.430 177.594 1.00 37.92 C -ATOM 22005 C LEU C 864 163.977 136.767 178.859 1.00 37.92 C -ATOM 22006 O LEU C 864 164.236 135.584 179.103 1.00 37.92 O -ATOM 22007 CB LEU C 864 165.760 138.254 177.899 1.00 37.92 C -ATOM 22008 CG LEU C 864 166.893 137.561 178.655 1.00 37.92 C -ATOM 22009 CD1 LEU C 864 167.416 136.376 177.862 1.00 37.92 C -ATOM 22010 CD2 LEU C 864 168.011 138.544 178.958 1.00 37.92 C -ATOM 22011 N LEU C 865 163.219 137.505 179.662 1.00 38.52 N -ATOM 22012 CA LEU C 865 162.636 136.986 180.892 1.00 38.52 C -ATOM 22013 C LEU C 865 161.218 136.510 180.606 1.00 38.52 C -ATOM 22014 O LEU C 865 160.365 137.303 180.196 1.00 38.52 O -ATOM 22015 CB LEU C 865 162.629 138.057 181.981 1.00 38.52 C -ATOM 22016 CG LEU C 865 163.908 138.261 182.792 1.00 38.52 C -ATOM 22017 CD1 LEU C 865 163.741 139.426 183.749 1.00 38.52 C -ATOM 22018 CD2 LEU C 865 164.254 137.001 183.554 1.00 38.52 C -ATOM 22019 N THR C 866 160.969 135.222 180.822 1.00 45.96 N -ATOM 22020 CA THR C 866 159.627 134.699 180.634 1.00 45.96 C -ATOM 22021 C THR C 866 158.750 135.017 181.845 1.00 45.96 C -ATOM 22022 O THR C 866 159.225 135.433 182.910 1.00 45.96 O -ATOM 22023 CB THR C 866 159.660 133.193 180.370 1.00 45.96 C -ATOM 22024 OG1 THR C 866 160.453 132.542 181.367 1.00 45.96 O -ATOM 22025 CG2 THR C 866 160.241 132.907 178.997 1.00 45.96 C -ATOM 22026 N ASP C 867 157.442 134.807 181.658 1.00 48.41 N -ATOM 22027 CA ASP C 867 156.454 135.175 182.667 1.00 48.41 C -ATOM 22028 C ASP C 867 156.583 134.332 183.928 1.00 48.41 C -ATOM 22029 O ASP C 867 156.245 134.805 185.017 1.00 48.41 O -ATOM 22030 CB ASP C 867 155.047 135.052 182.084 1.00 48.41 C -ATOM 22031 CG ASP C 867 154.746 136.132 181.063 1.00 48.41 C -ATOM 22032 OD1 ASP C 867 155.310 137.239 181.187 1.00 48.41 O -ATOM 22033 OD2 ASP C 867 153.953 135.873 180.134 1.00 48.41 O1- -ATOM 22034 N GLU C 868 157.089 133.102 183.805 1.00 52.08 N -ATOM 22035 CA GLU C 868 157.390 132.297 184.985 1.00 52.08 C -ATOM 22036 C GLU C 868 158.511 132.919 185.812 1.00 52.08 C -ATOM 22037 O GLU C 868 158.444 132.935 187.046 1.00 52.08 O -ATOM 22038 CB GLU C 868 157.751 130.874 184.563 1.00 52.08 C -ATOM 22039 CG GLU C 868 157.764 129.877 185.703 1.00 52.08 C -ATOM 22040 CD GLU C 868 157.925 128.450 185.223 1.00 52.08 C -ATOM 22041 OE1 GLU C 868 158.229 128.253 184.027 1.00 52.08 O -ATOM 22042 OE2 GLU C 868 157.744 127.525 186.042 1.00 52.08 O1- -ATOM 22043 N MET C 869 159.535 133.461 185.147 1.00 45.95 N -ATOM 22044 CA MET C 869 160.621 134.133 185.857 1.00 45.95 C -ATOM 22045 C MET C 869 160.154 135.438 186.491 1.00 45.95 C -ATOM 22046 O MET C 869 160.577 135.780 187.605 1.00 45.95 O -ATOM 22047 CB MET C 869 161.784 134.384 184.901 1.00 45.95 C -ATOM 22048 CG MET C 869 162.175 133.161 184.100 1.00 45.95 C -ATOM 22049 SD MET C 869 163.886 133.188 183.545 1.00 45.95 S -ATOM 22050 CE MET C 869 164.177 131.443 183.288 1.00 45.95 C -ATOM 22051 N ILE C 870 159.282 136.178 185.798 1.00 37.03 N -ATOM 22052 CA ILE C 870 158.717 137.401 186.372 1.00 37.03 C -ATOM 22053 C ILE C 870 157.848 137.079 187.587 1.00 37.03 C -ATOM 22054 O ILE C 870 157.896 137.782 188.607 1.00 37.03 O -ATOM 22055 CB ILE C 870 157.936 138.182 185.299 1.00 37.03 C -ATOM 22056 CG1 ILE C 870 158.824 138.461 184.089 1.00 37.03 C -ATOM 22057 CG2 ILE C 870 157.421 139.493 185.852 1.00 37.03 C -ATOM 22058 CD1 ILE C 870 160.053 139.264 184.418 1.00 37.03 C -ATOM 22059 N ALA C 871 157.062 136.001 187.507 1.00 40.94 N -ATOM 22060 CA ALA C 871 156.256 135.568 188.643 1.00 40.94 C -ATOM 22061 C ALA C 871 157.120 135.089 189.801 1.00 40.94 C -ATOM 22062 O ALA C 871 156.758 135.299 190.963 1.00 40.94 O -ATOM 22063 CB ALA C 871 155.289 134.468 188.211 1.00 40.94 C -ATOM 22064 N GLN C 872 158.262 134.460 189.511 1.00 41.90 N -ATOM 22065 CA GLN C 872 159.178 134.062 190.576 1.00 41.90 C -ATOM 22066 C GLN C 872 159.818 135.274 191.247 1.00 41.90 C -ATOM 22067 O GLN C 872 159.994 135.281 192.471 1.00 41.90 O -ATOM 22068 CB GLN C 872 160.237 133.107 190.030 1.00 41.90 C -ATOM 22069 CG GLN C 872 159.817 131.649 190.137 1.00 41.90 C -ATOM 22070 CD GLN C 872 160.820 130.694 189.531 1.00 41.90 C -ATOM 22071 OE1 GLN C 872 160.671 130.266 188.387 1.00 41.90 O -ATOM 22072 NE2 GLN C 872 161.847 130.349 190.297 1.00 41.90 N -ATOM 22073 N TYR C 873 160.150 136.315 190.469 1.00 36.68 N -ATOM 22074 CA TYR C 873 160.639 137.562 191.065 1.00 36.68 C -ATOM 22075 C TYR C 873 159.589 138.223 191.952 1.00 36.68 C -ATOM 22076 O TYR C 873 159.908 138.681 193.057 1.00 36.68 O -ATOM 22077 CB TYR C 873 161.086 138.554 189.992 1.00 36.68 C -ATOM 22078 CG TYR C 873 162.328 138.192 189.211 1.00 36.68 C -ATOM 22079 CD1 TYR C 873 163.192 137.193 189.643 1.00 36.68 C -ATOM 22080 CD2 TYR C 873 162.654 138.884 188.054 1.00 36.68 C -ATOM 22081 CE1 TYR C 873 164.334 136.882 188.927 1.00 36.68 C -ATOM 22082 CE2 TYR C 873 163.790 138.581 187.332 1.00 36.68 C -ATOM 22083 CZ TYR C 873 164.627 137.579 187.772 1.00 36.68 C -ATOM 22084 OH TYR C 873 165.761 137.270 187.055 1.00 36.68 O -ATOM 22085 N THR C 874 158.336 138.289 191.486 1.00 35.20 N -ATOM 22086 CA THR C 874 157.290 138.921 192.293 1.00 35.20 C -ATOM 22087 C THR C 874 156.976 138.103 193.540 1.00 35.20 C -ATOM 22088 O THR C 874 156.735 138.671 194.612 1.00 35.20 O -ATOM 22089 CB THR C 874 156.019 139.136 191.473 1.00 35.20 C -ATOM 22090 OG1 THR C 874 155.558 137.883 190.956 1.00 35.20 O -ATOM 22091 CG2 THR C 874 156.268 140.105 190.333 1.00 35.20 C -ATOM 22092 N SER C 875 157.002 136.771 193.424 1.00 37.48 N -ATOM 22093 CA SER C 875 156.806 135.905 194.582 1.00 37.48 C -ATOM 22094 C SER C 875 157.929 136.063 195.597 1.00 37.48 C -ATOM 22095 O SER C 875 157.670 136.110 196.804 1.00 37.48 O -ATOM 22096 CB SER C 875 156.708 134.450 194.134 1.00 37.48 C -ATOM 22097 OG SER C 875 156.987 133.575 195.211 1.00 37.48 O -ATOM 22098 N ALA C 876 159.177 136.152 195.124 1.00 36.58 N -ATOM 22099 CA ALA C 876 160.310 136.344 196.023 1.00 36.58 C -ATOM 22100 C ALA C 876 160.247 137.694 196.726 1.00 36.58 C -ATOM 22101 O ALA C 876 160.495 137.776 197.935 1.00 36.58 O -ATOM 22102 CB ALA C 876 161.620 136.205 195.251 1.00 36.58 C -ATOM 22103 N LEU C 877 159.893 138.754 195.989 1.00 31.89 N -ATOM 22104 CA LEU C 877 159.777 140.082 196.589 1.00 31.89 C -ATOM 22105 C LEU C 877 158.651 140.139 197.612 1.00 31.89 C -ATOM 22106 O LEU C 877 158.819 140.717 198.693 1.00 31.89 O -ATOM 22107 CB LEU C 877 159.552 141.133 195.505 1.00 31.89 C -ATOM 22108 CG LEU C 877 160.759 141.501 194.647 1.00 31.89 C -ATOM 22109 CD1 LEU C 877 160.299 142.140 193.352 1.00 31.89 C -ATOM 22110 CD2 LEU C 877 161.692 142.424 195.406 1.00 31.89 C -ATOM 22111 N LEU C 878 157.510 139.521 197.302 1.00 33.10 N -ATOM 22112 CA LEU C 878 156.371 139.567 198.211 1.00 33.10 C -ATOM 22113 C LEU C 878 156.621 138.714 199.453 1.00 33.10 C -ATOM 22114 O LEU C 878 156.262 139.116 200.568 1.00 33.10 O -ATOM 22115 CB LEU C 878 155.113 139.138 197.446 1.00 33.10 C -ATOM 22116 CG LEU C 878 153.683 139.208 197.981 1.00 33.10 C -ATOM 22117 CD1 LEU C 878 152.749 139.354 196.798 1.00 33.10 C -ATOM 22118 CD2 LEU C 878 153.300 137.962 198.747 1.00 33.10 C -ATOM 22119 N ALA C 879 157.267 137.553 199.283 1.00 34.74 N -ATOM 22120 CA ALA C 879 157.619 136.710 200.421 1.00 34.74 C -ATOM 22121 C ALA C 879 158.653 137.381 201.314 1.00 34.74 C -ATOM 22122 O ALA C 879 158.553 137.309 202.546 1.00 34.74 O -ATOM 22123 CB ALA C 879 158.138 135.360 199.930 1.00 34.74 C -ATOM 22124 N GLY C 880 159.645 138.042 200.709 1.00 34.50 N -ATOM 22125 CA GLY C 880 160.621 138.778 201.492 1.00 34.50 C -ATOM 22126 C GLY C 880 160.011 139.948 202.236 1.00 34.50 C -ATOM 22127 O GLY C 880 160.349 140.192 203.395 1.00 34.50 O -ATOM 22128 N THR C 881 159.080 140.664 201.591 1.00 35.32 N -ATOM 22129 CA THR C 881 158.390 141.773 202.243 1.00 35.32 C -ATOM 22130 C THR C 881 157.556 141.299 203.427 1.00 35.32 C -ATOM 22131 O THR C 881 157.613 141.900 204.507 1.00 35.32 O -ATOM 22132 CB THR C 881 157.508 142.508 201.233 1.00 35.32 C -ATOM 22133 OG1 THR C 881 158.290 142.870 200.089 1.00 35.32 O -ATOM 22134 CG2 THR C 881 156.918 143.766 201.850 1.00 35.32 C -ATOM 22135 N ILE C 882 156.819 140.195 203.257 1.00 36.84 N -ATOM 22136 CA ILE C 882 155.970 139.682 204.332 1.00 36.84 C -ATOM 22137 C ILE C 882 156.814 139.156 205.490 1.00 36.84 C -ATOM 22138 O ILE C 882 156.567 139.487 206.657 1.00 36.84 O -ATOM 22139 CB ILE C 882 155.011 138.605 203.790 1.00 36.84 C -ATOM 22140 CG1 ILE C 882 153.890 139.257 202.983 1.00 36.84 C -ATOM 22141 CG2 ILE C 882 154.421 137.766 204.914 1.00 36.84 C -ATOM 22142 CD1 ILE C 882 152.907 138.269 202.411 1.00 36.84 C -ATOM 22143 N THR C 883 157.846 138.364 205.191 1.00 39.80 N -ATOM 22144 CA THR C 883 158.626 137.762 206.263 1.00 39.80 C -ATOM 22145 C THR C 883 159.630 138.718 206.898 1.00 39.80 C -ATOM 22146 O THR C 883 160.099 138.439 208.007 1.00 39.80 O -ATOM 22147 CB THR C 883 159.362 136.522 205.751 1.00 39.80 C -ATOM 22148 OG1 THR C 883 160.088 136.852 204.561 1.00 39.80 O -ATOM 22149 CG2 THR C 883 158.376 135.405 205.448 1.00 39.80 C -ATOM 22150 N SER C 884 159.981 139.830 206.242 1.00 37.98 N -ATOM 22151 CA SER C 884 161.008 140.661 206.857 1.00 37.98 C -ATOM 22152 C SER C 884 160.654 142.138 206.960 1.00 37.98 C -ATOM 22153 O SER C 884 160.967 142.763 207.976 1.00 37.98 O -ATOM 22154 CB SER C 884 162.312 140.493 206.073 1.00 37.98 C -ATOM 22155 OG SER C 884 162.128 140.843 204.716 1.00 37.98 O -ATOM 22156 N GLY C 885 160.018 142.711 205.953 1.00 37.02 N -ATOM 22157 CA GLY C 885 159.772 144.152 205.940 1.00 37.02 C -ATOM 22158 C GLY C 885 160.894 144.910 205.235 1.00 37.02 C -ATOM 22159 O GLY C 885 161.148 144.682 204.056 1.00 37.02 O -ATOM 22160 N TRP C 886 161.553 145.812 205.969 1.00 41.28 N -ATOM 22161 CA TRP C 886 162.591 146.655 205.378 1.00 41.28 C -ATOM 22162 C TRP C 886 163.874 145.882 205.112 1.00 41.28 C -ATOM 22163 O TRP C 886 164.643 146.241 204.210 1.00 41.28 O -ATOM 22164 CB TRP C 886 162.926 147.822 206.308 1.00 41.28 C -ATOM 22165 CG TRP C 886 161.852 148.829 206.489 1.00 41.28 C -ATOM 22166 CD1 TRP C 886 161.634 149.938 205.731 1.00 41.28 C -ATOM 22167 CD2 TRP C 886 160.884 148.866 207.544 1.00 41.28 C -ATOM 22168 NE1 TRP C 886 160.565 150.646 206.223 1.00 41.28 N -ATOM 22169 CE2 TRP C 886 160.089 150.010 207.339 1.00 41.28 C -ATOM 22170 CE3 TRP C 886 160.603 148.034 208.632 1.00 41.28 C -ATOM 22171 CZ2 TRP C 886 159.031 150.344 208.182 1.00 41.28 C -ATOM 22172 CZ3 TRP C 886 159.552 148.367 209.468 1.00 41.28 C -ATOM 22173 CH2 TRP C 886 158.779 149.512 209.237 1.00 41.28 C -ATOM 22174 N THR C 887 164.126 144.835 205.898 1.00 41.57 N -ATOM 22175 CA THR C 887 165.488 144.360 206.103 1.00 41.57 C -ATOM 22176 C THR C 887 166.019 143.559 204.921 1.00 41.57 C -ATOM 22177 O THR C 887 167.230 143.559 204.679 1.00 41.57 O -ATOM 22178 CB THR C 887 165.546 143.540 207.386 1.00 41.57 C -ATOM 22179 OG1 THR C 887 164.702 142.393 207.255 1.00 41.57 O -ATOM 22180 CG2 THR C 887 165.034 144.382 208.540 1.00 41.57 C -ATOM 22181 N PHE C 888 165.147 142.882 204.171 1.00 36.29 N -ATOM 22182 CA PHE C 888 165.612 142.175 202.983 1.00 36.29 C -ATOM 22183 C PHE C 888 165.989 143.131 201.859 1.00 36.29 C -ATOM 22184 O PHE C 888 166.765 142.753 200.975 1.00 36.29 O -ATOM 22185 CB PHE C 888 164.552 141.174 202.512 1.00 36.29 C -ATOM 22186 CG PHE C 888 163.556 141.744 201.541 1.00 36.29 C -ATOM 22187 CD1 PHE C 888 162.552 142.591 201.983 1.00 36.29 C -ATOM 22188 CD2 PHE C 888 163.599 141.407 200.194 1.00 36.29 C -ATOM 22189 CE1 PHE C 888 161.627 143.114 201.101 1.00 36.29 C -ATOM 22190 CE2 PHE C 888 162.677 141.928 199.306 1.00 36.29 C -ATOM 22191 CZ PHE C 888 161.689 142.781 199.762 1.00 36.29 C -ATOM 22192 N GLY C 889 165.461 144.351 201.873 1.00 40.92 N -ATOM 22193 CA GLY C 889 165.884 145.368 200.933 1.00 40.92 C -ATOM 22194 C GLY C 889 167.072 146.158 201.439 1.00 40.92 C -ATOM 22195 O GLY C 889 167.871 146.666 200.648 1.00 40.92 O -ATOM 22196 N ALA C 890 167.198 146.269 202.760 1.00 43.68 N -ATOM 22197 CA ALA C 890 168.313 146.981 203.372 1.00 43.68 C -ATOM 22198 C ALA C 890 169.530 146.097 203.615 1.00 43.68 C -ATOM 22199 O ALA C 890 170.554 146.596 204.090 1.00 43.68 O -ATOM 22200 CB ALA C 890 167.872 147.616 204.694 1.00 43.68 C -ATOM 22201 N GLY C 891 169.443 144.806 203.308 1.00 43.26 N -ATOM 22202 CA GLY C 891 170.539 143.888 203.547 1.00 43.26 C -ATOM 22203 C GLY C 891 170.058 142.458 203.674 1.00 43.26 C -ATOM 22204 O GLY C 891 169.305 141.975 202.823 1.00 43.26 O -ATOM 22205 N ALA C 892 170.481 141.769 204.729 1.00 45.45 N -ATOM 22206 CA ALA C 892 170.023 140.410 204.973 1.00 45.45 C -ATOM 22207 C ALA C 892 168.618 140.417 205.563 1.00 45.45 C -ATOM 22208 O ALA C 892 168.235 141.330 206.300 1.00 45.45 O -ATOM 22209 CB ALA C 892 170.982 139.678 205.911 1.00 45.45 C -ATOM 22210 N ALA C 893 167.849 139.381 205.231 1.00 44.02 N -ATOM 22211 CA ALA C 893 166.463 139.295 205.673 1.00 44.02 C -ATOM 22212 C ALA C 893 166.391 138.978 207.161 1.00 44.02 C -ATOM 22213 O ALA C 893 167.091 138.088 207.653 1.00 44.02 O -ATOM 22214 CB ALA C 893 165.715 138.233 204.870 1.00 44.02 C -ATOM 22215 N LEU C 894 165.539 139.709 207.876 1.00 45.90 N -ATOM 22216 CA LEU C 894 165.365 139.551 209.315 1.00 45.90 C -ATOM 22217 C LEU C 894 163.917 139.196 209.606 1.00 45.90 C -ATOM 22218 O LEU C 894 163.020 140.009 209.365 1.00 45.90 O -ATOM 22219 CB LEU C 894 165.752 140.830 210.058 1.00 45.90 C -ATOM 22220 CG LEU C 894 167.223 141.202 209.932 1.00 45.90 C -ATOM 22221 CD1 LEU C 894 167.527 142.552 210.554 1.00 45.90 C -ATOM 22222 CD2 LEU C 894 168.012 140.127 210.600 1.00 45.90 C -ATOM 22223 N GLN C 895 163.695 138.000 210.147 1.00 49.17 N -ATOM 22224 CA GLN C 895 162.341 137.571 210.461 1.00 49.17 C -ATOM 22225 C GLN C 895 161.780 138.358 211.643 1.00 49.17 C -ATOM 22226 O GLN C 895 162.502 138.758 212.560 1.00 49.17 O -ATOM 22227 CB GLN C 895 162.304 136.064 210.739 1.00 49.17 C -ATOM 22228 CG GLN C 895 162.986 135.607 212.021 1.00 49.17 C -ATOM 22229 CD GLN C 895 164.419 135.170 211.792 1.00 49.17 C -ATOM 22230 OE1 GLN C 895 164.949 135.300 210.690 1.00 49.17 O -ATOM 22231 NE2 GLN C 895 165.051 134.643 212.834 1.00 49.17 N -ATOM 22232 N ILE C 896 160.476 138.607 211.585 1.00 40.21 N -ATOM 22233 CA ILE C 896 159.757 139.412 212.569 1.00 40.21 C -ATOM 22234 C ILE C 896 158.286 139.030 212.429 1.00 40.21 C -ATOM 22235 O ILE C 896 157.835 138.755 211.307 1.00 40.21 O -ATOM 22236 CB ILE C 896 160.019 140.918 212.355 1.00 40.21 C -ATOM 22237 CG1 ILE C 896 159.182 141.792 213.294 1.00 40.21 C -ATOM 22238 CG2 ILE C 896 159.807 141.322 210.899 1.00 40.21 C -ATOM 22239 CD1 ILE C 896 159.660 143.223 213.378 1.00 40.21 C -ATOM 22240 N PRO C 897 157.532 138.909 213.526 1.00 43.36 N -ATOM 22241 CA PRO C 897 156.090 138.661 213.406 1.00 43.36 C -ATOM 22242 C PRO C 897 155.377 139.802 212.695 1.00 43.36 C -ATOM 22243 O PRO C 897 155.755 140.972 212.811 1.00 43.36 O -ATOM 22244 CB PRO C 897 155.631 138.534 214.862 1.00 43.36 C -ATOM 22245 CG PRO C 897 156.840 138.078 215.588 1.00 43.36 C -ATOM 22246 CD PRO C 897 158.001 138.743 214.913 1.00 43.36 C -ATOM 22247 N PHE C 898 154.340 139.435 211.938 1.00 36.73 N -ATOM 22248 CA PHE C 898 153.690 140.388 211.045 1.00 36.73 C -ATOM 22249 C PHE C 898 152.901 141.441 211.810 1.00 36.73 C -ATOM 22250 O PHE C 898 152.777 142.578 211.339 1.00 36.73 O -ATOM 22251 CB PHE C 898 152.779 139.652 210.069 1.00 36.73 C -ATOM 22252 CG PHE C 898 152.333 140.495 208.921 1.00 36.73 C -ATOM 22253 CD1 PHE C 898 153.221 140.829 207.913 1.00 36.73 C -ATOM 22254 CD2 PHE C 898 151.035 140.966 208.852 1.00 36.73 C -ATOM 22255 CE1 PHE C 898 152.822 141.610 206.852 1.00 36.73 C -ATOM 22256 CE2 PHE C 898 150.628 141.749 207.792 1.00 36.73 C -ATOM 22257 CZ PHE C 898 151.525 142.069 206.791 1.00 36.73 C -ATOM 22258 N ALA C 899 152.369 141.086 212.983 1.00 39.98 N -ATOM 22259 CA ALA C 899 151.713 142.074 213.832 1.00 39.98 C -ATOM 22260 C ALA C 899 152.703 143.120 214.326 1.00 39.98 C -ATOM 22261 O ALA C 899 152.392 144.316 214.338 1.00 39.98 O -ATOM 22262 CB ALA C 899 151.027 141.384 215.010 1.00 39.98 C -ATOM 22263 N MET C 900 153.914 142.692 214.697 1.00 41.75 N -ATOM 22264 CA MET C 900 154.947 143.639 215.107 1.00 41.75 C -ATOM 22265 C MET C 900 155.425 144.482 213.933 1.00 41.75 C -ATOM 22266 O MET C 900 155.725 145.672 214.097 1.00 41.75 O -ATOM 22267 CB MET C 900 156.125 142.897 215.736 1.00 41.75 C -ATOM 22268 CG MET C 900 155.963 142.615 217.216 1.00 41.75 C -ATOM 22269 SD MET C 900 157.269 141.557 217.855 1.00 41.75 S -ATOM 22270 CE MET C 900 158.556 142.776 218.106 1.00 41.75 C -ATOM 22271 N GLN C 901 155.486 143.884 212.738 1.00 35.50 N -ATOM 22272 CA GLN C 901 155.888 144.631 211.549 1.00 35.50 C -ATOM 22273 C GLN C 901 154.871 145.714 211.207 1.00 35.50 C -ATOM 22274 O GLN C 901 155.238 146.866 210.953 1.00 35.50 O -ATOM 22275 CB GLN C 901 156.077 143.679 210.370 1.00 35.50 C -ATOM 22276 CG GLN C 901 156.263 144.386 209.041 1.00 35.50 C -ATOM 22277 CD GLN C 901 156.423 143.425 207.887 1.00 35.50 C -ATOM 22278 OE1 GLN C 901 157.063 142.383 208.018 1.00 35.50 O -ATOM 22279 NE2 GLN C 901 155.843 143.770 206.745 1.00 35.50 N -ATOM 22280 N MET C 902 153.580 145.372 211.237 1.00 42.90 N -ATOM 22281 CA MET C 902 152.553 146.369 210.951 1.00 42.90 C -ATOM 22282 C MET C 902 152.437 147.391 212.078 1.00 42.90 C -ATOM 22283 O MET C 902 152.079 148.548 211.828 1.00 42.90 O -ATOM 22284 CB MET C 902 151.212 145.680 210.684 1.00 42.90 C -ATOM 22285 CG MET C 902 150.126 146.589 210.106 1.00 42.90 C -ATOM 22286 SD MET C 902 150.305 147.013 208.366 1.00 42.90 S -ATOM 22287 CE MET C 902 150.917 145.473 207.709 1.00 42.90 C -ATOM 22288 N ALA C 903 152.770 147.001 213.315 1.00 57.96 N -ATOM 22289 CA ALA C 903 152.854 147.970 214.404 1.00 57.96 C -ATOM 22290 C ALA C 903 153.988 148.959 214.175 1.00 57.96 C -ATOM 22291 O ALA C 903 153.866 150.142 214.509 1.00 57.96 O -ATOM 22292 CB ALA C 903 153.035 147.247 215.737 1.00 57.96 C -ATOM 22293 N TYR C 904 155.093 148.497 213.591 1.00 36.25 N -ATOM 22294 CA TYR C 904 156.180 149.414 213.258 1.00 36.25 C -ATOM 22295 C TYR C 904 155.812 150.302 212.075 1.00 36.25 C -ATOM 22296 O TYR C 904 156.256 151.456 212.004 1.00 36.25 O -ATOM 22297 CB TYR C 904 157.459 148.622 212.985 1.00 36.25 C -ATOM 22298 CG TYR C 904 158.087 148.056 214.243 1.00 36.25 C -ATOM 22299 CD1 TYR C 904 157.636 148.444 215.503 1.00 36.25 C -ATOM 22300 CD2 TYR C 904 159.094 147.100 214.176 1.00 36.25 C -ATOM 22301 CE1 TYR C 904 158.179 147.927 216.650 1.00 36.25 C -ATOM 22302 CE2 TYR C 904 159.649 146.571 215.331 1.00 36.25 C -ATOM 22303 CZ TYR C 904 159.181 146.994 216.563 1.00 36.25 C -ATOM 22304 OH TYR C 904 159.699 146.495 217.730 1.00 36.25 O -ATOM 22305 N ARG C 905 154.999 149.782 211.149 1.00 74.85 N -ATOM 22306 CA ARG C 905 154.442 150.618 210.085 1.00 74.85 C -ATOM 22307 C ARG C 905 153.536 151.705 210.654 1.00 74.85 C -ATOM 22308 O ARG C 905 153.538 152.841 210.167 1.00 74.85 O -ATOM 22309 CB ARG C 905 153.664 149.768 209.077 1.00 74.85 C -ATOM 22310 CG ARG C 905 154.454 148.659 208.406 1.00 74.85 C -ATOM 22311 CD ARG C 905 155.471 149.173 207.411 1.00 74.85 C -ATOM 22312 NE ARG C 905 156.253 148.079 206.847 1.00 74.85 N -ATOM 22313 CZ ARG C 905 156.580 147.971 205.567 1.00 74.85 C -ATOM 22314 NH1 ARG C 905 156.217 148.884 204.682 1.00 74.85 N1+ -ATOM 22315 NH2 ARG C 905 157.293 146.923 205.166 1.00 74.85 N -ATOM 22316 N PHE C 906 152.733 151.363 211.668 1.00 25.31 N -ATOM 22317 CA PHE C 906 151.910 152.363 212.346 1.00 25.31 C -ATOM 22318 C PHE C 906 152.763 153.381 213.090 1.00 25.31 C -ATOM 22319 O PHE C 906 152.452 154.577 213.087 1.00 25.31 O -ATOM 22320 CB PHE C 906 150.933 151.701 213.317 1.00 25.31 C -ATOM 22321 CG PHE C 906 149.628 151.299 212.694 1.00 25.31 C -ATOM 22322 CD1 PHE C 906 149.437 151.376 211.324 1.00 25.31 C -ATOM 22323 CD2 PHE C 906 148.572 150.894 213.491 1.00 25.31 C -ATOM 22324 CE1 PHE C 906 148.230 151.018 210.758 1.00 25.31 C -ATOM 22325 CE2 PHE C 906 147.362 150.538 212.932 1.00 25.31 C -ATOM 22326 CZ PHE C 906 147.191 150.600 211.564 1.00 25.31 C -ATOM 22327 N ASN C 907 153.835 152.926 213.739 1.00 30.47 N -ATOM 22328 CA ASN C 907 154.726 153.838 214.445 1.00 30.47 C -ATOM 22329 C ASN C 907 155.520 154.724 213.495 1.00 30.47 C -ATOM 22330 O ASN C 907 156.014 155.775 213.915 1.00 30.47 O -ATOM 22331 CB ASN C 907 155.679 153.052 215.345 1.00 30.47 C -ATOM 22332 CG ASN C 907 156.251 153.898 216.461 1.00 30.47 C -ATOM 22333 OD1 ASN C 907 155.517 154.411 217.303 1.00 30.47 O -ATOM 22334 ND2 ASN C 907 157.569 154.052 216.470 1.00 30.47 N -ATOM 22335 N GLY C 908 155.652 154.328 212.229 1.00 50.54 N -ATOM 22336 CA GLY C 908 156.298 155.179 211.251 1.00 50.54 C -ATOM 22337 C GLY C 908 155.461 156.326 210.721 1.00 50.54 C -ATOM 22338 O GLY C 908 156.013 157.215 210.068 1.00 50.54 O -ATOM 22339 N ILE C 909 154.152 156.337 210.977 1.00 30.17 N -ATOM 22340 CA ILE C 909 153.275 157.371 210.441 1.00 30.17 C -ATOM 22341 C ILE C 909 152.624 158.199 211.550 1.00 30.17 C -ATOM 22342 O ILE C 909 151.604 158.841 211.326 1.00 30.17 O -ATOM 22343 CB ILE C 909 152.213 156.773 209.496 1.00 30.17 C -ATOM 22344 CG1 ILE C 909 151.347 155.744 210.223 1.00 30.17 C -ATOM 22345 CG2 ILE C 909 152.870 156.150 208.276 1.00 30.17 C -ATOM 22346 CD1 ILE C 909 150.040 155.451 209.527 1.00 30.17 C -ATOM 22347 N GLY C 910 153.210 158.204 212.745 1.00 36.36 N -ATOM 22348 CA GLY C 910 152.736 159.067 213.807 1.00 36.36 C -ATOM 22349 C GLY C 910 151.613 158.520 214.658 1.00 36.36 C -ATOM 22350 O GLY C 910 150.985 159.292 215.392 1.00 36.36 O -ATOM 22351 N VAL C 911 151.334 157.222 214.588 1.00 33.30 N -ATOM 22352 CA VAL C 911 150.340 156.574 215.435 1.00 33.30 C -ATOM 22353 C VAL C 911 151.074 155.618 216.363 1.00 33.30 C -ATOM 22354 O VAL C 911 151.903 154.822 215.906 1.00 33.30 O -ATOM 22355 CB VAL C 911 149.282 155.828 214.603 1.00 33.30 C -ATOM 22356 CG1 VAL C 911 148.163 155.316 215.495 1.00 33.30 C -ATOM 22357 CG2 VAL C 911 148.734 156.723 213.507 1.00 33.30 C -ATOM 22358 N THR C 912 150.791 155.709 217.661 1.00 34.96 N -ATOM 22359 CA THR C 912 151.433 154.833 218.629 1.00 34.96 C -ATOM 22360 C THR C 912 150.972 153.391 218.438 1.00 34.96 C -ATOM 22361 O THR C 912 149.854 153.126 217.990 1.00 34.96 O -ATOM 22362 CB THR C 912 151.141 155.297 220.055 1.00 34.96 C -ATOM 22363 OG1 THR C 912 149.738 155.550 220.199 1.00 34.96 O -ATOM 22364 CG2 THR C 912 151.919 156.563 220.373 1.00 34.96 C -ATOM 22365 N GLN C 913 151.857 152.455 218.780 1.00 36.99 N -ATOM 22366 CA GLN C 913 151.678 151.055 218.414 1.00 36.99 C -ATOM 22367 C GLN C 913 150.618 150.332 219.236 1.00 36.99 C -ATOM 22368 O GLN C 913 150.236 149.218 218.863 1.00 36.99 O -ATOM 22369 CB GLN C 913 153.014 150.317 218.525 1.00 36.99 C -ATOM 22370 CG GLN C 913 153.764 150.579 219.816 1.00 36.99 C -ATOM 22371 CD GLN C 913 155.187 150.065 219.769 1.00 36.99 C -ATOM 22372 OE1 GLN C 913 155.425 148.858 219.776 1.00 36.99 O -ATOM 22373 NE2 GLN C 913 156.144 150.983 219.714 1.00 36.99 N -ATOM 22374 N ASN C 914 150.128 150.926 220.327 1.00 41.75 N -ATOM 22375 CA ASN C 914 149.058 150.303 221.100 1.00 41.75 C -ATOM 22376 C ASN C 914 147.732 150.295 220.351 1.00 41.75 C -ATOM 22377 O ASN C 914 146.878 149.444 220.634 1.00 41.75 O -ATOM 22378 CB ASN C 914 148.883 151.026 222.433 1.00 41.75 C -ATOM 22379 CG ASN C 914 148.793 152.527 222.268 1.00 41.75 C -ATOM 22380 OD1 ASN C 914 148.990 153.050 221.175 1.00 41.75 O -ATOM 22381 ND2 ASN C 914 148.488 153.228 223.351 1.00 41.75 N -ATOM 22382 N VAL C 915 147.552 151.226 219.407 1.00 37.90 N -ATOM 22383 CA VAL C 915 146.331 151.309 218.612 1.00 37.90 C -ATOM 22384 C VAL C 915 146.172 150.072 217.740 1.00 37.90 C -ATOM 22385 O VAL C 915 145.053 149.587 217.530 1.00 37.90 O -ATOM 22386 CB VAL C 915 146.349 152.607 217.776 1.00 37.90 C -ATOM 22387 CG1 VAL C 915 145.048 152.796 217.012 1.00 37.90 C -ATOM 22388 CG2 VAL C 915 146.618 153.804 218.671 1.00 37.90 C -ATOM 22389 N LEU C 916 147.282 149.526 217.241 1.00 33.06 N -ATOM 22390 CA LEU C 916 147.218 148.289 216.471 1.00 33.06 C -ATOM 22391 C LEU C 916 146.874 147.097 217.352 1.00 33.06 C -ATOM 22392 O LEU C 916 145.989 146.304 217.016 1.00 33.06 O -ATOM 22393 CB LEU C 916 148.538 148.056 215.742 1.00 33.06 C -ATOM 22394 CG LEU C 916 148.557 146.872 214.779 1.00 33.06 C -ATOM 22395 CD1 LEU C 916 149.258 147.319 213.557 1.00 33.06 C -ATOM 22396 CD2 LEU C 916 149.309 145.677 215.359 1.00 33.06 C -ATOM 22397 N TYR C 917 147.572 146.945 218.480 1.00 34.24 N -ATOM 22398 CA TYR C 917 147.373 145.769 219.318 1.00 34.24 C -ATOM 22399 C TYR C 917 146.030 145.785 220.033 1.00 34.24 C -ATOM 22400 O TYR C 917 145.570 144.730 220.481 1.00 34.24 O -ATOM 22401 CB TYR C 917 148.508 145.642 220.332 1.00 34.24 C -ATOM 22402 CG TYR C 917 149.854 145.404 219.693 1.00 34.24 C -ATOM 22403 CD1 TYR C 917 150.079 144.292 218.891 1.00 34.24 C -ATOM 22404 CD2 TYR C 917 150.903 146.289 219.896 1.00 34.24 C -ATOM 22405 CE1 TYR C 917 151.312 144.075 218.305 1.00 34.24 C -ATOM 22406 CE2 TYR C 917 152.136 146.081 219.318 1.00 34.24 C -ATOM 22407 CZ TYR C 917 152.334 144.975 218.525 1.00 34.24 C -ATOM 22408 OH TYR C 917 153.565 144.771 217.953 1.00 34.24 O -ATOM 22409 N GLU C 918 145.393 146.946 220.147 1.00 44.09 N -ATOM 22410 CA GLU C 918 144.027 147.009 220.638 1.00 44.09 C -ATOM 22411 C GLU C 918 142.985 146.907 219.528 1.00 44.09 C -ATOM 22412 O GLU C 918 141.788 146.873 219.830 1.00 44.09 O -ATOM 22413 CB GLU C 918 143.819 148.298 221.438 1.00 44.09 C -ATOM 22414 CG GLU C 918 144.579 148.320 222.756 1.00 44.09 C -ATOM 22415 CD GLU C 918 144.947 149.721 223.200 1.00 44.09 C -ATOM 22416 OE1 GLU C 918 144.265 150.679 222.779 1.00 44.09 O -ATOM 22417 OE2 GLU C 918 145.919 149.865 223.971 1.00 44.09 O1- -ATOM 22418 N ASN C 919 143.401 146.859 218.253 1.00 43.03 N -ATOM 22419 CA ASN C 919 142.458 146.798 217.138 1.00 43.03 C -ATOM 22420 C ASN C 919 142.924 145.843 216.040 1.00 43.03 C -ATOM 22421 O ASN C 919 142.607 146.056 214.862 1.00 43.03 O -ATOM 22422 CB ASN C 919 142.230 148.182 216.522 1.00 43.03 C -ATOM 22423 CG ASN C 919 141.686 149.187 217.515 1.00 43.03 C -ATOM 22424 OD1 ASN C 919 140.503 149.167 217.851 1.00 43.03 O -ATOM 22425 ND2 ASN C 919 142.552 150.070 217.996 1.00 43.03 N -ATOM 22426 N GLN C 920 143.657 144.785 216.407 1.00 38.28 N -ATOM 22427 CA GLN C 920 144.328 143.941 215.417 1.00 38.28 C -ATOM 22428 C GLN C 920 143.337 143.141 214.579 1.00 38.28 C -ATOM 22429 O GLN C 920 143.512 143.016 213.359 1.00 38.28 O -ATOM 22430 CB GLN C 920 145.314 143.005 216.116 1.00 38.28 C -ATOM 22431 CG GLN C 920 146.224 142.244 215.169 1.00 38.28 C -ATOM 22432 CD GLN C 920 147.087 141.226 215.885 1.00 38.28 C -ATOM 22433 OE1 GLN C 920 147.431 141.398 217.053 1.00 38.28 O -ATOM 22434 NE2 GLN C 920 147.442 140.156 215.185 1.00 38.28 N -ATOM 22435 N LYS C 921 142.289 142.605 215.210 1.00 45.64 N -ATOM 22436 CA LYS C 921 141.285 141.839 214.478 1.00 45.64 C -ATOM 22437 C LYS C 921 140.489 142.729 213.529 1.00 45.64 C -ATOM 22438 O LYS C 921 140.171 142.318 212.407 1.00 45.64 O -ATOM 22439 CB LYS C 921 140.356 141.128 215.459 1.00 45.64 C -ATOM 22440 CG LYS C 921 139.704 139.876 214.899 1.00 45.64 C -ATOM 22441 CD LYS C 921 139.243 138.954 216.015 1.00 45.64 C -ATOM 22442 CE LYS C 921 138.756 137.623 215.466 1.00 45.64 C -ATOM 22443 NZ LYS C 921 138.555 136.619 216.546 1.00 45.64 N1+ -ATOM 22444 N LEU C 922 140.177 143.956 213.960 1.00 44.19 N -ATOM 22445 CA LEU C 922 139.475 144.909 213.103 1.00 44.19 C -ATOM 22446 C LEU C 922 140.325 145.318 211.905 1.00 44.19 C -ATOM 22447 O LEU C 922 139.815 145.411 210.779 1.00 44.19 O -ATOM 22448 CB LEU C 922 139.070 146.134 213.922 1.00 44.19 C -ATOM 22449 CG LEU C 922 138.462 147.322 213.180 1.00 44.19 C -ATOM 22450 CD1 LEU C 922 137.140 146.932 212.545 1.00 44.19 C -ATOM 22451 CD2 LEU C 922 138.281 148.497 214.126 1.00 44.19 C -ATOM 22452 N ILE C 923 141.624 145.546 212.128 1.00 39.13 N -ATOM 22453 CA ILE C 923 142.532 145.902 211.037 1.00 39.13 C -ATOM 22454 C ILE C 923 142.677 144.743 210.054 1.00 39.13 C -ATOM 22455 O ILE C 923 142.661 144.945 208.831 1.00 39.13 O -ATOM 22456 CB ILE C 923 143.888 146.355 211.613 1.00 39.13 C -ATOM 22457 CG1 ILE C 923 143.743 147.714 212.294 1.00 39.13 C -ATOM 22458 CG2 ILE C 923 144.962 146.443 210.539 1.00 39.13 C -ATOM 22459 CD1 ILE C 923 144.821 147.998 213.305 1.00 39.13 C -ATOM 22460 N ALA C 924 142.778 143.511 210.570 1.00 42.74 N -ATOM 22461 CA ALA C 924 142.872 142.336 209.706 1.00 42.74 C -ATOM 22462 C ALA C 924 141.597 142.126 208.894 1.00 42.74 C -ATOM 22463 O ALA C 924 141.666 141.782 207.708 1.00 42.74 O -ATOM 22464 CB ALA C 924 143.185 141.096 210.541 1.00 42.74 C -ATOM 22465 N ASN C 925 140.428 142.347 209.509 1.00 44.23 N -ATOM 22466 CA ASN C 925 139.162 142.212 208.792 1.00 44.23 C -ATOM 22467 C ASN C 925 139.017 143.269 207.702 1.00 44.23 C -ATOM 22468 O ASN C 925 138.550 142.965 206.594 1.00 44.23 O -ATOM 22469 CB ASN C 925 137.994 142.299 209.774 1.00 44.23 C -ATOM 22470 CG ASN C 925 137.867 141.064 210.640 1.00 44.23 C -ATOM 22471 OD1 ASN C 925 138.543 140.061 210.414 1.00 44.23 O -ATOM 22472 ND2 ASN C 925 136.999 141.131 211.642 1.00 44.23 N -ATOM 22473 N GLN C 926 139.422 144.510 207.998 1.00 45.10 N -ATOM 22474 CA GLN C 926 139.372 145.574 206.997 1.00 45.10 C -ATOM 22475 C GLN C 926 140.327 145.300 205.841 1.00 45.10 C -ATOM 22476 O GLN C 926 139.982 145.542 204.676 1.00 45.10 O -ATOM 22477 CB GLN C 926 139.689 146.918 207.648 1.00 45.10 C -ATOM 22478 CG GLN C 926 138.505 147.553 208.347 1.00 45.10 C -ATOM 22479 CD GLN C 926 138.890 148.785 209.136 1.00 45.10 C -ATOM 22480 OE1 GLN C 926 140.071 149.055 209.348 1.00 45.10 O -ATOM 22481 NE2 GLN C 926 137.893 149.543 209.574 1.00 45.10 N -ATOM 22482 N PHE C 927 141.521 144.775 206.141 1.00 45.97 N -ATOM 22483 CA PHE C 927 142.468 144.430 205.084 1.00 45.97 C -ATOM 22484 C PHE C 927 141.953 143.281 204.226 1.00 45.97 C -ATOM 22485 O PHE C 927 142.127 143.295 203.002 1.00 45.97 O -ATOM 22486 CB PHE C 927 143.829 144.076 205.682 1.00 45.97 C -ATOM 22487 CG PHE C 927 144.837 143.622 204.662 1.00 45.97 C -ATOM 22488 CD1 PHE C 927 145.459 144.542 203.835 1.00 45.97 C -ATOM 22489 CD2 PHE C 927 145.160 142.279 204.527 1.00 45.97 C -ATOM 22490 CE1 PHE C 927 146.385 144.133 202.894 1.00 45.97 C -ATOM 22491 CE2 PHE C 927 146.084 141.866 203.589 1.00 45.97 C -ATOM 22492 CZ PHE C 927 146.699 142.794 202.773 1.00 45.97 C -ATOM 22493 N ASN C 928 141.324 142.277 204.850 1.00 51.03 N -ATOM 22494 CA ASN C 928 140.774 141.155 204.092 1.00 51.03 C -ATOM 22495 C ASN C 928 139.631 141.596 203.185 1.00 51.03 C -ATOM 22496 O ASN C 928 139.539 141.146 202.036 1.00 51.03 O -ATOM 22497 CB ASN C 928 140.311 140.053 205.044 1.00 51.03 C -ATOM 22498 CG ASN C 928 141.465 139.374 205.752 1.00 51.03 C -ATOM 22499 OD1 ASN C 928 142.630 139.634 205.453 1.00 51.03 O -ATOM 22500 ND2 ASN C 928 141.147 138.502 206.701 1.00 51.03 N -ATOM 22501 N SER C 929 138.764 142.490 203.674 1.00 47.28 N -ATOM 22502 CA SER C 929 137.684 143.011 202.836 1.00 47.28 C -ATOM 22503 C SER C 929 138.221 143.866 201.690 1.00 47.28 C -ATOM 22504 O SER C 929 137.724 143.780 200.556 1.00 47.28 O -ATOM 22505 CB SER C 929 136.702 143.813 203.688 1.00 47.28 C -ATOM 22506 OG SER C 929 136.293 143.069 204.821 1.00 47.28 O -ATOM 22507 N ALA C 930 139.248 144.682 201.959 1.00 47.88 N -ATOM 22508 CA ALA C 930 139.833 145.511 200.911 1.00 47.88 C -ATOM 22509 C ALA C 930 140.570 144.679 199.868 1.00 47.88 C -ATOM 22510 O ALA C 930 140.609 145.060 198.693 1.00 47.88 O -ATOM 22511 CB ALA C 930 140.771 146.547 201.526 1.00 47.88 C -ATOM 22512 N ILE C 931 141.165 143.555 200.274 1.00 50.35 N -ATOM 22513 CA ILE C 931 141.760 142.637 199.307 1.00 50.35 C -ATOM 22514 C ILE C 931 140.674 141.946 198.487 1.00 50.35 C -ATOM 22515 O ILE C 931 140.792 141.816 197.261 1.00 50.35 O -ATOM 22516 CB ILE C 931 142.677 141.631 200.033 1.00 50.35 C -ATOM 22517 CG1 ILE C 931 143.975 142.315 200.459 1.00 50.35 C -ATOM 22518 CG2 ILE C 931 142.999 140.419 199.166 1.00 50.35 C -ATOM 22519 CD1 ILE C 931 144.820 142.802 199.303 1.00 50.35 C -ATOM 22520 N GLY C 932 139.583 141.533 199.140 1.00 53.37 N -ATOM 22521 CA GLY C 932 138.520 140.834 198.436 1.00 53.37 C -ATOM 22522 C GLY C 932 137.739 141.699 197.465 1.00 53.37 C -ATOM 22523 O GLY C 932 137.133 141.181 196.523 1.00 53.37 O -ATOM 22524 N LYS C 933 137.731 143.019 197.679 1.00 56.43 N -ATOM 22525 CA LYS C 933 137.043 143.904 196.738 1.00 56.43 C -ATOM 22526 C LYS C 933 137.783 144.029 195.406 1.00 56.43 C -ATOM 22527 O LYS C 933 137.157 144.324 194.376 1.00 56.43 O -ATOM 22528 CB LYS C 933 136.851 145.286 197.359 1.00 56.43 C -ATOM 22529 CG LYS C 933 135.705 145.367 198.348 1.00 56.43 C -ATOM 22530 CD LYS C 933 135.658 146.728 199.017 1.00 56.43 C -ATOM 22531 CE LYS C 933 134.547 146.797 200.048 1.00 56.43 C -ATOM 22532 NZ LYS C 933 134.636 148.034 200.869 1.00 56.43 N1+ -ATOM 22533 N ILE C 934 139.102 143.813 195.407 1.00 54.10 N -ATOM 22534 CA ILE C 934 139.915 144.027 194.210 1.00 54.10 C -ATOM 22535 C ILE C 934 139.609 142.975 193.147 1.00 54.10 C -ATOM 22536 O ILE C 934 139.579 143.279 191.947 1.00 54.10 O -ATOM 22537 CB ILE C 934 141.408 144.053 194.593 1.00 54.10 C -ATOM 22538 CG1 ILE C 934 141.682 145.226 195.531 1.00 54.10 C -ATOM 22539 CG2 ILE C 934 142.312 144.182 193.373 1.00 54.10 C -ATOM 22540 CD1 ILE C 934 143.100 145.280 196.022 1.00 54.10 C -ATOM 22541 N GLN C 935 139.362 141.730 193.571 1.00 63.98 N -ATOM 22542 CA GLN C 935 138.995 140.671 192.632 1.00 63.98 C -ATOM 22543 C GLN C 935 137.663 140.966 191.952 1.00 63.98 C -ATOM 22544 O GLN C 935 137.517 140.754 190.742 1.00 63.98 O -ATOM 22545 CB GLN C 935 138.926 139.327 193.354 1.00 63.98 C -ATOM 22546 CG GLN C 935 140.154 138.990 194.170 1.00 63.98 C -ATOM 22547 CD GLN C 935 139.851 137.986 195.261 1.00 63.98 C -ATOM 22548 OE1 GLN C 935 140.130 138.223 196.435 1.00 63.98 O -ATOM 22549 NE2 GLN C 935 139.266 136.857 194.878 1.00 63.98 N -ATOM 22550 N ASP C 936 136.690 141.473 192.716 1.00 69.10 N -ATOM 22551 CA ASP C 936 135.404 141.863 192.144 1.00 69.10 C -ATOM 22552 C ASP C 936 135.558 143.026 191.173 1.00 69.10 C -ATOM 22553 O ASP C 936 134.936 143.032 190.103 1.00 69.10 O -ATOM 22554 CB ASP C 936 134.426 142.229 193.259 1.00 69.10 C -ATOM 22555 CG ASP C 936 134.028 141.036 194.101 1.00 69.10 C -ATOM 22556 OD1 ASP C 936 134.016 139.907 193.567 1.00 69.10 O -ATOM 22557 OD2 ASP C 936 133.729 141.226 195.299 1.00 69.10 O1- -ATOM 22558 N SER C 937 136.394 144.011 191.527 1.00 64.38 N -ATOM 22559 CA SER C 937 136.621 145.156 190.646 1.00 64.38 C -ATOM 22560 C SER C 937 137.306 144.745 189.346 1.00 64.38 C -ATOM 22561 O SER C 937 136.929 145.215 188.265 1.00 64.38 O -ATOM 22562 CB SER C 937 137.450 146.217 191.370 1.00 64.38 C -ATOM 22563 OG SER C 937 137.932 147.192 190.462 1.00 64.38 O -ATOM 22564 N LEU C 938 138.294 143.851 189.427 1.00 63.01 N -ATOM 22565 CA LEU C 938 139.002 143.418 188.226 1.00 63.01 C -ATOM 22566 C LEU C 938 138.159 142.474 187.378 1.00 63.01 C -ATOM 22567 O LEU C 938 138.310 142.449 186.151 1.00 63.01 O -ATOM 22568 CB LEU C 938 140.326 142.754 188.604 1.00 63.01 C -ATOM 22569 CG LEU C 938 141.466 143.692 189.009 1.00 63.01 C -ATOM 22570 CD1 LEU C 938 142.721 142.902 189.339 1.00 63.01 C -ATOM 22571 CD2 LEU C 938 141.745 144.709 187.913 1.00 63.01 C -ATOM 22572 N SER C 939 137.274 141.691 188.001 1.00 70.90 N -ATOM 22573 CA SER C 939 136.403 140.813 187.228 1.00 70.90 C -ATOM 22574 C SER C 939 135.283 141.596 186.553 1.00 70.90 C -ATOM 22575 O SER C 939 134.881 141.267 185.431 1.00 70.90 O -ATOM 22576 CB SER C 939 135.830 139.717 188.125 1.00 70.90 C -ATOM 22577 OG SER C 939 136.855 138.866 188.606 1.00 70.90 O -ATOM 22578 N SER C 940 134.767 142.635 187.215 1.00 79.13 N -ATOM 22579 CA SER C 940 133.679 143.411 186.630 1.00 79.13 C -ATOM 22580 C SER C 940 134.192 144.399 185.589 1.00 79.13 C -ATOM 22581 O SER C 940 133.751 144.378 184.435 1.00 79.13 O -ATOM 22582 CB SER C 940 132.909 144.144 187.729 1.00 79.13 C -ATOM 22583 OG SER C 940 133.678 145.206 188.266 1.00 79.13 O -ATOM 22584 N THR C 941 135.123 145.270 185.974 1.00 73.89 N -ATOM 22585 CA THR C 941 135.632 146.313 185.091 1.00 73.89 C -ATOM 22586 C THR C 941 136.963 145.855 184.506 1.00 73.89 C -ATOM 22587 O THR C 941 137.951 145.708 185.232 1.00 73.89 O -ATOM 22588 CB THR C 941 135.791 147.633 185.843 1.00 73.89 C -ATOM 22589 OG1 THR C 941 134.589 147.920 186.568 1.00 73.89 O -ATOM 22590 CG2 THR C 941 136.069 148.767 184.869 1.00 73.89 C -ATOM 22591 N ALA C 942 136.984 145.629 183.195 1.00 72.95 N -ATOM 22592 CA ALA C 942 138.199 145.258 182.486 1.00 72.95 C -ATOM 22593 C ALA C 942 138.915 146.455 181.876 1.00 72.95 C -ATOM 22594 O ALA C 942 139.960 146.277 181.242 1.00 72.95 O -ATOM 22595 CB ALA C 942 137.881 144.235 181.390 1.00 72.95 C -ATOM 22596 N SER C 943 138.385 147.663 182.054 1.00 65.20 N -ATOM 22597 CA SER C 943 138.980 148.873 181.505 1.00 65.20 C -ATOM 22598 C SER C 943 139.980 149.519 182.455 1.00 65.20 C -ATOM 22599 O SER C 943 140.457 150.623 182.174 1.00 65.20 O -ATOM 22600 CB SER C 943 137.889 149.881 181.140 1.00 65.20 C -ATOM 22601 OG SER C 943 137.378 150.522 182.296 1.00 65.20 O -ATOM 22602 N ALA C 944 140.289 148.867 183.580 1.00 56.29 N -ATOM 22603 CA ALA C 944 141.291 149.400 184.496 1.00 56.29 C -ATOM 22604 C ALA C 944 142.690 149.314 183.898 1.00 56.29 C -ATOM 22605 O ALA C 944 143.519 150.206 184.113 1.00 56.29 O -ATOM 22606 CB ALA C 944 141.230 148.659 185.831 1.00 56.29 C -ATOM 22607 N LEU C 945 142.964 148.264 183.128 1.00 44.42 N -ATOM 22608 CA LEU C 945 144.273 148.059 182.505 1.00 44.42 C -ATOM 22609 C LEU C 945 144.368 148.756 181.150 1.00 44.42 C -ATOM 22610 O LEU C 945 144.731 148.154 180.134 1.00 44.42 O -ATOM 22611 CB LEU C 945 144.548 146.567 182.377 1.00 44.42 C -ATOM 22612 CG LEU C 945 144.489 145.814 183.705 1.00 44.42 C -ATOM 22613 CD1 LEU C 945 144.513 144.319 183.482 1.00 44.42 C -ATOM 22614 CD2 LEU C 945 145.638 146.238 184.593 1.00 44.42 C -ATOM 22615 N GLY C 946 144.047 150.053 181.150 1.00 48.07 N -ATOM 22616 CA GLY C 946 144.019 150.813 179.911 1.00 48.07 C -ATOM 22617 C GLY C 946 145.391 151.008 179.299 1.00 48.07 C -ATOM 22618 O GLY C 946 145.549 150.919 178.082 1.00 48.07 O -ATOM 22619 N LYS C 947 146.405 151.250 180.134 1.00 42.84 N -ATOM 22620 CA LYS C 947 147.758 151.459 179.623 1.00 42.84 C -ATOM 22621 C LYS C 947 148.351 150.169 179.064 1.00 42.84 C -ATOM 22622 O LYS C 947 148.996 150.179 178.005 1.00 42.84 O -ATOM 22623 CB LYS C 947 148.642 152.026 180.732 1.00 42.84 C -ATOM 22624 CG LYS C 947 147.890 152.905 181.718 1.00 42.84 C -ATOM 22625 CD LYS C 947 148.792 153.396 182.835 1.00 42.84 C -ATOM 22626 CE LYS C 947 148.001 154.175 183.873 1.00 42.84 C -ATOM 22627 NZ LYS C 947 148.859 154.636 184.998 1.00 42.84 N1+ -ATOM 22628 N LEU C 948 148.125 149.046 179.751 1.00 35.07 N -ATOM 22629 CA LEU C 948 148.646 147.771 179.273 1.00 35.07 C -ATOM 22630 C LEU C 948 147.885 147.277 178.050 1.00 35.07 C -ATOM 22631 O LEU C 948 148.445 146.541 177.231 1.00 35.07 O -ATOM 22632 CB LEU C 948 148.596 146.730 180.387 1.00 35.07 C -ATOM 22633 CG LEU C 948 149.094 147.194 181.754 1.00 35.07 C -ATOM 22634 CD1 LEU C 948 148.926 146.085 182.766 1.00 35.07 C -ATOM 22635 CD2 LEU C 948 150.544 147.635 181.683 1.00 35.07 C -ATOM 22636 N GLN C 949 146.613 147.659 177.911 1.00 40.91 N -ATOM 22637 CA GLN C 949 145.912 147.389 176.661 1.00 40.91 C -ATOM 22638 C GLN C 949 146.411 148.306 175.549 1.00 40.91 C -ATOM 22639 O GLN C 949 146.518 147.889 174.388 1.00 40.91 O -ATOM 22640 CB GLN C 949 144.406 147.550 176.864 1.00 40.91 C -ATOM 22641 CG GLN C 949 143.564 147.073 175.697 1.00 40.91 C -ATOM 22642 CD GLN C 949 143.836 145.626 175.344 1.00 40.91 C -ATOM 22643 OE1 GLN C 949 143.768 144.744 176.199 1.00 40.91 O -ATOM 22644 NE2 GLN C 949 144.147 145.374 174.078 1.00 40.91 N -ATOM 22645 N ASP C 950 146.748 149.553 175.896 1.00 46.14 N -ATOM 22646 CA ASP C 950 147.143 150.539 174.900 1.00 46.14 C -ATOM 22647 C ASP C 950 148.526 150.262 174.336 1.00 46.14 C -ATOM 22648 O ASP C 950 148.799 150.637 173.195 1.00 46.14 O -ATOM 22649 CB ASP C 950 147.099 151.942 175.503 1.00 46.14 C -ATOM 22650 CG ASP C 950 145.730 152.577 175.399 1.00 46.14 C -ATOM 22651 OD1 ASP C 950 144.818 151.938 174.835 1.00 46.14 O -ATOM 22652 OD2 ASP C 950 145.564 153.717 175.884 1.00 46.14 O1- -ATOM 22653 N VAL C 951 149.405 149.620 175.113 1.00 40.24 N -ATOM 22654 CA VAL C 951 150.720 149.231 174.593 1.00 40.24 C -ATOM 22655 C VAL C 951 150.569 148.226 173.451 1.00 40.24 C -ATOM 22656 O VAL C 951 151.143 148.397 172.362 1.00 40.24 O -ATOM 22657 CB VAL C 951 151.598 148.670 175.727 1.00 40.24 C -ATOM 22658 CG1 VAL C 951 152.824 147.966 175.167 1.00 40.24 C -ATOM 22659 CG2 VAL C 951 152.020 149.781 176.671 1.00 40.24 C -ATOM 22660 N VAL C 952 149.755 147.190 173.674 1.00 39.57 N -ATOM 22661 CA VAL C 952 149.498 146.174 172.657 1.00 39.57 C -ATOM 22662 C VAL C 952 148.752 146.776 171.471 1.00 39.57 C -ATOM 22663 O VAL C 952 149.055 146.465 170.311 1.00 39.57 O -ATOM 22664 CB VAL C 952 148.724 144.995 173.279 1.00 39.57 C -ATOM 22665 CG1 VAL C 952 148.508 143.883 172.261 1.00 39.57 C -ATOM 22666 CG2 VAL C 952 149.451 144.469 174.505 1.00 39.57 C -ATOM 22667 N ASN C 953 147.786 147.662 171.744 1.00 46.51 N -ATOM 22668 CA ASN C 953 147.027 148.307 170.674 1.00 46.51 C -ATOM 22669 C ASN C 953 147.907 149.215 169.821 1.00 46.51 C -ATOM 22670 O ASN C 953 147.771 149.235 168.594 1.00 46.51 O -ATOM 22671 CB ASN C 953 145.860 149.096 171.264 1.00 46.51 C -ATOM 22672 CG ASN C 953 144.720 148.204 171.706 1.00 46.51 C -ATOM 22673 OD1 ASN C 953 144.848 146.980 171.729 1.00 46.51 O -ATOM 22674 ND2 ASN C 953 143.596 148.813 172.061 1.00 46.51 N -ATOM 22675 N HIS C 954 148.829 149.954 170.449 1.00 44.09 N -ATOM 22676 CA HIS C 954 149.726 150.835 169.710 1.00 44.09 C -ATOM 22677 C HIS C 954 150.708 150.044 168.859 1.00 44.09 C -ATOM 22678 O HIS C 954 150.966 150.412 167.706 1.00 44.09 O -ATOM 22679 CB HIS C 954 150.483 151.747 170.674 1.00 44.09 C -ATOM 22680 CG HIS C 954 149.702 152.945 171.115 1.00 44.09 C -ATOM 22681 ND1 HIS C 954 148.926 153.687 170.251 1.00 44.09 N -ATOM 22682 CD2 HIS C 954 149.588 153.539 172.326 1.00 44.09 C -ATOM 22683 CE1 HIS C 954 148.361 154.680 170.913 1.00 44.09 C -ATOM 22684 NE2 HIS C 954 148.746 154.613 172.174 1.00 44.09 N -ATOM 22685 N ASN C 955 151.257 148.950 169.404 1.00 43.61 N -ATOM 22686 CA ASN C 955 152.175 148.122 168.622 1.00 43.61 C -ATOM 22687 C ASN C 955 151.465 147.448 167.451 1.00 43.61 C -ATOM 22688 O ASN C 955 152.000 147.414 166.332 1.00 43.61 O -ATOM 22689 CB ASN C 955 152.842 147.082 169.520 1.00 43.61 C -ATOM 22690 CG ASN C 955 153.721 147.710 170.585 1.00 43.61 C -ATOM 22691 OD1 ASN C 955 153.948 147.123 171.643 1.00 43.61 O -ATOM 22692 ND2 ASN C 955 154.224 148.908 170.309 1.00 43.61 N -ATOM 22693 N ALA C 956 150.246 146.942 167.680 1.00 39.85 N -ATOM 22694 CA ALA C 956 149.481 146.307 166.611 1.00 39.85 C -ATOM 22695 C ALA C 956 149.069 147.311 165.541 1.00 39.85 C -ATOM 22696 O ALA C 956 149.120 147.001 164.346 1.00 39.85 O -ATOM 22697 CB ALA C 956 148.253 145.607 167.192 1.00 39.85 C -ATOM 22698 N GLN C 957 148.675 148.523 165.950 1.00 45.57 N -ATOM 22699 CA GLN C 957 148.297 149.559 164.994 1.00 45.57 C -ATOM 22700 C GLN C 957 149.491 150.025 164.169 1.00 45.57 C -ATOM 22701 O GLN C 957 149.365 150.233 162.955 1.00 45.57 O -ATOM 22702 CB GLN C 957 147.663 150.735 165.737 1.00 45.57 C -ATOM 22703 CG GLN C 957 147.229 151.886 164.850 1.00 45.57 C -ATOM 22704 CD GLN C 957 146.433 152.929 165.606 1.00 45.57 C -ATOM 22705 OE1 GLN C 957 146.725 153.229 166.763 1.00 45.57 O -ATOM 22706 NE2 GLN C 957 145.420 153.486 164.954 1.00 45.57 N -ATOM 22707 N ALA C 958 150.658 150.181 164.808 1.00 39.70 N -ATOM 22708 CA ALA C 958 151.859 150.588 164.085 1.00 39.70 C -ATOM 22709 C ALA C 958 152.299 149.526 163.084 1.00 39.70 C -ATOM 22710 O ALA C 958 152.650 149.850 161.941 1.00 39.70 O -ATOM 22711 CB ALA C 958 152.984 150.897 165.072 1.00 39.70 C -ATOM 22712 N LEU C 959 152.254 148.247 163.485 1.00 42.26 N -ATOM 22713 CA LEU C 959 152.604 147.169 162.561 1.00 42.26 C -ATOM 22714 C LEU C 959 151.600 147.053 161.418 1.00 42.26 C -ATOM 22715 O LEU C 959 151.994 146.825 160.267 1.00 42.26 O -ATOM 22716 CB LEU C 959 152.714 145.845 163.314 1.00 42.26 C -ATOM 22717 CG LEU C 959 154.014 145.643 164.092 1.00 42.26 C -ATOM 22718 CD1 LEU C 959 154.019 144.302 164.806 1.00 42.26 C -ATOM 22719 CD2 LEU C 959 155.204 145.757 163.155 1.00 42.26 C -ATOM 22720 N ASN C 960 150.304 147.224 161.712 1.00 48.98 N -ATOM 22721 CA ASN C 960 149.281 147.152 160.672 1.00 48.98 C -ATOM 22722 C ASN C 960 149.423 148.287 159.666 1.00 48.98 C -ATOM 22723 O ASN C 960 149.276 148.071 158.457 1.00 48.98 O -ATOM 22724 CB ASN C 960 147.889 147.170 161.300 1.00 48.98 C -ATOM 22725 CG ASN C 960 147.419 145.793 161.713 1.00 48.98 C -ATOM 22726 OD1 ASN C 960 148.041 144.786 161.376 1.00 48.98 O -ATOM 22727 ND2 ASN C 960 146.312 145.739 162.444 1.00 48.98 N -ATOM 22728 N THR C 961 149.725 149.498 160.143 1.00 44.61 N -ATOM 22729 CA THR C 961 149.917 150.622 159.232 1.00 44.61 C -ATOM 22730 C THR C 961 151.186 150.451 158.400 1.00 44.61 C -ATOM 22731 O THR C 961 151.198 150.782 157.205 1.00 44.61 O -ATOM 22732 CB THR C 961 149.952 151.931 160.019 1.00 44.61 C -ATOM 22733 OG1 THR C 961 148.891 151.932 160.982 1.00 44.61 O -ATOM 22734 CG2 THR C 961 149.752 153.110 159.088 1.00 44.61 C -ATOM 22735 N LEU C 962 152.252 149.909 159.007 1.00 41.77 N -ATOM 22736 CA LEU C 962 153.493 149.669 158.272 1.00 41.77 C -ATOM 22737 C LEU C 962 153.312 148.615 157.184 1.00 41.77 C -ATOM 22738 O LEU C 962 153.903 148.725 156.102 1.00 41.77 O -ATOM 22739 CB LEU C 962 154.605 149.254 159.236 1.00 41.77 C -ATOM 22740 CG LEU C 962 155.998 149.068 158.630 1.00 41.77 C -ATOM 22741 CD1 LEU C 962 156.565 150.395 158.150 1.00 41.77 C -ATOM 22742 CD2 LEU C 962 156.931 148.405 159.623 1.00 41.77 C -ATOM 22743 N VAL C 963 152.516 147.576 157.452 1.00 45.61 N -ATOM 22744 CA VAL C 963 152.243 146.591 156.407 1.00 45.61 C -ATOM 22745 C VAL C 963 151.324 147.173 155.335 1.00 45.61 C -ATOM 22746 O VAL C 963 151.571 147.004 154.135 1.00 45.61 O -ATOM 22747 CB VAL C 963 151.677 145.295 157.015 1.00 45.61 C -ATOM 22748 CG1 VAL C 963 151.325 144.304 155.932 1.00 45.61 C -ATOM 22749 CG2 VAL C 963 152.703 144.669 157.916 1.00 45.61 C -ATOM 22750 N LYS C 964 150.276 147.901 155.737 1.00 52.57 N -ATOM 22751 CA LYS C 964 149.320 148.424 154.764 1.00 52.57 C -ATOM 22752 C LYS C 964 149.857 149.600 153.956 1.00 52.57 C -ATOM 22753 O LYS C 964 149.199 150.012 152.995 1.00 52.57 O -ATOM 22754 CB LYS C 964 148.020 148.826 155.461 1.00 52.57 C -ATOM 22755 CG LYS C 964 147.033 147.677 155.595 1.00 52.57 C -ATOM 22756 CD LYS C 964 145.601 148.163 155.742 1.00 52.57 C -ATOM 22757 CE LYS C 964 144.657 146.991 155.973 1.00 52.57 C -ATOM 22758 NZ LYS C 964 143.230 147.411 156.026 1.00 52.57 N1+ -ATOM 22759 N GLN C 965 151.025 150.148 154.304 1.00 55.00 N -ATOM 22760 CA GLN C 965 151.669 151.108 153.413 1.00 55.00 C -ATOM 22761 C GLN C 965 152.316 150.460 152.190 1.00 55.00 C -ATOM 22762 O GLN C 965 152.780 151.190 151.307 1.00 55.00 O -ATOM 22763 CB GLN C 965 152.720 151.920 154.172 1.00 55.00 C -ATOM 22764 CG GLN C 965 152.151 153.063 154.993 1.00 55.00 C -ATOM 22765 CD GLN C 965 152.084 154.360 154.211 1.00 55.00 C -ATOM 22766 OE1 GLN C 965 151.004 154.822 153.842 1.00 55.00 O -ATOM 22767 NE2 GLN C 965 153.242 154.952 153.951 1.00 55.00 N -ATOM 22768 N LEU C 966 152.374 149.125 152.119 1.00 54.04 N -ATOM 22769 CA LEU C 966 152.977 148.457 150.966 1.00 54.04 C -ATOM 22770 C LEU C 966 152.121 148.603 149.713 1.00 54.04 C -ATOM 22771 O LEU C 966 152.653 148.735 148.605 1.00 54.04 O -ATOM 22772 CB LEU C 966 153.202 146.977 151.269 1.00 54.04 C -ATOM 22773 CG LEU C 966 154.486 146.577 151.991 1.00 54.04 C -ATOM 22774 CD1 LEU C 966 154.474 145.090 152.291 1.00 54.04 C -ATOM 22775 CD2 LEU C 966 155.697 146.941 151.155 1.00 54.04 C -ATOM 22776 N SER C 967 150.797 148.579 149.864 1.00 63.32 N -ATOM 22777 CA SER C 967 149.899 148.573 148.715 1.00 63.32 C -ATOM 22778 C SER C 967 149.737 149.943 148.068 1.00 63.32 C -ATOM 22779 O SER C 967 149.100 150.035 147.013 1.00 63.32 O -ATOM 22780 CB SER C 967 148.525 148.039 149.123 1.00 63.32 C -ATOM 22781 OG SER C 967 147.700 149.081 149.614 1.00 63.32 O -ATOM 22782 N SER C 968 150.279 150.998 148.668 1.00 70.31 N -ATOM 22783 CA SER C 968 150.206 152.321 148.068 1.00 70.31 C -ATOM 22784 C SER C 968 151.131 152.416 146.860 1.00 70.31 C -ATOM 22785 O SER C 968 152.152 151.728 146.774 1.00 70.31 O -ATOM 22786 CB SER C 968 150.570 153.393 149.094 1.00 70.31 C -ATOM 22787 OG SER C 968 149.548 153.534 150.065 1.00 70.31 O -ATOM 22788 N LYS C 969 150.762 153.283 145.919 1.00 85.31 N -ATOM 22789 CA LYS C 969 151.505 153.417 144.675 1.00 85.31 C -ATOM 22790 C LYS C 969 152.579 154.494 144.726 1.00 85.31 C -ATOM 22791 O LYS C 969 153.535 154.417 143.945 1.00 85.31 O -ATOM 22792 CB LYS C 969 150.546 153.713 143.518 1.00 85.31 C -ATOM 22793 CG LYS C 969 149.333 152.801 143.477 1.00 85.31 C -ATOM 22794 CD LYS C 969 148.462 153.091 142.267 1.00 85.31 C -ATOM 22795 CE LYS C 969 147.177 152.282 142.310 1.00 85.31 C -ATOM 22796 NZ LYS C 969 146.404 152.402 141.043 1.00 85.31 N1+ -ATOM 22797 N PHE C 970 152.430 155.485 145.617 1.00 79.50 N -ATOM 22798 CA PHE C 970 153.375 156.596 145.813 1.00 79.50 C -ATOM 22799 C PHE C 970 153.624 157.388 144.530 1.00 79.50 C -ATOM 22800 O PHE C 970 154.734 157.868 144.292 1.00 79.50 O -ATOM 22801 CB PHE C 970 154.707 156.115 146.402 1.00 79.50 C -ATOM 22802 CG PHE C 970 154.587 155.519 147.773 1.00 79.50 C -ATOM 22803 CD1 PHE C 970 154.465 156.334 148.888 1.00 79.50 C -ATOM 22804 CD2 PHE C 970 154.605 154.145 147.948 1.00 79.50 C -ATOM 22805 CE1 PHE C 970 154.359 155.787 150.153 1.00 79.50 C -ATOM 22806 CE2 PHE C 970 154.500 153.591 149.210 1.00 79.50 C -ATOM 22807 CZ PHE C 970 154.376 154.414 150.314 1.00 79.50 C -ATOM 22808 N GLY C 971 152.597 157.533 143.696 1.00 96.34 N -ATOM 22809 CA GLY C 971 152.733 158.236 142.440 1.00 96.34 C -ATOM 22810 C GLY C 971 153.241 157.406 141.281 1.00 96.34 C -ATOM 22811 O GLY C 971 153.344 157.933 140.166 1.00 96.34 O -ATOM 22812 N ALA C 972 153.562 156.134 141.499 1.00104.84 N -ATOM 22813 CA ALA C 972 153.992 155.266 140.415 1.00104.84 C -ATOM 22814 C ALA C 972 152.775 154.660 139.718 1.00104.84 C -ATOM 22815 O ALA C 972 151.623 154.940 140.060 1.00104.84 O -ATOM 22816 CB ALA C 972 154.933 154.183 140.936 1.00104.84 C -ATOM 22817 N ILE C 973 153.032 153.810 138.724 1.00122.48 N -ATOM 22818 CA ILE C 973 151.936 153.273 137.926 1.00122.48 C -ATOM 22819 C ILE C 973 151.291 152.061 138.605 1.00122.48 C -ATOM 22820 O ILE C 973 150.096 151.802 138.415 1.00122.48 O -ATOM 22821 CB ILE C 973 152.433 152.966 136.495 1.00122.48 C -ATOM 22822 CG1 ILE C 973 151.263 152.702 135.540 1.00122.48 C -ATOM 22823 CG2 ILE C 973 153.442 151.816 136.472 1.00122.48 C -ATOM 22824 CD1 ILE C 973 150.384 153.909 135.306 1.00122.48 C -ATOM 22825 N SER C 974 152.034 151.330 139.436 1.00129.06 N -ATOM 22826 CA SER C 974 151.499 150.132 140.065 1.00129.06 C -ATOM 22827 C SER C 974 152.245 149.860 141.362 1.00129.06 C -ATOM 22828 O SER C 974 153.373 150.316 141.563 1.00129.06 O -ATOM 22829 CB SER C 974 151.594 148.918 139.132 1.00129.06 C -ATOM 22830 OG SER C 974 150.999 147.774 139.720 1.00129.06 O -ATOM 22831 N SER C 975 151.594 149.103 142.242 1.00122.59 N -ATOM 22832 CA SER C 975 152.176 148.702 143.515 1.00122.59 C -ATOM 22833 C SER C 975 152.869 147.347 143.450 1.00122.59 C -ATOM 22834 O SER C 975 153.421 146.901 144.461 1.00122.59 O -ATOM 22835 CB SER C 975 151.097 148.676 144.601 1.00122.59 C -ATOM 22836 OG SER C 975 149.978 147.912 144.187 1.00122.59 O -ATOM 22837 N VAL C 976 152.853 146.685 142.296 1.00145.38 N -ATOM 22838 CA VAL C 976 153.502 145.393 142.105 1.00145.38 C -ATOM 22839 C VAL C 976 154.696 145.598 141.184 1.00145.38 C -ATOM 22840 O VAL C 976 154.569 146.216 140.121 1.00145.38 O -ATOM 22841 CB VAL C 976 152.529 144.350 141.529 1.00145.38 C -ATOM 22842 CG1 VAL C 976 153.169 142.971 141.523 1.00145.38 C -ATOM 22843 CG2 VAL C 976 151.235 144.336 142.326 1.00145.38 C -ATOM 22844 N LEU C 977 155.855 145.079 141.596 1.00156.84 N -ATOM 22845 CA LEU C 977 157.092 145.330 140.863 1.00156.84 C -ATOM 22846 C LEU C 977 157.151 144.550 139.556 1.00156.84 C -ATOM 22847 O LEU C 977 157.772 145.011 138.589 1.00156.84 O -ATOM 22848 CB LEU C 977 158.299 144.980 141.735 1.00156.84 C -ATOM 22849 CG LEU C 977 158.781 146.007 142.764 1.00156.84 C -ATOM 22850 CD1 LEU C 977 157.975 145.958 144.057 1.00156.84 C -ATOM 22851 CD2 LEU C 977 160.256 145.803 143.045 1.00156.84 C -ATOM 22852 N ASN C 978 156.517 143.373 139.510 1.00172.04 N -ATOM 22853 CA ASN C 978 156.545 142.549 138.306 1.00172.04 C -ATOM 22854 C ASN C 978 155.767 143.189 137.164 1.00172.04 C -ATOM 22855 O ASN C 978 156.177 143.077 136.003 1.00172.04 O -ATOM 22856 CB ASN C 978 155.992 141.158 138.610 1.00172.04 C -ATOM 22857 CG ASN C 978 156.954 140.314 139.422 1.00172.04 C -ATOM 22858 OD1 ASN C 978 158.139 140.629 139.524 1.00172.04 O -ATOM 22859 ND2 ASN C 978 156.446 139.236 140.007 1.00172.04 N -ATOM 22860 N ASP C 979 154.659 143.868 137.474 1.00176.13 N -ATOM 22861 CA ASP C 979 153.900 144.580 136.449 1.00176.13 C -ATOM 22862 C ASP C 979 154.703 145.736 135.864 1.00176.13 C -ATOM 22863 O ASP C 979 154.661 145.975 134.652 1.00176.13 O -ATOM 22864 CB ASP C 979 152.581 145.086 137.030 1.00176.13 C -ATOM 22865 CG ASP C 979 151.690 143.962 137.518 1.00176.13 C -ATOM 22866 OD1 ASP C 979 152.060 142.784 137.330 1.00176.13 O -ATOM 22867 OD2 ASP C 979 150.620 144.256 138.090 1.00176.13 O1- -ATOM 22868 N ILE C 980 155.445 146.456 136.711 1.00171.53 N -ATOM 22869 CA ILE C 980 156.284 147.551 136.233 1.00171.53 C -ATOM 22870 C ILE C 980 157.438 147.017 135.392 1.00171.53 C -ATOM 22871 O ILE C 980 157.785 147.592 134.354 1.00171.53 O -ATOM 22872 CB ILE C 980 156.784 148.393 137.422 1.00171.53 C -ATOM 22873 CG1 ILE C 980 155.607 148.805 138.311 1.00171.53 C -ATOM 22874 CG2 ILE C 980 157.546 149.621 136.931 1.00171.53 C -ATOM 22875 CD1 ILE C 980 155.967 149.787 139.411 1.00171.53 C -ATOM 22876 N PHE C 981 158.035 145.900 135.805 1.00176.01 N -ATOM 22877 CA PHE C 981 159.182 145.378 135.074 1.00176.01 C -ATOM 22878 C PHE C 981 158.798 144.547 133.855 1.00176.01 C -ATOM 22879 O PHE C 981 159.677 144.230 133.046 1.00176.01 O -ATOM 22880 CB PHE C 981 160.069 144.558 136.011 1.00176.01 C -ATOM 22881 CG PHE C 981 161.087 145.385 136.736 1.00176.01 C -ATOM 22882 CD1 PHE C 981 161.908 146.256 136.036 1.00176.01 C -ATOM 22883 CD2 PHE C 981 161.209 145.310 138.114 1.00176.01 C -ATOM 22884 CE1 PHE C 981 162.843 147.030 136.695 1.00176.01 C -ATOM 22885 CE2 PHE C 981 162.143 146.082 138.781 1.00176.01 C -ATOM 22886 CZ PHE C 981 162.959 146.945 138.068 1.00176.01 C -ATOM 22887 N SER C 982 157.525 144.185 133.698 1.00182.98 N -ATOM 22888 CA SER C 982 157.086 143.469 132.506 1.00182.98 C -ATOM 22889 C SER C 982 156.336 144.344 131.512 1.00182.98 C -ATOM 22890 O SER C 982 156.398 144.080 130.307 1.00182.98 O -ATOM 22891 CB SER C 982 156.198 142.283 132.897 1.00182.98 C -ATOM 22892 OG SER C 982 154.916 142.720 133.314 1.00182.98 O -ATOM 22893 N ARG C 983 155.631 145.377 131.976 1.00181.01 N -ATOM 22894 CA ARG C 983 154.838 146.233 131.104 1.00181.01 C -ATOM 22895 C ARG C 983 155.551 147.518 130.702 1.00181.01 C -ATOM 22896 O ARG C 983 154.968 148.326 129.973 1.00181.01 O -ATOM 22897 CB ARG C 983 153.509 146.585 131.782 1.00181.01 C -ATOM 22898 CG ARG C 983 152.621 145.393 132.113 1.00181.01 C -ATOM 22899 CD ARG C 983 151.161 145.811 132.233 1.00181.01 C -ATOM 22900 NE ARG C 983 150.894 146.514 133.484 1.00181.01 N -ATOM 22901 CZ ARG C 983 150.741 147.828 133.592 1.00181.01 C -ATOM 22902 NH1 ARG C 983 150.821 148.622 132.537 1.00181.01 N1+ -ATOM 22903 NH2 ARG C 983 150.503 148.357 134.788 1.00181.01 N -ATOM 22904 N LEU C 984 156.788 147.732 131.148 1.00184.33 N -ATOM 22905 CA LEU C 984 157.479 148.988 130.900 1.00184.33 C -ATOM 22906 C LEU C 984 158.955 148.715 130.646 1.00184.33 C -ATOM 22907 O LEU C 984 159.518 147.741 131.153 1.00184.33 O -ATOM 22908 CB LEU C 984 157.301 149.953 132.087 1.00184.33 C -ATOM 22909 CG LEU C 984 157.725 151.418 131.959 1.00184.33 C -ATOM 22910 CD1 LEU C 984 156.906 152.108 130.881 1.00184.33 C -ATOM 22911 CD2 LEU C 984 157.583 152.141 133.290 1.00184.33 C -ATOM 22912 N ASP C 985 159.575 149.582 129.848 1.00189.63 N -ATOM 22913 CA ASP C 985 161.000 149.478 129.580 1.00189.63 C -ATOM 22914 C ASP C 985 161.813 149.885 130.807 1.00189.63 C -ATOM 22915 O ASP C 985 161.329 150.573 131.713 1.00189.63 O -ATOM 22916 CB ASP C 985 161.389 150.342 128.382 1.00189.63 C -ATOM 22917 CG ASP C 985 160.849 151.751 128.486 1.00189.63 C -ATOM 22918 OD1 ASP C 985 159.850 151.942 129.207 1.00189.63 O -ATOM 22919 OD2 ASP C 985 161.418 152.663 127.850 1.00189.63 O1- -ATOM 22920 N LYS C 986 163.080 149.461 130.807 1.00188.07 N -ATOM 22921 CA LYS C 986 163.918 149.555 131.998 1.00188.07 C -ATOM 22922 C LYS C 986 164.308 150.992 132.329 1.00188.07 C -ATOM 22923 O LYS C 986 164.389 151.346 133.511 1.00188.07 O -ATOM 22924 CB LYS C 986 165.170 148.696 131.815 1.00188.07 C -ATOM 22925 CG LYS C 986 164.879 147.248 131.451 1.00188.07 C -ATOM 22926 CD LYS C 986 166.155 146.484 131.133 1.00188.07 C -ATOM 22927 CE LYS C 986 165.847 145.153 130.464 1.00188.07 C -ATOM 22928 NZ LYS C 986 167.076 144.463 129.984 1.00188.07 N1+ -ATOM 22929 N VAL C 987 164.513 151.840 131.314 1.00189.10 N -ATOM 22930 CA VAL C 987 165.148 153.141 131.530 1.00189.10 C -ATOM 22931 C VAL C 987 164.261 154.169 132.222 1.00189.10 C -ATOM 22932 O VAL C 987 164.775 155.207 132.657 1.00189.10 O -ATOM 22933 CB VAL C 987 165.683 153.697 130.197 1.00189.10 C -ATOM 22934 CG1 VAL C 987 166.821 152.826 129.688 1.00189.10 C -ATOM 22935 CG2 VAL C 987 164.585 153.754 129.160 1.00189.10 C -ATOM 22936 N GLU C 988 162.949 153.929 132.343 1.00185.09 N -ATOM 22937 CA GLU C 988 162.148 154.652 133.326 1.00185.09 C -ATOM 22938 C GLU C 988 161.347 153.731 134.239 1.00185.09 C -ATOM 22939 O GLU C 988 160.741 154.215 135.209 1.00185.09 O -ATOM 22940 CB GLU C 988 161.207 155.680 132.665 1.00185.09 C -ATOM 22941 CG GLU C 988 160.039 155.157 131.833 1.00185.09 C -ATOM 22942 CD GLU C 988 160.409 154.851 130.394 1.00185.09 C -ATOM 22943 OE1 GLU C 988 161.609 154.747 130.084 1.00185.09 O -ATOM 22944 OE2 GLU C 988 159.487 154.761 129.557 1.00185.09 O1- -ATOM 22945 N ALA C 989 161.360 152.416 133.988 1.00174.09 N -ATOM 22946 CA ALA C 989 160.921 151.469 135.005 1.00174.09 C -ATOM 22947 C ALA C 989 161.804 151.548 136.243 1.00174.09 C -ATOM 22948 O ALA C 989 161.315 151.366 137.363 1.00174.09 O -ATOM 22949 CB ALA C 989 160.918 150.050 134.438 1.00174.09 C -ATOM 22950 N GLU C 990 163.096 151.845 136.057 1.00163.04 N -ATOM 22951 CA GLU C 990 163.985 152.102 137.185 1.00163.04 C -ATOM 22952 C GLU C 990 163.551 153.337 137.967 1.00163.04 C -ATOM 22953 O GLU C 990 163.659 153.365 139.195 1.00163.04 O -ATOM 22954 CB GLU C 990 165.423 152.261 136.691 1.00163.04 C -ATOM 22955 CG GLU C 990 166.127 150.948 136.397 1.00163.04 C -ATOM 22956 CD GLU C 990 167.256 151.105 135.398 1.00163.04 C -ATOM 22957 OE1 GLU C 990 167.460 152.233 134.902 1.00163.04 O -ATOM 22958 OE2 GLU C 990 167.938 150.100 135.107 1.00163.04 O1- -ATOM 22959 N VAL C 991 163.028 154.354 137.276 1.00148.21 N -ATOM 22960 CA VAL C 991 162.545 155.556 137.956 1.00148.21 C -ATOM 22961 C VAL C 991 161.269 155.262 138.743 1.00148.21 C -ATOM 22962 O VAL C 991 161.083 155.762 139.862 1.00148.21 O -ATOM 22963 CB VAL C 991 162.339 156.692 136.937 1.00148.21 C -ATOM 22964 CG1 VAL C 991 162.041 158.006 137.644 1.00148.21 C -ATOM 22965 CG2 VAL C 991 163.567 156.834 136.053 1.00148.21 C -ATOM 22966 N GLN C 992 160.371 154.450 138.171 1.00135.42 N -ATOM 22967 CA GLN C 992 159.155 154.062 138.892 1.00135.42 C -ATOM 22968 C GLN C 992 159.477 153.217 140.127 1.00135.42 C -ATOM 22969 O GLN C 992 158.896 153.418 141.207 1.00135.42 O -ATOM 22970 CB GLN C 992 158.210 153.306 137.959 1.00135.42 C -ATOM 22971 CG GLN C 992 157.793 154.091 136.726 1.00135.42 C -ATOM 22972 CD GLN C 992 156.515 154.877 136.937 1.00135.42 C -ATOM 22973 OE1 GLN C 992 155.502 154.333 137.373 1.00135.42 O -ATOM 22974 NE2 GLN C 992 156.557 156.167 136.624 1.00135.42 N -ATOM 22975 N ILE C 993 160.420 152.280 139.988 1.00126.62 N -ATOM 22976 CA ILE C 993 160.876 151.481 141.121 1.00126.62 C -ATOM 22977 C ILE C 993 161.594 152.358 142.145 1.00126.62 C -ATOM 22978 O ILE C 993 161.484 152.125 143.353 1.00126.62 O -ATOM 22979 CB ILE C 993 161.744 150.314 140.599 1.00126.62 C -ATOM 22980 CG1 ILE C 993 160.875 149.312 139.831 1.00126.62 C -ATOM 22981 CG2 ILE C 993 162.468 149.569 141.713 1.00126.62 C -ATOM 22982 CD1 ILE C 993 159.593 148.912 140.533 1.00126.62 C -ATOM 22983 N ASP C 994 162.290 153.406 141.688 1.00107.26 N -ATOM 22984 CA ASP C 994 162.911 154.370 142.593 1.00107.26 C -ATOM 22985 C ASP C 994 161.865 155.127 143.406 1.00107.26 C -ATOM 22986 O ASP C 994 162.065 155.377 144.601 1.00107.26 O -ATOM 22987 CB ASP C 994 163.773 155.343 141.786 1.00107.26 C -ATOM 22988 CG ASP C 994 164.777 156.090 142.641 1.00107.26 C -ATOM 22989 OD1 ASP C 994 164.876 155.798 143.849 1.00107.26 O -ATOM 22990 OD2 ASP C 994 165.468 156.978 142.099 1.00107.26 O1- -ATOM 22991 N ARG C 995 160.744 155.490 142.771 1.00101.89 N -ATOM 22992 CA ARG C 995 159.636 156.126 143.485 1.00101.89 C -ATOM 22993 C ARG C 995 159.057 155.201 144.554 1.00101.89 C -ATOM 22994 O ARG C 995 158.812 155.623 145.695 1.00101.89 O -ATOM 22995 CB ARG C 995 158.542 156.535 142.498 1.00101.89 C -ATOM 22996 CG ARG C 995 158.734 157.889 141.837 1.00101.89 C -ATOM 22997 CD ARG C 995 157.508 158.248 141.008 1.00101.89 C -ATOM 22998 NE ARG C 995 157.608 159.570 140.400 1.00101.89 N -ATOM 22999 CZ ARG C 995 156.716 160.073 139.557 1.00101.89 C -ATOM 23000 NH1 ARG C 995 155.642 159.389 139.198 1.00101.89 N1+ -ATOM 23001 NH2 ARG C 995 156.907 161.293 139.062 1.00101.89 N -ATOM 23002 N LEU C 996 158.850 153.926 144.198 1.00 84.49 N -ATOM 23003 CA LEU C 996 158.326 152.951 145.160 1.00 84.49 C -ATOM 23004 C LEU C 996 159.299 152.711 146.314 1.00 84.49 C -ATOM 23005 O LEU C 996 158.880 152.602 147.477 1.00 84.49 O -ATOM 23006 CB LEU C 996 158.011 151.634 144.451 1.00 84.49 C -ATOM 23007 CG LEU C 996 156.653 151.526 143.757 1.00 84.49 C -ATOM 23008 CD1 LEU C 996 156.469 150.137 143.171 1.00 84.49 C -ATOM 23009 CD2 LEU C 996 155.534 151.848 144.728 1.00 84.49 C -ATOM 23010 N ILE C 997 160.598 152.638 146.005 1.00 79.97 N -ATOM 23011 CA ILE C 997 161.637 152.432 147.011 1.00 79.97 C -ATOM 23012 C ILE C 997 161.693 153.613 147.972 1.00 79.97 C -ATOM 23013 O ILE C 997 161.785 153.431 149.194 1.00 79.97 O -ATOM 23014 CB ILE C 997 162.992 152.187 146.314 1.00 79.97 C -ATOM 23015 CG1 ILE C 997 163.107 150.736 145.848 1.00 79.97 C -ATOM 23016 CG2 ILE C 997 164.177 152.538 147.208 1.00 79.97 C -ATOM 23017 CD1 ILE C 997 164.311 150.486 144.968 1.00 79.97 C -ATOM 23018 N THR C 998 161.609 154.838 147.436 1.00 72.17 N -ATOM 23019 CA THR C 998 161.628 156.037 148.269 1.00 72.17 C -ATOM 23020 C THR C 998 160.410 156.103 149.185 1.00 72.17 C -ATOM 23021 O THR C 998 160.541 156.434 150.373 1.00 72.17 O -ATOM 23022 CB THR C 998 161.705 157.281 147.384 1.00 72.17 C -ATOM 23023 OG1 THR C 998 162.787 157.139 146.456 1.00 72.17 O -ATOM 23024 CG2 THR C 998 161.938 158.527 148.223 1.00 72.17 C -ATOM 23025 N GLY C 999 159.229 155.750 148.665 1.00 64.59 N -ATOM 23026 CA GLY C 999 158.034 155.740 149.501 1.00 64.59 C -ATOM 23027 C GLY C 999 158.082 154.707 150.615 1.00 64.59 C -ATOM 23028 O GLY C 999 157.742 155.006 151.769 1.00 64.59 O -ATOM 23029 N ARG C1000 158.536 153.488 150.299 1.00 57.77 N -ATOM 23030 CA ARG C1000 158.613 152.447 151.322 1.00 57.77 C -ATOM 23031 C ARG C1000 159.703 152.737 152.352 1.00 57.77 C -ATOM 23032 O ARG C1000 159.519 152.449 153.544 1.00 57.77 O -ATOM 23033 CB ARG C1000 158.824 151.086 150.660 1.00 57.77 C -ATOM 23034 CG ARG C1000 157.587 150.590 149.924 1.00 57.77 C -ATOM 23035 CD ARG C1000 157.840 149.315 149.139 1.00 57.77 C -ATOM 23036 NE ARG C1000 156.694 148.970 148.305 1.00 57.77 N -ATOM 23037 CZ ARG C1000 156.646 147.931 147.484 1.00 57.77 C -ATOM 23038 NH1 ARG C1000 157.670 147.103 147.358 1.00 57.77 N1+ -ATOM 23039 NH2 ARG C1000 155.543 147.715 146.773 1.00 57.77 N -ATOM 23040 N LEU C1001 160.819 153.337 151.924 1.00 50.06 N -ATOM 23041 CA LEU C1001 161.865 153.731 152.863 1.00 50.06 C -ATOM 23042 C LEU C1001 161.398 154.856 153.780 1.00 50.06 C -ATOM 23043 O LEU C1001 161.746 154.876 154.968 1.00 50.06 O -ATOM 23044 CB LEU C1001 163.121 154.144 152.096 1.00 50.06 C -ATOM 23045 CG LEU C1001 164.385 154.404 152.915 1.00 50.06 C -ATOM 23046 CD1 LEU C1001 164.826 153.142 153.636 1.00 50.06 C -ATOM 23047 CD2 LEU C1001 165.495 154.927 152.020 1.00 50.06 C -ATOM 23048 N GLN C1002 160.604 155.794 153.249 1.00 53.26 N -ATOM 23049 CA GLN C1002 160.036 156.853 154.081 1.00 53.26 C -ATOM 23050 C GLN C1002 159.065 156.290 155.114 1.00 53.26 C -ATOM 23051 O GLN C1002 159.053 156.735 156.272 1.00 53.26 O -ATOM 23052 CB GLN C1002 159.341 157.889 153.197 1.00 53.26 C -ATOM 23053 CG GLN C1002 158.823 159.105 153.943 1.00 53.26 C -ATOM 23054 CD GLN C1002 159.906 160.133 154.205 1.00 53.26 C -ATOM 23055 OE1 GLN C1002 160.992 160.068 153.631 1.00 53.26 O -ATOM 23056 NE2 GLN C1002 159.613 161.092 155.076 1.00 53.26 N -ATOM 23057 N SER C1003 158.254 155.302 154.713 1.00 43.05 N -ATOM 23058 CA SER C1003 157.347 154.647 155.657 1.00 43.05 C -ATOM 23059 C SER C1003 158.110 153.916 156.760 1.00 43.05 C -ATOM 23060 O SER C1003 157.737 153.992 157.943 1.00 43.05 O -ATOM 23061 CB SER C1003 156.431 153.678 154.910 1.00 43.05 C -ATOM 23062 OG SER C1003 155.517 153.058 155.796 1.00 43.05 O -ATOM 23063 N LEU C1004 159.192 153.220 156.390 1.00 36.11 N -ATOM 23064 CA LEU C1004 160.020 152.528 157.377 1.00 36.11 C -ATOM 23065 C LEU C1004 160.687 153.504 158.342 1.00 36.11 C -ATOM 23066 O LEU C1004 160.757 153.242 159.551 1.00 36.11 O -ATOM 23067 CB LEU C1004 161.071 151.677 156.666 1.00 36.11 C -ATOM 23068 CG LEU C1004 161.486 150.375 157.350 1.00 36.11 C -ATOM 23069 CD1 LEU C1004 160.269 149.555 157.729 1.00 36.11 C -ATOM 23070 CD2 LEU C1004 162.406 149.579 156.443 1.00 36.11 C -ATOM 23071 N GLN C1005 161.172 154.639 157.826 1.00 44.81 N -ATOM 23072 CA GLN C1005 161.797 155.655 158.671 1.00 44.81 C -ATOM 23073 C GLN C1005 160.799 156.268 159.649 1.00 44.81 C -ATOM 23074 O GLN C1005 161.136 156.509 160.818 1.00 44.81 O -ATOM 23075 CB GLN C1005 162.427 156.737 157.795 1.00 44.81 C -ATOM 23076 CG GLN C1005 163.149 157.828 158.562 1.00 44.81 C -ATOM 23077 CD GLN C1005 164.355 157.308 159.314 1.00 44.81 C -ATOM 23078 OE1 GLN C1005 165.247 156.693 158.731 1.00 44.81 O -ATOM 23079 NE2 GLN C1005 164.388 157.551 160.619 1.00 44.81 N -ATOM 23080 N THR C1006 159.567 156.520 159.187 1.00 36.41 N -ATOM 23081 CA THR C1006 158.524 157.044 160.068 1.00 36.41 C -ATOM 23082 C THR C1006 158.182 156.052 161.178 1.00 36.41 C -ATOM 23083 O THR C1006 158.022 156.444 162.347 1.00 36.41 O -ATOM 23084 CB THR C1006 157.279 157.386 159.246 1.00 36.41 C -ATOM 23085 OG1 THR C1006 157.638 158.288 158.193 1.00 36.41 O -ATOM 23086 CG2 THR C1006 156.218 158.044 160.114 1.00 36.41 C -ATOM 23087 N TYR C1007 158.100 154.759 160.832 1.00 28.36 N -ATOM 23088 CA TYR C1007 157.837 153.726 161.834 1.00 28.36 C -ATOM 23089 C TYR C1007 158.957 153.642 162.868 1.00 28.36 C -ATOM 23090 O TYR C1007 158.690 153.517 164.071 1.00 28.36 O -ATOM 23091 CB TYR C1007 157.648 152.373 161.152 1.00 28.36 C -ATOM 23092 CG TYR C1007 157.654 151.198 162.103 1.00 28.36 C -ATOM 23093 CD1 TYR C1007 156.606 150.996 162.992 1.00 28.36 C -ATOM 23094 CD2 TYR C1007 158.713 150.297 162.121 1.00 28.36 C -ATOM 23095 CE1 TYR C1007 156.604 149.922 163.863 1.00 28.36 C -ATOM 23096 CE2 TYR C1007 158.721 149.222 162.989 1.00 28.36 C -ATOM 23097 CZ TYR C1007 157.666 149.041 163.858 1.00 28.36 C -ATOM 23098 OH TYR C1007 157.671 147.974 164.725 1.00 28.36 O -ATOM 23099 N VAL C1008 160.214 153.728 162.416 1.00 24.60 N -ATOM 23100 CA VAL C1008 161.358 153.653 163.326 1.00 24.60 C -ATOM 23101 C VAL C1008 161.395 154.861 164.264 1.00 24.60 C -ATOM 23102 O VAL C1008 161.666 154.720 165.465 1.00 24.60 O -ATOM 23103 CB VAL C1008 162.660 153.496 162.513 1.00 24.60 C -ATOM 23104 CG1 VAL C1008 163.897 153.753 163.360 1.00 24.60 C -ATOM 23105 CG2 VAL C1008 162.735 152.100 161.921 1.00 24.60 C -ATOM 23106 N THR C1009 161.082 156.056 163.745 1.00 32.15 N -ATOM 23107 CA THR C1009 161.068 157.258 164.582 1.00 32.15 C -ATOM 23108 C THR C1009 159.963 157.201 165.639 1.00 32.15 C -ATOM 23109 O THR C1009 160.190 157.556 166.811 1.00 32.15 O -ATOM 23110 CB THR C1009 160.914 158.497 163.699 1.00 32.15 C -ATOM 23111 OG1 THR C1009 161.979 158.534 162.742 1.00 32.15 O -ATOM 23112 CG2 THR C1009 160.964 159.769 164.529 1.00 32.15 C -ATOM 23113 N GLN C1010 158.769 156.729 165.250 1.00 42.28 N -ATOM 23114 CA GLN C1010 157.683 156.584 166.218 1.00 42.28 C -ATOM 23115 C GLN C1010 158.008 155.531 167.273 1.00 42.28 C -ATOM 23116 O GLN C1010 157.678 155.708 168.455 1.00 42.28 O -ATOM 23117 CB GLN C1010 156.378 156.243 165.501 1.00 42.28 C -ATOM 23118 CG GLN C1010 155.621 157.460 165.003 1.00 42.28 C -ATOM 23119 CD GLN C1010 154.294 157.100 164.368 1.00 42.28 C -ATOM 23120 OE1 GLN C1010 153.899 155.935 164.345 1.00 42.28 O -ATOM 23121 NE2 GLN C1010 153.598 158.103 163.845 1.00 42.28 N -ATOM 23122 N GLN C1011 158.677 154.443 166.869 1.00 36.33 N -ATOM 23123 CA GLN C1011 159.113 153.435 167.831 1.00 36.33 C -ATOM 23124 C GLN C1011 160.153 153.988 168.798 1.00 36.33 C -ATOM 23125 O GLN C1011 160.148 153.631 169.979 1.00 36.33 O -ATOM 23126 CB GLN C1011 159.664 152.209 167.105 1.00 36.33 C -ATOM 23127 CG GLN C1011 158.602 151.291 166.532 1.00 36.33 C -ATOM 23128 CD GLN C1011 157.574 150.864 167.561 1.00 36.33 C -ATOM 23129 OE1 GLN C1011 156.461 151.390 167.601 1.00 36.33 O -ATOM 23130 NE2 GLN C1011 157.941 149.903 168.400 1.00 36.33 N -ATOM 23131 N LEU C1012 161.047 154.861 168.317 1.00 26.21 N -ATOM 23132 CA LEU C1012 162.045 155.478 169.194 1.00 26.21 C -ATOM 23133 C LEU C1012 161.397 156.372 170.246 1.00 26.21 C -ATOM 23134 O LEU C1012 161.761 156.316 171.432 1.00 26.21 O -ATOM 23135 CB LEU C1012 163.045 156.283 168.365 1.00 26.21 C -ATOM 23136 CG LEU C1012 164.188 155.531 167.686 1.00 26.21 C -ATOM 23137 CD1 LEU C1012 164.863 156.418 166.656 1.00 26.21 C -ATOM 23138 CD2 LEU C1012 165.193 155.058 168.717 1.00 26.21 C -ATOM 23139 N ILE C1013 160.423 157.191 169.832 1.00 36.45 N -ATOM 23140 CA ILE C1013 159.739 158.078 170.776 1.00 36.45 C -ATOM 23141 C ILE C1013 158.927 157.272 171.793 1.00 36.45 C -ATOM 23142 O ILE C1013 158.953 157.556 173.006 1.00 36.45 O -ATOM 23143 CB ILE C1013 158.863 159.086 170.008 1.00 36.45 C -ATOM 23144 CG1 ILE C1013 159.740 159.989 169.140 1.00 36.45 C -ATOM 23145 CG2 ILE C1013 158.042 159.937 170.961 1.00 36.45 C -ATOM 23146 CD1 ILE C1013 158.962 160.831 168.158 1.00 36.45 C -ATOM 23147 N ARG C1014 158.228 156.231 171.322 1.00 39.56 N -ATOM 23148 CA ARG C1014 157.455 155.377 172.218 1.00 39.56 C -ATOM 23149 C ARG C1014 158.357 154.609 173.179 1.00 39.56 C -ATOM 23150 O ARG C1014 157.998 154.406 174.345 1.00 39.56 O -ATOM 23151 CB ARG C1014 156.593 154.419 171.399 1.00 39.56 C -ATOM 23152 CG ARG C1014 155.287 154.037 172.061 1.00 39.56 C -ATOM 23153 CD ARG C1014 154.307 153.492 171.037 1.00 39.56 C -ATOM 23154 NE ARG C1014 153.700 154.562 170.253 1.00 39.56 N -ATOM 23155 CZ ARG C1014 153.264 154.425 169.009 1.00 39.56 C -ATOM 23156 NH1 ARG C1014 153.356 153.273 168.367 1.00 39.56 N1+ -ATOM 23157 NH2 ARG C1014 152.722 155.472 168.393 1.00 39.56 N -ATOM 23158 N ALA C1015 159.542 154.197 172.714 1.00 37.83 N -ATOM 23159 CA ALA C1015 160.499 153.514 173.578 1.00 37.83 C -ATOM 23160 C ALA C1015 161.036 154.440 174.659 1.00 37.83 C -ATOM 23161 O ALA C1015 161.252 154.005 175.795 1.00 37.83 O -ATOM 23162 CB ALA C1015 161.646 152.947 172.745 1.00 37.83 C -ATOM 23163 N ALA C1016 161.256 155.718 174.325 1.00 41.53 N -ATOM 23164 CA ALA C1016 161.679 156.684 175.340 1.00 41.53 C -ATOM 23165 C ALA C1016 160.602 156.889 176.404 1.00 41.53 C -ATOM 23166 O ALA C1016 160.906 156.945 177.607 1.00 41.53 O -ATOM 23167 CB ALA C1016 162.039 158.014 174.680 1.00 41.53 C -ATOM 23168 N GLU C1017 159.336 156.981 175.978 1.00 45.75 N -ATOM 23169 CA GLU C1017 158.235 157.134 176.934 1.00 45.75 C -ATOM 23170 C GLU C1017 158.082 155.901 177.829 1.00 45.75 C -ATOM 23171 O GLU C1017 157.888 156.026 179.051 1.00 45.75 O -ATOM 23172 CB GLU C1017 156.939 157.428 176.178 1.00 45.75 C -ATOM 23173 CG GLU C1017 155.662 157.232 176.976 1.00 45.75 C -ATOM 23174 CD GLU C1017 154.420 157.335 176.113 1.00 45.75 C -ATOM 23175 OE1 GLU C1017 154.350 158.263 175.279 1.00 45.75 O -ATOM 23176 OE2 GLU C1017 153.514 156.489 176.267 1.00 45.75 O1- -ATOM 23177 N ILE C1018 158.204 154.705 177.243 1.00 38.05 N -ATOM 23178 CA ILE C1018 158.108 153.463 178.007 1.00 38.05 C -ATOM 23179 C ILE C1018 159.289 153.323 178.969 1.00 38.05 C -ATOM 23180 O ILE C1018 159.131 152.833 180.094 1.00 38.05 O -ATOM 23181 CB ILE C1018 157.977 152.270 177.035 1.00 38.05 C -ATOM 23182 CG1 ILE C1018 156.596 152.279 176.379 1.00 38.05 C -ATOM 23183 CG2 ILE C1018 158.176 150.926 177.717 1.00 38.05 C -ATOM 23184 CD1 ILE C1018 155.451 152.205 177.363 1.00 38.05 C -ATOM 23185 N ARG C1019 160.477 153.791 178.565 1.00 42.61 N -ATOM 23186 CA ARG C1019 161.635 153.777 179.458 1.00 42.61 C -ATOM 23187 C ARG C1019 161.440 154.709 180.650 1.00 42.61 C -ATOM 23188 O ARG C1019 161.828 154.369 181.777 1.00 42.61 O -ATOM 23189 CB ARG C1019 162.898 154.164 178.688 1.00 42.61 C -ATOM 23190 CG ARG C1019 164.173 154.062 179.509 1.00 42.61 C -ATOM 23191 CD ARG C1019 165.388 154.454 178.695 1.00 42.61 C -ATOM 23192 NE ARG C1019 165.226 155.773 178.099 1.00 42.61 N -ATOM 23193 CZ ARG C1019 165.708 156.123 176.915 1.00 42.61 C -ATOM 23194 NH1 ARG C1019 166.406 155.278 176.176 1.00 42.61 N1+ -ATOM 23195 NH2 ARG C1019 165.485 157.353 176.461 1.00 42.61 N -ATOM 23196 N ALA C1020 160.843 155.885 180.421 1.00 39.63 N -ATOM 23197 CA ALA C1020 160.530 156.786 181.532 1.00 39.63 C -ATOM 23198 C ALA C1020 159.521 156.162 182.494 1.00 39.63 C -ATOM 23199 O ALA C1020 159.678 156.252 183.723 1.00 39.63 O -ATOM 23200 CB ALA C1020 160.004 158.117 180.996 1.00 39.63 C -ATOM 23201 N SER C1021 158.497 155.494 181.949 1.00 32.91 N -ATOM 23202 CA SER C1021 157.524 154.803 182.796 1.00 32.91 C -ATOM 23203 C SER C1021 158.153 153.643 183.564 1.00 32.91 C -ATOM 23204 O SER C1021 157.789 153.398 184.720 1.00 32.91 O -ATOM 23205 CB SER C1021 156.353 154.303 181.953 1.00 32.91 C -ATOM 23206 OG SER C1021 155.441 153.564 182.745 1.00 32.91 O -ATOM 23207 N ALA C1022 159.109 152.939 182.953 1.00 28.86 N -ATOM 23208 CA ALA C1022 159.781 151.835 183.634 1.00 28.86 C -ATOM 23209 C ALA C1022 160.693 152.335 184.745 1.00 28.86 C -ATOM 23210 O ALA C1022 160.825 151.681 185.787 1.00 28.86 O -ATOM 23211 CB ALA C1022 160.575 151.003 182.629 1.00 28.86 C -ATOM 23212 N ASN C1023 161.339 153.488 184.536 1.00 34.46 N -ATOM 23213 CA ASN C1023 162.144 154.093 185.595 1.00 34.46 C -ATOM 23214 C ASN C1023 161.274 154.518 186.773 1.00 34.46 C -ATOM 23215 O ASN C1023 161.652 154.319 187.937 1.00 34.46 O -ATOM 23216 CB ASN C1023 162.924 155.287 185.047 1.00 34.46 C -ATOM 23217 CG ASN C1023 164.184 154.871 184.320 1.00 34.46 C -ATOM 23218 OD1 ASN C1023 164.449 153.683 184.147 1.00 34.46 O -ATOM 23219 ND2 ASN C1023 164.973 155.850 183.896 1.00 34.46 N -ATOM 23220 N LEU C1024 160.095 155.084 186.485 1.00 29.93 N -ATOM 23221 CA LEU C1024 159.150 155.423 187.550 1.00 29.93 C -ATOM 23222 C LEU C1024 158.652 154.176 188.282 1.00 29.93 C -ATOM 23223 O LEU C1024 158.487 154.193 189.510 1.00 29.93 O -ATOM 23224 CB LEU C1024 157.976 156.212 186.970 1.00 29.93 C -ATOM 23225 CG LEU C1024 156.771 156.497 187.869 1.00 29.93 C -ATOM 23226 CD1 LEU C1024 157.167 157.358 189.058 1.00 29.93 C -ATOM 23227 CD2 LEU C1024 155.662 157.156 187.069 1.00 29.93 C -ATOM 23228 N ALA C1025 158.417 153.085 187.545 1.00 29.55 N -ATOM 23229 CA ALA C1025 157.965 151.839 188.162 1.00 29.55 C -ATOM 23230 C ALA C1025 159.036 151.231 189.059 1.00 29.55 C -ATOM 23231 O ALA C1025 158.727 150.729 190.147 1.00 29.55 O -ATOM 23232 CB ALA C1025 157.545 150.843 187.083 1.00 29.55 C -ATOM 23233 N ALA C1026 160.299 151.271 188.623 1.00 28.82 N -ATOM 23234 CA ALA C1026 161.395 150.783 189.456 1.00 28.82 C -ATOM 23235 C ALA C1026 161.576 151.648 190.698 1.00 28.82 C -ATOM 23236 O ALA C1026 161.871 151.129 191.783 1.00 28.82 O -ATOM 23237 CB ALA C1026 162.689 150.728 188.646 1.00 28.82 C -ATOM 23238 N THR C1027 161.387 152.967 190.557 1.00 32.24 N -ATOM 23239 CA THR C1027 161.458 153.867 191.707 1.00 32.24 C -ATOM 23240 C THR C1027 160.358 153.571 192.726 1.00 32.24 C -ATOM 23241 O THR C1027 160.630 153.491 193.932 1.00 32.24 O -ATOM 23242 CB THR C1027 161.383 155.320 191.230 1.00 32.24 C -ATOM 23243 OG1 THR C1027 162.496 155.597 190.372 1.00 32.24 O -ATOM 23244 CG2 THR C1027 161.418 156.286 192.402 1.00 32.24 C -ATOM 23245 N LYS C1028 159.116 153.373 192.256 1.00 29.69 N -ATOM 23246 CA LYS C1028 158.023 153.027 193.168 1.00 29.69 C -ATOM 23247 C LYS C1028 158.231 151.668 193.821 1.00 29.69 C -ATOM 23248 O LYS C1028 157.925 151.502 195.006 1.00 29.69 O -ATOM 23249 CB LYS C1028 156.664 153.054 192.464 1.00 29.69 C -ATOM 23250 CG LYS C1028 156.186 154.417 192.020 1.00 29.69 C -ATOM 23251 CD LYS C1028 154.808 154.323 191.396 1.00 29.69 C -ATOM 23252 CE LYS C1028 154.345 155.668 190.880 1.00 29.69 C -ATOM 23253 NZ LYS C1028 154.104 156.618 192.001 1.00 29.69 N1+ -ATOM 23254 N MET C1029 158.748 150.690 193.068 1.00 31.78 N -ATOM 23255 CA MET C1029 159.020 149.371 193.636 1.00 31.78 C -ATOM 23256 C MET C1029 160.073 149.447 194.736 1.00 31.78 C -ATOM 23257 O MET C1029 159.872 148.914 195.834 1.00 31.78 O -ATOM 23258 CB MET C1029 159.458 148.406 192.534 1.00 31.78 C -ATOM 23259 CG MET C1029 160.019 147.088 193.047 1.00 31.78 C -ATOM 23260 SD MET C1029 158.775 145.806 193.285 1.00 31.78 S -ATOM 23261 CE MET C1029 158.623 145.159 191.624 1.00 31.78 C -ATOM 23262 N SER C1030 161.169 150.172 194.479 1.00 32.60 N -ATOM 23263 CA SER C1030 162.251 150.273 195.454 1.00 32.60 C -ATOM 23264 C SER C1030 161.836 151.066 196.688 1.00 32.60 C -ATOM 23265 O SER C1030 162.231 150.723 197.808 1.00 32.60 O -ATOM 23266 CB SER C1030 163.482 150.910 194.810 1.00 32.60 C -ATOM 23267 OG SER C1030 163.970 150.121 193.741 1.00 32.60 O -ATOM 23268 N GLU C1031 161.046 152.124 196.515 1.00 30.69 N -ATOM 23269 CA GLU C1031 160.704 152.993 197.632 1.00 30.69 C -ATOM 23270 C GLU C1031 159.381 152.646 198.303 1.00 30.69 C -ATOM 23271 O GLU C1031 159.028 153.288 199.296 1.00 30.69 O -ATOM 23272 CB GLU C1031 160.684 154.451 197.170 1.00 30.69 C -ATOM 23273 CG GLU C1031 162.003 154.905 196.577 1.00 30.69 C -ATOM 23274 CD GLU C1031 162.085 156.402 196.412 1.00 30.69 C -ATOM 23275 OE1 GLU C1031 161.480 157.126 197.229 1.00 30.69 O -ATOM 23276 OE2 GLU C1031 162.755 156.855 195.462 1.00 30.69 O1- -ATOM 23277 N CYS C1032 158.640 151.664 197.800 1.00 32.75 N -ATOM 23278 CA CYS C1032 157.406 151.309 198.490 1.00 32.75 C -ATOM 23279 C CYS C1032 157.287 149.823 198.791 1.00 32.75 C -ATOM 23280 O CYS C1032 156.739 149.462 199.834 1.00 32.75 O -ATOM 23281 CB CYS C1032 156.200 151.778 197.665 1.00 32.75 C -ATOM 23282 SG CYS C1032 155.940 153.562 197.732 1.00 32.75 S -ATOM 23283 N VAL C1033 157.767 148.950 197.904 1.00 19.58 N -ATOM 23284 CA VAL C1033 157.727 147.526 198.210 1.00 19.58 C -ATOM 23285 C VAL C1033 158.850 147.155 199.170 1.00 19.58 C -ATOM 23286 O VAL C1033 158.637 146.424 200.143 1.00 19.58 O -ATOM 23287 CB VAL C1033 157.786 146.707 196.910 1.00 19.58 C -ATOM 23288 CG1 VAL C1033 157.725 145.220 197.211 1.00 19.58 C -ATOM 23289 CG2 VAL C1033 156.647 147.111 195.996 1.00 19.58 C -ATOM 23290 N LEU C1034 160.050 147.673 198.927 1.00 38.72 N -ATOM 23291 CA LEU C1034 161.220 147.353 199.732 1.00 38.72 C -ATOM 23292 C LEU C1034 161.319 148.186 201.003 1.00 38.72 C -ATOM 23293 O LEU C1034 162.207 147.926 201.822 1.00 38.72 O -ATOM 23294 CB LEU C1034 162.488 147.538 198.894 1.00 38.72 C -ATOM 23295 CG LEU C1034 163.097 146.292 198.247 1.00 38.72 C -ATOM 23296 CD1 LEU C1034 162.206 145.753 197.142 1.00 38.72 C -ATOM 23297 CD2 LEU C1034 164.475 146.612 197.698 1.00 38.72 C -ATOM 23298 N GLY C1035 160.449 149.160 201.192 1.00 40.80 N -ATOM 23299 CA GLY C1035 160.498 150.009 202.366 1.00 40.80 C -ATOM 23300 C GLY C1035 159.162 150.654 202.648 1.00 40.80 C -ATOM 23301 O GLY C1035 158.107 150.111 202.313 1.00 40.80 O -ATOM 23302 N GLN C1036 159.208 151.823 203.282 1.00 38.16 N -ATOM 23303 CA GLN C1036 158.020 152.608 203.583 1.00 38.16 C -ATOM 23304 C GLN C1036 158.249 154.041 203.127 1.00 38.16 C -ATOM 23305 O GLN C1036 159.336 154.594 203.317 1.00 38.16 O -ATOM 23306 CB GLN C1036 157.688 152.569 205.079 1.00 38.16 C -ATOM 23307 CG GLN C1036 156.319 153.124 205.430 1.00 38.16 C -ATOM 23308 CD GLN C1036 156.132 153.308 206.920 1.00 38.16 C -ATOM 23309 OE1 GLN C1036 157.101 153.380 207.674 1.00 38.16 O -ATOM 23310 NE2 GLN C1036 154.881 153.383 207.354 1.00 38.16 N -ATOM 23311 N SER C1037 157.223 154.639 202.530 1.00 43.65 N -ATOM 23312 CA SER C1037 157.340 155.945 201.895 1.00 43.65 C -ATOM 23313 C SER C1037 156.727 157.026 202.774 1.00 43.65 C -ATOM 23314 O SER C1037 155.618 156.861 203.291 1.00 43.65 O -ATOM 23315 CB SER C1037 156.659 155.940 200.527 1.00 43.65 C -ATOM 23316 OG SER C1037 156.770 157.205 199.901 1.00 43.65 O -ATOM 23317 N LYS C1038 157.455 158.129 202.939 1.00 35.67 N -ATOM 23318 CA LYS C1038 156.943 159.320 203.601 1.00 35.67 C -ATOM 23319 C LYS C1038 156.500 160.393 202.617 1.00 35.67 C -ATOM 23320 O LYS C1038 156.031 161.452 203.045 1.00 35.67 O -ATOM 23321 CB LYS C1038 158.001 159.899 204.546 1.00 35.67 C -ATOM 23322 CG LYS C1038 158.618 158.886 205.493 1.00 35.67 C -ATOM 23323 CD LYS C1038 157.733 158.660 206.707 1.00 35.67 C -ATOM 23324 CE LYS C1038 157.681 159.899 207.586 1.00 35.67 C -ATOM 23325 NZ LYS C1038 157.293 159.575 208.986 1.00 35.67 N1+ -ATOM 23326 N ARG C1039 156.637 160.149 201.316 1.00 31.37 N -ATOM 23327 CA ARG C1039 156.230 161.118 200.309 1.00 31.37 C -ATOM 23328 C ARG C1039 154.714 161.109 200.167 1.00 31.37 C -ATOM 23329 O ARG C1039 154.094 160.043 200.107 1.00 31.37 O -ATOM 23330 CB ARG C1039 156.899 160.806 198.971 1.00 31.37 C -ATOM 23331 CG ARG C1039 158.396 160.564 199.083 1.00 31.37 C -ATOM 23332 CD ARG C1039 158.987 160.027 197.789 1.00 31.37 C -ATOM 23333 NE ARG C1039 158.793 160.937 196.668 1.00 31.37 N -ATOM 23334 CZ ARG C1039 159.222 160.704 195.435 1.00 31.37 C -ATOM 23335 NH1 ARG C1039 159.871 159.594 195.128 1.00 31.37 N1+ -ATOM 23336 NH2 ARG C1039 158.994 161.608 194.487 1.00 31.37 N -ATOM 23337 N VAL C1040 154.120 162.302 200.118 1.00 33.11 N -ATOM 23338 CA VAL C1040 152.667 162.423 200.109 1.00 33.11 C -ATOM 23339 C VAL C1040 152.130 162.050 198.735 1.00 33.11 C -ATOM 23340 O VAL C1040 152.607 162.554 197.709 1.00 33.11 O -ATOM 23341 CB VAL C1040 152.248 163.844 200.510 1.00 33.11 C -ATOM 23342 CG1 VAL C1040 150.735 163.968 200.543 1.00 33.11 C -ATOM 23343 CG2 VAL C1040 152.845 164.205 201.859 1.00 33.11 C -ATOM 23344 N ASP C1041 151.156 161.130 198.717 1.00 42.23 N -ATOM 23345 CA ASP C1041 150.443 160.641 197.530 1.00 42.23 C -ATOM 23346 C ASP C1041 151.361 159.973 196.508 1.00 42.23 C -ATOM 23347 O ASP C1041 151.002 159.859 195.332 1.00 42.23 O -ATOM 23348 CB ASP C1041 149.624 161.752 196.858 1.00 42.23 C -ATOM 23349 CG ASP C1041 148.461 162.215 197.710 1.00 42.23 C -ATOM 23350 OD1 ASP C1041 148.479 161.958 198.932 1.00 42.23 O -ATOM 23351 OD2 ASP C1041 147.527 162.834 197.158 1.00 42.23 O1- -ATOM 23352 N PHE C1042 152.546 159.526 196.927 1.00 34.66 N -ATOM 23353 CA PHE C1042 153.422 158.782 196.031 1.00 34.66 C -ATOM 23354 C PHE C1042 152.931 157.354 195.839 1.00 34.66 C -ATOM 23355 O PHE C1042 152.961 156.828 194.721 1.00 34.66 O -ATOM 23356 CB PHE C1042 154.850 158.787 196.573 1.00 34.66 C -ATOM 23357 CG PHE C1042 155.856 158.170 195.646 1.00 34.66 C -ATOM 23358 CD1 PHE C1042 155.946 158.582 194.326 1.00 34.66 C -ATOM 23359 CD2 PHE C1042 156.720 157.187 196.099 1.00 34.66 C -ATOM 23360 CE1 PHE C1042 156.877 158.018 193.472 1.00 34.66 C -ATOM 23361 CE2 PHE C1042 157.653 156.620 195.251 1.00 34.66 C -ATOM 23362 CZ PHE C1042 157.732 157.038 193.938 1.00 34.66 C -ATOM 23363 N CYS C1043 152.477 156.715 196.916 1.00 46.98 N -ATOM 23364 CA CYS C1043 152.018 155.327 196.892 1.00 46.98 C -ATOM 23365 C CYS C1043 150.661 155.272 197.587 1.00 46.98 C -ATOM 23366 O CYS C1043 150.578 154.988 198.785 1.00 46.98 O -ATOM 23367 CB CYS C1043 153.037 154.412 197.559 1.00 46.98 C -ATOM 23368 SG CYS C1043 154.385 153.894 196.474 1.00 46.98 S -ATOM 23369 N GLY C1044 149.599 155.547 196.833 1.00 39.18 N -ATOM 23370 CA GLY C1044 148.252 155.505 197.368 1.00 39.18 C -ATOM 23371 C GLY C1044 147.853 156.743 198.146 1.00 39.18 C -ATOM 23372 O GLY C1044 148.697 157.397 198.765 1.00 39.18 O -ATOM 23373 N LYS C1045 146.565 157.076 198.118 1.00 45.04 N -ATOM 23374 CA LYS C1045 146.069 158.210 198.886 1.00 45.04 C -ATOM 23375 C LYS C1045 146.021 157.872 200.370 1.00 45.04 C -ATOM 23376 O LYS C1045 145.678 156.753 200.761 1.00 45.04 O -ATOM 23377 CB LYS C1045 144.682 158.621 198.397 1.00 45.04 C -ATOM 23378 CG LYS C1045 144.687 159.378 197.081 1.00 45.04 C -ATOM 23379 CD LYS C1045 143.471 160.283 196.966 1.00 45.04 C -ATOM 23380 CE LYS C1045 143.537 161.425 197.968 1.00 45.04 C -ATOM 23381 NZ LYS C1045 144.420 162.528 197.502 1.00 45.04 N1+ -ATOM 23382 N GLY C1046 146.365 158.850 201.196 1.00 47.03 N -ATOM 23383 CA GLY C1046 146.422 158.660 202.627 1.00 47.03 C -ATOM 23384 C GLY C1046 147.838 158.457 203.124 1.00 47.03 C -ATOM 23385 O GLY C1046 148.824 158.770 202.452 1.00 47.03 O -ATOM 23386 N TYR C1047 147.931 157.915 204.333 1.00 35.13 N -ATOM 23387 CA TYR C1047 149.217 157.614 204.946 1.00 35.13 C -ATOM 23388 C TYR C1047 149.627 156.205 204.544 1.00 35.13 C -ATOM 23389 O TYR C1047 148.919 155.238 204.844 1.00 35.13 O -ATOM 23390 CB TYR C1047 149.138 157.753 206.465 1.00 35.13 C -ATOM 23391 CG TYR C1047 148.710 159.129 206.913 1.00 35.13 C -ATOM 23392 CD1 TYR C1047 149.626 160.170 206.994 1.00 35.13 C -ATOM 23393 CD2 TYR C1047 147.388 159.390 207.249 1.00 35.13 C -ATOM 23394 CE1 TYR C1047 149.237 161.434 207.399 1.00 35.13 C -ATOM 23395 CE2 TYR C1047 146.989 160.649 207.655 1.00 35.13 C -ATOM 23396 CZ TYR C1047 147.918 161.666 207.729 1.00 35.13 C -ATOM 23397 OH TYR C1047 147.525 162.921 208.134 1.00 35.13 O -ATOM 23398 N HIS C1048 150.765 156.094 203.865 1.00 74.85 N -ATOM 23399 CA HIS C1048 151.188 154.829 203.286 1.00 74.85 C -ATOM 23400 C HIS C1048 151.683 153.874 204.360 1.00 74.85 C -ATOM 23401 O HIS C1048 152.431 154.261 205.261 1.00 74.85 O -ATOM 23402 CB HIS C1048 152.291 155.061 202.254 1.00 74.85 C -ATOM 23403 CG HIS C1048 152.886 153.799 201.711 1.00 74.85 C -ATOM 23404 ND1 HIS C1048 154.143 153.359 202.064 1.00 74.85 N -ATOM 23405 CD2 HIS C1048 152.397 152.883 200.844 1.00 74.85 C -ATOM 23406 CE1 HIS C1048 154.403 152.226 201.437 1.00 74.85 C -ATOM 23407 NE2 HIS C1048 153.360 151.916 200.689 1.00 74.85 N -ATOM 23408 N LEU C1049 151.265 152.613 204.253 1.00 74.85 N -ATOM 23409 CA LEU C1049 151.772 151.561 205.121 1.00 74.85 C -ATOM 23410 C LEU C1049 152.714 150.626 204.374 1.00 74.85 C -ATOM 23411 O LEU C1049 153.894 150.549 204.727 1.00 74.85 O -ATOM 23412 CB LEU C1049 150.616 150.770 205.748 1.00 74.85 C -ATOM 23413 CG LEU C1049 149.691 151.553 206.680 1.00 74.85 C -ATOM 23414 CD1 LEU C1049 148.501 150.705 207.095 1.00 74.85 C -ATOM 23415 CD2 LEU C1049 150.454 152.051 207.897 1.00 74.85 C -ATOM 23416 N MET C1050 152.242 149.946 203.325 1.00 51.22 N -ATOM 23417 CA MET C1050 153.107 149.033 202.578 1.00 51.22 C -ATOM 23418 C MET C1050 152.528 148.811 201.186 1.00 51.22 C -ATOM 23419 O MET C1050 151.546 149.443 200.792 1.00 51.22 O -ATOM 23420 CB MET C1050 153.312 147.713 203.333 1.00 51.22 C -ATOM 23421 CG MET C1050 152.083 146.864 203.521 1.00 51.22 C -ATOM 23422 SD MET C1050 152.529 145.363 204.417 1.00 51.22 S -ATOM 23423 CE MET C1050 153.449 144.451 203.184 1.00 51.22 C -ATOM 23424 N SER C1051 153.156 147.913 200.428 1.00 46.09 N -ATOM 23425 CA SER C1051 152.744 147.693 199.049 1.00 46.09 C -ATOM 23426 C SER C1051 153.046 146.263 198.622 1.00 46.09 C -ATOM 23427 O SER C1051 153.861 145.571 199.238 1.00 46.09 O -ATOM 23428 CB SER C1051 153.430 148.687 198.106 1.00 46.09 C -ATOM 23429 OG SER C1051 152.870 149.979 198.256 1.00 46.09 O -ATOM 23430 N PHE C1052 152.363 145.828 197.558 1.00 37.93 N -ATOM 23431 CA PHE C1052 152.524 144.496 196.982 1.00 37.93 C -ATOM 23432 C PHE C1052 152.748 144.602 195.478 1.00 37.93 C -ATOM 23433 O PHE C1052 152.002 145.319 194.793 1.00 37.93 O -ATOM 23434 CB PHE C1052 151.295 143.620 197.249 1.00 37.93 C -ATOM 23435 CG PHE C1052 151.026 143.387 198.696 1.00 37.93 C -ATOM 23436 CD1 PHE C1052 151.940 142.703 199.477 1.00 37.93 C -ATOM 23437 CD2 PHE C1052 149.871 143.870 199.284 1.00 37.93 C -ATOM 23438 CE1 PHE C1052 151.696 142.487 200.811 1.00 37.93 C -ATOM 23439 CE2 PHE C1052 149.624 143.666 200.626 1.00 37.93 C -ATOM 23440 CZ PHE C1052 150.540 142.981 201.391 1.00 37.93 C -ATOM 23441 N PRO C1053 153.736 143.904 194.926 1.00 38.04 N -ATOM 23442 CA PRO C1053 153.879 143.840 193.470 1.00 38.04 C -ATOM 23443 C PRO C1053 153.198 142.623 192.863 1.00 38.04 C -ATOM 23444 O PRO C1053 153.168 141.532 193.435 1.00 38.04 O -ATOM 23445 CB PRO C1053 155.400 143.762 193.285 1.00 38.04 C -ATOM 23446 CG PRO C1053 155.877 143.038 194.502 1.00 38.04 C -ATOM 23447 CD PRO C1053 154.908 143.345 195.622 1.00 38.04 C -ATOM 23448 N GLN C1054 152.627 142.834 191.678 1.00 41.18 N -ATOM 23449 CA GLN C1054 152.040 141.766 190.881 1.00 41.18 C -ATOM 23450 C GLN C1054 152.470 141.951 189.435 1.00 41.18 C -ATOM 23451 O GLN C1054 152.514 143.078 188.934 1.00 41.18 O -ATOM 23452 CB GLN C1054 150.503 141.757 190.963 1.00 41.18 C -ATOM 23453 CG GLN C1054 149.912 141.641 192.363 1.00 41.18 C -ATOM 23454 CD GLN C1054 150.111 140.272 192.978 1.00 41.18 C -ATOM 23455 OE1 GLN C1054 149.313 139.362 192.762 1.00 41.18 O -ATOM 23456 NE2 GLN C1054 151.175 140.120 193.755 1.00 41.18 N -ATOM 23457 N SER C1055 152.788 140.846 188.768 1.00 36.79 N -ATOM 23458 CA SER C1055 153.138 140.915 187.359 1.00 36.79 C -ATOM 23459 C SER C1055 151.888 141.131 186.512 1.00 36.79 C -ATOM 23460 O SER C1055 150.761 140.864 186.939 1.00 36.79 O -ATOM 23461 CB SER C1055 153.856 139.640 186.921 1.00 36.79 C -ATOM 23462 OG SER C1055 153.191 138.489 187.406 1.00 36.79 O -ATOM 23463 N ALA C1056 152.098 141.612 185.290 1.00 37.10 N -ATOM 23464 CA ALA C1056 151.010 141.870 184.361 1.00 37.10 C -ATOM 23465 C ALA C1056 151.585 141.858 182.953 1.00 37.10 C -ATOM 23466 O ALA C1056 152.789 142.094 182.776 1.00 37.10 O -ATOM 23467 CB ALA C1056 150.335 143.219 184.666 1.00 37.10 C -ATOM 23468 N PRO C1057 150.753 141.558 181.921 1.00 39.83 N -ATOM 23469 CA PRO C1057 151.250 141.604 180.537 1.00 39.83 C -ATOM 23470 C PRO C1057 151.753 142.979 180.135 1.00 39.83 C -ATOM 23471 O PRO C1057 150.979 143.939 180.043 1.00 39.83 O -ATOM 23472 CB PRO C1057 150.025 141.193 179.712 1.00 39.83 C -ATOM 23473 CG PRO C1057 149.236 140.345 180.630 1.00 39.83 C -ATOM 23474 CD PRO C1057 149.409 140.954 181.990 1.00 39.83 C -ATOM 23475 N HIS C1058 153.073 143.045 179.919 1.00 34.36 N -ATOM 23476 CA HIS C1058 153.827 144.279 179.679 1.00 34.36 C -ATOM 23477 C HIS C1058 153.629 145.301 180.798 1.00 34.36 C -ATOM 23478 O HIS C1058 153.487 146.497 180.540 1.00 34.36 O -ATOM 23479 CB HIS C1058 153.482 144.900 178.321 1.00 34.36 C -ATOM 23480 CG HIS C1058 153.593 143.950 177.171 1.00 34.36 C -ATOM 23481 ND1 HIS C1058 154.671 143.109 177.001 1.00 34.36 N -ATOM 23482 CD2 HIS C1058 152.763 143.714 176.128 1.00 34.36 C -ATOM 23483 CE1 HIS C1058 154.498 142.392 175.905 1.00 34.36 C -ATOM 23484 NE2 HIS C1058 153.348 142.740 175.357 1.00 34.36 N -ATOM 23485 N GLY C1059 153.627 144.849 182.050 1.00 37.29 N -ATOM 23486 CA GLY C1059 153.518 145.834 183.113 1.00 37.29 C -ATOM 23487 C GLY C1059 153.530 145.237 184.503 1.00 37.29 C -ATOM 23488 O GLY C1059 153.654 144.022 184.698 1.00 37.29 O -ATOM 23489 N VAL C1060 153.386 146.133 185.476 1.00 34.03 N -ATOM 23490 CA VAL C1060 153.391 145.789 186.889 1.00 34.03 C -ATOM 23491 C VAL C1060 152.205 146.482 187.553 1.00 34.03 C -ATOM 23492 O VAL C1060 151.758 147.553 187.123 1.00 34.03 O -ATOM 23493 CB VAL C1060 154.750 146.160 187.549 1.00 34.03 C -ATOM 23494 CG1 VAL C1060 154.962 147.669 187.609 1.00 34.03 C -ATOM 23495 CG2 VAL C1060 154.922 145.509 188.923 1.00 34.03 C -ATOM 23496 N VAL C1061 151.643 145.824 188.565 1.00 74.85 N -ATOM 23497 CA VAL C1061 150.494 146.336 189.300 1.00 74.85 C -ATOM 23498 C VAL C1061 150.857 146.348 190.778 1.00 74.85 C -ATOM 23499 O VAL C1061 151.209 145.308 191.345 1.00 74.85 O -ATOM 23500 CB VAL C1061 149.231 145.494 189.050 1.00 74.85 C -ATOM 23501 CG1 VAL C1061 148.167 145.775 190.100 1.00 74.85 C -ATOM 23502 CG2 VAL C1061 148.686 145.759 187.656 1.00 74.85 C -ATOM 23503 N PHE C1062 150.782 147.520 191.398 1.00 36.94 N -ATOM 23504 CA PHE C1062 151.060 147.677 192.816 1.00 36.94 C -ATOM 23505 C PHE C1062 149.751 147.772 193.584 1.00 36.94 C -ATOM 23506 O PHE C1062 148.871 148.562 193.228 1.00 36.94 O -ATOM 23507 CB PHE C1062 151.899 148.927 193.081 1.00 36.94 C -ATOM 23508 CG PHE C1062 153.279 148.872 192.502 1.00 36.94 C -ATOM 23509 CD1 PHE C1062 154.300 148.221 193.175 1.00 36.94 C -ATOM 23510 CD2 PHE C1062 153.561 149.492 191.297 1.00 36.94 C -ATOM 23511 CE1 PHE C1062 155.575 148.176 192.647 1.00 36.94 C -ATOM 23512 CE2 PHE C1062 154.833 149.453 190.766 1.00 36.94 C -ATOM 23513 CZ PHE C1062 155.841 148.793 191.440 1.00 36.94 C -ATOM 23514 N LEU C1063 149.630 146.966 194.631 1.00 74.85 N -ATOM 23515 CA LEU C1063 148.544 147.083 195.596 1.00 74.85 C -ATOM 23516 C LEU C1063 149.078 147.864 196.789 1.00 74.85 C -ATOM 23517 O LEU C1063 149.889 147.347 197.562 1.00 74.85 O -ATOM 23518 CB LEU C1063 148.024 145.712 196.020 1.00 74.85 C -ATOM 23519 CG LEU C1063 147.779 144.672 194.927 1.00 74.85 C -ATOM 23520 CD1 LEU C1063 147.247 143.395 195.541 1.00 74.85 C -ATOM 23521 CD2 LEU C1063 146.802 145.203 193.894 1.00 74.85 C -ATOM 23522 N HIS C1064 148.642 149.112 196.918 1.00 35.79 N -ATOM 23523 CA HIS C1064 149.093 149.998 197.983 1.00 35.79 C -ATOM 23524 C HIS C1064 148.156 149.875 199.175 1.00 35.79 C -ATOM 23525 O HIS C1064 146.957 150.147 199.054 1.00 35.79 O -ATOM 23526 CB HIS C1064 149.142 151.446 197.500 1.00 35.79 C -ATOM 23527 CG HIS C1064 150.129 151.687 196.403 1.00 35.79 C -ATOM 23528 ND1 HIS C1064 151.420 151.208 196.447 1.00 35.79 N -ATOM 23529 CD2 HIS C1064 150.018 152.363 195.236 1.00 35.79 C -ATOM 23530 CE1 HIS C1064 152.060 151.576 195.352 1.00 35.79 C -ATOM 23531 NE2 HIS C1064 151.232 152.278 194.600 1.00 35.79 N -ATOM 23532 N VAL C1065 148.701 149.474 200.320 1.00 43.29 N -ATOM 23533 CA VAL C1065 147.962 149.392 201.571 1.00 43.29 C -ATOM 23534 C VAL C1065 148.274 150.652 202.362 1.00 43.29 C -ATOM 23535 O VAL C1065 149.436 150.892 202.724 1.00 43.29 O -ATOM 23536 CB VAL C1065 148.343 148.133 202.363 1.00 43.29 C -ATOM 23537 CG1 VAL C1065 147.481 148.002 203.604 1.00 43.29 C -ATOM 23538 CG2 VAL C1065 148.226 146.908 201.481 1.00 43.29 C -ATOM 23539 N THR C1066 147.234 151.451 202.621 1.00 45.98 N -ATOM 23540 CA THR C1066 147.344 152.777 203.208 1.00 45.98 C -ATOM 23541 C THR C1066 146.342 152.927 204.347 1.00 45.98 C -ATOM 23542 O THR C1066 145.348 152.200 204.434 1.00 45.98 O -ATOM 23543 CB THR C1066 147.086 153.883 202.172 1.00 45.98 C -ATOM 23544 OG1 THR C1066 145.868 153.604 201.470 1.00 45.98 O -ATOM 23545 CG2 THR C1066 148.224 153.971 201.170 1.00 45.98 C -ATOM 23546 N TYR C1067 146.608 153.913 205.199 1.00 30.90 N -ATOM 23547 CA TYR C1067 145.826 154.202 206.396 1.00 30.90 C -ATOM 23548 C TYR C1067 145.102 155.526 206.179 1.00 30.90 C -ATOM 23549 O TYR C1067 145.746 156.542 205.897 1.00 30.90 O -ATOM 23550 CB TYR C1067 146.761 154.260 207.609 1.00 30.90 C -ATOM 23551 CG TYR C1067 146.187 154.769 208.916 1.00 30.90 C -ATOM 23552 CD1 TYR C1067 146.263 156.117 209.261 1.00 30.90 C -ATOM 23553 CD2 TYR C1067 145.629 153.890 209.834 1.00 30.90 C -ATOM 23554 CE1 TYR C1067 145.757 156.577 210.461 1.00 30.90 C -ATOM 23555 CE2 TYR C1067 145.131 154.341 211.040 1.00 30.90 C -ATOM 23556 CZ TYR C1067 145.192 155.685 211.346 1.00 30.90 C -ATOM 23557 OH TYR C1067 144.692 156.140 212.543 1.00 30.90 O -ATOM 23558 N VAL C1068 143.778 155.523 206.308 1.00 38.32 N -ATOM 23559 CA VAL C1068 142.967 156.706 206.051 1.00 38.32 C -ATOM 23560 C VAL C1068 142.138 157.012 207.295 1.00 38.32 C -ATOM 23561 O VAL C1068 141.369 156.160 207.746 1.00 38.32 O -ATOM 23562 CB VAL C1068 142.055 156.522 204.826 1.00 38.32 C -ATOM 23563 CG1 VAL C1068 141.034 157.646 204.744 1.00 38.32 C -ATOM 23564 CG2 VAL C1068 142.880 156.461 203.551 1.00 38.32 C -ATOM 23565 N PRO C1069 142.267 158.199 207.891 1.00 32.09 N -ATOM 23566 CA PRO C1069 141.389 158.569 209.009 1.00 32.09 C -ATOM 23567 C PRO C1069 139.947 158.747 208.555 1.00 32.09 C -ATOM 23568 O PRO C1069 139.676 159.226 207.451 1.00 32.09 O -ATOM 23569 CB PRO C1069 141.982 159.894 209.502 1.00 32.09 C -ATOM 23570 CG PRO C1069 143.375 159.929 208.952 1.00 32.09 C -ATOM 23571 CD PRO C1069 143.301 159.216 207.644 1.00 32.09 C -ATOM 23572 N ALA C1070 139.012 158.351 209.420 1.00 42.57 N -ATOM 23573 CA ALA C1070 137.618 158.233 209.005 1.00 42.57 C -ATOM 23574 C ALA C1070 136.654 159.136 209.759 1.00 42.57 C -ATOM 23575 O ALA C1070 135.935 159.920 209.128 1.00 42.57 O -ATOM 23576 CB ALA C1070 137.162 156.771 209.138 1.00 42.57 C -ATOM 23577 N GLN C1071 136.609 159.061 211.088 1.00 50.70 N -ATOM 23578 CA GLN C1071 135.488 159.601 211.862 1.00 50.70 C -ATOM 23579 C GLN C1071 135.938 160.812 212.673 1.00 50.70 C -ATOM 23580 O GLN C1071 136.509 160.668 213.756 1.00 50.70 O -ATOM 23581 CB GLN C1071 134.898 158.525 212.766 1.00 50.70 C -ATOM 23582 CG GLN C1071 133.994 157.546 212.042 1.00 50.70 C -ATOM 23583 CD GLN C1071 133.400 156.512 212.972 1.00 50.70 C -ATOM 23584 OE1 GLN C1071 133.600 155.312 212.794 1.00 50.70 O -ATOM 23585 NE2 GLN C1071 132.664 156.974 213.976 1.00 50.70 N -ATOM 23586 N GLU C1072 135.630 162.000 212.162 1.00 56.59 N -ATOM 23587 CA GLU C1072 136.070 163.258 212.741 1.00 56.59 C -ATOM 23588 C GLU C1072 135.264 163.603 213.992 1.00 56.59 C -ATOM 23589 O GLU C1072 134.144 163.125 214.195 1.00 56.59 O -ATOM 23590 CB GLU C1072 135.936 164.387 211.719 1.00 56.59 C -ATOM 23591 CG GLU C1072 136.768 164.201 210.460 1.00 56.59 C -ATOM 23592 CD GLU C1072 136.030 163.450 209.369 1.00 56.59 C -ATOM 23593 OE1 GLU C1072 134.817 163.200 209.533 1.00 56.59 O -ATOM 23594 OE2 GLU C1072 136.665 163.101 208.353 1.00 56.59 O1- -ATOM 23595 N LYS C1073 135.853 164.450 214.835 1.00 59.69 N -ATOM 23596 CA LYS C1073 135.167 164.973 216.008 1.00 59.69 C -ATOM 23597 C LYS C1073 135.722 166.351 216.344 1.00 59.69 C -ATOM 23598 O LYS C1073 136.929 166.585 216.232 1.00 59.69 O -ATOM 23599 CB LYS C1073 135.317 164.031 217.208 1.00 59.69 C -ATOM 23600 CG LYS C1073 134.262 164.222 218.285 1.00 59.69 C -ATOM 23601 CD LYS C1073 134.269 163.071 219.278 1.00 59.69 C -ATOM 23602 CE LYS C1073 133.673 163.490 220.612 1.00 59.69 C -ATOM 23603 NZ LYS C1073 133.920 162.476 221.673 1.00 59.69 N1+ -ATOM 23604 N ASN C1074 134.830 167.252 216.755 1.00 74.60 N -ATOM 23605 CA ASN C1074 135.203 168.615 217.113 1.00 74.60 C -ATOM 23606 C ASN C1074 135.759 168.679 218.528 1.00 74.60 C -ATOM 23607 O ASN C1074 135.257 168.010 219.435 1.00 74.60 O -ATOM 23608 CB ASN C1074 133.991 169.540 217.022 1.00 74.60 C -ATOM 23609 CG ASN C1074 133.877 170.234 215.687 1.00 74.60 C -ATOM 23610 OD1 ASN C1074 134.873 170.499 215.016 1.00 74.60 O -ATOM 23611 ND2 ASN C1074 132.648 170.543 215.298 1.00 74.60 N -ATOM 23612 N PHE C1075 136.783 169.511 218.721 1.00 53.62 N -ATOM 23613 CA PHE C1075 137.347 169.744 220.043 1.00 53.62 C -ATOM 23614 C PHE C1075 137.794 171.195 220.144 1.00 53.62 C -ATOM 23615 O PHE C1075 138.070 171.853 219.138 1.00 53.62 O -ATOM 23616 CB PHE C1075 138.523 168.802 220.336 1.00 53.62 C -ATOM 23617 CG PHE C1075 138.137 167.355 220.393 1.00 53.62 C -ATOM 23618 CD1 PHE C1075 137.462 166.848 221.492 1.00 53.62 C -ATOM 23619 CD2 PHE C1075 138.414 166.510 219.330 1.00 53.62 C -ATOM 23620 CE1 PHE C1075 137.091 165.519 221.540 1.00 53.62 C -ATOM 23621 CE2 PHE C1075 138.046 165.180 219.372 1.00 53.62 C -ATOM 23622 CZ PHE C1075 137.380 164.685 220.477 1.00 53.62 C -ATOM 23623 N THR C1076 137.858 171.689 221.377 1.00 59.44 N -ATOM 23624 CA THR C1076 138.362 173.026 221.664 1.00 59.44 C -ATOM 23625 C THR C1076 139.826 172.902 222.064 1.00 59.44 C -ATOM 23626 O THR C1076 140.162 172.115 222.959 1.00 59.44 O -ATOM 23627 CB THR C1076 137.548 173.698 222.771 1.00 59.44 C -ATOM 23628 OG1 THR C1076 136.189 173.844 222.340 1.00 59.44 O -ATOM 23629 CG2 THR C1076 138.113 175.072 223.098 1.00 59.44 C -ATOM 23630 N THR C1077 140.687 173.670 221.401 1.00 50.31 N -ATOM 23631 CA THR C1077 142.130 173.523 221.506 1.00 50.31 C -ATOM 23632 C THR C1077 142.779 174.788 222.055 1.00 50.31 C -ATOM 23633 O THR C1077 142.151 175.841 222.183 1.00 50.31 O -ATOM 23634 CB THR C1077 142.736 173.170 220.143 1.00 50.31 C -ATOM 23635 OG1 THR C1077 144.143 172.948 220.290 1.00 50.31 O -ATOM 23636 CG2 THR C1077 142.511 174.297 219.153 1.00 50.31 C -ATOM 23637 N ALA C1078 144.067 174.661 222.376 1.00 48.39 N -ATOM 23638 CA ALA C1078 144.861 175.754 222.921 1.00 48.39 C -ATOM 23639 C ALA C1078 146.326 175.477 222.622 1.00 48.39 C -ATOM 23640 O ALA C1078 146.726 174.310 222.550 1.00 48.39 O -ATOM 23641 CB ALA C1078 144.642 175.896 224.433 1.00 48.39 C -ATOM 23642 N PRO C1079 147.147 176.516 222.433 1.00 43.45 N -ATOM 23643 CA PRO C1079 148.567 176.261 222.134 1.00 43.45 C -ATOM 23644 C PRO C1079 149.384 175.820 223.336 1.00 43.45 C -ATOM 23645 O PRO C1079 150.241 174.938 223.199 1.00 43.45 O -ATOM 23646 CB PRO C1079 149.050 177.609 221.580 1.00 43.45 C -ATOM 23647 CG PRO C1079 148.111 178.613 222.148 1.00 43.45 C -ATOM 23648 CD PRO C1079 146.784 177.928 222.219 1.00 43.45 C -ATOM 23649 N ALA C1080 149.153 176.402 224.510 1.00 50.10 N -ATOM 23650 CA ALA C1080 149.937 176.084 225.695 1.00 50.10 C -ATOM 23651 C ALA C1080 149.056 176.277 226.921 1.00 50.10 C -ATOM 23652 O ALA C1080 147.913 176.729 226.819 1.00 50.10 O -ATOM 23653 CB ALA C1080 151.200 176.944 225.768 1.00 50.10 C -ATOM 23654 N ILE C1081 149.583 175.913 228.091 1.00 51.53 N -ATOM 23655 CA ILE C1081 148.818 175.975 229.337 1.00 51.53 C -ATOM 23656 C ILE C1081 149.645 176.671 230.412 1.00 51.53 C -ATOM 23657 O ILE C1081 150.808 176.320 230.631 1.00 51.53 O -ATOM 23658 CB ILE C1081 148.381 174.572 229.812 1.00 51.53 C -ATOM 23659 CG1 ILE C1081 147.436 173.922 228.804 1.00 51.53 C -ATOM 23660 CG2 ILE C1081 147.702 174.630 231.163 1.00 51.53 C -ATOM 23661 CD1 ILE C1081 147.180 172.488 229.070 1.00 51.53 C -ATOM 23662 N CYS C1082 149.050 177.660 231.078 1.00 63.49 N -ATOM 23663 CA CYS C1082 149.665 178.281 232.241 1.00 63.49 C -ATOM 23664 C CYS C1082 149.490 177.393 233.465 1.00 63.49 C -ATOM 23665 O CYS C1082 148.408 176.851 233.706 1.00 63.49 O -ATOM 23666 CB CYS C1082 149.036 179.646 232.515 1.00 63.49 C -ATOM 23667 SG CYS C1082 149.624 180.981 231.468 1.00 63.49 S -ATOM 23668 N HIS C1083 150.560 177.251 234.243 1.00 67.33 N -ATOM 23669 CA HIS C1083 150.488 176.532 235.513 1.00 67.33 C -ATOM 23670 C HIS C1083 151.571 177.095 236.420 1.00 67.33 C -ATOM 23671 O HIS C1083 152.757 176.840 236.186 1.00 67.33 O -ATOM 23672 CB HIS C1083 150.661 175.029 235.314 1.00 67.33 C -ATOM 23673 CG HIS C1083 150.971 174.287 236.576 1.00 67.33 C -ATOM 23674 ND1 HIS C1083 152.207 173.734 236.831 1.00 67.33 N -ATOM 23675 CD2 HIS C1083 150.204 174.010 237.656 1.00 67.33 C -ATOM 23676 CE1 HIS C1083 152.187 173.146 238.014 1.00 67.33 C -ATOM 23677 NE2 HIS C1083 150.984 173.300 238.536 1.00 67.33 N -ATOM 23678 N ASP C1084 151.146 177.849 237.444 1.00 67.05 N -ATOM 23679 CA ASP C1084 152.027 178.566 238.378 1.00 67.05 C -ATOM 23680 C ASP C1084 152.997 179.489 237.642 1.00 67.05 C -ATOM 23681 O ASP C1084 154.185 179.563 237.963 1.00 67.05 O -ATOM 23682 CB ASP C1084 152.780 177.601 239.299 1.00 67.05 C -ATOM 23683 CG ASP C1084 151.867 176.908 240.289 1.00 67.05 C -ATOM 23684 OD1 ASP C1084 150.806 177.476 240.620 1.00 67.05 O -ATOM 23685 OD2 ASP C1084 152.212 175.796 240.741 1.00 67.05 O1- -ATOM 23686 N GLY C1085 152.484 180.196 236.638 1.00 67.06 N -ATOM 23687 CA GLY C1085 153.297 181.106 235.861 1.00 67.06 C -ATOM 23688 C GLY C1085 154.204 180.454 234.844 1.00 67.06 C -ATOM 23689 O GLY C1085 155.068 181.136 234.283 1.00 67.06 O -ATOM 23690 N LYS C1086 154.039 179.161 234.585 1.00 61.54 N -ATOM 23691 CA LYS C1086 154.875 178.430 233.644 1.00 61.54 C -ATOM 23692 C LYS C1086 154.052 178.004 232.437 1.00 61.54 C -ATOM 23693 O LYS C1086 152.924 177.523 232.581 1.00 61.54 O -ATOM 23694 CB LYS C1086 155.497 177.197 234.301 1.00 61.54 C -ATOM 23695 CG LYS C1086 156.022 177.425 235.704 1.00 61.54 C -ATOM 23696 CD LYS C1086 156.430 176.109 236.344 1.00 61.54 C -ATOM 23697 CE LYS C1086 156.948 176.318 237.755 1.00 61.54 C -ATOM 23698 NZ LYS C1086 158.035 177.334 237.801 1.00 61.54 N1+ -ATOM 23699 N ALA C1087 154.625 178.176 231.250 1.00 52.89 N -ATOM 23700 CA ALA C1087 153.966 177.794 230.009 1.00 52.89 C -ATOM 23701 C ALA C1087 154.346 176.360 229.658 1.00 52.89 C -ATOM 23702 O ALA C1087 155.520 176.065 229.413 1.00 52.89 O -ATOM 23703 CB ALA C1087 154.348 178.746 228.877 1.00 52.89 C -ATOM 23704 N HIS C1088 153.353 175.477 229.632 1.00 47.58 N -ATOM 23705 CA HIS C1088 153.542 174.076 229.291 1.00 47.58 C -ATOM 23706 C HIS C1088 153.074 173.847 227.861 1.00 47.58 C -ATOM 23707 O HIS C1088 151.933 174.183 227.515 1.00 47.58 O -ATOM 23708 CB HIS C1088 152.764 173.170 230.247 1.00 47.58 C -ATOM 23709 CG HIS C1088 153.307 173.148 231.642 1.00 47.58 C -ATOM 23710 ND1 HIS C1088 153.850 172.017 232.212 1.00 47.58 N -ATOM 23711 CD2 HIS C1088 153.378 174.116 232.586 1.00 47.58 C -ATOM 23712 CE1 HIS C1088 154.239 172.290 233.444 1.00 47.58 C -ATOM 23713 NE2 HIS C1088 153.964 173.557 233.696 1.00 47.58 N -ATOM 23714 N PHE C1089 153.967 173.281 227.033 1.00 41.44 N -ATOM 23715 CA PHE C1089 153.764 172.910 225.644 1.00 41.44 C -ATOM 23716 C PHE C1089 153.770 171.393 225.516 1.00 41.44 C -ATOM 23717 O PHE C1089 154.555 170.726 226.196 1.00 41.44 O -ATOM 23718 CB PHE C1089 154.862 173.489 224.740 1.00 41.44 C -ATOM 23719 CG PHE C1089 154.987 174.986 224.804 1.00 41.44 C -ATOM 23720 CD1 PHE C1089 155.826 175.589 225.731 1.00 41.44 C -ATOM 23721 CD2 PHE C1089 154.277 175.789 223.929 1.00 41.44 C -ATOM 23722 CE1 PHE C1089 155.944 176.964 225.789 1.00 41.44 C -ATOM 23723 CE2 PHE C1089 154.392 177.165 223.983 1.00 41.44 C -ATOM 23724 CZ PHE C1089 155.228 177.751 224.913 1.00 41.44 C -ATOM 23725 N PRO C1090 152.930 170.814 224.660 1.00 45.20 N -ATOM 23726 CA PRO C1090 152.899 169.351 224.549 1.00 45.20 C -ATOM 23727 C PRO C1090 154.106 168.816 223.795 1.00 45.20 C -ATOM 23728 O PRO C1090 154.538 169.383 222.788 1.00 45.20 O -ATOM 23729 CB PRO C1090 151.597 169.081 223.789 1.00 45.20 C -ATOM 23730 CG PRO C1090 151.372 170.315 222.993 1.00 45.20 C -ATOM 23731 CD PRO C1090 151.926 171.457 223.794 1.00 45.20 C -ATOM 23732 N ARG C1091 154.665 167.718 224.311 1.00 54.57 N -ATOM 23733 CA ARG C1091 155.754 167.044 223.612 1.00 54.57 C -ATOM 23734 C ARG C1091 155.249 166.380 222.337 1.00 54.57 C -ATOM 23735 O ARG C1091 155.850 166.527 221.266 1.00 54.57 O -ATOM 23736 CB ARG C1091 156.414 166.015 224.531 1.00 54.57 C -ATOM 23737 CG ARG C1091 157.206 166.614 225.684 1.00 54.57 C -ATOM 23738 CD ARG C1091 157.887 165.528 226.506 1.00 54.57 C -ATOM 23739 NE ARG C1091 158.347 166.019 227.800 1.00 54.57 N -ATOM 23740 CZ ARG C1091 159.431 165.579 228.425 1.00 54.57 C -ATOM 23741 NH1 ARG C1091 160.198 164.638 227.900 1.00 54.57 N1+ -ATOM 23742 NH2 ARG C1091 159.752 166.095 229.608 1.00 54.57 N -ATOM 23743 N GLU C1092 154.147 165.638 222.437 1.00 58.32 N -ATOM 23744 CA GLU C1092 153.510 164.985 221.302 1.00 58.32 C -ATOM 23745 C GLU C1092 152.005 165.185 221.404 1.00 58.32 C -ATOM 23746 O GLU C1092 151.408 164.882 222.442 1.00 58.32 O -ATOM 23747 CB GLU C1092 153.835 163.484 221.263 1.00 58.32 C -ATOM 23748 CG GLU C1092 155.310 163.142 221.087 1.00 58.32 C -ATOM 23749 CD GLU C1092 155.608 161.684 221.372 1.00 58.32 C -ATOM 23750 OE1 GLU C1092 154.678 160.856 221.276 1.00 58.32 O -ATOM 23751 OE2 GLU C1092 156.771 161.366 221.700 1.00 58.32 O1- -ATOM 23752 N GLY C1093 151.397 165.690 220.339 1.00 50.79 N -ATOM 23753 CA GLY C1093 149.955 165.820 220.255 1.00 50.79 C -ATOM 23754 C GLY C1093 149.491 167.245 220.510 1.00 50.79 C -ATOM 23755 O GLY C1093 150.280 168.159 220.754 1.00 50.79 O -ATOM 23756 N VAL C1094 148.172 167.419 220.430 1.00 44.66 N -ATOM 23757 CA VAL C1094 147.541 168.717 220.638 1.00 44.66 C -ATOM 23758 C VAL C1094 146.815 168.688 221.974 1.00 44.66 C -ATOM 23759 O VAL C1094 146.734 167.640 222.625 1.00 44.66 O -ATOM 23760 CB VAL C1094 146.564 169.061 219.498 1.00 44.66 C -ATOM 23761 CG1 VAL C1094 147.248 168.962 218.149 1.00 44.66 C -ATOM 23762 CG2 VAL C1094 145.357 168.151 219.553 1.00 44.66 C -ATOM 23763 N PHE C1095 146.283 169.833 222.392 1.00 47.91 N -ATOM 23764 CA PHE C1095 145.443 169.926 223.577 1.00 47.91 C -ATOM 23765 C PHE C1095 143.986 169.977 223.143 1.00 47.91 C -ATOM 23766 O PHE C1095 143.638 170.724 222.226 1.00 47.91 O -ATOM 23767 CB PHE C1095 145.778 171.166 224.410 1.00 47.91 C -ATOM 23768 CG PHE C1095 147.061 171.060 225.180 1.00 47.91 C -ATOM 23769 CD1 PHE C1095 147.384 169.898 225.860 1.00 47.91 C -ATOM 23770 CD2 PHE C1095 147.928 172.137 225.251 1.00 47.91 C -ATOM 23771 CE1 PHE C1095 148.565 169.804 226.578 1.00 47.91 C -ATOM 23772 CE2 PHE C1095 149.105 172.052 225.969 1.00 47.91 C -ATOM 23773 CZ PHE C1095 149.424 170.883 226.632 1.00 47.91 C -ATOM 23774 N VAL C1096 143.146 169.159 223.772 1.00 58.41 N -ATOM 23775 CA VAL C1096 141.703 169.196 223.568 1.00 58.41 C -ATOM 23776 C VAL C1096 141.040 169.448 224.916 1.00 58.41 C -ATOM 23777 O VAL C1096 141.650 169.281 225.974 1.00 58.41 O -ATOM 23778 CB VAL C1096 141.158 167.905 222.919 1.00 58.41 C -ATOM 23779 CG1 VAL C1096 141.946 167.554 221.672 1.00 58.41 C -ATOM 23780 CG2 VAL C1096 141.199 166.749 223.905 1.00 58.41 C -ATOM 23781 N SER C1097 139.783 169.900 224.876 1.00 92.77 N -ATOM 23782 CA SER C1097 139.068 170.167 226.123 1.00 92.77 C -ATOM 23783 C SER C1097 137.880 169.238 226.351 1.00 92.77 C -ATOM 23784 O SER C1097 137.956 168.393 227.242 1.00 92.77 O -ATOM 23785 CB SER C1097 138.634 171.633 226.144 1.00 92.77 C -ATOM 23786 OG SER C1097 137.879 171.923 227.305 1.00 92.77 O -ATOM 23787 N ASN C1098 136.858 169.276 225.489 1.00154.45 N -ATOM 23788 CA ASN C1098 135.424 168.881 225.588 1.00154.45 C -ATOM 23789 C ASN C1098 134.620 169.923 226.379 1.00154.45 C -ATOM 23790 O ASN C1098 133.394 169.788 226.478 1.00154.45 O -ATOM 23791 CB ASN C1098 135.139 167.438 226.113 1.00154.45 C -ATOM 23792 CG ASN C1098 135.122 167.249 227.688 1.00154.45 C -ATOM 23793 OD1 ASN C1098 135.423 168.124 228.489 1.00154.45 O -ATOM 23794 ND2 ASN C1098 134.729 166.042 228.099 1.00154.45 N -ATOM 23795 N GLY C1099 135.265 170.947 226.947 1.00182.86 N -ATOM 23796 CA GLY C1099 134.626 171.928 227.803 1.00182.86 C -ATOM 23797 C GLY C1099 135.187 172.021 229.212 1.00182.86 C -ATOM 23798 O GLY C1099 135.250 173.129 229.760 1.00182.86 O -ATOM 23799 N THR C1100 135.599 170.902 229.808 1.00173.38 N -ATOM 23800 CA THR C1100 136.317 170.878 231.081 1.00173.38 C -ATOM 23801 C THR C1100 137.461 169.889 230.921 1.00173.38 C -ATOM 23802 O THR C1100 137.557 169.216 229.898 1.00173.38 O -ATOM 23803 CB THR C1100 135.423 170.450 232.258 1.00173.38 C -ATOM 23804 OG1 THR C1100 134.871 169.153 231.995 1.00173.38 O -ATOM 23805 CG2 THR C1100 134.293 171.443 232.516 1.00173.38 C -ATOM 23806 N HIS C1101 138.316 169.803 231.949 1.00144.38 N -ATOM 23807 CA HIS C1101 139.310 168.727 232.125 1.00144.38 C -ATOM 23808 C HIS C1101 140.201 168.518 230.894 1.00144.38 C -ATOM 23809 O HIS C1101 140.054 167.534 230.166 1.00144.38 O -ATOM 23810 CB HIS C1101 138.623 167.412 232.504 1.00144.38 C -ATOM 23811 CG HIS C1101 137.772 167.499 233.732 1.00144.38 C -ATOM 23812 ND1 HIS C1101 136.394 167.474 233.687 1.00144.38 N -ATOM 23813 CD2 HIS C1101 138.103 167.602 235.040 1.00144.38 C -ATOM 23814 CE1 HIS C1101 135.914 167.561 234.915 1.00144.38 C -ATOM 23815 NE2 HIS C1101 136.931 167.640 235.755 1.00144.38 N -ATOM 23816 N TRP C1102 141.061 169.508 230.629 1.00 74.66 N -ATOM 23817 CA TRP C1102 141.875 169.530 229.414 1.00 74.66 C -ATOM 23818 C TRP C1102 142.785 168.307 229.311 1.00 74.66 C -ATOM 23819 O TRP C1102 143.307 167.811 230.312 1.00 74.66 O -ATOM 23820 CB TRP C1102 142.726 170.801 229.373 1.00 74.66 C -ATOM 23821 CG TRP C1102 141.973 172.041 228.994 1.00 74.66 C -ATOM 23822 CD1 TRP C1102 141.171 172.792 229.802 1.00 74.66 C -ATOM 23823 CD2 TRP C1102 141.956 172.675 227.710 1.00 74.66 C -ATOM 23824 NE1 TRP C1102 140.656 173.855 229.101 1.00 74.66 N -ATOM 23825 CE2 TRP C1102 141.122 173.805 227.814 1.00 74.66 C -ATOM 23826 CE3 TRP C1102 142.564 172.396 226.483 1.00 74.66 C -ATOM 23827 CZ2 TRP C1102 140.880 174.655 226.738 1.00 74.66 C -ATOM 23828 CZ3 TRP C1102 142.322 173.240 225.416 1.00 74.66 C -ATOM 23829 CH2 TRP C1102 141.488 174.356 225.550 1.00 74.66 C -ATOM 23830 N PHE C1103 142.953 167.814 228.084 1.00 67.26 N -ATOM 23831 CA PHE C1103 143.699 166.599 227.799 1.00 67.26 C -ATOM 23832 C PHE C1103 144.687 166.863 226.672 1.00 67.26 C -ATOM 23833 O PHE C1103 144.541 167.816 225.906 1.00 67.26 O -ATOM 23834 CB PHE C1103 142.772 165.451 227.388 1.00 67.26 C -ATOM 23835 CG PHE C1103 141.860 164.988 228.476 1.00 67.26 C -ATOM 23836 CD1 PHE C1103 142.357 164.663 229.727 1.00 67.26 C -ATOM 23837 CD2 PHE C1103 140.501 164.865 228.243 1.00 67.26 C -ATOM 23838 CE1 PHE C1103 141.517 164.231 230.726 1.00 67.26 C -ATOM 23839 CE2 PHE C1103 139.656 164.432 229.238 1.00 67.26 C -ATOM 23840 CZ PHE C1103 140.169 164.115 230.480 1.00 67.26 C -ATOM 23841 N VAL C1104 145.694 166.000 226.573 1.00 46.95 N -ATOM 23842 CA VAL C1104 146.632 166.001 225.455 1.00 46.95 C -ATOM 23843 C VAL C1104 146.424 164.708 224.667 1.00 46.95 C -ATOM 23844 O VAL C1104 146.204 163.637 225.248 1.00 46.95 O -ATOM 23845 CB VAL C1104 148.088 166.203 225.924 1.00 46.95 C -ATOM 23846 CG1 VAL C1104 148.594 165.063 226.788 1.00 46.95 C -ATOM 23847 CG2 VAL C1104 149.016 166.419 224.734 1.00 46.95 C -ATOM 23848 N THR C1105 146.363 164.831 223.341 1.00 41.88 N -ATOM 23849 CA THR C1105 146.088 163.705 222.458 1.00 41.88 C -ATOM 23850 C THR C1105 147.132 163.650 221.353 1.00 41.88 C -ATOM 23851 O THR C1105 147.787 164.648 221.056 1.00 41.88 O -ATOM 23852 CB THR C1105 144.692 163.801 221.816 1.00 41.88 C -ATOM 23853 OG1 THR C1105 144.613 164.990 221.020 1.00 41.88 O -ATOM 23854 CG2 THR C1105 143.594 163.821 222.873 1.00 41.88 C -ATOM 23855 N GLN C1106 147.306 162.471 220.763 1.00 38.81 N -ATOM 23856 CA GLN C1106 148.040 162.393 219.508 1.00 38.81 C -ATOM 23857 C GLN C1106 147.144 162.864 218.368 1.00 38.81 C -ATOM 23858 O GLN C1106 145.916 162.849 218.478 1.00 38.81 O -ATOM 23859 CB GLN C1106 148.557 160.974 219.262 1.00 38.81 C -ATOM 23860 CG GLN C1106 147.521 159.880 219.383 1.00 38.81 C -ATOM 23861 CD GLN C1106 148.132 158.497 219.350 1.00 38.81 C -ATOM 23862 OE1 GLN C1106 149.345 158.347 219.227 1.00 38.81 O -ATOM 23863 NE2 GLN C1106 147.292 157.475 219.460 1.00 38.81 N -ATOM 23864 N ARG C1107 147.766 163.321 217.278 1.00 48.73 N -ATOM 23865 CA ARG C1107 147.007 164.000 216.231 1.00 48.73 C -ATOM 23866 C ARG C1107 146.206 163.024 215.377 1.00 48.73 C -ATOM 23867 O ARG C1107 145.039 163.284 215.060 1.00 48.73 O -ATOM 23868 CB ARG C1107 147.945 164.823 215.352 1.00 48.73 C -ATOM 23869 CG ARG C1107 148.526 166.040 216.044 1.00 48.73 C -ATOM 23870 CD ARG C1107 149.449 166.811 215.116 1.00 48.73 C -ATOM 23871 NE ARG C1107 148.776 167.183 213.877 1.00 48.73 N -ATOM 23872 CZ ARG C1107 147.970 168.228 213.746 1.00 48.73 C -ATOM 23873 NH1 ARG C1107 147.737 169.051 214.755 1.00 48.73 N1+ -ATOM 23874 NH2 ARG C1107 147.385 168.454 212.574 1.00 48.73 N -ATOM 23875 N ASN C1108 146.812 161.900 214.990 1.00 43.30 N -ATOM 23876 CA ASN C1108 146.216 161.055 213.959 1.00 43.30 C -ATOM 23877 C ASN C1108 145.090 160.185 214.508 1.00 43.30 C -ATOM 23878 O ASN C1108 144.285 159.651 213.737 1.00 43.30 O -ATOM 23879 CB ASN C1108 147.297 160.196 213.307 1.00 43.30 C -ATOM 23880 CG ASN C1108 148.166 160.987 212.352 1.00 43.30 C -ATOM 23881 OD1 ASN C1108 148.060 162.209 212.269 1.00 43.30 O -ATOM 23882 ND2 ASN C1108 149.036 160.293 211.627 1.00 43.30 N -ATOM 23883 N PHE C1109 145.020 160.018 215.825 1.00 35.20 N -ATOM 23884 CA PHE C1109 143.989 159.197 216.444 1.00 35.20 C -ATOM 23885 C PHE C1109 143.600 159.825 217.773 1.00 35.20 C -ATOM 23886 O PHE C1109 144.454 160.363 218.478 1.00 35.20 O -ATOM 23887 CB PHE C1109 144.483 157.759 216.647 1.00 35.20 C -ATOM 23888 CG PHE C1109 143.407 156.791 217.046 1.00 35.20 C -ATOM 23889 CD1 PHE C1109 142.576 156.231 216.089 1.00 35.20 C -ATOM 23890 CD2 PHE C1109 143.238 156.427 218.372 1.00 35.20 C -ATOM 23891 CE1 PHE C1109 141.586 155.334 216.449 1.00 35.20 C -ATOM 23892 CE2 PHE C1109 142.250 155.531 218.739 1.00 35.20 C -ATOM 23893 CZ PHE C1109 141.424 154.985 217.776 1.00 35.20 C -ATOM 23894 N TYR C1110 142.317 159.768 218.115 1.00 44.70 N -ATOM 23895 CA TYR C1110 141.880 160.368 219.369 1.00 44.70 C -ATOM 23896 C TYR C1110 142.189 159.445 220.540 1.00 44.70 C -ATOM 23897 O TYR C1110 141.746 158.294 220.575 1.00 44.70 O -ATOM 23898 CB TYR C1110 140.390 160.690 219.331 1.00 44.70 C -ATOM 23899 CG TYR C1110 139.913 161.395 220.581 1.00 44.70 C -ATOM 23900 CD1 TYR C1110 140.491 162.592 220.986 1.00 44.70 C -ATOM 23901 CD2 TYR C1110 138.884 160.869 221.352 1.00 44.70 C -ATOM 23902 CE1 TYR C1110 140.066 163.240 222.130 1.00 44.70 C -ATOM 23903 CE2 TYR C1110 138.447 161.513 222.496 1.00 44.70 C -ATOM 23904 CZ TYR C1110 139.041 162.699 222.878 1.00 44.70 C -ATOM 23905 OH TYR C1110 138.613 163.345 224.014 1.00 44.70 O -ATOM 23906 N GLU C1111 142.948 159.962 221.504 1.00 51.64 N -ATOM 23907 CA GLU C1111 143.329 159.197 222.691 1.00 51.64 C -ATOM 23908 C GLU C1111 143.617 160.183 223.810 1.00 51.64 C -ATOM 23909 O GLU C1111 144.725 160.727 223.910 1.00 51.64 O -ATOM 23910 CB GLU C1111 144.539 158.305 222.426 1.00 51.64 C -ATOM 23911 CG GLU C1111 144.779 157.246 223.485 1.00 51.64 C -ATOM 23912 CD GLU C1111 145.995 156.395 223.185 1.00 51.64 C -ATOM 23913 OE1 GLU C1111 146.706 156.699 222.205 1.00 51.64 O -ATOM 23914 OE2 GLU C1111 146.238 155.419 223.925 1.00 51.64 O1- -ATOM 23915 N PRO C1112 142.632 160.456 224.666 1.00 51.90 N -ATOM 23916 CA PRO C1112 142.836 161.449 225.726 1.00 51.90 C -ATOM 23917 C PRO C1112 143.716 160.913 226.843 1.00 51.90 C -ATOM 23918 O PRO C1112 143.637 159.741 227.219 1.00 51.90 O -ATOM 23919 CB PRO C1112 141.414 161.735 226.218 1.00 51.90 C -ATOM 23920 CG PRO C1112 140.674 160.470 225.953 1.00 51.90 C -ATOM 23921 CD PRO C1112 141.284 159.860 224.716 1.00 51.90 C -ATOM 23922 N GLN C1113 144.565 161.790 227.373 1.00 57.46 N -ATOM 23923 CA GLN C1113 145.464 161.447 228.463 1.00 57.46 C -ATOM 23924 C GLN C1113 145.520 162.605 229.445 1.00 57.46 C -ATOM 23925 O GLN C1113 145.333 163.765 229.068 1.00 57.46 O -ATOM 23926 CB GLN C1113 146.877 161.131 227.960 1.00 57.46 C -ATOM 23927 CG GLN C1113 147.035 159.755 227.347 1.00 57.46 C -ATOM 23928 CD GLN C1113 148.463 159.469 226.938 1.00 57.46 C -ATOM 23929 OE1 GLN C1113 149.254 160.387 226.718 1.00 57.46 O -ATOM 23930 NE2 GLN C1113 148.802 158.191 226.828 1.00 57.46 N -ATOM 23931 N ILE C1114 145.794 162.278 230.708 1.00 59.17 N -ATOM 23932 CA ILE C1114 145.909 163.295 231.746 1.00 59.17 C -ATOM 23933 C ILE C1114 147.187 164.092 231.524 1.00 59.17 C -ATOM 23934 O ILE C1114 148.273 163.522 231.359 1.00 59.17 O -ATOM 23935 CB ILE C1114 145.886 162.643 233.137 1.00 59.17 C -ATOM 23936 CG1 ILE C1114 144.575 161.881 233.352 1.00 59.17 C -ATOM 23937 CG2 ILE C1114 146.090 163.685 234.233 1.00 59.17 C -ATOM 23938 CD1 ILE C1114 143.359 162.767 233.521 1.00 59.17 C -ATOM 23939 N ILE C1115 147.060 165.418 231.510 1.00 62.67 N -ATOM 23940 CA ILE C1115 148.187 166.305 231.238 1.00 62.67 C -ATOM 23941 C ILE C1115 149.096 166.332 232.462 1.00 62.67 C -ATOM 23942 O ILE C1115 148.728 166.863 233.514 1.00 62.67 O -ATOM 23943 CB ILE C1115 147.713 167.711 230.862 1.00 62.67 C -ATOM 23944 CG1 ILE C1115 146.858 167.644 229.600 1.00 62.67 C -ATOM 23945 CG2 ILE C1115 148.887 168.651 230.677 1.00 62.67 C -ATOM 23946 CD1 ILE C1115 146.237 168.945 229.239 1.00 62.67 C -ATOM 23947 N THR C1116 150.285 165.757 232.323 1.00 66.12 N -ATOM 23948 CA THR C1116 151.276 165.665 233.384 1.00 66.12 C -ATOM 23949 C THR C1116 152.552 166.390 232.955 1.00 66.12 C -ATOM 23950 O THR C1116 152.598 167.050 231.913 1.00 66.12 O -ATOM 23951 CB THR C1116 151.554 164.202 233.736 1.00 66.12 C -ATOM 23952 OG1 THR C1116 151.983 163.500 232.562 1.00 66.12 O -ATOM 23953 CG2 THR C1116 150.306 163.535 234.296 1.00 66.12 C -ATOM 23954 N THR C1117 153.594 166.267 233.775 1.00 65.78 N -ATOM 23955 CA THR C1117 154.885 166.877 233.488 1.00 65.78 C -ATOM 23956 C THR C1117 155.803 165.966 232.683 1.00 65.78 C -ATOM 23957 O THR C1117 156.924 166.370 232.360 1.00 65.78 O -ATOM 23958 CB THR C1117 155.585 167.276 234.791 1.00 65.78 C -ATOM 23959 OG1 THR C1117 155.663 166.140 235.658 1.00 65.78 O -ATOM 23960 CG2 THR C1117 154.812 168.380 235.491 1.00 65.78 C -ATOM 23961 N ASP C1118 155.356 164.755 232.353 1.00 64.49 N -ATOM 23962 CA ASP C1118 156.144 163.833 231.547 1.00 64.49 C -ATOM 23963 C ASP C1118 155.895 164.013 230.058 1.00 64.49 C -ATOM 23964 O ASP C1118 156.818 163.842 229.253 1.00 64.49 O -ATOM 23965 CB ASP C1118 155.827 162.386 231.942 1.00 64.49 C -ATOM 23966 CG ASP C1118 156.268 162.054 233.356 1.00 64.49 C -ATOM 23967 OD1 ASP C1118 156.825 162.943 234.035 1.00 64.49 O -ATOM 23968 OD2 ASP C1118 156.047 160.905 233.793 1.00 64.49 O1- -ATOM 23969 N ASN C1119 154.667 164.360 229.684 1.00 57.24 N -ATOM 23970 CA ASN C1119 154.267 164.543 228.297 1.00 57.24 C -ATOM 23971 C ASN C1119 154.157 166.006 227.871 1.00 57.24 C -ATOM 23972 O ASN C1119 153.746 166.278 226.739 1.00 57.24 O -ATOM 23973 CB ASN C1119 152.962 163.764 228.043 1.00 57.24 C -ATOM 23974 CG ASN C1119 151.769 164.256 228.879 1.00 57.24 C -ATOM 23975 OD1 ASN C1119 151.825 165.264 229.585 1.00 57.24 O -ATOM 23976 ND2 ASN C1119 150.694 163.483 228.838 1.00 57.24 N -ATOM 23977 N THR C1120 154.486 166.948 228.754 1.00 51.89 N -ATOM 23978 CA THR C1120 154.611 168.360 228.419 1.00 51.89 C -ATOM 23979 C THR C1120 155.977 168.864 228.867 1.00 51.89 C -ATOM 23980 O THR C1120 156.624 168.279 229.738 1.00 51.89 O -ATOM 23981 CB THR C1120 153.519 169.225 229.075 1.00 51.89 C -ATOM 23982 OG1 THR C1120 153.800 169.381 230.471 1.00 51.89 O -ATOM 23983 CG2 THR C1120 152.132 168.627 228.887 1.00 51.89 C -ATOM 23984 N PHE C1121 156.414 169.962 228.258 1.00 43.57 N -ATOM 23985 CA PHE C1121 157.670 170.594 228.625 1.00 43.57 C -ATOM 23986 C PHE C1121 157.455 172.088 228.829 1.00 43.57 C -ATOM 23987 O PHE C1121 156.526 172.689 228.282 1.00 43.57 O -ATOM 23988 CB PHE C1121 158.776 170.325 227.584 1.00 43.57 C -ATOM 23989 CG PHE C1121 158.580 171.024 226.264 1.00 43.57 C -ATOM 23990 CD1 PHE C1121 157.743 170.492 225.293 1.00 43.57 C -ATOM 23991 CD2 PHE C1121 159.270 172.193 225.978 1.00 43.57 C -ATOM 23992 CE1 PHE C1121 157.579 171.130 224.074 1.00 43.57 C -ATOM 23993 CE2 PHE C1121 159.107 172.835 224.766 1.00 43.57 C -ATOM 23994 CZ PHE C1121 158.263 172.303 223.813 1.00 43.57 C -ATOM 23995 N VAL C1122 158.339 172.680 229.627 1.00 49.72 N -ATOM 23996 CA VAL C1122 158.202 174.054 230.096 1.00 49.72 C -ATOM 23997 C VAL C1122 159.170 174.942 229.330 1.00 49.72 C -ATOM 23998 O VAL C1122 160.354 174.608 229.188 1.00 49.72 O -ATOM 23999 CB VAL C1122 158.457 174.147 231.609 1.00 49.72 C -ATOM 24000 CG1 VAL C1122 157.996 175.485 232.145 1.00 49.72 C -ATOM 24001 CG2 VAL C1122 157.755 173.008 232.331 1.00 49.72 C -ATOM 24002 N SER C1123 158.672 176.078 228.848 1.00 50.42 N -ATOM 24003 CA SER C1123 159.501 177.038 228.129 1.00 50.42 C -ATOM 24004 C SER C1123 158.981 178.440 228.396 1.00 50.42 C -ATOM 24005 O SER C1123 157.864 178.773 227.989 1.00 50.42 O -ATOM 24006 CB SER C1123 159.500 176.747 226.631 1.00 50.42 C -ATOM 24007 OG SER C1123 160.121 177.793 225.906 1.00 50.42 O -ATOM 24008 N GLY C1124 159.788 179.255 229.074 1.00 62.82 N -ATOM 24009 CA GLY C1124 159.437 180.648 229.273 1.00 62.82 C -ATOM 24010 C GLY C1124 158.352 180.844 230.319 1.00 62.82 C -ATOM 24011 O GLY C1124 158.250 180.106 231.304 1.00 62.82 O -ATOM 24012 N ASN C1125 157.533 181.873 230.101 1.00 68.84 N -ATOM 24013 CA ASN C1125 156.428 182.173 231.003 1.00 68.84 C -ATOM 24014 C ASN C1125 155.154 182.468 230.220 1.00 68.84 C -ATOM 24015 O ASN C1125 155.094 182.243 229.007 1.00 68.84 O -ATOM 24016 CB ASN C1125 156.781 183.347 231.921 1.00 68.84 C -ATOM 24017 CG ASN C1125 156.924 184.655 231.173 1.00 68.84 C -ATOM 24018 OD1 ASN C1125 155.967 185.417 231.046 1.00 68.84 O -ATOM 24019 ND2 ASN C1125 158.127 184.929 230.685 1.00 68.84 N -ATOM 24020 N CYS C1126 154.134 182.979 230.909 1.00 67.65 N -ATOM 24021 CA CYS C1126 152.784 183.067 230.365 1.00 67.65 C -ATOM 24022 C CYS C1126 152.549 184.283 229.477 1.00 67.65 C -ATOM 24023 O CYS C1126 151.472 184.387 228.880 1.00 67.65 O -ATOM 24024 CB CYS C1126 151.772 183.086 231.512 1.00 67.65 C -ATOM 24025 SG CYS C1126 151.431 181.474 232.244 1.00 67.65 S -ATOM 24026 N ASP C1127 153.507 185.199 229.369 1.00 70.35 N -ATOM 24027 CA ASP C1127 153.262 186.487 228.731 1.00 70.35 C -ATOM 24028 C ASP C1127 153.624 186.521 227.251 1.00 70.35 C -ATOM 24029 O ASP C1127 153.522 187.585 226.634 1.00 70.35 O -ATOM 24030 CB ASP C1127 154.034 187.587 229.466 1.00 70.35 C -ATOM 24031 CG ASP C1127 153.487 187.852 230.854 1.00 70.35 C -ATOM 24032 OD1 ASP C1127 152.298 187.554 231.092 1.00 70.35 O -ATOM 24033 OD2 ASP C1127 154.250 188.349 231.709 1.00 70.35 O1- -ATOM 24034 N VAL C1128 154.040 185.400 226.664 1.00 58.01 N -ATOM 24035 CA VAL C1128 154.519 185.397 225.292 1.00 58.01 C -ATOM 24036 C VAL C1128 153.601 184.636 224.340 1.00 58.01 C -ATOM 24037 O VAL C1128 153.590 184.940 223.141 1.00 58.01 O -ATOM 24038 CB VAL C1128 155.957 184.842 225.220 1.00 58.01 C -ATOM 24039 CG1 VAL C1128 156.941 185.854 225.780 1.00 58.01 C -ATOM 24040 CG2 VAL C1128 156.057 183.524 225.973 1.00 58.01 C -ATOM 24041 N VAL C1129 152.834 183.666 224.824 1.00 49.22 N -ATOM 24042 CA VAL C1129 152.026 182.812 223.961 1.00 49.22 C -ATOM 24043 C VAL C1129 150.646 183.432 223.794 1.00 49.22 C -ATOM 24044 O VAL C1129 149.980 183.770 224.781 1.00 49.22 O -ATOM 24045 CB VAL C1129 151.928 181.389 224.534 1.00 49.22 C -ATOM 24046 CG1 VAL C1129 151.230 180.467 223.549 1.00 49.22 C -ATOM 24047 CG2 VAL C1129 153.312 180.864 224.870 1.00 49.22 C -ATOM 24048 N ILE C1130 150.215 183.580 222.545 1.00 49.20 N -ATOM 24049 CA ILE C1130 148.907 184.147 222.237 1.00 49.20 C -ATOM 24050 C ILE C1130 147.867 183.035 222.294 1.00 49.20 C -ATOM 24051 O ILE C1130 148.007 182.005 221.627 1.00 49.20 O -ATOM 24052 CB ILE C1130 148.911 184.828 220.861 1.00 49.20 C -ATOM 24053 CG1 ILE C1130 149.977 185.923 220.810 1.00 49.20 C -ATOM 24054 CG2 ILE C1130 147.541 185.405 220.544 1.00 49.20 C -ATOM 24055 CD1 ILE C1130 150.389 186.305 219.406 1.00 49.20 C -ATOM 24056 N GLY C1131 146.821 183.241 223.090 1.00 51.53 N -ATOM 24057 CA GLY C1131 145.767 182.256 223.221 1.00 51.53 C -ATOM 24058 C GLY C1131 145.989 181.212 224.289 1.00 51.53 C -ATOM 24059 O GLY C1131 145.353 180.153 224.237 1.00 51.53 O -ATOM 24060 N ILE C1132 146.876 181.471 225.251 1.00 50.86 N -ATOM 24061 CA ILE C1132 147.164 180.500 226.298 1.00 50.86 C -ATOM 24062 C ILE C1132 145.984 180.416 227.267 1.00 50.86 C -ATOM 24063 O ILE C1132 145.230 181.382 227.459 1.00 50.86 O -ATOM 24064 CB ILE C1132 148.489 180.878 226.997 1.00 50.86 C -ATOM 24065 CG1 ILE C1132 149.068 179.708 227.795 1.00 50.86 C -ATOM 24066 CG2 ILE C1132 148.349 182.132 227.860 1.00 50.86 C -ATOM 24067 CD1 ILE C1132 150.543 179.857 228.095 1.00 50.86 C -ATOM 24068 N VAL C1133 145.776 179.227 227.835 1.00 62.01 N -ATOM 24069 CA VAL C1133 144.661 178.991 228.747 1.00 62.01 C -ATOM 24070 C VAL C1133 145.205 178.630 230.121 1.00 62.01 C -ATOM 24071 O VAL C1133 146.422 178.543 230.311 1.00 62.01 O -ATOM 24072 CB VAL C1133 143.728 177.885 228.224 1.00 62.01 C -ATOM 24073 CG1 VAL C1133 143.114 178.289 226.894 1.00 62.01 C -ATOM 24074 CG2 VAL C1133 144.484 176.574 228.105 1.00 62.01 C -ATOM 24075 N ASN C1134 144.310 178.429 231.085 1.00 79.37 N -ATOM 24076 CA ASN C1134 144.678 178.125 232.463 1.00 79.37 C -ATOM 24077 C ASN C1134 144.165 176.738 232.822 1.00 79.37 C -ATOM 24078 O ASN C1134 142.963 176.473 232.714 1.00 79.37 O -ATOM 24079 CB ASN C1134 144.100 179.167 233.425 1.00 79.37 C -ATOM 24080 CG ASN C1134 144.833 180.492 233.364 1.00 79.37 C -ATOM 24081 OD1 ASN C1134 145.324 180.897 232.310 1.00 79.37 O -ATOM 24082 ND2 ASN C1134 144.907 181.179 234.497 1.00 79.37 N -ATOM 24083 N ASN C1135 145.071 175.865 233.259 1.00 78.19 N -ATOM 24084 CA ASN C1135 144.708 174.535 233.730 1.00 78.19 C -ATOM 24085 C ASN C1135 145.828 174.012 234.616 1.00 78.19 C -ATOM 24086 O ASN C1135 146.997 174.358 234.429 1.00 78.19 O -ATOM 24087 CB ASN C1135 144.451 173.564 232.570 1.00 78.19 C -ATOM 24088 CG ASN C1135 143.724 172.309 233.010 1.00 78.19 C -ATOM 24089 OD1 ASN C1135 144.234 171.198 232.860 1.00 78.19 O -ATOM 24090 ND2 ASN C1135 142.526 172.479 233.554 1.00 78.19 N -ATOM 24091 N THR C1136 145.459 173.181 235.586 1.00 80.67 N -ATOM 24092 CA THR C1136 146.442 172.569 236.466 1.00 80.67 C -ATOM 24093 C THR C1136 147.153 171.422 235.759 1.00 80.67 C -ATOM 24094 O THR C1136 146.572 170.720 234.926 1.00 80.67 O -ATOM 24095 CB THR C1136 145.781 172.056 237.745 1.00 80.67 C -ATOM 24096 OG1 THR C1136 144.898 170.974 237.428 1.00 80.67 O -ATOM 24097 CG2 THR C1136 144.991 173.168 238.418 1.00 80.67 C -ATOM 24098 N VAL C1137 148.425 171.236 236.100 1.00 76.19 N -ATOM 24099 CA VAL C1137 149.248 170.169 235.543 1.00 76.19 C -ATOM 24100 C VAL C1137 149.618 169.226 236.677 1.00 76.19 C -ATOM 24101 O VAL C1137 150.275 169.634 237.644 1.00 76.19 O -ATOM 24102 CB VAL C1137 150.505 170.716 234.850 1.00 76.19 C -ATOM 24103 CG1 VAL C1137 151.379 169.573 234.364 1.00 76.19 C -ATOM 24104 CG2 VAL C1137 150.118 171.626 233.695 1.00 76.19 C -ATOM 24105 N TYR C1138 149.196 167.970 236.560 1.00101.22 N -ATOM 24106 CA TYR C1138 149.436 166.983 237.601 1.00101.22 C -ATOM 24107 C TYR C1138 150.900 166.554 237.611 1.00101.22 C -ATOM 24108 O TYR C1138 151.563 166.503 236.573 1.00101.22 O -ATOM 24109 CB TYR C1138 148.521 165.774 237.389 1.00101.22 C -ATOM 24110 CG TYR C1138 148.715 164.645 238.375 1.00101.22 C -ATOM 24111 CD1 TYR C1138 148.260 164.757 239.684 1.00101.22 C -ATOM 24112 CD2 TYR C1138 149.342 163.464 237.995 1.00101.22 C -ATOM 24113 CE1 TYR C1138 148.431 163.726 240.591 1.00101.22 C -ATOM 24114 CE2 TYR C1138 149.518 162.427 238.894 1.00101.22 C -ATOM 24115 CZ TYR C1138 149.060 162.564 240.189 1.00101.22 C -ATOM 24116 OH TYR C1138 149.232 161.536 241.086 1.00101.22 O -ATOM 24117 N ASP C1139 151.410 166.260 238.804 1.00116.22 N -ATOM 24118 CA ASP C1139 152.781 165.794 238.976 1.00116.22 C -ATOM 24119 C ASP C1139 152.767 164.411 239.613 1.00116.22 C -ATOM 24120 O ASP C1139 152.262 164.262 240.739 1.00116.22 O -ATOM 24121 CB ASP C1139 153.588 166.770 239.834 1.00116.22 C -ATOM 24122 CG ASP C1139 155.071 166.456 239.833 1.00116.22 C -ATOM 24123 OD1 ASP C1139 155.575 165.966 238.801 1.00116.22 O -ATOM 24124 OD2 ASP C1139 155.732 166.697 240.864 1.00116.22 O1- -ATOM 24125 N PRO C1140 153.294 163.377 238.949 1.00119.57 N -ATOM 24126 CA PRO C1140 153.276 162.028 239.540 1.00119.57 C -ATOM 24127 C PRO C1140 154.262 161.837 240.683 1.00119.57 C -ATOM 24128 O PRO C1140 154.163 160.828 241.394 1.00119.57 O -ATOM 24129 CB PRO C1140 153.630 161.116 238.354 1.00119.57 C -ATOM 24130 CG PRO C1140 153.511 161.984 237.124 1.00119.57 C -ATOM 24131 CD PRO C1140 153.829 163.367 237.579 1.00119.57 C -ATOM 24132 N LEU C1141 155.208 162.759 240.875 1.00138.68 N -ATOM 24133 CA LEU C1141 156.201 162.607 241.934 1.00138.68 C -ATOM 24134 C LEU C1141 155.610 162.893 243.311 1.00138.68 C -ATOM 24135 O LEU C1141 156.062 162.318 244.308 1.00138.68 O -ATOM 24136 CB LEU C1141 157.391 163.527 241.650 1.00138.68 C -ATOM 24137 CG LEU C1141 158.574 163.584 242.619 1.00138.68 C -ATOM 24138 CD1 LEU C1141 159.191 162.209 242.798 1.00138.68 C -ATOM 24139 CD2 LEU C1141 159.609 164.578 242.121 1.00138.68 C -ATOM 24140 N GLN C1142 154.606 163.769 243.379 1.00146.24 N -ATOM 24141 CA GLN C1142 154.039 164.179 244.664 1.00146.24 C -ATOM 24142 C GLN C1142 153.345 163.073 245.474 1.00146.24 C -ATOM 24143 O GLN C1142 153.522 163.075 246.706 1.00146.24 O -ATOM 24144 CB GLN C1142 153.100 165.376 244.447 1.00146.24 C -ATOM 24145 CG GLN C1142 153.708 166.503 243.623 1.00146.24 C -ATOM 24146 CD GLN C1142 154.458 167.518 244.466 1.00146.24 C -ATOM 24147 OE1 GLN C1142 155.381 167.174 245.205 1.00146.24 O -ATOM 24148 NE2 GLN C1142 154.063 168.781 244.356 1.00146.24 N -ATOM 24149 N PRO C1143 152.527 162.158 244.907 1.00148.96 N -ATOM 24150 CA PRO C1143 152.016 161.054 245.747 1.00148.96 C -ATOM 24151 C PRO C1143 153.092 160.126 246.289 1.00148.96 C -ATOM 24152 O PRO C1143 152.927 159.581 247.388 1.00148.96 O -ATOM 24153 CB PRO C1143 151.056 160.307 244.808 1.00148.96 C -ATOM 24154 CG PRO C1143 151.468 160.702 243.451 1.00148.96 C -ATOM 24155 CD PRO C1143 151.843 162.132 243.597 1.00148.96 C -ATOM 24156 N GLU C1144 154.190 159.925 245.557 1.00155.23 N -ATOM 24157 CA GLU C1144 155.304 159.164 246.112 1.00155.23 C -ATOM 24158 C GLU C1144 156.078 159.981 247.137 1.00155.23 C -ATOM 24159 O GLU C1144 156.710 159.412 248.033 1.00155.23 O -ATOM 24160 CB GLU C1144 156.230 158.689 244.993 1.00155.23 C -ATOM 24161 CG GLU C1144 155.500 158.052 243.823 1.00155.23 C -ATOM 24162 CD GLU C1144 154.552 156.951 244.259 1.00155.23 C -ATOM 24163 OE1 GLU C1144 155.002 156.008 244.943 1.00155.23 O -ATOM 24164 OE2 GLU C1144 153.352 157.033 243.923 1.00155.23 O1- -ATOM 24165 N LEU C1145 156.048 161.310 247.013 1.00157.26 N -ATOM 24166 CA LEU C1145 156.664 162.169 248.018 1.00157.26 C -ATOM 24167 C LEU C1145 155.853 162.173 249.308 1.00157.26 C -ATOM 24168 O LEU C1145 156.418 162.346 250.394 1.00157.26 O -ATOM 24169 CB LEU C1145 156.827 163.586 247.451 1.00157.26 C -ATOM 24170 CG LEU C1145 157.591 164.716 248.161 1.00157.26 C -ATOM 24171 CD1 LEU C1145 158.113 165.678 247.112 1.00157.26 C -ATOM 24172 CD2 LEU C1145 156.741 165.500 249.160 1.00157.26 C -ATOM 24173 N ASP C1146 154.539 161.984 249.210 1.00159.65 N -ATOM 24174 CA ASP C1146 153.672 161.983 250.382 1.00159.65 C -ATOM 24175 C ASP C1146 153.696 160.664 251.145 1.00159.65 C -ATOM 24176 O ASP C1146 153.085 160.579 252.215 1.00159.65 O -ATOM 24177 CB ASP C1146 152.234 162.310 249.972 1.00159.65 C -ATOM 24178 CG ASP C1146 152.085 163.726 249.454 1.00159.65 C -ATOM 24179 OD1 ASP C1146 152.780 164.626 249.972 1.00159.65 O -ATOM 24180 OD2 ASP C1146 151.277 163.938 248.526 1.00159.65 O1- -ATOM 24181 N SER C1147 154.374 159.643 250.630 1.00157.92 N -ATOM 24182 CA SER C1147 154.470 158.365 251.323 1.00157.92 C -ATOM 24183 C SER C1147 155.433 158.458 252.502 1.00157.92 C -ATOM 24184 O SER C1147 156.336 159.294 252.517 1.00157.92 O -ATOM 24185 CB SER C1147 154.919 157.263 250.362 1.00157.92 C -ATOM 24186 OG SER C1147 154.949 156.004 251.011 1.00157.92 O -ATOM 24187 OXT SER C1147 155.329 157.700 253.466 1.00157.92 O1- -TER 24188 SER C1147 -HETATM24189 C1 NAG D 1 149.964 204.494 155.409 1.00182.34 C -HETATM24190 C2 NAG D 1 150.651 205.647 156.153 1.00182.34 C -HETATM24191 C3 NAG D 1 149.694 206.273 157.172 1.00182.34 C -HETATM24192 C4 NAG D 1 148.370 206.657 156.520 1.00182.34 C -HETATM24193 C5 NAG D 1 147.778 205.449 155.796 1.00182.34 C -HETATM24194 C6 NAG D 1 146.511 205.764 155.035 1.00182.34 C -HETATM24195 C7 NAG D 1 153.071 205.224 156.237 1.00182.34 C -HETATM24196 C8 NAG D 1 154.208 204.709 157.066 1.00182.34 C -HETATM24197 N2 NAG D 1 151.864 205.189 156.812 1.00182.34 N -HETATM24198 O3 NAG D 1 150.308 207.421 157.746 1.00182.34 O -HETATM24199 O4 NAG D 1 147.455 207.114 157.511 1.00182.34 O -HETATM24200 O5 NAG D 1 148.724 204.956 154.836 1.00182.34 O -HETATM24201 O6 NAG D 1 145.446 204.906 155.422 1.00182.34 O -HETATM24202 O7 NAG D 1 153.235 205.647 155.097 1.00182.34 O -HETATM24203 C1 NAG D 2 147.162 208.532 157.398 1.00233.29 C -HETATM24204 C2 NAG D 2 147.599 209.231 158.701 1.00233.29 C -HETATM24205 C3 NAG D 2 147.358 210.744 158.619 1.00233.29 C -HETATM24206 C4 NAG D 2 147.992 211.326 157.361 1.00233.29 C -HETATM24207 C5 NAG D 2 147.511 210.569 156.124 1.00233.29 C -HETATM24208 C6 NAG D 2 148.178 211.035 154.851 1.00233.29 C -HETATM24209 C7 NAG D 2 145.678 208.599 160.198 1.00233.29 C -HETATM24210 C8 NAG D 2 145.345 207.940 161.502 1.00233.29 C -HETATM24211 N2 NAG D 2 146.989 208.651 159.896 1.00233.29 N -HETATM24212 O3 NAG D 2 147.900 211.374 159.774 1.00233.29 O -HETATM24213 O4 NAG D 2 147.644 212.700 157.233 1.00233.29 O -HETATM24214 O5 NAG D 2 147.808 209.170 156.261 1.00233.29 O -HETATM24215 O6 NAG D 2 148.161 212.452 154.746 1.00233.29 O -HETATM24216 O7 NAG D 2 144.798 209.054 159.464 1.00233.29 O -HETATM24217 C1 NAG E 1 147.506 192.567 203.623 1.00 83.44 C -HETATM24218 C2 NAG E 1 146.946 193.595 204.609 1.00 83.44 C -HETATM24219 C3 NAG E 1 146.040 194.589 203.880 1.00 83.44 C -HETATM24220 C4 NAG E 1 146.757 195.214 202.687 1.00 83.44 C -HETATM24221 C5 NAG E 1 147.330 194.121 201.783 1.00 83.44 C -HETATM24222 C6 NAG E 1 148.174 194.657 200.650 1.00 83.44 C -HETATM24223 C7 NAG E 1 146.748 192.723 206.895 1.00 83.44 C -HETATM24224 C8 NAG E 1 145.857 192.036 207.885 1.00 83.44 C -HETATM24225 N2 NAG E 1 146.221 192.941 205.686 1.00 83.44 N -HETATM24226 O3 NAG E 1 145.630 195.601 204.791 1.00 83.44 O -HETATM24227 O4 NAG E 1 145.837 196.004 201.940 1.00 83.44 O -HETATM24228 O5 NAG E 1 148.176 193.245 202.546 1.00 83.44 O -HETATM24229 O6 NAG E 1 149.241 195.461 201.133 1.00 83.44 O -HETATM24230 O7 NAG E 1 147.892 193.063 207.177 1.00 83.44 O -HETATM24231 C1 NAG E 2 146.147 197.424 201.953 1.00120.01 C -HETATM24232 C2 NAG E 2 145.049 198.166 202.727 1.00120.01 C -HETATM24233 C3 NAG E 2 145.361 199.661 202.783 1.00120.01 C -HETATM24234 C4 NAG E 2 146.758 199.903 203.341 1.00120.01 C -HETATM24235 C5 NAG E 2 147.792 199.109 202.544 1.00120.01 C -HETATM24236 C6 NAG E 2 149.186 199.211 203.117 1.00120.01 C -HETATM24237 C7 NAG E 2 142.731 197.360 202.786 1.00120.01 C -HETATM24238 C8 NAG E 2 141.455 197.204 202.016 1.00120.01 C -HETATM24239 N2 NAG E 2 143.744 197.937 202.130 1.00120.01 N -HETATM24240 O3 NAG E 2 144.394 200.315 203.597 1.00120.01 O -HETATM24241 O4 NAG E 2 147.077 201.288 203.272 1.00120.01 O -HETATM24242 O5 NAG E 2 147.444 197.715 202.546 1.00120.01 O -HETATM24243 O6 NAG E 2 149.902 200.300 202.550 1.00120.01 O -HETATM24244 O7 NAG E 2 142.842 196.982 203.947 1.00120.01 O -HETATM24245 C1 NAG F 1 188.005 164.044 234.548 1.00223.58 C -HETATM24246 C2 NAG F 1 189.408 164.410 234.074 1.00223.58 C -HETATM24247 C3 NAG F 1 190.300 163.173 234.079 1.00223.58 C -HETATM24248 C4 NAG F 1 190.309 162.517 235.455 1.00223.58 C -HETATM24249 C5 NAG F 1 188.871 162.215 235.892 1.00223.58 C -HETATM24250 C6 NAG F 1 188.760 161.686 237.304 1.00223.58 C -HETATM24251 C7 NAG F 1 189.533 166.317 232.533 1.00223.58 C -HETATM24252 C8 NAG F 1 189.462 166.761 231.103 1.00223.58 C -HETATM24253 N2 NAG F 1 189.370 165.008 232.749 1.00223.58 N -HETATM24254 O3 NAG F 1 191.620 163.528 233.685 1.00223.58 O -HETATM24255 O4 NAG F 1 191.089 161.326 235.372 1.00223.58 O -HETATM24256 O5 NAG F 1 188.081 163.415 235.847 1.00223.58 O -HETATM24257 O6 NAG F 1 187.553 162.108 237.923 1.00223.58 O -HETATM24258 O7 NAG F 1 189.729 167.107 233.451 1.00223.58 O -HETATM24259 C1 NAG F 2 192.227 161.126 236.274 1.00278.18 C -HETATM24260 C2 NAG F 2 192.882 162.399 236.883 1.00278.18 C -HETATM24261 C3 NAG F 2 193.910 162.015 237.955 1.00278.18 C -HETATM24262 C4 NAG F 2 193.310 161.066 238.984 1.00278.18 C -HETATM24263 C5 NAG F 2 192.736 159.843 238.282 1.00278.18 C -HETATM24264 C6 NAG F 2 192.063 158.878 239.230 1.00278.18 C -HETATM24265 C7 NAG F 2 193.572 164.551 235.921 1.00278.18 C -HETATM24266 C8 NAG F 2 194.266 165.234 234.780 1.00278.18 C -HETATM24267 N2 NAG F 2 193.513 163.216 235.857 1.00278.18 N -HETATM24268 O3 NAG F 2 194.389 163.187 238.606 1.00278.18 O -HETATM24269 O4 NAG F 2 194.312 160.651 239.905 1.00278.18 O -HETATM24270 O5 NAG F 2 191.738 160.265 237.343 1.00278.18 O -HETATM24271 O6 NAG F 2 190.791 159.359 239.642 1.00278.18 O -HETATM24272 O7 NAG F 2 193.087 165.178 236.857 1.00278.18 O -HETATM24273 C1 NAG G 1 141.313 119.661 130.742 1.00229.13 C -HETATM24274 C2 NAG G 1 140.011 120.037 131.422 1.00229.13 C -HETATM24275 C3 NAG G 1 139.809 119.165 132.664 1.00229.13 C -HETATM24276 C4 NAG G 1 140.216 117.697 132.464 1.00229.13 C -HETATM24277 C5 NAG G 1 141.139 117.371 131.260 1.00229.13 C -HETATM24278 C6 NAG G 1 140.736 116.099 130.548 1.00229.13 C -HETATM24279 C7 NAG G 1 140.701 122.177 132.543 1.00229.13 C -HETATM24280 C8 NAG G 1 140.336 123.622 132.701 1.00229.13 C -HETATM24281 N2 NAG G 1 139.894 121.459 131.741 1.00229.13 N -HETATM24282 O3 NAG G 1 138.453 119.245 133.089 1.00229.13 O -HETATM24283 O4 NAG G 1 140.946 117.330 133.633 1.00229.13 O -HETATM24284 O5 NAG G 1 141.202 118.387 130.241 1.00229.13 O -HETATM24285 O6 NAG G 1 141.503 114.988 130.991 1.00229.13 O -HETATM24286 O7 NAG G 1 141.686 121.703 133.092 1.00229.13 O -HETATM24287 C1 NAG G 2 140.604 116.099 134.336 1.00275.88 C -HETATM24288 C2 NAG G 2 139.098 116.055 134.691 1.00275.88 C -HETATM24289 C3 NAG G 2 138.731 114.721 135.357 1.00275.88 C -HETATM24290 C4 NAG G 2 139.209 113.543 134.516 1.00275.88 C -HETATM24291 C5 NAG G 2 140.702 113.671 134.227 1.00275.88 C -HETATM24292 C6 NAG G 2 141.229 112.576 133.329 1.00275.88 C -HETATM24293 C7 NAG G 2 139.097 117.529 136.731 1.00275.88 C -HETATM24294 C8 NAG G 2 138.472 118.759 137.317 1.00275.88 C -HETATM24295 N2 NAG G 2 138.668 117.195 135.498 1.00275.88 N -HETATM24296 O3 NAG G 2 137.321 114.652 135.537 1.00275.88 O -HETATM24297 O4 NAG G 2 138.968 112.323 135.208 1.00275.88 O -HETATM24298 O5 NAG G 2 140.961 114.915 133.559 1.00275.88 O -HETATM24299 O6 NAG G 2 140.467 111.383 133.459 1.00275.88 O -HETATM24300 O7 NAG G 2 139.944 116.881 137.350 1.00275.88 O -HETATM24301 C1 NAG H 1 134.640 165.749 229.520 1.00204.34 C -HETATM24302 C2 NAG H 1 133.287 165.096 229.867 1.00204.34 C -HETATM24303 C3 NAG H 1 133.173 164.828 231.375 1.00204.34 C -HETATM24304 C4 NAG H 1 134.386 164.059 231.887 1.00204.34 C -HETATM24305 C5 NAG H 1 135.671 164.783 231.484 1.00204.34 C -HETATM24306 C6 NAG H 1 136.923 164.039 231.883 1.00204.34 C -HETATM24307 C7 NAG H 1 131.783 167.107 229.711 1.00204.34 C -HETATM24308 C8 NAG H 1 130.555 167.631 229.032 1.00204.34 C -HETATM24309 N2 NAG H 1 132.142 165.855 229.368 1.00204.34 N -HETATM24310 O3 NAG H 1 131.980 164.098 231.637 1.00204.34 O -HETATM24311 O4 NAG H 1 134.324 163.954 233.306 1.00204.34 O -HETATM24312 O5 NAG H 1 135.720 164.946 230.056 1.00204.34 O -HETATM24313 O6 NAG H 1 136.815 162.651 231.598 1.00204.34 O -HETATM24314 O7 NAG H 1 132.410 167.790 230.524 1.00204.34 O -HETATM24315 C1 NAG H 2 134.106 162.585 233.726 1.00250.27 C -HETATM24316 C2 NAG H 2 134.460 162.465 235.212 1.00250.27 C -HETATM24317 C3 NAG H 2 134.215 161.038 235.699 1.00250.27 C -HETATM24318 C4 NAG H 2 132.789 160.600 235.387 1.00250.27 C -HETATM24319 C5 NAG H 2 132.488 160.789 233.900 1.00250.27 C -HETATM24320 C6 NAG H 2 131.049 160.495 233.547 1.00250.27 C -HETATM24321 C7 NAG H 2 136.182 163.778 236.367 1.00250.27 C -HETATM24322 C8 NAG H 2 137.648 164.064 236.489 1.00250.27 C -HETATM24323 N2 NAG H 2 135.837 162.861 235.457 1.00250.27 N -HETATM24324 O3 NAG H 2 134.452 160.966 237.100 1.00250.27 O -HETATM24325 O4 NAG H 2 132.614 159.231 235.732 1.00250.27 O -HETATM24326 O5 NAG H 2 132.740 162.151 233.516 1.00250.27 O -HETATM24327 O6 NAG H 2 130.156 161.094 234.474 1.00250.27 O -HETATM24328 O7 NAG H 2 135.347 164.352 237.059 1.00250.27 O -HETATM24329 C1 NAG I 1 166.185 189.088 215.292 1.00 99.07 C -HETATM24330 C2 NAG I 1 165.969 189.987 216.504 1.00 99.07 C -HETATM24331 C3 NAG I 1 164.876 191.017 216.210 1.00 99.07 C -HETATM24332 C4 NAG I 1 165.164 191.771 214.913 1.00 99.07 C -HETATM24333 C5 NAG I 1 165.441 190.784 213.777 1.00 99.07 C -HETATM24334 C6 NAG I 1 165.883 191.448 212.494 1.00 99.07 C -HETATM24335 C7 NAG I 1 166.531 188.558 218.424 1.00 99.07 C -HETATM24336 C8 NAG I 1 165.993 187.790 219.593 1.00 99.07 C -HETATM24337 N2 NAG I 1 165.625 189.198 217.677 1.00 99.07 N -HETATM24338 O3 NAG I 1 164.789 191.916 217.310 1.00 99.07 O -HETATM24339 O4 NAG I 1 164.039 192.563 214.547 1.00 99.07 O -HETATM24340 O5 NAG I 1 166.493 189.884 214.155 1.00 99.07 O -HETATM24341 O6 NAG I 1 166.175 190.486 211.490 1.00 99.07 O -HETATM24342 O7 NAG I 1 167.732 188.600 218.170 1.00 99.07 O -HETATM24343 C1 NAG I 2 164.254 193.970 214.825 1.00121.69 C -HETATM24344 C2 NAG I 2 164.466 194.708 213.514 1.00121.69 C -HETATM24345 C3 NAG I 2 163.190 194.685 212.690 1.00121.69 C -HETATM24346 C4 NAG I 2 162.035 195.332 213.444 1.00121.69 C -HETATM24347 C5 NAG I 2 161.883 194.840 214.892 1.00121.69 C -HETATM24348 C6 NAG I 2 161.020 193.605 215.031 1.00121.69 C -HETATM24349 C7 NAG I 2 166.174 196.415 213.961 1.00121.69 C -HETATM24350 C8 NAG I 2 166.438 197.873 214.187 1.00121.69 C -HETATM24351 N2 NAG I 2 164.898 196.077 213.749 1.00121.69 N -HETATM24352 O3 NAG I 2 162.872 193.342 212.340 1.00121.69 O -HETATM24353 O4 NAG I 2 162.198 196.746 213.452 1.00121.69 O -HETATM24354 O5 NAG I 2 163.135 194.577 215.561 1.00121.69 O -HETATM24355 O6 NAG I 2 160.922 193.188 216.386 1.00121.69 O -HETATM24356 O7 NAG I 2 167.075 195.582 213.969 1.00121.69 O -HETATM24357 C1 NAG J 1 184.036 181.476 214.484 1.00119.07 C -HETATM24358 C2 NAG J 1 183.756 182.659 213.554 1.00119.07 C -HETATM24359 C3 NAG J 1 184.656 182.590 212.319 1.00119.07 C -HETATM24360 C4 NAG J 1 186.124 182.469 212.716 1.00119.07 C -HETATM24361 C5 NAG J 1 186.309 181.284 213.664 1.00119.07 C -HETATM24362 C6 NAG J 1 187.713 181.160 214.213 1.00119.07 C -HETATM24363 C7 NAG J 1 181.595 183.787 213.257 1.00119.07 C -HETATM24364 C8 NAG J 1 180.174 183.640 212.805 1.00119.07 C -HETATM24365 N2 NAG J 1 182.356 182.692 213.163 1.00119.07 N -HETATM24366 O3 NAG J 1 184.458 183.752 211.522 1.00119.07 O -HETATM24367 O4 NAG J 1 186.919 182.281 211.549 1.00119.07 O -HETATM24368 O5 NAG J 1 185.440 181.428 214.798 1.00119.07 O -HETATM24369 O6 NAG J 1 188.049 179.806 214.478 1.00119.07 O -HETATM24370 O7 NAG J 1 182.034 184.848 213.690 1.00119.07 O -HETATM24371 C1 NAG J 2 187.795 183.417 211.336 1.00167.60 C -HETATM24372 C2 NAG J 2 188.676 183.142 210.106 1.00167.60 C -HETATM24373 C3 NAG J 2 189.594 184.336 209.817 1.00167.60 C -HETATM24374 C4 NAG J 2 188.795 185.636 209.737 1.00167.60 C -HETATM24375 C5 NAG J 2 187.902 185.792 210.973 1.00167.60 C -HETATM24376 C6 NAG J 2 186.983 186.989 210.904 1.00167.60 C -HETATM24377 C7 NAG J 2 190.361 181.570 211.118 1.00167.60 C -HETATM24378 C8 NAG J 2 190.969 180.208 210.965 1.00167.60 C -HETATM24379 N2 NAG J 2 189.428 181.892 210.202 1.00167.60 N -HETATM24380 O3 NAG J 2 190.293 184.080 208.604 1.00167.60 O -HETATM24381 O4 NAG J 2 189.673 186.758 209.696 1.00167.60 O -HETATM24382 O5 NAG J 2 187.063 184.637 211.138 1.00167.60 O -HETATM24383 O6 NAG J 2 186.182 187.095 212.073 1.00167.60 O -HETATM24384 O7 NAG J 2 190.705 182.329 212.026 1.00167.60 O -HETATM24385 C1 BMA J 3 189.888 187.282 208.362 1.00214.95 C -HETATM24386 C2 BMA J 3 188.850 188.392 208.039 1.00214.95 C -HETATM24387 C3 BMA J 3 189.186 189.053 206.690 1.00214.95 C -HETATM24388 C4 BMA J 3 190.669 189.482 206.603 1.00214.95 C -HETATM24389 C5 BMA J 3 191.580 188.282 206.936 1.00214.95 C -HETATM24390 C6 BMA J 3 193.052 188.643 206.951 1.00214.95 C -HETATM24391 O2 BMA J 3 188.885 189.416 209.019 1.00214.95 O -HETATM24392 O3 BMA J 3 188.341 190.167 206.427 1.00214.95 O -HETATM24393 O4 BMA J 3 190.965 189.958 205.301 1.00214.95 O -HETATM24394 O5 BMA J 3 191.225 187.787 208.247 1.00214.95 O -HETATM24395 O6 BMA J 3 193.685 187.883 207.974 1.00214.95 O -HETATM24396 C1 NAG K 1 178.461 181.626 230.667 1.00110.18 C -HETATM24397 C2 NAG K 1 178.432 183.116 231.048 1.00110.18 C -HETATM24398 C3 NAG K 1 178.494 183.295 232.570 1.00110.18 C -HETATM24399 C4 NAG K 1 177.437 182.444 233.266 1.00110.18 C -HETATM24400 C5 NAG K 1 177.531 180.991 232.795 1.00110.18 C -HETATM24401 C6 NAG K 1 176.447 180.100 233.358 1.00110.18 C -HETATM24402 C7 NAG K 1 180.799 183.740 230.465 1.00110.18 C -HETATM24403 C8 NAG K 1 181.618 184.692 229.646 1.00110.18 C -HETATM24404 N2 NAG K 1 179.465 183.897 230.369 1.00110.18 N -HETATM24405 O3 NAG K 1 178.304 184.668 232.893 1.00110.18 O -HETATM24406 O4 NAG K 1 177.639 182.508 234.674 1.00110.18 O -HETATM24407 O5 NAG K 1 177.414 180.930 231.364 1.00110.18 O -HETATM24408 O6 NAG K 1 175.174 180.727 233.290 1.00110.18 O -HETATM24409 O7 NAG K 1 181.330 182.883 231.174 1.00110.18 O -HETATM24410 C1 NAG K 2 176.517 183.144 235.335 1.00117.48 C -HETATM24411 C2 NAG K 2 176.728 183.023 236.855 1.00117.48 C -HETATM24412 C3 NAG K 2 175.584 183.701 237.617 1.00117.48 C -HETATM24413 C4 NAG K 2 175.386 185.132 237.128 1.00117.48 C -HETATM24414 C5 NAG K 2 175.226 185.166 235.608 1.00117.48 C -HETATM24415 C6 NAG K 2 175.142 186.569 235.054 1.00117.48 C -HETATM24416 C7 NAG K 2 176.076 180.616 237.191 1.00117.48 C -HETATM24417 C8 NAG K 2 176.566 179.310 237.740 1.00117.48 C -HETATM24418 N2 NAG K 2 176.935 181.647 237.301 1.00117.48 N -HETATM24419 O3 NAG K 2 175.874 183.696 239.010 1.00117.48 O -HETATM24420 O4 NAG K 2 174.226 185.694 237.731 1.00117.48 O -HETATM24421 O5 NAG K 2 176.354 184.537 234.977 1.00117.48 O -HETATM24422 O6 NAG K 2 174.424 187.428 235.930 1.00117.48 O -HETATM24423 O7 NAG K 2 174.959 180.719 236.679 1.00117.48 O -HETATM24424 C1 NAG N 1 205.764 152.998 154.976 1.00218.44 C -HETATM24425 C2 NAG N 1 206.392 151.872 155.800 1.00218.44 C -HETATM24426 C3 NAG N 1 207.474 152.431 156.724 1.00218.44 C -HETATM24427 C4 NAG N 1 208.499 153.238 155.933 1.00218.44 C -HETATM24428 C5 NAG N 1 207.793 154.315 155.108 1.00218.44 C -HETATM24429 C6 NAG N 1 208.724 155.084 154.200 1.00218.44 C -HETATM24430 C7 NAG N 1 204.857 149.994 156.182 1.00218.44 C -HETATM24431 C8 NAG N 1 203.830 149.401 157.098 1.00218.44 C -HETATM24432 N2 NAG N 1 205.383 151.161 156.569 1.00218.44 N -HETATM24433 O3 NAG N 1 208.105 151.355 157.409 1.00218.44 O -HETATM24434 O4 NAG N 1 209.423 153.859 156.821 1.00218.44 O -HETATM24435 O5 NAG N 1 206.798 153.713 154.265 1.00218.44 O -HETATM24436 O6 NAG N 1 209.688 154.230 153.599 1.00218.44 O -HETATM24437 O7 NAG N 1 205.194 149.443 155.139 1.00218.44 O -HETATM24438 C1 NAG N 2 210.723 153.240 156.701 1.00248.13 C -HETATM24439 C2 NAG N 2 211.779 154.173 157.302 1.00248.13 C -HETATM24440 C3 NAG N 2 213.158 153.517 157.244 1.00248.13 C -HETATM24441 C4 NAG N 2 213.130 152.137 157.892 1.00248.13 C -HETATM24442 C5 NAG N 2 212.028 151.282 157.269 1.00248.13 C -HETATM24443 C6 NAG N 2 211.859 149.945 157.950 1.00248.13 C -HETATM24444 C7 NAG N 2 211.259 156.566 157.135 1.00248.13 C -HETATM24445 C8 NAG N 2 211.364 157.800 156.291 1.00248.13 C -HETATM24446 N2 NAG N 2 211.793 155.455 156.617 1.00248.13 N -HETATM24447 O3 NAG N 2 214.106 154.346 157.906 1.00248.13 O -HETATM24448 O4 NAG N 2 214.384 151.489 157.713 1.00248.13 O -HETATM24449 O5 NAG N 2 210.766 151.962 157.372 1.00248.13 O -HETATM24450 O6 NAG N 2 212.991 149.111 157.746 1.00248.13 O -HETATM24451 O7 NAG N 2 210.716 156.575 158.235 1.00248.13 O -HETATM24452 C1 NAG P 1 159.515 121.224 164.480 1.00159.47 C -HETATM24453 C2 NAG P 1 158.243 121.525 165.269 1.00159.47 C -HETATM24454 C3 NAG P 1 157.945 120.380 166.231 1.00159.47 C -HETATM24455 C4 NAG P 1 157.862 119.054 165.483 1.00159.47 C -HETATM24456 C5 NAG P 1 159.145 118.834 164.673 1.00159.47 C -HETATM24457 C6 NAG P 1 159.105 117.613 163.782 1.00159.47 C -HETATM24458 C7 NAG P 1 157.704 123.909 165.675 1.00159.47 C -HETATM24459 C8 NAG P 1 156.786 123.840 164.485 1.00159.47 C -HETATM24460 N2 NAG P 1 158.361 122.783 165.993 1.00159.47 N -HETATM24461 O3 NAG P 1 156.735 120.639 166.931 1.00159.47 O -HETATM24462 O4 NAG P 1 157.662 118.018 166.442 1.00159.47 O -HETATM24463 O5 NAG P 1 159.377 119.957 163.805 1.00159.47 O -HETATM24464 O6 NAG P 1 159.323 116.420 164.523 1.00159.47 O -HETATM24465 O7 NAG P 1 157.844 124.941 166.323 1.00159.47 O -HETATM24466 C1 NAG P 2 156.518 117.113 166.311 1.00182.35 C -HETATM24467 C2 NAG P 2 155.296 117.627 165.495 1.00182.35 C -HETATM24468 C3 NAG P 2 154.287 116.496 165.263 1.00182.35 C -HETATM24469 C4 NAG P 2 154.961 115.264 164.673 1.00182.35 C -HETATM24470 C5 NAG P 2 156.104 114.825 165.578 1.00182.35 C -HETATM24471 C6 NAG P 2 156.865 113.637 165.040 1.00182.35 C -HETATM24472 C7 NAG P 2 154.092 119.767 165.495 1.00182.35 C -HETATM24473 C8 NAG P 2 153.458 120.834 166.337 1.00182.35 C -HETATM24474 N2 NAG P 2 154.645 118.746 166.160 1.00182.35 N -HETATM24475 O3 NAG P 2 153.258 116.946 164.389 1.00182.35 O -HETATM24476 O4 NAG P 2 154.021 114.203 164.553 1.00182.35 O -HETATM24477 O5 NAG P 2 157.044 115.900 165.699 1.00182.35 O -HETATM24478 O6 NAG P 2 157.539 112.938 166.078 1.00182.35 O -HETATM24479 O7 NAG P 2 154.104 119.827 164.270 1.00182.35 O -HETATM24480 C1 NAG R 1 182.233 143.265 214.295 1.00 96.88 C -HETATM24481 C2 NAG R 1 183.050 142.585 215.410 1.00 96.88 C -HETATM24482 C3 NAG R 1 184.472 143.169 215.512 1.00 96.88 C -HETATM24483 C4 NAG R 1 185.148 143.252 214.144 1.00 96.88 C -HETATM24484 C5 NAG R 1 184.209 143.858 213.087 1.00 96.88 C -HETATM24485 C6 NAG R 1 184.738 143.763 211.674 1.00 96.88 C -HETATM24486 C7 NAG R 1 181.908 143.290 217.654 1.00 96.88 C -HETATM24487 C8 NAG R 1 182.032 144.789 217.429 1.00 96.88 C -HETATM24488 N2 NAG R 1 182.385 142.422 216.715 1.00 96.88 N -HETATM24489 O3 NAG R 1 185.249 142.380 216.403 1.00 96.88 O -HETATM24490 O4 NAG R 1 186.289 144.093 214.309 1.00 96.88 O -HETATM24491 O5 NAG R 1 182.941 143.181 213.075 1.00 96.88 O -HETATM24492 O6 NAG R 1 185.432 142.541 211.464 1.00 96.88 O -HETATM24493 O7 NAG R 1 181.384 142.861 218.677 1.00 96.88 O -HETATM24494 C1 NAG R 2 187.626 143.672 213.891 1.00124.48 C -HETATM24495 C2 NAG R 2 187.893 142.146 213.857 1.00124.48 C -HETATM24496 C3 NAG R 2 189.257 141.855 213.221 1.00124.48 C -HETATM24497 C4 NAG R 2 189.393 142.539 211.867 1.00124.48 C -HETATM24498 C5 NAG R 2 189.142 144.034 212.015 1.00124.48 C -HETATM24499 C6 NAG R 2 189.179 144.774 210.699 1.00124.48 C -HETATM24500 C7 NAG R 2 187.431 140.318 215.435 1.00124.48 C -HETATM24501 C8 NAG R 2 187.435 139.893 216.873 1.00124.48 C -HETATM24502 N2 NAG R 2 187.830 141.572 215.193 1.00124.48 N -HETATM24503 O3 NAG R 2 189.434 140.452 213.066 1.00124.48 O -HETATM24504 O4 NAG R 2 190.702 142.334 211.347 1.00124.48 O -HETATM24505 O5 NAG R 2 187.834 144.239 212.567 1.00124.48 O -HETATM24506 O6 NAG R 2 187.898 145.285 210.356 1.00124.48 O -HETATM24507 O7 NAG R 2 187.085 139.561 214.534 1.00124.48 O -HETATM24508 C1 NAG S 1 195.403 158.234 203.826 1.00127.57 C -HETATM24509 C2 NAG S 1 196.610 158.746 204.587 1.00127.57 C -HETATM24510 C3 NAG S 1 197.726 159.091 203.604 1.00127.57 C -HETATM24511 C4 NAG S 1 198.046 157.915 202.683 1.00127.57 C -HETATM24512 C5 NAG S 1 196.764 157.328 202.069 1.00127.57 C -HETATM24513 C6 NAG S 1 196.976 156.006 201.366 1.00127.57 C -HETATM24514 C7 NAG S 1 196.118 159.847 206.724 1.00127.57 C -HETATM24515 C8 NAG S 1 195.759 161.135 207.400 1.00127.57 C -HETATM24516 N2 NAG S 1 196.265 159.903 205.396 1.00127.57 N -HETATM24517 O3 NAG S 1 198.884 159.495 204.323 1.00127.57 O -HETATM24518 O4 NAG S 1 198.882 158.421 201.644 1.00127.57 O -HETATM24519 O5 NAG S 1 195.770 157.083 203.078 1.00127.57 O -HETATM24520 O6 NAG S 1 197.877 155.176 202.085 1.00127.57 O -HETATM24521 O7 NAG S 1 196.269 158.803 207.350 1.00127.57 O -HETATM24522 C1 NAG S 2 200.172 157.801 201.330 1.00213.92 C -HETATM24523 C2 NAG S 2 200.901 157.120 202.519 1.00213.92 C -HETATM24524 C3 NAG S 2 202.145 156.368 202.024 1.00213.92 C -HETATM24525 C4 NAG S 2 201.824 155.447 200.850 1.00213.92 C -HETATM24526 C5 NAG S 2 201.104 156.215 199.745 1.00213.92 C -HETATM24527 C6 NAG S 2 200.648 155.330 198.607 1.00213.92 C -HETATM24528 C7 NAG S 2 201.453 157.807 204.819 1.00213.92 C -HETATM24529 C8 NAG S 2 201.851 158.948 205.707 1.00213.92 C -HETATM24530 N2 NAG S 2 201.278 158.103 203.525 1.00213.92 N -HETATM24531 O3 NAG S 2 202.700 155.596 203.083 1.00213.92 O -HETATM24532 O4 NAG S 2 203.002 154.826 200.337 1.00213.92 O -HETATM24533 O5 NAG S 2 199.925 156.824 200.284 1.00213.92 O -HETATM24534 O6 NAG S 2 201.316 154.075 198.619 1.00213.92 O -HETATM24535 O7 NAG S 2 201.299 156.669 205.252 1.00213.92 O -HETATM24536 C1 MAN S 3 204.078 155.732 199.970 1.00272.25 C -HETATM24537 C2 MAN S 3 204.541 155.411 198.513 1.00272.25 C -HETATM24538 C3 MAN S 3 205.350 154.103 198.476 1.00272.25 C -HETATM24539 C4 MAN S 3 206.458 154.077 199.553 1.00272.25 C -HETATM24540 C5 MAN S 3 205.837 154.352 200.932 1.00272.25 C -HETATM24541 C6 MAN S 3 206.860 154.410 202.048 1.00272.25 C -HETATM24542 O2 MAN S 3 205.416 156.423 198.011 1.00272.25 O -HETATM24543 O3 MAN S 3 205.913 153.870 197.189 1.00272.25 O -HETATM24544 O4 MAN S 3 207.096 152.812 199.566 1.00272.25 O -HETATM24545 O5 MAN S 3 205.162 155.634 200.890 1.00272.25 O -HETATM24546 O6 MAN S 3 206.162 154.359 203.288 1.00272.25 O -HETATM24547 C1 NAG T 1 167.148 131.334 213.838 1.00138.91 C -HETATM24548 C2 NAG T 1 168.347 131.316 212.887 1.00138.91 C -HETATM24549 C3 NAG T 1 167.966 130.649 211.565 1.00138.91 C -HETATM24550 C4 NAG T 1 167.378 129.262 211.806 1.00138.91 C -HETATM24551 C5 NAG T 1 166.207 129.357 212.786 1.00138.91 C -HETATM24552 C6 NAG T 1 165.641 128.012 213.179 1.00138.91 C -HETATM24553 C7 NAG T 1 169.884 133.180 213.322 1.00138.91 C -HETATM24554 C8 NAG T 1 170.267 134.581 212.952 1.00138.91 C -HETATM24555 N2 NAG T 1 168.849 132.660 212.654 1.00138.91 N -HETATM24556 O3 NAG T 1 169.116 130.561 210.733 1.00138.91 O -HETATM24557 O4 NAG T 1 166.923 128.706 210.576 1.00138.91 O -HETATM24558 O5 NAG T 1 166.637 129.993 214.001 1.00138.91 O -HETATM24559 O6 NAG T 1 164.954 127.399 212.096 1.00138.91 O -HETATM24560 O7 NAG T 1 170.483 132.549 214.187 1.00138.91 O -HETATM24561 C1 NAG T 2 167.743 127.580 210.183 1.00209.22 C -HETATM24562 C2 NAG T 2 167.089 126.883 208.985 1.00209.22 C -HETATM24563 C3 NAG T 2 167.957 125.715 208.515 1.00209.22 C -HETATM24564 C4 NAG T 2 169.383 126.177 208.241 1.00209.22 C -HETATM24565 C5 NAG T 2 169.952 126.897 209.462 1.00209.22 C -HETATM24566 C6 NAG T 2 171.318 127.492 209.215 1.00209.22 C -HETATM24567 C7 NAG T 2 164.720 126.504 208.465 1.00209.22 C -HETATM24568 C8 NAG T 2 163.409 125.982 208.970 1.00209.22 C -HETATM24569 N2 NAG T 2 165.749 126.424 209.315 1.00209.22 N -HETATM24570 O3 NAG T 2 167.394 125.150 207.336 1.00209.22 O -HETATM24571 O4 NAG T 2 170.206 125.059 207.931 1.00209.22 O -HETATM24572 O5 NAG T 2 169.088 127.983 209.836 1.00209.22 O -HETATM24573 O6 NAG T 2 171.352 128.227 208.000 1.00209.22 O -HETATM24574 O7 NAG T 2 164.842 126.977 207.339 1.00209.22 O -HETATM24575 C1 NAG U 1 170.447 136.091 229.337 1.00106.74 C -HETATM24576 C2 NAG U 1 171.053 134.917 230.091 1.00106.74 C -HETATM24577 C3 NAG U 1 171.072 135.218 231.588 1.00106.74 C -HETATM24578 C4 NAG U 1 171.764 136.548 231.879 1.00106.74 C -HETATM24579 C5 NAG U 1 171.224 137.671 230.981 1.00106.74 C -HETATM24580 C6 NAG U 1 172.050 138.936 231.047 1.00106.74 C -HETATM24581 C7 NAG U 1 170.828 132.685 229.097 1.00106.74 C -HETATM24582 C8 NAG U 1 169.940 131.492 228.920 1.00106.74 C -HETATM24583 N2 NAG U 1 170.324 133.689 229.823 1.00106.74 N -HETATM24584 O3 NAG U 1 171.735 134.163 232.275 1.00106.74 O -HETATM24585 O4 NAG U 1 171.510 136.896 233.237 1.00106.74 O -HETATM24586 O5 NAG U 1 171.211 137.270 229.600 1.00106.74 O -HETATM24587 O6 NAG U 1 172.884 139.074 229.905 1.00106.74 O -HETATM24588 O7 NAG U 1 171.951 132.739 228.605 1.00106.74 O -HETATM24589 C1 NAG U 2 172.705 136.972 234.050 1.00122.47 C -HETATM24590 C2 NAG U 2 172.276 137.284 235.513 1.00122.47 C -HETATM24591 C3 NAG U 2 173.478 137.301 236.477 1.00122.47 C -HETATM24592 C4 NAG U 2 174.324 136.045 236.302 1.00122.47 C -HETATM24593 C5 NAG U 2 174.695 135.847 234.831 1.00122.47 C -HETATM24594 C6 NAG U 2 175.476 134.577 234.585 1.00122.47 C -HETATM24595 C7 NAG U 2 171.430 139.756 235.499 1.00122.47 C -HETATM24596 C8 NAG U 2 172.711 140.352 234.940 1.00122.47 C -HETATM24597 N2 NAG U 2 171.347 138.411 235.709 1.00122.47 N -HETATM24598 O3 NAG U 2 173.011 137.392 237.818 1.00122.47 O -HETATM24599 O4 NAG U 2 175.514 136.150 237.075 1.00122.47 O -HETATM24600 O5 NAG U 2 173.507 135.769 234.027 1.00122.47 O -HETATM24601 O6 NAG U 2 176.620 134.503 235.424 1.00122.47 O -HETATM24602 O7 NAG U 2 170.473 140.479 235.759 1.00122.47 O -HETATM24603 C1 NAG V 1 150.089 136.175 233.758 1.00115.00 C -HETATM24604 C2 NAG V 1 149.629 134.859 233.130 1.00115.00 C -HETATM24605 C3 NAG V 1 148.107 134.739 233.206 1.00115.00 C -HETATM24606 C4 NAG V 1 147.621 134.919 234.641 1.00115.00 C -HETATM24607 C5 NAG V 1 148.157 136.233 235.211 1.00115.00 C -HETATM24608 C6 NAG V 1 147.824 136.430 236.671 1.00115.00 C -HETATM24609 C7 NAG V 1 151.119 133.990 231.386 1.00115.00 C -HETATM24610 C8 NAG V 1 151.453 133.997 229.925 1.00115.00 C -HETATM24611 N2 NAG V 1 150.083 134.751 231.753 1.00115.00 N -HETATM24612 O3 NAG V 1 147.724 133.468 232.692 1.00115.00 O -HETATM24613 O4 NAG V 1 146.197 134.953 234.689 1.00115.00 O -HETATM24614 O5 NAG V 1 149.589 136.268 235.106 1.00115.00 O -HETATM24615 O6 NAG V 1 148.894 136.017 237.510 1.00115.00 O -HETATM24616 O7 NAG V 1 151.758 133.326 232.196 1.00115.00 O -HETATM24617 C1 NAG V 2 145.650 133.721 235.202 1.00139.23 C -HETATM24618 C2 NAG V 2 144.292 133.982 235.886 1.00139.23 C -HETATM24619 C3 NAG V 2 143.625 132.667 236.311 1.00139.23 C -HETATM24620 C4 NAG V 2 143.560 131.689 235.145 1.00139.23 C -HETATM24621 C5 NAG V 2 144.951 131.493 234.549 1.00139.23 C -HETATM24622 C6 NAG V 2 144.950 130.606 233.325 1.00139.23 C -HETATM24623 C7 NAG V 2 145.079 134.768 238.143 1.00139.23 C -HETATM24624 C8 NAG V 2 144.981 135.905 239.114 1.00139.23 C -HETATM24625 N2 NAG V 2 144.382 134.923 237.000 1.00139.23 N -HETATM24626 O3 NAG V 2 142.314 132.936 236.795 1.00139.23 O -HETATM24627 O4 NAG V 2 143.057 130.434 235.589 1.00139.23 O -HETATM24628 O5 NAG V 2 145.484 132.762 234.140 1.00139.23 O -HETATM24629 O6 NAG V 2 144.199 131.183 232.265 1.00139.23 O -HETATM24630 O7 NAG V 2 145.763 133.772 238.386 1.00139.23 O -HETATM24631 C1 NAG b 1 135.385 152.148 213.575 1.00 66.89 C -HETATM24632 C2 NAG b 1 134.368 151.713 214.629 1.00 66.89 C -HETATM24633 C3 NAG b 1 134.163 150.199 214.573 1.00 66.89 C -HETATM24634 C4 NAG b 1 133.822 149.739 213.158 1.00 66.89 C -HETATM24635 C5 NAG b 1 134.849 150.276 212.159 1.00 66.89 C -HETATM24636 C6 NAG b 1 134.493 149.993 210.718 1.00 66.89 C -HETATM24637 C7 NAG b 1 134.244 153.142 216.622 1.00 66.89 C -HETATM24638 C8 NAG b 1 134.809 153.421 217.983 1.00 66.89 C -HETATM24639 N2 NAG b 1 134.793 152.120 215.958 1.00 66.89 N -HETATM24640 O3 NAG b 1 133.124 149.832 215.472 1.00 66.89 O -HETATM24641 O4 NAG b 1 133.836 148.317 213.113 1.00 66.89 O -HETATM24642 O5 NAG b 1 134.957 151.702 212.282 1.00 66.89 O -HETATM24643 O6 NAG b 1 135.044 150.970 209.846 1.00 66.89 O -HETATM24644 O7 NAG b 1 133.332 153.811 216.147 1.00 66.89 O -HETATM24645 C1 NAG b 2 132.515 147.773 212.900 1.00 85.58 C -HETATM24646 C2 NAG b 2 132.645 146.246 212.751 1.00 85.58 C -HETATM24647 C3 NAG b 2 131.269 145.593 212.582 1.00 85.58 C -HETATM24648 C4 NAG b 2 130.326 146.028 213.698 1.00 85.58 C -HETATM24649 C5 NAG b 2 130.274 147.553 213.786 1.00 85.58 C -HETATM24650 C6 NAG b 2 129.438 148.049 214.942 1.00 85.58 C -HETATM24651 C7 NAG b 2 133.456 146.113 210.372 1.00 85.58 C -HETATM24652 C8 NAG b 2 134.560 145.574 209.514 1.00 85.58 C -HETATM24653 N2 NAG b 2 133.567 145.848 211.688 1.00 85.58 N -HETATM24654 O3 NAG b 2 131.412 144.178 212.591 1.00 85.58 O -HETATM24655 O4 NAG b 2 129.017 145.528 213.452 1.00 85.58 O -HETATM24656 O5 NAG b 2 131.598 148.080 213.975 1.00 85.58 O -HETATM24657 O6 NAG b 2 128.321 147.201 215.175 1.00 85.58 O -HETATM24658 O7 NAG b 2 132.518 146.751 209.889 1.00 85.58 O -HETATM24659 C1 NAG c 1 141.557 133.721 202.800 1.00155.70 C -HETATM24660 C2 NAG c 1 140.961 132.746 203.806 1.00155.70 C -HETATM24661 C3 NAG c 1 140.696 131.402 203.132 1.00155.70 C -HETATM24662 C4 NAG c 1 139.859 131.564 201.865 1.00155.70 C -HETATM24663 C5 NAG c 1 140.453 132.648 200.954 1.00155.70 C -HETATM24664 C6 NAG c 1 139.558 133.031 199.797 1.00155.70 C -HETATM24665 C7 NAG c 1 141.654 133.202 206.116 1.00155.70 C -HETATM24666 C8 NAG c 1 142.663 132.912 207.186 1.00155.70 C -HETATM24667 N2 NAG c 1 141.842 132.578 204.949 1.00155.70 N -HETATM24668 O3 NAG c 1 140.040 130.532 204.047 1.00155.70 O -HETATM24669 O4 NAG c 1 139.851 130.297 201.208 1.00155.70 O -HETATM24670 O5 NAG c 1 140.675 133.860 201.693 1.00155.70 O -HETATM24671 O6 NAG c 1 138.543 133.936 200.208 1.00155.70 O -HETATM24672 O7 NAG c 1 140.712 133.966 206.300 1.00155.70 O -HETATM24673 C1 NAG c 2 138.597 129.675 200.784 1.00261.67 C -HETATM24674 C2 NAG c 2 137.315 130.118 201.533 1.00261.67 C -HETATM24675 C3 NAG c 2 136.068 129.557 200.843 1.00261.67 C -HETATM24676 C4 NAG c 2 136.061 129.882 199.353 1.00261.67 C -HETATM24677 C5 NAG c 2 137.352 129.391 198.704 1.00261.67 C -HETATM24678 C6 NAG c 2 137.471 129.779 197.248 1.00261.67 C -HETATM24679 C7 NAG c 2 136.883 130.457 203.926 1.00261.67 C -HETATM24680 C8 NAG c 2 136.989 129.868 205.300 1.00261.67 C -HETATM24681 N2 NAG c 2 137.346 129.699 202.926 1.00261.67 N -HETATM24682 O3 NAG c 2 134.904 130.096 201.460 1.00261.67 O -HETATM24683 O4 NAG c 2 134.921 129.325 198.700 1.00261.67 O -HETATM24684 O5 NAG c 2 138.473 129.983 199.374 1.00261.67 O -HETATM24685 O6 NAG c 2 138.826 129.769 196.820 1.00261.67 O -HETATM24686 O7 NAG c 2 136.402 131.569 203.729 1.00261.67 O -HETATM24687 C1 BMA c 3 134.746 127.894 198.869 1.00325.41 C -HETATM24688 C2 BMA c 3 133.270 127.615 199.260 1.00325.41 C -HETATM24689 C3 BMA c 3 133.025 126.100 199.333 1.00325.41 C -HETATM24690 C4 BMA c 3 133.533 125.361 198.072 1.00325.41 C -HETATM24691 C5 BMA c 3 135.005 125.736 197.801 1.00325.41 C -HETATM24692 C6 BMA c 3 135.552 125.117 196.527 1.00325.41 C -HETATM24693 O2 BMA c 3 132.384 128.127 198.278 1.00325.41 O -HETATM24694 O3 BMA c 3 131.650 125.805 199.550 1.00325.41 O -HETATM24695 O4 BMA c 3 133.424 123.960 198.251 1.00325.41 O -HETATM24696 O5 BMA c 3 135.097 127.174 197.681 1.00325.41 O -HETATM24697 O6 BMA c 3 134.939 125.763 195.418 1.00325.41 O -HETATM24698 C1 NAG d 1 132.370 171.216 214.061 1.00121.30 C -HETATM24699 C2 NAG d 1 131.605 170.309 213.097 1.00121.30 C -HETATM24700 C3 NAG d 1 131.237 171.077 211.827 1.00121.30 C -HETATM24701 C4 NAG d 1 130.485 172.359 212.166 1.00121.30 C -HETATM24702 C5 NAG d 1 131.295 173.192 213.160 1.00121.30 C -HETATM24703 C6 NAG d 1 130.565 174.421 213.652 1.00121.30 C -HETATM24704 C7 NAG d 1 132.023 167.891 213.143 1.00121.30 C -HETATM24705 C8 NAG d 1 132.942 166.784 212.719 1.00121.30 C -HETATM24706 N2 NAG d 1 132.381 169.124 212.770 1.00121.30 N -HETATM24707 O3 NAG d 1 130.443 170.244 210.990 1.00121.30 O -HETATM24708 O4 NAG d 1 130.264 173.119 210.982 1.00121.30 O -HETATM24709 O5 NAG d 1 131.600 172.405 214.322 1.00121.30 O -HETATM24710 O6 NAG d 1 129.747 174.124 214.777 1.00121.30 O -HETATM24711 O7 NAG d 1 131.004 167.677 213.792 1.00121.30 O -HETATM24712 C1 NAG d 2 128.857 173.143 210.647 1.00167.61 C -HETATM24713 C2 NAG d 2 128.638 174.156 209.520 1.00167.61 C -HETATM24714 C3 NAG d 2 127.166 174.178 209.108 1.00167.61 C -HETATM24715 C4 NAG d 2 126.681 172.775 208.762 1.00167.61 C -HETATM24716 C5 NAG d 2 126.973 171.813 209.913 1.00167.61 C -HETATM24717 C6 NAG d 2 126.632 170.378 209.586 1.00167.61 C -HETATM24718 C7 NAG d 2 130.159 176.079 209.407 1.00167.61 C -HETATM24719 C8 NAG d 2 130.465 177.450 209.932 1.00167.61 C -HETATM24720 N2 NAG d 2 129.077 175.484 209.918 1.00167.61 N -HETATM24721 O3 NAG d 2 126.999 175.040 207.989 1.00167.61 O -HETATM24722 O4 NAG d 2 125.281 172.793 208.509 1.00167.61 O -HETATM24723 O5 NAG d 2 128.373 171.845 210.234 1.00167.61 O -HETATM24724 O6 NAG d 2 127.314 169.933 208.421 1.00167.61 O -HETATM24725 O7 NAG d 2 130.859 175.536 208.558 1.00167.61 O -HETATM24726 C1 NAG A1201 204.577 166.503 127.211 1.00232.24 C -HETATM24727 C2 NAG A1201 205.812 166.685 126.325 1.00232.24 C -HETATM24728 C3 NAG A1201 206.923 165.735 126.767 1.00232.24 C -HETATM24729 C4 NAG A1201 207.220 165.907 128.252 1.00232.24 C -HETATM24730 C5 NAG A1201 205.938 165.760 129.071 1.00232.24 C -HETATM24731 C6 NAG A1201 206.141 166.054 130.539 1.00232.24 C -HETATM24732 C7 NAG A1201 205.408 167.471 124.034 1.00232.24 C -HETATM24733 C8 NAG A1201 205.061 167.073 122.631 1.00232.24 C -HETATM24734 N2 NAG A1201 205.486 166.475 124.923 1.00232.24 N -HETATM24735 O3 NAG A1201 208.097 165.991 126.003 1.00232.24 O -HETATM24736 O4 NAG A1201 208.162 164.928 128.676 1.00232.24 O -HETATM24737 O5 NAG A1201 204.944 166.684 128.598 1.00232.24 O -HETATM24738 O6 NAG A1201 206.599 167.384 130.744 1.00232.24 O -HETATM24739 O7 NAG A1201 205.609 168.640 124.348 1.00232.24 O -HETATM24740 C1 NAG A1202 184.461 162.448 103.281 1.00156.53 C -HETATM24741 C2 NAG A1202 184.403 163.275 104.569 1.00156.53 C -HETATM24742 C3 NAG A1202 184.997 164.663 104.329 1.00156.53 C -HETATM24743 C4 NAG A1202 186.400 164.553 103.743 1.00156.53 C -HETATM24744 C5 NAG A1202 186.394 163.666 102.497 1.00156.53 C -HETATM24745 C6 NAG A1202 187.777 163.412 101.944 1.00156.53 C -HETATM24746 C7 NAG A1202 182.586 162.626 106.078 1.00156.53 C -HETATM24747 C8 NAG A1202 181.159 162.854 106.474 1.00156.53 C -HETATM24748 N2 NAG A1202 183.043 163.376 105.071 1.00156.53 N -HETATM24749 O3 NAG A1202 185.037 165.381 105.557 1.00156.53 O -HETATM24750 O4 NAG A1202 186.884 165.845 103.394 1.00156.53 O -HETATM24751 O5 NAG A1202 185.827 162.382 102.807 1.00156.53 O -HETATM24752 O6 NAG A1202 188.459 164.630 101.675 1.00156.53 O -HETATM24753 O7 NAG A1202 183.294 161.801 106.645 1.00156.53 O -HETATM24754 C1 NAG A1203 198.829 178.043 167.059 1.00130.93 C -HETATM24755 C2 NAG A1203 199.887 179.147 167.236 1.00130.93 C -HETATM24756 C3 NAG A1203 200.876 178.779 168.345 1.00130.93 C -HETATM24757 C4 NAG A1203 200.134 178.428 169.630 1.00130.93 C -HETATM24758 C5 NAG A1203 199.078 177.353 169.365 1.00130.93 C -HETATM24759 C6 NAG A1203 198.226 177.051 170.576 1.00130.93 C -HETATM24760 C7 NAG A1203 201.329 178.691 165.225 1.00130.93 C -HETATM24761 C8 NAG A1203 201.901 179.328 163.995 1.00130.93 C -HETATM24762 N2 NAG A1203 200.569 179.496 165.991 1.00130.93 N -HETATM24763 O3 NAG A1203 201.758 179.873 168.574 1.00130.93 O -HETATM24764 O4 NAG A1203 201.052 177.950 170.606 1.00130.93 O -HETATM24765 O5 NAG A1203 198.182 177.784 168.326 1.00130.93 O -HETATM24766 O6 NAG A1203 197.705 178.240 171.154 1.00130.93 O -HETATM24767 O7 NAG A1203 201.552 177.511 165.501 1.00130.93 O -HETATM24768 C1 NAG A1204 196.237 191.977 184.709 1.00154.45 C -HETATM24769 C2 NAG A1204 197.156 191.717 185.905 1.00154.45 C -HETATM24770 C3 NAG A1204 197.847 193.012 186.332 1.00154.45 C -HETATM24771 C4 NAG A1204 198.565 193.655 185.151 1.00154.45 C -HETATM24772 C5 NAG A1204 197.599 193.845 183.982 1.00154.45 C -HETATM24773 C6 NAG A1204 198.276 194.358 182.733 1.00154.45 C -HETATM24774 C7 NAG A1204 196.829 190.058 187.684 1.00154.45 C -HETATM24775 C8 NAG A1204 195.943 189.600 188.804 1.00154.45 C -HETATM24776 N2 NAG A1204 196.417 191.141 187.017 1.00154.45 N -HETATM24777 O3 NAG A1204 198.776 192.732 187.373 1.00154.45 O -HETATM24778 O4 NAG A1204 199.094 194.920 185.532 1.00154.45 O -HETATM24779 O5 NAG A1204 196.993 192.588 183.639 1.00154.45 O -HETATM24780 O6 NAG A1204 199.125 193.373 182.160 1.00154.45 O -HETATM24781 O7 NAG A1204 197.869 189.473 187.397 1.00154.45 O -HETATM24782 C1 NAG A1205 185.939 207.313 150.219 1.00166.63 C -HETATM24783 C2 NAG A1205 187.038 206.579 150.988 1.00166.63 C -HETATM24784 C3 NAG A1205 187.615 207.483 152.088 1.00166.63 C -HETATM24785 C4 NAG A1205 188.034 208.841 151.535 1.00166.63 C -HETATM24786 C5 NAG A1205 186.881 209.470 150.754 1.00166.63 C -HETATM24787 C6 NAG A1205 187.280 210.735 150.027 1.00166.63 C -HETATM24788 C7 NAG A1205 186.631 204.155 150.956 1.00166.63 C -HETATM24789 C8 NAG A1205 186.053 202.997 151.698 1.00166.63 C -HETATM24790 N2 NAG A1205 186.531 205.340 151.563 1.00166.63 N -HETATM24791 O3 NAG A1205 188.713 206.837 152.725 1.00166.63 O -HETATM24792 O4 NAG A1205 188.410 209.716 152.594 1.00166.63 O -HETATM24793 O5 NAG A1205 186.430 208.556 149.751 1.00166.63 O -HETATM24794 O6 NAG A1205 187.712 210.432 148.708 1.00166.63 O -HETATM24795 O7 NAG A1205 187.172 204.029 149.851 1.00166.63 O -HETATM24796 C1 NAG A1206 172.262 203.182 108.463 1.00273.72 C -HETATM24797 C2 NAG A1206 173.731 202.845 108.763 1.00273.72 C -HETATM24798 C3 NAG A1206 174.494 202.628 107.454 1.00273.72 C -HETATM24799 C4 NAG A1206 173.807 201.569 106.600 1.00273.72 C -HETATM24800 C5 NAG A1206 172.347 201.949 106.365 1.00273.72 C -HETATM24801 C6 NAG A1206 171.572 200.885 105.623 1.00273.72 C -HETATM24802 C7 NAG A1206 175.138 203.691 110.625 1.00273.72 C -HETATM24803 C8 NAG A1206 175.367 202.259 111.031 1.00273.72 C -HETATM24804 N2 NAG A1206 174.359 203.897 109.551 1.00273.72 N -HETATM24805 O3 NAG A1206 175.833 202.233 107.734 1.00273.72 O -HETATM24806 O4 NAG A1206 174.469 201.447 105.347 1.00273.72 O -HETATM24807 O5 NAG A1206 171.683 202.142 107.624 1.00273.72 O -HETATM24808 O6 NAG A1206 171.946 199.581 106.046 1.00273.72 O -HETATM24809 O7 NAG A1206 175.638 204.624 111.246 1.00273.72 O -HETATM24810 C1 NAG A1207 192.578 168.083 216.690 1.00 67.11 C -HETATM24811 C2 NAG A1207 193.251 169.088 217.650 1.00 67.11 C -HETATM24812 C3 NAG A1207 194.767 169.064 217.433 1.00 67.11 C -HETATM24813 C4 NAG A1207 195.313 167.644 217.525 1.00 67.11 C -HETATM24814 C5 NAG A1207 194.536 166.697 216.608 1.00 67.11 C -HETATM24815 C6 NAG A1207 194.929 165.252 216.791 1.00 67.11 C -HETATM24816 C7 NAG A1207 192.448 171.321 218.421 1.00 67.11 C -HETATM24817 C8 NAG A1207 192.625 170.846 219.838 1.00 67.11 C -HETATM24818 N2 NAG A1207 192.736 170.439 217.447 1.00 67.11 N -HETATM24819 O3 NAG A1207 195.427 169.901 218.379 1.00 67.11 O -HETATM24820 O4 NAG A1207 196.683 167.636 217.139 1.00 67.11 O -HETATM24821 O5 NAG A1207 193.133 166.769 216.899 1.00 67.11 O -HETATM24822 O6 NAG A1207 194.092 164.615 217.746 1.00 67.11 O -HETATM24823 O7 NAG A1207 192.016 172.436 218.166 1.00 67.11 O -HETATM24824 C1 NAG A1208 161.084 217.245 121.277 1.00157.55 C -HETATM24825 C2 NAG A1208 160.487 218.354 120.406 1.00157.55 C -HETATM24826 C3 NAG A1208 159.237 217.846 119.689 1.00157.55 C -HETATM24827 C4 NAG A1208 159.551 216.581 118.900 1.00157.55 C -HETATM24828 C5 NAG A1208 160.178 215.530 119.813 1.00157.55 C -HETATM24829 C6 NAG A1208 160.627 214.295 119.067 1.00157.55 C -HETATM24830 C7 NAG A1208 160.981 220.606 121.246 1.00157.55 C -HETATM24831 C8 NAG A1208 160.512 221.737 122.110 1.00157.55 C -HETATM24832 N2 NAG A1208 160.181 219.536 121.196 1.00157.55 N -HETATM24833 O3 NAG A1208 158.751 218.857 118.813 1.00157.55 O -HETATM24834 O4 NAG A1208 158.359 216.055 118.327 1.00157.55 O -HETATM24835 O5 NAG A1208 161.341 216.071 120.463 1.00157.55 O -HETATM24836 O6 NAG A1208 161.329 214.632 117.878 1.00157.55 O -HETATM24837 O7 NAG A1208 162.038 220.657 120.625 1.00157.55 O -HETATM24838 C1 NAG A1209 180.625 194.421 124.167 1.00154.08 C -HETATM24839 C2 NAG A1209 181.165 193.035 123.803 1.00154.08 C -HETATM24840 C3 NAG A1209 182.592 192.864 124.329 1.00154.08 C -HETATM24841 C4 NAG A1209 183.483 193.997 123.834 1.00154.08 C -HETATM24842 C5 NAG A1209 182.873 195.347 124.205 1.00154.08 C -HETATM24843 C6 NAG A1209 183.635 196.516 123.627 1.00154.08 C -HETATM24844 C7 NAG A1209 179.765 191.006 123.567 1.00154.08 C -HETATM24845 C8 NAG A1209 180.117 191.010 122.104 1.00154.08 C -HETATM24846 N2 NAG A1209 180.296 191.985 124.315 1.00154.08 N -HETATM24847 O3 NAG A1209 183.117 191.615 123.893 1.00154.08 O -HETATM24848 O4 NAG A1209 184.784 193.891 124.401 1.00154.08 O -HETATM24849 O5 NAG A1209 181.534 195.437 123.692 1.00154.08 O -HETATM24850 O6 NAG A1209 184.463 197.133 124.603 1.00154.08 O -HETATM24851 O7 NAG A1209 179.032 190.150 124.052 1.00154.08 O -HETATM24852 C1 NAG B1201 189.093 120.007 148.953 1.00227.63 C -HETATM24853 C2 NAG B1201 187.655 120.220 149.433 1.00227.63 C -HETATM24854 C3 NAG B1201 187.430 119.503 150.764 1.00227.63 C -HETATM24855 C4 NAG B1201 187.818 118.033 150.657 1.00227.63 C -HETATM24856 C5 NAG B1201 189.247 117.898 150.134 1.00227.63 C -HETATM24857 C6 NAG B1201 189.651 116.464 149.882 1.00227.63 C -HETATM24858 C7 NAG B1201 186.691 122.327 148.622 1.00227.63 C -HETATM24859 C8 NAG B1201 186.465 123.780 148.915 1.00227.63 C -HETATM24860 N2 NAG B1201 187.351 121.637 149.557 1.00227.63 N -HETATM24861 O3 NAG B1201 186.063 119.620 151.140 1.00227.63 O -HETATM24862 O4 NAG B1201 187.725 117.412 151.934 1.00227.63 O -HETATM24863 O5 NAG B1201 189.376 118.591 148.882 1.00227.63 O -HETATM24864 O6 NAG B1201 188.925 115.902 148.797 1.00227.63 O -HETATM24865 O7 NAG B1201 186.294 121.803 147.586 1.00227.63 O -HETATM24866 C1 NAG B1202 211.253 138.818 122.105 1.00174.42 C -HETATM24867 C2 NAG B1202 212.644 139.145 121.554 1.00174.42 C -HETATM24868 C3 NAG B1202 212.682 140.581 121.039 1.00174.42 C -HETATM24869 C4 NAG B1202 211.577 140.810 120.016 1.00174.42 C -HETATM24870 C5 NAG B1202 210.219 140.421 120.602 1.00174.42 C -HETATM24871 C6 NAG B1202 209.101 140.499 119.589 1.00174.42 C -HETATM24872 C7 NAG B1202 214.615 137.987 122.446 1.00174.42 C -HETATM24873 C8 NAG B1202 215.599 137.903 123.573 1.00174.42 C -HETATM24874 N2 NAG B1202 213.675 138.932 122.558 1.00174.42 N -HETATM24875 O3 NAG B1202 213.952 140.842 120.452 1.00174.42 O -HETATM24876 O4 NAG B1202 211.546 142.179 119.629 1.00174.42 O -HETATM24877 O5 NAG B1202 210.254 139.066 121.082 1.00174.42 O -HETATM24878 O6 NAG B1202 209.516 140.017 118.318 1.00174.42 O -HETATM24879 O7 NAG B1202 214.668 137.235 121.479 1.00174.42 O -HETATM24880 C1 NAG B1203 169.821 116.958 181.655 1.00190.49 C -HETATM24881 C2 NAG B1203 170.835 115.916 181.168 1.00190.49 C -HETATM24882 C3 NAG B1203 170.146 114.876 180.285 1.00190.49 C -HETATM24883 C4 NAG B1203 168.947 114.266 181.002 1.00190.49 C -HETATM24884 C5 NAG B1203 168.003 115.365 181.482 1.00190.49 C -HETATM24885 C6 NAG B1203 166.852 114.839 182.308 1.00190.49 C -HETATM24886 C7 NAG B1203 173.093 116.873 181.027 1.00190.49 C -HETATM24887 C8 NAG B1203 174.111 117.519 180.136 1.00190.49 C -HETATM24888 N2 NAG B1203 171.931 116.549 180.451 1.00190.49 N -HETATM24889 O3 NAG B1203 171.077 113.857 179.941 1.00190.49 O -HETATM24890 O4 NAG B1203 168.245 113.395 180.122 1.00190.49 O -HETATM24891 O5 NAG B1203 168.719 116.293 182.313 1.00190.49 O -HETATM24892 O6 NAG B1203 167.313 114.176 183.477 1.00190.49 O -HETATM24893 O7 NAG B1203 173.311 116.658 182.216 1.00190.49 O -HETATM24894 C1 NAG B1204 152.030 130.699 216.249 1.00 85.40 C -HETATM24895 C2 NAG B1204 150.541 130.347 216.095 1.00 85.40 C -HETATM24896 C3 NAG B1204 150.306 128.866 216.414 1.00 85.40 C -HETATM24897 C4 NAG B1204 151.238 127.979 215.598 1.00 85.40 C -HETATM24898 C5 NAG B1204 152.685 128.408 215.811 1.00 85.40 C -HETATM24899 C6 NAG B1204 153.664 127.636 214.957 1.00 85.40 C -HETATM24900 C7 NAG B1204 148.450 131.506 216.673 1.00 85.40 C -HETATM24901 C8 NAG B1204 147.761 132.391 217.668 1.00 85.40 C -HETATM24902 N2 NAG B1204 149.721 131.192 216.949 1.00 85.40 N -HETATM24903 O3 NAG B1204 148.956 128.515 216.133 1.00 85.40 O -HETATM24904 O4 NAG B1204 151.086 126.619 215.990 1.00 85.40 O -HETATM24905 O5 NAG B1204 152.830 129.792 215.458 1.00 85.40 O -HETATM24906 O6 NAG B1204 154.974 128.178 215.051 1.00 85.40 O -HETATM24907 O7 NAG B1204 147.879 131.087 215.671 1.00 85.40 O -HETATM24908 C1 NAG C1201 111.832 161.020 146.714 1.00177.92 C -HETATM24909 C2 NAG C1201 112.343 162.460 146.800 1.00177.92 C -HETATM24910 C3 NAG C1201 111.512 163.255 147.806 1.00177.92 C -HETATM24911 C4 NAG C1201 110.028 163.164 147.470 1.00177.92 C -HETATM24912 C5 NAG C1201 109.599 161.701 147.353 1.00177.92 C -HETATM24913 C6 NAG C1201 108.167 161.539 146.898 1.00177.92 C -HETATM24914 C7 NAG C1201 114.732 162.627 146.259 1.00177.92 C -HETATM24915 C8 NAG C1201 116.127 162.640 146.804 1.00177.92 C -HETATM24916 N2 NAG C1201 113.752 162.494 147.159 1.00177.92 N -HETATM24917 O3 NAG C1201 111.930 164.615 147.800 1.00177.92 O -HETATM24918 O4 NAG C1201 109.259 163.800 148.485 1.00177.92 O -HETATM24919 O5 NAG C1201 110.422 161.024 146.389 1.00177.92 O -HETATM24920 O6 NAG C1201 108.041 161.740 145.498 1.00177.92 O -HETATM24921 O7 NAG C1201 114.501 162.729 145.058 1.00177.92 O -HETATM24922 C1 NAG C1202 126.140 145.880 110.003 1.00286.84 C -HETATM24923 C2 NAG C1202 126.837 146.142 111.340 1.00286.84 C -HETATM24924 C3 NAG C1202 127.456 147.536 111.345 1.00286.84 C -HETATM24925 C4 NAG C1202 128.393 147.706 110.154 1.00286.84 C -HETATM24926 C5 NAG C1202 127.663 147.380 108.850 1.00286.84 C -HETATM24927 C6 NAG C1202 128.577 147.390 107.646 1.00286.84 C -HETATM24928 C7 NAG C1202 126.206 145.271 113.544 1.00286.84 C -HETATM24929 C8 NAG C1202 125.136 145.202 114.589 1.00286.84 C -HETATM24930 N2 NAG C1202 125.913 145.983 112.451 1.00286.84 N -HETATM24931 O3 NAG C1202 128.170 147.732 112.560 1.00286.84 O -HETATM24932 O4 NAG C1202 128.878 149.042 110.102 1.00286.84 O -HETATM24933 O5 NAG C1202 127.085 146.065 108.918 1.00286.84 O -HETATM24934 O6 NAG C1202 129.645 146.466 107.798 1.00286.84 O -HETATM24935 O7 NAG C1202 127.288 144.711 113.683 1.00286.84 O -HETATM24936 C1 NAG C1203 137.660 199.418 129.614 1.00210.40 C -HETATM24937 C2 NAG C1203 136.564 200.015 130.498 1.00210.40 C -HETATM24938 C3 NAG C1203 136.973 201.411 130.968 1.00210.40 C -HETATM24939 C4 NAG C1203 138.344 201.379 131.635 1.00210.40 C -HETATM24940 C5 NAG C1203 139.373 200.703 130.726 1.00210.40 C -HETATM24941 C6 NAG C1203 140.715 200.509 131.393 1.00210.40 C -HETATM24942 C7 NAG C1203 134.218 199.323 130.117 1.00210.40 C -HETATM24943 C8 NAG C1203 134.372 198.387 131.286 1.00210.40 C -HETATM24944 N2 NAG C1203 135.289 200.063 129.796 1.00210.40 N -HETATM24945 O3 NAG C1203 136.001 201.905 131.883 1.00210.40 O -HETATM24946 O4 NAG C1203 138.775 202.703 131.926 1.00210.40 O -HETATM24947 O5 NAG C1203 138.909 199.398 130.341 1.00210.40 O -HETATM24948 O6 NAG C1203 141.430 199.425 130.815 1.00210.40 O -HETATM24949 O7 NAG C1203 133.166 199.404 129.490 1.00210.40 O -HETATM24950 C1 NAG C1204 118.750 178.600 181.947 1.00165.75 C -HETATM24951 C2 NAG C1204 117.268 178.310 181.683 1.00165.75 C -HETATM24952 C3 NAG C1204 116.683 179.363 180.741 1.00165.75 C -HETATM24953 C4 NAG C1204 116.940 180.768 181.273 1.00165.75 C -HETATM24954 C5 NAG C1204 118.429 180.967 181.548 1.00165.75 C -HETATM24955 C6 NAG C1204 118.738 182.295 182.198 1.00165.75 C -HETATM24956 C7 NAG C1204 116.765 175.915 181.883 1.00165.75 C -HETATM24957 C8 NAG C1204 116.616 174.616 181.150 1.00165.75 C -HETATM24958 N2 NAG C1204 117.085 176.976 181.135 1.00165.75 N -HETATM24959 O3 NAG C1204 115.285 179.144 180.597 1.00165.75 O -HETATM24960 O4 NAG C1204 116.506 181.735 180.323 1.00165.75 O -HETATM24961 O5 NAG C1204 118.901 179.948 182.445 1.00165.75 O -HETATM24962 O6 NAG C1204 118.532 182.247 183.603 1.00165.75 O -HETATM24963 O7 NAG C1204 116.605 176.000 183.096 1.00165.75 O -HETATM24964 C1 NAG C1205 115.675 129.591 123.259 1.00161.56 C -HETATM24965 C2 NAG C1205 115.082 128.397 122.509 1.00161.56 C -HETATM24966 C3 NAG C1205 116.138 127.308 122.340 1.00161.56 C -HETATM24967 C4 NAG C1205 117.386 127.870 121.669 1.00161.56 C -HETATM24968 C5 NAG C1205 117.896 129.095 122.428 1.00161.56 C -HETATM24969 C6 NAG C1205 119.048 129.780 121.732 1.00161.56 C -HETATM24970 C7 NAG C1205 112.663 128.078 122.763 1.00161.56 C -HETATM24971 C8 NAG C1205 111.573 127.469 123.592 1.00161.56 C -HETATM24972 N2 NAG C1205 113.912 127.876 123.196 1.00161.56 N -HETATM24973 O3 NAG C1205 115.602 126.245 121.560 1.00161.56 O -HETATM24974 O4 NAG C1205 118.408 126.881 121.636 1.00161.56 O -HETATM24975 O5 NAG C1205 116.847 130.071 122.558 1.00161.56 O -HETATM24976 O6 NAG C1205 118.609 130.505 120.591 1.00161.56 O -HETATM24977 O7 NAG C1205 112.424 128.723 121.747 1.00161.56 O -HETATM24978 C1 NAG C1206 148.529 185.008 104.965 1.00154.86 C -HETATM24979 C2 NAG C1206 149.045 183.600 104.663 1.00154.86 C -HETATM24980 C3 NAG C1206 147.871 182.643 104.459 1.00154.86 C -HETATM24981 C4 NAG C1206 146.913 182.698 105.643 1.00154.86 C -HETATM24982 C5 NAG C1206 146.494 184.140 105.935 1.00154.86 C -HETATM24983 C6 NAG C1206 145.667 184.270 107.193 1.00154.86 C -HETATM24984 C7 NAG C1206 151.052 182.903 103.434 1.00154.86 C -HETATM24985 C8 NAG C1206 151.826 183.022 102.156 1.00154.86 C -HETATM24986 N2 NAG C1206 149.914 183.602 103.498 1.00154.86 N -HETATM24987 O3 NAG C1206 148.365 181.319 104.294 1.00154.86 O -HETATM24988 O4 NAG C1206 145.749 181.933 105.355 1.00154.86 O -HETATM24989 O5 NAG C1206 147.655 184.967 106.115 1.00154.86 O -HETATM24990 O6 NAG C1206 144.903 183.096 107.435 1.00154.86 O -HETATM24991 O7 NAG C1206 151.439 182.206 104.366 1.00154.86 O -HETATM24992 C1 NAG C1207 139.513 184.493 216.996 1.00 72.18 C -HETATM24993 C2 NAG C1207 139.864 185.980 216.787 1.00 72.18 C -HETATM24994 C3 NAG C1207 138.627 186.863 216.992 1.00 72.18 C -HETATM24995 C4 NAG C1207 137.470 186.378 216.130 1.00 72.18 C -HETATM24996 C5 NAG C1207 137.168 184.925 216.462 1.00 72.18 C -HETATM24997 C6 NAG C1207 136.043 184.342 215.634 1.00 72.18 C -HETATM24998 C7 NAG C1207 141.814 187.369 217.375 1.00 72.18 C -HETATM24999 C8 NAG C1207 142.858 187.659 218.414 1.00 72.18 C -HETATM25000 N2 NAG C1207 140.942 186.397 217.673 1.00 72.18 N -HETATM25001 O3 NAG C1207 138.928 188.212 216.647 1.00 72.18 O -HETATM25002 O4 NAG C1207 136.309 187.169 216.357 1.00 72.18 O -HETATM25003 O5 NAG C1207 138.338 184.142 216.201 1.00 72.18 O -HETATM25004 O6 NAG C1207 136.485 183.294 214.782 1.00 72.18 O -HETATM25005 O7 NAG C1207 141.758 187.991 216.318 1.00 72.18 O -HETATM25006 C1 NAG C1208 145.576 182.453 234.551 1.00108.40 C -HETATM25007 C2 NAG C1208 144.691 183.526 235.212 1.00108.40 C -HETATM25008 C3 NAG C1208 145.430 184.867 235.298 1.00108.40 C -HETATM25009 C4 NAG C1208 146.790 184.691 235.962 1.00108.40 C -HETATM25010 C5 NAG C1208 147.590 183.598 235.255 1.00108.40 C -HETATM25011 C6 NAG C1208 148.908 183.298 235.930 1.00108.40 C -HETATM25012 C7 NAG C1208 143.137 184.042 233.301 1.00108.40 C -HETATM25013 C8 NAG C1208 141.689 184.101 232.920 1.00108.40 C -HETATM25014 N2 NAG C1208 143.386 183.669 234.571 1.00108.40 N -HETATM25015 O3 NAG C1208 144.644 185.795 236.036 1.00108.40 O -HETATM25016 O4 NAG C1208 147.518 185.913 235.909 1.00108.40 O -HETATM25017 O5 NAG C1208 146.841 182.371 235.246 1.00108.40 O -HETATM25018 O6 NAG C1208 148.745 182.390 237.011 1.00108.40 O -HETATM25019 O7 NAG C1208 144.026 184.320 232.493 1.00108.40 O -CONECT 29224782 -CONECT 69524824 -CONECT 759 869 -CONECT 86324796 -CONECT 869 759 -CONECT 134124838 -CONECT 160524189 -CONECT 1665 1738 -CONECT 1738 1665 -CONECT 198424726 -CONECT 2021 2232 -CONECT 208224740 -CONECT 2232 2021 -CONECT 2380 2792 -CONECT 2470 3546 -CONECT 2792 2380 -CONECT 3190 3243 -CONECT 3243 3190 -CONECT 3546 2470 -CONECT 3643 4050 -CONECT 4050 3643 -CONECT 423324754 -CONECT 4239 4485 -CONECT 4485 4239 -CONECT 454624768 -CONECT 4587 4645 -CONECT 4645 4587 -CONECT 485324810 -CONECT 5066 5233 -CONECT 5107 5147 -CONECT 5147 5107 -CONECT 5233 5066 -CONECT 556324217 -CONECT 5872 5951 -CONECT 5951 5872 -CONECT 7322 7408 -CONECT 7408 7322 -CONECT 765124357 -CONECT 7707 8065 -CONECT 783424396 -CONECT 8065 7707 -CONECT 812224245 -CONECT 852024852 -CONECT 892324866 -CONECT 981224424 -CONECT 9872 9945 -CONECT 9945 9872 -CONECT1019124273 -CONECT1022810386 -CONECT1038610228 -CONECT1053410946 -CONECT1094610534 -CONECT1134411397 -CONECT1139711344 -CONECT1172112128 -CONECT1212811721 -CONECT1231124452 -CONECT1231712563 -CONECT1256312317 -CONECT1262424880 -CONECT1266512723 -CONECT1272312665 -CONECT1292424894 -CONECT1298124480 -CONECT1313713304 -CONECT1317813218 -CONECT1321813178 -CONECT1330413137 -CONECT1363424508 -CONECT1394314022 -CONECT1402213943 -CONECT1539315479 -CONECT1547915393 -CONECT1572224547 -CONECT1577816136 -CONECT1590524575 -CONECT1613615778 -CONECT1619324603 -CONECT1659124908 -CONECT1699424964 -CONECT1705817168 -CONECT1716224922 -CONECT1716817058 -CONECT1796418037 -CONECT1803717964 -CONECT1828324936 -CONECT1832018531 -CONECT1838124978 -CONECT1853118320 -CONECT1867919091 -CONECT1876919845 -CONECT1909118679 -CONECT1948919542 -CONECT1954219489 -CONECT1984518769 -CONECT1994220349 -CONECT2034919942 -CONECT2053820635 -CONECT2063520538 -CONECT2069624950 -CONECT2073720795 -CONECT2079520737 -CONECT2100324992 -CONECT2106024631 -CONECT2121621383 -CONECT2125721297 -CONECT2129721257 -CONECT2138321216 -CONECT2171324659 -CONECT2328223368 -CONECT2336823282 -CONECT2361124698 -CONECT2366724025 -CONECT2379424301 -CONECT2402523667 -CONECT2408225006 -CONECT24189 16052419024200 -CONECT24190241892419124197 -CONECT24191241902419224198 -CONECT24192241912419324199 -CONECT24193241922419424200 -CONECT241942419324201 -CONECT24195241962419724202 -CONECT2419624195 -CONECT241972419024195 -CONECT2419824191 -CONECT241992419224203 -CONECT242002418924193 -CONECT2420124194 -CONECT2420224195 -CONECT24203241992420424214 -CONECT24204242032420524211 -CONECT24205242042420624212 -CONECT24206242052420724213 -CONECT24207242062420824214 -CONECT242082420724215 -CONECT24209242102421124216 -CONECT2421024209 -CONECT242112420424209 -CONECT2421224205 -CONECT2421324206 -CONECT242142420324207 -CONECT2421524208 -CONECT2421624209 -CONECT24217 55632421824228 -CONECT24218242172421924225 -CONECT24219242182422024226 -CONECT24220242192422124227 -CONECT24221242202422224228 -CONECT242222422124229 -CONECT24223242242422524230 -CONECT2422424223 -CONECT242252421824223 -CONECT2422624219 -CONECT242272422024231 -CONECT242282421724221 -CONECT2422924222 -CONECT2423024223 -CONECT24231242272423224242 -CONECT24232242312423324239 -CONECT24233242322423424240 -CONECT24234242332423524241 -CONECT24235242342423624242 -CONECT242362423524243 -CONECT24237242382423924244 -CONECT2423824237 -CONECT242392423224237 -CONECT2424024233 -CONECT2424124234 -CONECT242422423124235 -CONECT2424324236 -CONECT2424424237 -CONECT24245 81222424624256 -CONECT24246242452424724253 -CONECT24247242462424824254 -CONECT24248242472424924255 -CONECT24249242482425024256 -CONECT242502424924257 -CONECT24251242522425324258 -CONECT2425224251 -CONECT242532424624251 -CONECT2425424247 -CONECT242552424824259 -CONECT242562424524249 -CONECT2425724250 -CONECT2425824251 -CONECT24259242552426024270 -CONECT24260242592426124267 -CONECT24261242602426224268 -CONECT24262242612426324269 -CONECT24263242622426424270 -CONECT242642426324271 -CONECT24265242662426724272 -CONECT2426624265 -CONECT242672426024265 -CONECT2426824261 -CONECT2426924262 -CONECT242702425924263 -CONECT2427124264 -CONECT2427224265 -CONECT24273101912427424284 -CONECT24274242732427524281 -CONECT24275242742427624282 -CONECT24276242752427724283 -CONECT24277242762427824284 -CONECT242782427724285 -CONECT24279242802428124286 -CONECT2428024279 -CONECT242812427424279 -CONECT2428224275 -CONECT242832427624287 -CONECT242842427324277 -CONECT2428524278 -CONECT2428624279 -CONECT24287242832428824298 -CONECT24288242872428924295 -CONECT24289242882429024296 -CONECT24290242892429124297 -CONECT24291242902429224298 -CONECT242922429124299 -CONECT24293242942429524300 -CONECT2429424293 -CONECT242952428824293 -CONECT2429624289 -CONECT2429724290 -CONECT242982428724291 -CONECT2429924292 -CONECT2430024293 -CONECT24301237942430224312 -CONECT24302243012430324309 -CONECT24303243022430424310 -CONECT24304243032430524311 -CONECT24305243042430624312 -CONECT243062430524313 -CONECT24307243082430924314 -CONECT2430824307 -CONECT243092430224307 -CONECT2431024303 -CONECT243112430424315 -CONECT243122430124305 -CONECT2431324306 -CONECT2431424307 -CONECT24315243112431624326 -CONECT24316243152431724323 -CONECT24317243162431824324 -CONECT24318243172431924325 -CONECT24319243182432024326 -CONECT243202431924327 -CONECT24321243222432324328 -CONECT2432224321 -CONECT243232431624321 -CONECT2432424317 -CONECT2432524318 -CONECT243262431524319 -CONECT2432724320 -CONECT2432824321 -CONECT243292433024340 -CONECT24330243292433124337 -CONECT24331243302433224338 -CONECT24332243312433324339 -CONECT24333243322433424340 -CONECT243342433324341 -CONECT24335243362433724342 -CONECT2433624335 -CONECT243372433024335 -CONECT2433824331 -CONECT243392433224343 -CONECT243402432924333 -CONECT2434124334 -CONECT2434224335 -CONECT24343243392434424354 -CONECT24344243432434524351 -CONECT24345243442434624352 -CONECT24346243452434724353 -CONECT24347243462434824354 -CONECT243482434724355 -CONECT24349243502435124356 -CONECT2435024349 -CONECT243512434424349 -CONECT2435224345 -CONECT2435324346 -CONECT243542434324347 -CONECT2435524348 -CONECT2435624349 -CONECT24357 76512435824368 -CONECT24358243572435924365 -CONECT24359243582436024366 -CONECT24360243592436124367 -CONECT24361243602436224368 -CONECT243622436124369 -CONECT24363243642436524370 -CONECT2436424363 -CONECT243652435824363 -CONECT2436624359 -CONECT243672436024371 -CONECT243682435724361 -CONECT2436924362 -CONECT2437024363 -CONECT24371243672437224382 -CONECT24372243712437324379 -CONECT24373243722437424380 -CONECT24374243732437524381 -CONECT24375243742437624382 -CONECT243762437524383 -CONECT24377243782437924384 -CONECT2437824377 -CONECT243792437224377 -CONECT2438024373 -CONECT243812437424385 -CONECT243822437124375 -CONECT2438324376 -CONECT2438424377 -CONECT24385243812438624394 -CONECT24386243852438724391 -CONECT24387243862438824392 -CONECT24388243872438924393 -CONECT24389243882439024394 -CONECT243902438924395 -CONECT2439124386 -CONECT2439224387 -CONECT2439324388 -CONECT243942438524389 -CONECT2439524390 -CONECT24396 78342439724407 -CONECT24397243962439824404 -CONECT24398243972439924405 -CONECT24399243982440024406 -CONECT24400243992440124407 -CONECT244012440024408 -CONECT24402244032440424409 -CONECT2440324402 -CONECT244042439724402 -CONECT2440524398 -CONECT244062439924410 -CONECT244072439624400 -CONECT2440824401 -CONECT2440924402 -CONECT24410244062441124421 -CONECT24411244102441224418 -CONECT24412244112441324419 -CONECT24413244122441424420 -CONECT24414244132441524421 -CONECT244152441424422 -CONECT24416244172441824423 -CONECT2441724416 -CONECT244182441124416 -CONECT2441924412 -CONECT2442024413 -CONECT244212441024414 -CONECT2442224415 -CONECT2442324416 -CONECT24424 98122442524435 -CONECT24425244242442624432 -CONECT24426244252442724433 -CONECT24427244262442824434 -CONECT24428244272442924435 -CONECT244292442824436 -CONECT24430244312443224437 -CONECT2443124430 -CONECT244322442524430 -CONECT2443324426 -CONECT244342442724438 -CONECT244352442424428 -CONECT2443624429 -CONECT2443724430 -CONECT24438244342443924449 -CONECT24439244382444024446 -CONECT24440244392444124447 -CONECT24441244402444224448 -CONECT24442244412444324449 -CONECT244432444224450 -CONECT24444244452444624451 -CONECT2444524444 -CONECT244462443924444 -CONECT2444724440 -CONECT2444824441 -CONECT244492443824442 -CONECT2445024443 -CONECT2445124444 -CONECT24452123112445324463 -CONECT24453244522445424460 -CONECT24454244532445524461 -CONECT24455244542445624462 -CONECT24456244552445724463 -CONECT244572445624464 -CONECT24458244592446024465 -CONECT2445924458 -CONECT244602445324458 -CONECT2446124454 -CONECT244622445524466 -CONECT244632445224456 -CONECT2446424457 -CONECT2446524458 -CONECT24466244622446724477 -CONECT24467244662446824474 -CONECT24468244672446924475 -CONECT24469244682447024476 -CONECT24470244692447124477 -CONECT244712447024478 -CONECT24472244732447424479 -CONECT2447324472 -CONECT244742446724472 -CONECT2447524468 -CONECT2447624469 -CONECT244772446624470 -CONECT2447824471 -CONECT2447924472 -CONECT24480129812448124491 -CONECT24481244802448224488 -CONECT24482244812448324489 -CONECT24483244822448424490 -CONECT24484244832448524491 -CONECT244852448424492 -CONECT24486244872448824493 -CONECT2448724486 -CONECT244882448124486 -CONECT2448924482 -CONECT244902448324494 -CONECT244912448024484 -CONECT2449224485 -CONECT2449324486 -CONECT24494244902449524505 -CONECT24495244942449624502 -CONECT24496244952449724503 -CONECT24497244962449824504 -CONECT24498244972449924505 -CONECT244992449824506 -CONECT24500245012450224507 -CONECT2450124500 -CONECT245022449524500 -CONECT2450324496 -CONECT2450424497 -CONECT245052449424498 -CONECT2450624499 -CONECT2450724500 -CONECT24508136342450924519 -CONECT24509245082451024516 -CONECT24510245092451124517 -CONECT24511245102451224518 -CONECT24512245112451324519 -CONECT245132451224520 -CONECT24514245152451624521 -CONECT2451524514 -CONECT245162450924514 -CONECT2451724510 -CONECT245182451124522 -CONECT245192450824512 -CONECT2452024513 -CONECT2452124514 -CONECT24522245182452324533 -CONECT24523245222452424530 -CONECT24524245232452524531 -CONECT24525245242452624532 -CONECT24526245252452724533 -CONECT245272452624534 -CONECT24528245292453024535 -CONECT2452924528 -CONECT245302452324528 -CONECT2453124524 -CONECT245322452524536 -CONECT245332452224526 -CONECT2453424527 -CONECT2453524528 -CONECT24536245322453724545 -CONECT24537245362453824542 -CONECT24538245372453924543 -CONECT24539245382454024544 -CONECT24540245392454124545 -CONECT245412454024546 -CONECT2454224537 -CONECT2454324538 -CONECT2454424539 -CONECT245452453624540 -CONECT2454624541 -CONECT24547157222454824558 -CONECT24548245472454924555 -CONECT24549245482455024556 -CONECT24550245492455124557 -CONECT24551245502455224558 -CONECT245522455124559 -CONECT24553245542455524560 -CONECT2455424553 -CONECT245552454824553 -CONECT2455624549 -CONECT245572455024561 -CONECT245582454724551 -CONECT2455924552 -CONECT2456024553 -CONECT24561245572456224572 -CONECT24562245612456324569 -CONECT24563245622456424570 -CONECT24564245632456524571 -CONECT24565245642456624572 -CONECT245662456524573 -CONECT24567245682456924574 -CONECT2456824567 -CONECT245692456224567 -CONECT2457024563 -CONECT2457124564 -CONECT245722456124565 -CONECT2457324566 -CONECT2457424567 -CONECT24575159052457624586 -CONECT24576245752457724583 -CONECT24577245762457824584 -CONECT24578245772457924585 -CONECT24579245782458024586 -CONECT245802457924587 -CONECT24581245822458324588 -CONECT2458224581 -CONECT245832457624581 -CONECT2458424577 -CONECT245852457824589 -CONECT245862457524579 -CONECT2458724580 -CONECT2458824581 -CONECT24589245852459024600 -CONECT24590245892459124597 -CONECT24591245902459224598 -CONECT24592245912459324599 -CONECT24593245922459424600 -CONECT245942459324601 -CONECT24595245962459724602 -CONECT2459624595 -CONECT245972459024595 -CONECT2459824591 -CONECT2459924592 -CONECT246002458924593 -CONECT2460124594 -CONECT2460224595 -CONECT24603161932460424614 -CONECT24604246032460524611 -CONECT24605246042460624612 -CONECT24606246052460724613 -CONECT24607246062460824614 -CONECT246082460724615 -CONECT24609246102461124616 -CONECT2461024609 -CONECT246112460424609 -CONECT2461224605 -CONECT246132460624617 -CONECT246142460324607 -CONECT2461524608 -CONECT2461624609 -CONECT24617246132461824628 -CONECT24618246172461924625 -CONECT24619246182462024626 -CONECT24620246192462124627 -CONECT24621246202462224628 -CONECT246222462124629 -CONECT24623246242462524630 -CONECT2462424623 -CONECT246252461824623 -CONECT2462624619 -CONECT2462724620 -CONECT246282461724621 -CONECT2462924622 -CONECT2463024623 -CONECT24631210602463224642 -CONECT24632246312463324639 -CONECT24633246322463424640 -CONECT24634246332463524641 -CONECT24635246342463624642 -CONECT246362463524643 -CONECT24637246382463924644 -CONECT2463824637 -CONECT246392463224637 -CONECT2464024633 -CONECT246412463424645 -CONECT246422463124635 -CONECT2464324636 -CONECT2464424637 -CONECT24645246412464624656 -CONECT24646246452464724653 -CONECT24647246462464824654 -CONECT24648246472464924655 -CONECT24649246482465024656 -CONECT246502464924657 -CONECT24651246522465324658 -CONECT2465224651 -CONECT246532464624651 -CONECT2465424647 -CONECT2465524648 -CONECT246562464524649 -CONECT2465724650 -CONECT2465824651 -CONECT24659217132466024670 -CONECT24660246592466124667 -CONECT24661246602466224668 -CONECT24662246612466324669 -CONECT24663246622466424670 -CONECT246642466324671 -CONECT24665246662466724672 -CONECT2466624665 -CONECT246672466024665 -CONECT2466824661 -CONECT246692466224673 -CONECT246702465924663 -CONECT2467124664 -CONECT2467224665 -CONECT24673246692467424684 -CONECT24674246732467524681 -CONECT24675246742467624682 -CONECT24676246752467724683 -CONECT24677246762467824684 -CONECT246782467724685 -CONECT24679246802468124686 -CONECT2468024679 -CONECT246812467424679 -CONECT2468224675 -CONECT246832467624687 -CONECT246842467324677 -CONECT2468524678 -CONECT2468624679 -CONECT24687246832468824696 -CONECT24688246872468924693 -CONECT24689246882469024694 -CONECT24690246892469124695 -CONECT24691246902469224696 -CONECT246922469124697 -CONECT2469324688 -CONECT2469424689 -CONECT2469524690 -CONECT246962468724691 -CONECT2469724692 -CONECT24698236112469924709 -CONECT24699246982470024706 -CONECT24700246992470124707 -CONECT24701247002470224708 -CONECT24702247012470324709 -CONECT247032470224710 -CONECT24704247052470624711 -CONECT2470524704 -CONECT247062469924704 -CONECT2470724700 -CONECT247082470124712 -CONECT247092469824702 -CONECT2471024703 -CONECT2471124704 -CONECT24712247082471324723 -CONECT24713247122471424720 -CONECT24714247132471524721 -CONECT24715247142471624722 -CONECT24716247152471724723 -CONECT247172471624724 -CONECT24718247192472024725 -CONECT2471924718 -CONECT247202471324718 -CONECT2472124714 -CONECT2472224715 -CONECT247232471224716 -CONECT2472424717 -CONECT2472524718 -CONECT24726 19842472724737 -CONECT24727247262472824734 -CONECT24728247272472924735 -CONECT24729247282473024736 -CONECT24730247292473124737 -CONECT247312473024738 -CONECT24732247332473424739 -CONECT2473324732 -CONECT247342472724732 -CONECT2473524728 -CONECT2473624729 -CONECT247372472624730 -CONECT2473824731 -CONECT2473924732 -CONECT24740 20822474124751 -CONECT24741247402474224748 -CONECT24742247412474324749 -CONECT24743247422474424750 -CONECT24744247432474524751 -CONECT247452474424752 -CONECT24746247472474824753 -CONECT2474724746 -CONECT247482474124746 -CONECT2474924742 -CONECT2475024743 -CONECT247512474024744 -CONECT2475224745 -CONECT2475324746 -CONECT24754 42332475524765 -CONECT24755247542475624762 -CONECT24756247552475724763 -CONECT24757247562475824764 -CONECT24758247572475924765 -CONECT247592475824766 -CONECT24760247612476224767 -CONECT2476124760 -CONECT247622475524760 -CONECT2476324756 -CONECT2476424757 -CONECT247652475424758 -CONECT2476624759 -CONECT2476724760 -CONECT24768 45462476924779 -CONECT24769247682477024776 -CONECT24770247692477124777 -CONECT24771247702477224778 -CONECT24772247712477324779 -CONECT247732477224780 -CONECT24774247752477624781 -CONECT2477524774 -CONECT247762476924774 -CONECT2477724770 -CONECT2477824771 -CONECT247792476824772 -CONECT2478024773 -CONECT2478124774 -CONECT24782 2922478324793 -CONECT24783247822478424790 -CONECT24784247832478524791 -CONECT24785247842478624792 -CONECT24786247852478724793 -CONECT247872478624794 -CONECT24788247892479024795 -CONECT2478924788 -CONECT247902478324788 -CONECT2479124784 -CONECT2479224785 -CONECT247932478224786 -CONECT2479424787 -CONECT2479524788 -CONECT24796 8632479724807 -CONECT24797247962479824804 -CONECT24798247972479924805 -CONECT24799247982480024806 -CONECT24800247992480124807 -CONECT248012480024808 -CONECT24802248032480424809 -CONECT2480324802 -CONECT248042479724802 -CONECT2480524798 -CONECT2480624799 -CONECT248072479624800 -CONECT2480824801 -CONECT2480924802 -CONECT24810 48532481124821 -CONECT24811248102481224818 -CONECT24812248112481324819 -CONECT24813248122481424820 -CONECT24814248132481524821 -CONECT248152481424822 -CONECT24816248172481824823 -CONECT2481724816 -CONECT248182481124816 -CONECT2481924812 -CONECT2482024813 -CONECT248212481024814 -CONECT2482224815 -CONECT2482324816 -CONECT24824 6952482524835 -CONECT24825248242482624832 -CONECT24826248252482724833 -CONECT24827248262482824834 -CONECT24828248272482924835 -CONECT248292482824836 -CONECT24830248312483224837 -CONECT2483124830 -CONECT248322482524830 -CONECT2483324826 -CONECT2483424827 -CONECT248352482424828 -CONECT2483624829 -CONECT2483724830 -CONECT24838 13412483924849 -CONECT24839248382484024846 -CONECT24840248392484124847 -CONECT24841248402484224848 -CONECT24842248412484324849 -CONECT248432484224850 -CONECT24844248452484624851 -CONECT2484524844 -CONECT248462483924844 -CONECT2484724840 -CONECT2484824841 -CONECT248492483824842 -CONECT2485024843 -CONECT2485124844 -CONECT24852 85202485324863 -CONECT24853248522485424860 -CONECT24854248532485524861 -CONECT24855248542485624862 -CONECT24856248552485724863 -CONECT248572485624864 -CONECT24858248592486024865 -CONECT2485924858 -CONECT248602485324858 -CONECT2486124854 -CONECT2486224855 -CONECT248632485224856 -CONECT2486424857 -CONECT2486524858 -CONECT24866 89232486724877 -CONECT24867248662486824874 -CONECT24868248672486924875 -CONECT24869248682487024876 -CONECT24870248692487124877 -CONECT248712487024878 -CONECT24872248732487424879 -CONECT2487324872 -CONECT248742486724872 -CONECT2487524868 -CONECT2487624869 -CONECT248772486624870 -CONECT2487824871 -CONECT2487924872 -CONECT24880126242488124891 -CONECT24881248802488224888 -CONECT24882248812488324889 -CONECT24883248822488424890 -CONECT24884248832488524891 -CONECT248852488424892 -CONECT24886248872488824893 -CONECT2488724886 -CONECT248882488124886 -CONECT2488924882 -CONECT2489024883 -CONECT248912488024884 -CONECT2489224885 -CONECT2489324886 -CONECT24894129242489524905 -CONECT24895248942489624902 -CONECT24896248952489724903 -CONECT24897248962489824904 -CONECT24898248972489924905 -CONECT248992489824906 -CONECT24900249012490224907 -CONECT2490124900 -CONECT249022489524900 -CONECT2490324896 -CONECT2490424897 -CONECT249052489424898 -CONECT2490624899 -CONECT2490724900 -CONECT24908165912490924919 -CONECT24909249082491024916 -CONECT24910249092491124917 -CONECT24911249102491224918 -CONECT24912249112491324919 -CONECT249132491224920 -CONECT24914249152491624921 -CONECT2491524914 -CONECT249162490924914 -CONECT2491724910 -CONECT2491824911 -CONECT249192490824912 -CONECT2492024913 -CONECT2492124914 -CONECT24922171622492324933 -CONECT24923249222492424930 -CONECT24924249232492524931 -CONECT24925249242492624932 -CONECT24926249252492724933 -CONECT249272492624934 -CONECT24928249292493024935 -CONECT2492924928 -CONECT249302492324928 -CONECT2493124924 -CONECT2493224925 -CONECT249332492224926 -CONECT2493424927 -CONECT2493524928 -CONECT24936182832493724947 -CONECT24937249362493824944 -CONECT24938249372493924945 -CONECT24939249382494024946 -CONECT24940249392494124947 -CONECT249412494024948 -CONECT24942249432494424949 -CONECT2494324942 -CONECT249442493724942 -CONECT2494524938 -CONECT2494624939 -CONECT249472493624940 -CONECT2494824941 -CONECT2494924942 -CONECT24950206962495124961 -CONECT24951249502495224958 -CONECT24952249512495324959 -CONECT24953249522495424960 -CONECT24954249532495524961 -CONECT249552495424962 -CONECT24956249572495824963 -CONECT2495724956 -CONECT249582495124956 -CONECT2495924952 -CONECT2496024953 -CONECT249612495024954 -CONECT2496224955 -CONECT2496324956 -CONECT24964169942496524975 -CONECT24965249642496624972 -CONECT24966249652496724973 -CONECT24967249662496824974 -CONECT24968249672496924975 -CONECT249692496824976 -CONECT24970249712497224977 -CONECT2497124970 -CONECT249722496524970 -CONECT2497324966 -CONECT2497424967 -CONECT249752496424968 -CONECT2497624969 -CONECT2497724970 -CONECT24978183812497924989 -CONECT24979249782498024986 -CONECT24980249792498124987 -CONECT24981249802498224988 -CONECT24982249812498324989 -CONECT249832498224990 -CONECT24984249852498624991 -CONECT2498524984 -CONECT249862497924984 -CONECT2498724980 -CONECT2498824981 -CONECT249892497824982 -CONECT2499024983 -CONECT2499124984 -CONECT24992210032499325003 -CONECT24993249922499425000 -CONECT24994249932499525001 -CONECT24995249942499625002 -CONECT24996249952499725003 -CONECT249972499625004 -CONECT24998249992500025005 -CONECT2499924998 -CONECT250002499324998 -CONECT2500124994 -CONECT2500224995 -CONECT250032499224996 -CONECT2500424997 -CONECT2500524998 -CONECT25006240822500725017 -CONECT25007250062500825014 -CONECT25008250072500925015 -CONECT25009250082501025016 -CONECT25010250092501125017 -CONECT250112501025018 -CONECT25012250132501425019 -CONECT2501325012 -CONECT250142500725012 -CONECT2501525008 -CONECT2501625009 -CONECT250172500625010 -CONECT2501825011 -CONECT2501925012 -MASTER 568 0 60 68 177 0 0 625016 3 947 264 -END diff --git a/results/spike_structure_analysis/pdb7tl9.pdb b/results/spike_structure_analysis/pdb7tl9.pdb deleted file mode 100644 index 34f4528..0000000 --- a/results/spike_structure_analysis/pdb7tl9.pdb +++ /dev/null @@ -1,27388 +0,0 @@ -HEADER VIRAL PROTEIN 18-JAN-22 7TL9 -TITLE SARS-COV-2 OMICRON 1-RBD UP SPIKE PROTEIN TRIMER WITHOUT THE P986-P987 -TITLE 2 STABILIZING MUTATIONS (S-GSAS-OMICRON) -COMPND MOL_ID: 1; -COMPND 2 MOLECULE: SPIKE GLYCOPROTEIN; -COMPND 3 CHAIN: A, B, C; -COMPND 4 SYNONYM: S GLYCOPROTEIN,E2,PEPLOMER PROTEIN; -COMPND 5 ENGINEERED: YES -SOURCE MOL_ID: 1; -SOURCE 2 ORGANISM_SCIENTIFIC: SEVERE ACUTE RESPIRATORY SYNDROME CORONAVIRUS -SOURCE 3 2; -SOURCE 4 ORGANISM_COMMON: 2019-NCOV, SARS-COV-2; -SOURCE 5 ORGANISM_TAXID: 2697049; -SOURCE 6 VARIANT: B.1.1.529 SARS-COV-2 SPIKE PROTEIN VARIANT (S-GSAS- -SOURCE 7 B.1.1.529); -SOURCE 8 GENE: S, 2; -SOURCE 9 EXPRESSION_SYSTEM: HOMO SAPIENS; -SOURCE 10 EXPRESSION_SYSTEM_COMMON: HUMAN; -SOURCE 11 EXPRESSION_SYSTEM_TAXID: 9606 -KEYWDS OMICRON SPIKE PROTEIN, SARS-COV-2, VARIANT OF CONCERN, 1-UP, VIRAL -KEYWDS 2 PROTEIN -EXPDTA ELECTRON MICROSCOPY -AUTHOR V.STALLS,P.ACHARYA -REVDAT 2 12-APR-23 7TL9 1 JRNL -REVDAT 1 23-FEB-22 7TL9 0 -JRNL AUTH S.M.GOBEIL,R.HENDERSON,V.STALLS,K.JANOWSKA,X.HUANG,A.MAY, -JRNL AUTH 2 M.SPEAKMAN,E.BEAUDOIN,K.MANNE,D.LI,R.PARKS,M.BARR,M.DEYTON, -JRNL AUTH 3 M.MARTIN,K.MANSOURI,R.J.EDWARDS,A.EATON,D.C.MONTEFIORI, -JRNL AUTH 4 G.D.SEMPOWSKI,K.O.SAUNDERS,K.WIEHE,W.WILLIAMS,B.KORBER, -JRNL AUTH 5 B.F.HAYNES,P.ACHARYA -JRNL TITL STRUCTURAL DIVERSITY OF THE SARS-COV-2 OMICRON SPIKE. -JRNL REF MOL.CELL V. 82 2050 2022 -JRNL REFN ISSN 1097-2765 -JRNL PMID 35447081 -JRNL DOI 10.1016/J.MOLCEL.2022.03.028 -REMARK 1 -REMARK 1 REFERENCE 1 -REMARK 1 AUTH S.M.GOBEIL,R.HENDERSON,V.STALLS,K.JANOWSKA,X.HUANG,A.MAY, -REMARK 1 AUTH 2 M.SPEAKMAN,E.BEAUDOIN,K.MANNE,D.LI,R.PARKS,M.BARR,M.DEYTON, -REMARK 1 AUTH 3 M.MARTIN,K.MANSOURI,R.J.EDWARDS,G.D.SEMPOWSKI,K.O.SAUNDERS, -REMARK 1 AUTH 4 K.WIEHE,W.WILLIAMS,B.KORBER,B.F.HAYNES,P.ACHARYA -REMARK 1 TITL STRUCTURAL DIVERSITY OF THE SARS-COV-2 OMICRON SPIKE. -REMARK 1 REF BIORXIV 2022 -REMARK 1 REFN ISSN 2692-8205 -REMARK 1 PMID 35118469 -REMARK 1 DOI 10.1101/2022.01.25.477784 -REMARK 2 -REMARK 2 RESOLUTION. 3.50 ANGSTROMS. -REMARK 3 -REMARK 3 REFINEMENT. -REMARK 3 SOFTWARE PACKAGES : UCSF CHIMERAX, PHENIX, ISOLDE, COOT -REMARK 3 RECONSTRUCTION SCHEMA : FOURIER SPACE -REMARK 3 -REMARK 3 EM MAP-MODEL FITTING AND REFINEMENT -REMARK 3 PDB ENTRY : 7TEI -REMARK 3 REFINEMENT SPACE : REAL -REMARK 3 REFINEMENT PROTOCOL : NULL -REMARK 3 REFINEMENT TARGET : NULL -REMARK 3 OVERALL ANISOTROPIC B VALUE : NULL -REMARK 3 -REMARK 3 FITTING PROCEDURE : NULL -REMARK 3 -REMARK 3 EM IMAGE RECONSTRUCTION STATISTICS -REMARK 3 NOMINAL PIXEL SIZE (ANGSTROMS) : NULL -REMARK 3 ACTUAL PIXEL SIZE (ANGSTROMS) : NULL -REMARK 3 EFFECTIVE RESOLUTION (ANGSTROMS) : 3.500 -REMARK 3 NUMBER OF PARTICLES : 159915 -REMARK 3 CTF CORRECTION METHOD : PHASE FLIPPING AND AMPLITUDE -REMARK 3 CORRECTION -REMARK 3 -REMARK 3 EM RECONSTRUCTION MAGNIFICATION CALIBRATION: NULL -REMARK 3 -REMARK 3 OTHER DETAILS: NULL -REMARK 4 -REMARK 4 7TL9 COMPLIES WITH FORMAT V. 3.30, 13-JUL-11 -REMARK 100 -REMARK 100 THIS ENTRY HAS BEEN PROCESSED BY RCSB ON 20-JAN-22. -REMARK 100 THE DEPOSITION ID IS D_1000262495. -REMARK 245 -REMARK 245 EXPERIMENTAL DETAILS -REMARK 245 RECONSTRUCTION METHOD : SINGLE PARTICLE -REMARK 245 SPECIMEN TYPE : NULL -REMARK 245 -REMARK 245 ELECTRON MICROSCOPE SAMPLE -REMARK 245 SAMPLE TYPE : PARTICLE -REMARK 245 PARTICLE TYPE : POINT -REMARK 245 NAME OF SAMPLE : SARS-COV-2 S-GSAS-OMICRON SPIKE -REMARK 245 ECTODOMAIN -REMARK 245 SAMPLE CONCENTRATION (MG ML-1) : 1.50 -REMARK 245 SAMPLE SUPPORT DETAILS : NULL -REMARK 245 SAMPLE VITRIFICATION DETAILS : NULL -REMARK 245 SAMPLE BUFFER : NULL -REMARK 245 PH : 8.00 -REMARK 245 SAMPLE DETAILS : NULL -REMARK 245 -REMARK 245 DATA ACQUISITION -REMARK 245 DATE OF EXPERIMENT : NULL -REMARK 245 NUMBER OF MICROGRAPHS-IMAGES : NULL -REMARK 245 TEMPERATURE (KELVIN) : NULL -REMARK 245 MICROSCOPE MODEL : FEI TITAN KRIOS -REMARK 245 DETECTOR TYPE : GATAN K3 (6K X 4K) -REMARK 245 MINIMUM DEFOCUS (NM) : 700.00 -REMARK 245 MAXIMUM DEFOCUS (NM) : 2200.00 -REMARK 245 MINIMUM TILT ANGLE (DEGREES) : NULL -REMARK 245 MAXIMUM TILT ANGLE (DEGREES) : NULL -REMARK 245 NOMINAL CS : NULL -REMARK 245 IMAGING MODE : BRIGHT FIELD -REMARK 245 ELECTRON DOSE (ELECTRONS NM**-2) : 6000.00 -REMARK 245 ILLUMINATION MODE : FLOOD BEAM -REMARK 245 NOMINAL MAGNIFICATION : NULL -REMARK 245 CALIBRATED MAGNIFICATION : NULL -REMARK 245 SOURCE : FIELD EMISSION GUN -REMARK 245 ACCELERATION VOLTAGE (KV) : 300 -REMARK 245 IMAGING DETAILS : NULL -REMARK 247 -REMARK 247 ELECTRON MICROSCOPY -REMARK 247 THE COORDINATES IN THIS ENTRY WERE GENERATED FROM ELECTRON -REMARK 247 MICROSCOPY DATA. PROTEIN DATA BANK CONVENTIONS REQUIRE -REMARK 247 THAT CRYST1 AND SCALE RECORDS BE INCLUDED, BUT THE VALUES -REMARK 247 ON THESE RECORDS ARE MEANINGLESS EXCEPT FOR THE CALCULATION -REMARK 247 OF THE STRUCTURE FACTORS. -REMARK 300 -REMARK 300 BIOMOLECULE: 1 -REMARK 300 SEE REMARK 350 FOR THE AUTHOR PROVIDED AND/OR PROGRAM -REMARK 300 GENERATED ASSEMBLY INFORMATION FOR THE STRUCTURE IN -REMARK 300 THIS ENTRY. THE REMARK MAY ALSO PROVIDE INFORMATION ON -REMARK 300 BURIED SURFACE AREA. -REMARK 350 -REMARK 350 COORDINATES FOR A COMPLETE MULTIMER REPRESENTING THE KNOWN -REMARK 350 BIOLOGICALLY SIGNIFICANT OLIGOMERIZATION STATE OF THE -REMARK 350 MOLECULE CAN BE GENERATED BY APPLYING BIOMT TRANSFORMATIONS -REMARK 350 GIVEN BELOW. BOTH NON-CRYSTALLOGRAPHIC AND -REMARK 350 CRYSTALLOGRAPHIC OPERATIONS ARE GIVEN. -REMARK 350 -REMARK 350 BIOMOLECULE: 1 -REMARK 350 AUTHOR DETERMINED BIOLOGICAL UNIT: TRIMERIC -REMARK 350 APPLY THE FOLLOWING TO CHAINS: A, B, C, D, E, F, G, H, I, J, -REMARK 350 AND CHAINS: K, N, P, R, S, T, U, V, b, -REMARK 350 AND CHAINS: c, d -REMARK 350 BIOMT1 1 1.000000 0.000000 0.000000 0.00000 -REMARK 350 BIOMT2 1 0.000000 1.000000 0.000000 0.00000 -REMARK 350 BIOMT3 1 0.000000 0.000000 1.000000 0.00000 -REMARK 465 -REMARK 465 MISSING RESIDUES -REMARK 465 THE FOLLOWING RESIDUES WERE NOT LOCATED IN THE -REMARK 465 EXPERIMENT. (M=MODEL NUMBER; RES=RESIDUE NAME; C=CHAIN -REMARK 465 IDENTIFIER; SSSEQ=SEQUENCE NUMBER; I=INSERTION CODE.) -REMARK 465 -REMARK 465 M RES C SSSEQI -REMARK 465 MET A 1 -REMARK 465 PHE A 2 -REMARK 465 VAL A 3 -REMARK 465 PHE A 4 -REMARK 465 LEU A 5 -REMARK 465 VAL A 6 -REMARK 465 LEU A 7 -REMARK 465 LEU A 8 -REMARK 465 PRO A 9 -REMARK 465 LEU A 10 -REMARK 465 VAL A 11 -REMARK 465 SER A 12 -REMARK 465 SER A 13 -REMARK 465 GLN A 14 -REMARK 465 CYS A 15 -REMARK 465 VAL A 16 -REMARK 465 ASN A 17 -REMARK 465 LEU A 18 -REMARK 465 THR A 19 -REMARK 465 THR A 20 -REMARK 465 ARG A 21 -REMARK 465 THR A 22 -REMARK 465 GLN A 23 -REMARK 465 LEU A 24 -REMARK 465 PRO A 25 -REMARK 465 PRO A 26 -REMARK 465 SER A 71 -REMARK 465 GLY A 72 -REMARK 465 THR A 73 -REMARK 465 ASN A 74 -REMARK 465 GLY A 75 -REMARK 465 THR A 76 -REMARK 465 LYS A 77 -REMARK 465 ARG A 78 -REMARK 465 PHE A 79 -REMARK 465 HIS A 146 -REMARK 465 LYS A 147 -REMARK 465 ASN A 148 -REMARK 465 ASN A 149 -REMARK 465 LYS A 150 -REMARK 465 SER A 151 -REMARK 465 TRP A 152 -REMARK 465 MET A 153 -REMARK 465 GLU A 154 -REMARK 465 SER A 155 -REMARK 465 GLU A 156 -REMARK 465 PHE A 157 -REMARK 465 ARG A 158 -REMARK 465 VAL A 159 -REMARK 465 TYR A 160 -REMARK 465 SER A 161 -REMARK 465 SER A 162 -REMARK 465 ALA A 163 -REMARK 465 ASN A 164 -REMARK 465 GLN A 173 -REMARK 465 PRO A 174 -REMARK 465 PHE A 175 -REMARK 465 LEU A 176 -REMARK 465 MET A 177 -REMARK 465 ASP A 178 -REMARK 465 LEU A 179 -REMARK 465 GLU A 180 -REMARK 465 GLY A 181 -REMARK 465 LYS A 182 -REMARK 465 GLN A 183 -REMARK 465 GLY A 184 -REMARK 465 ASN A 185 -REMARK 465 ARG A 246 -REMARK 465 SER A 247 -REMARK 465 TYR A 248 -REMARK 465 LEU A 249 -REMARK 465 THR A 250 -REMARK 465 PRO A 251 -REMARK 465 GLY A 252 -REMARK 465 ASP A 253 -REMARK 465 SER A 254 -REMARK 465 SER A 255 -REMARK 465 SER A 256 -REMARK 465 GLY A 257 -REMARK 465 TRP A 258 -REMARK 465 THR A 259 -REMARK 465 ALA A 260 -REMARK 465 GLY A 261 -REMARK 465 ALA A 262 -REMARK 465 LYS A 679 -REMARK 465 SER A 680 -REMARK 465 HIS A 681 -REMARK 465 GLY A 682 -REMARK 465 SER A 683 -REMARK 465 ALA A 684 -REMARK 465 SER A 685 -REMARK 465 SER A 686 -REMARK 465 VAL A 687 -REMARK 465 ALA A 688 -REMARK 465 MET B 1 -REMARK 465 PHE B 2 -REMARK 465 VAL B 3 -REMARK 465 PHE B 4 -REMARK 465 LEU B 5 -REMARK 465 VAL B 6 -REMARK 465 LEU B 7 -REMARK 465 LEU B 8 -REMARK 465 PRO B 9 -REMARK 465 LEU B 10 -REMARK 465 VAL B 11 -REMARK 465 SER B 12 -REMARK 465 SER B 13 -REMARK 465 GLN B 14 -REMARK 465 CYS B 15 -REMARK 465 VAL B 16 -REMARK 465 ASN B 17 -REMARK 465 LEU B 18 -REMARK 465 THR B 19 -REMARK 465 THR B 20 -REMARK 465 ARG B 21 -REMARK 465 THR B 22 -REMARK 465 GLN B 23 -REMARK 465 LEU B 24 -REMARK 465 PRO B 25 -REMARK 465 PRO B 26 -REMARK 465 SER B 71 -REMARK 465 GLY B 72 -REMARK 465 THR B 73 -REMARK 465 ASN B 74 -REMARK 465 GLY B 75 -REMARK 465 THR B 76 -REMARK 465 LYS B 77 -REMARK 465 ARG B 78 -REMARK 465 PHE B 79 -REMARK 465 HIS B 146 -REMARK 465 LYS B 147 -REMARK 465 ASN B 148 -REMARK 465 ASN B 149 -REMARK 465 LYS B 150 -REMARK 465 SER B 151 -REMARK 465 TRP B 152 -REMARK 465 MET B 153 -REMARK 465 GLU B 154 -REMARK 465 SER B 155 -REMARK 465 GLU B 156 -REMARK 465 PHE B 157 -REMARK 465 ARG B 158 -REMARK 465 VAL B 159 -REMARK 465 TYR B 160 -REMARK 465 SER B 161 -REMARK 465 SER B 162 -REMARK 465 ALA B 163 -REMARK 465 ASN B 164 -REMARK 465 ASN B 165 -REMARK 465 CYS B 166 -REMARK 465 THR B 167 -REMARK 465 GLN B 173 -REMARK 465 PRO B 174 -REMARK 465 PHE B 175 -REMARK 465 LEU B 176 -REMARK 465 MET B 177 -REMARK 465 ASP B 178 -REMARK 465 LEU B 179 -REMARK 465 GLU B 180 -REMARK 465 GLY B 181 -REMARK 465 LYS B 182 -REMARK 465 GLN B 183 -REMARK 465 GLY B 184 -REMARK 465 ASN B 185 -REMARK 465 ARG B 246 -REMARK 465 SER B 247 -REMARK 465 TYR B 248 -REMARK 465 LEU B 249 -REMARK 465 THR B 250 -REMARK 465 PRO B 251 -REMARK 465 GLY B 252 -REMARK 465 ASP B 253 -REMARK 465 SER B 254 -REMARK 465 SER B 255 -REMARK 465 SER B 256 -REMARK 465 GLY B 257 -REMARK 465 TRP B 258 -REMARK 465 THR B 259 -REMARK 465 ALA B 260 -REMARK 465 GLY B 261 -REMARK 465 ALA B 262 -REMARK 465 ASN B 343 -REMARK 465 ALA B 344 -REMARK 465 THR B 345 -REMARK 465 ARG B 346 -REMARK 465 PHE B 347 -REMARK 465 ALA B 348 -REMARK 465 SER B 349 -REMARK 465 GLU B 516 -REMARK 465 LEU B 517 -REMARK 465 LEU B 518 -REMARK 465 HIS B 519 -REMARK 465 ALA B 520 -REMARK 465 PRO B 521 -REMARK 465 ALA B 522 -REMARK 465 THR B 523 -REMARK 465 VAL B 524 -REMARK 465 CYS B 525 -REMARK 465 GLY B 526 -REMARK 465 THR B 678 -REMARK 465 LYS B 679 -REMARK 465 SER B 680 -REMARK 465 HIS B 681 -REMARK 465 GLY B 682 -REMARK 465 SER B 683 -REMARK 465 ALA B 684 -REMARK 465 SER B 685 -REMARK 465 SER B 686 -REMARK 465 VAL B 687 -REMARK 465 ALA B 688 -REMARK 465 MET C 1 -REMARK 465 PHE C 2 -REMARK 465 VAL C 3 -REMARK 465 PHE C 4 -REMARK 465 LEU C 5 -REMARK 465 VAL C 6 -REMARK 465 LEU C 7 -REMARK 465 LEU C 8 -REMARK 465 PRO C 9 -REMARK 465 LEU C 10 -REMARK 465 VAL C 11 -REMARK 465 SER C 12 -REMARK 465 SER C 13 -REMARK 465 GLN C 14 -REMARK 465 CYS C 15 -REMARK 465 VAL C 16 -REMARK 465 ASN C 17 -REMARK 465 LEU C 18 -REMARK 465 THR C 19 -REMARK 465 THR C 20 -REMARK 465 ARG C 21 -REMARK 465 THR C 22 -REMARK 465 GLN C 23 -REMARK 465 LEU C 24 -REMARK 465 PRO C 25 -REMARK 465 PRO C 26 -REMARK 465 SER C 71 -REMARK 465 GLY C 72 -REMARK 465 THR C 73 -REMARK 465 ASN C 74 -REMARK 465 GLY C 75 -REMARK 465 THR C 76 -REMARK 465 LYS C 77 -REMARK 465 ARG C 78 -REMARK 465 PHE C 79 -REMARK 465 HIS C 146 -REMARK 465 LYS C 147 -REMARK 465 ASN C 148 -REMARK 465 ASN C 149 -REMARK 465 LYS C 150 -REMARK 465 SER C 151 -REMARK 465 TRP C 152 -REMARK 465 MET C 153 -REMARK 465 GLU C 154 -REMARK 465 SER C 155 -REMARK 465 GLU C 156 -REMARK 465 PHE C 157 -REMARK 465 ARG C 158 -REMARK 465 VAL C 159 -REMARK 465 TYR C 160 -REMARK 465 SER C 161 -REMARK 465 SER C 162 -REMARK 465 ALA C 163 -REMARK 465 ASN C 164 -REMARK 465 GLN C 173 -REMARK 465 PRO C 174 -REMARK 465 PHE C 175 -REMARK 465 LEU C 176 -REMARK 465 MET C 177 -REMARK 465 ASP C 178 -REMARK 465 LEU C 179 -REMARK 465 GLU C 180 -REMARK 465 GLY C 181 -REMARK 465 LYS C 182 -REMARK 465 GLN C 183 -REMARK 465 GLY C 184 -REMARK 465 ASN C 185 -REMARK 465 ARG C 246 -REMARK 465 SER C 247 -REMARK 465 TYR C 248 -REMARK 465 LEU C 249 -REMARK 465 THR C 250 -REMARK 465 PRO C 251 -REMARK 465 GLY C 252 -REMARK 465 ASP C 253 -REMARK 465 SER C 254 -REMARK 465 SER C 255 -REMARK 465 SER C 256 -REMARK 465 GLY C 257 -REMARK 465 TRP C 258 -REMARK 465 THR C 259 -REMARK 465 ALA C 260 -REMARK 465 GLY C 261 -REMARK 465 ALA C 262 -REMARK 465 PRO C 621 -REMARK 465 VAL C 622 -REMARK 465 ALA C 623 -REMARK 465 ILE C 624 -REMARK 465 HIS C 625 -REMARK 465 ALA C 626 -REMARK 465 ASP C 627 -REMARK 465 GLN C 628 -REMARK 465 LEU C 629 -REMARK 465 THR C 630 -REMARK 465 PRO C 631 -REMARK 465 THR C 632 -REMARK 465 TRP C 633 -REMARK 465 ARG C 634 -REMARK 465 VAL C 635 -REMARK 465 TYR C 636 -REMARK 465 SER C 637 -REMARK 465 THR C 638 -REMARK 465 GLY C 639 -REMARK 465 LYS C 679 -REMARK 465 SER C 680 -REMARK 465 HIS C 681 -REMARK 465 GLY C 682 -REMARK 465 SER C 683 -REMARK 465 ALA C 684 -REMARK 465 SER C 685 -REMARK 465 SER C 686 -REMARK 465 VAL C 687 -REMARK 465 ALA C 688 -REMARK 465 LEU C 828 -REMARK 465 ALA C 829 -REMARK 465 ASP C 830 -REMARK 465 ALA C 831 -REMARK 465 GLY C 832 -REMARK 465 PHE C 833 -REMARK 465 ILE C 834 -REMARK 465 LYS C 835 -REMARK 465 GLN C 836 -REMARK 465 TYR C 837 -REMARK 465 GLY C 838 -REMARK 465 ASP C 839 -REMARK 465 CYS C 840 -REMARK 465 LEU C 841 -REMARK 465 GLY C 842 -REMARK 465 ASP C 843 -REMARK 465 ILE C 844 -REMARK 465 ALA C 845 -REMARK 465 ALA C 846 -REMARK 465 ARG C 847 -REMARK 465 ASP C 848 -REMARK 465 LEU C 849 -REMARK 465 ILE C 850 -REMARK 465 CYS C 851 -REMARK 465 ALA C 852 -REMARK 465 GLN C 853 -REMARK 500 -REMARK 500 GEOMETRY AND STEREOCHEMISTRY -REMARK 500 SUBTOPIC: CLOSE CONTACTS IN SAME ASYMMETRIC UNIT -REMARK 500 -REMARK 500 THE FOLLOWING ATOMS ARE IN CLOSE CONTACT. -REMARK 500 -REMARK 500 ATM1 RES C SSEQI ATM2 RES C SSEQI DISTANCE -REMARK 500 ND2 ASN A 61 O5 NAG A 1205 2.18 -REMARK 500 -REMARK 500 REMARK: NULL -REMARK 500 -REMARK 500 GEOMETRY AND STEREOCHEMISTRY -REMARK 500 SUBTOPIC: COVALENT BOND ANGLES -REMARK 500 -REMARK 500 THE STEREOCHEMICAL PARAMETERS OF THE FOLLOWING RESIDUES -REMARK 500 HAVE VALUES WHICH DEVIATE FROM EXPECTED VALUES BY MORE -REMARK 500 THAN 6*RMSD (M=MODEL NUMBER; RES=RESIDUE NAME; C=CHAIN -REMARK 500 IDENTIFIER; SSEQ=SEQUENCE NUMBER; I=INSERTION CODE). -REMARK 500 -REMARK 500 STANDARD TABLE: -REMARK 500 FORMAT: (10X,I3,1X,A3,1X,A1,I4,A1,3(1X,A4,2X),12X,F5.1) -REMARK 500 -REMARK 500 EXPECTED VALUES PROTEIN: ENGH AND HUBER, 1999 -REMARK 500 EXPECTED VALUES NUCLEIC ACID: CLOWNEY ET AL 1996 -REMARK 500 -REMARK 500 M RES CSSEQI ATM1 ATM2 ATM3 -REMARK 500 CYS C 525 CA - CB - SG ANGL. DEV. = 10.1 DEGREES -REMARK 500 -REMARK 500 REMARK: NULL -REMARK 500 -REMARK 500 GEOMETRY AND STEREOCHEMISTRY -REMARK 500 SUBTOPIC: TORSION ANGLES -REMARK 500 -REMARK 500 TORSION ANGLES OUTSIDE THE EXPECTED RAMACHANDRAN REGIONS: -REMARK 500 (M=MODEL NUMBER; RES=RESIDUE NAME; C=CHAIN IDENTIFIER; -REMARK 500 SSEQ=SEQUENCE NUMBER; I=INSERTION CODE). -REMARK 500 -REMARK 500 STANDARD TABLE: -REMARK 500 FORMAT:(10X,I3,1X,A3,1X,A1,I4,A1,4X,F7.2,3X,F7.2) -REMARK 500 -REMARK 500 EXPECTED VALUES: GJ KLEYWEGT AND TA JONES (1996). PHI/PSI- -REMARK 500 CHOLOGY: RAMACHANDRAN REVISITED. STRUCTURE 4, 1395 - 1400 -REMARK 500 -REMARK 500 M RES CSSEQI PSI PHI -REMARK 500 PHE A 32 -136.97 53.77 -REMARK 500 LYS A 41 36.80 -98.62 -REMARK 500 ASN A 87 -141.49 53.22 -REMARK 500 ALA A 123 -0.41 67.12 -REMARK 500 PHE A 135 -163.04 -125.13 -REMARK 500 ASN A 280 -166.19 -79.91 -REMARK 500 THR A 315 -166.99 -123.94 -REMARK 500 ASN A 487 17.91 58.79 -REMARK 500 CYS A 488 47.29 -140.13 -REMARK 500 ALA A 626 -128.09 50.18 -REMARK 500 THR A 676 58.69 -91.47 -REMARK 500 ASN A 710 22.78 -142.60 -REMARK 500 VAL A 729 -55.41 -122.97 -REMARK 500 CYS A 743 -67.41 -96.22 -REMARK 500 ALA A 829 -118.68 60.84 -REMARK 500 PHE A 833 -133.62 55.05 -REMARK 500 LEU A 945 49.72 -92.76 -REMARK 500 ASP B 88 60.55 60.08 -REMARK 500 LEU B 216 76.25 57.49 -REMARK 500 ASN B 354 51.35 -92.38 -REMARK 500 ASN B 422 -64.37 -92.89 -REMARK 500 CYS B 590 -137.21 57.36 -REMARK 500 ALA B 623 53.84 -95.56 -REMARK 500 THR B 638 48.74 -91.88 -REMARK 500 SER B 640 -114.68 59.18 -REMARK 500 ILE B 666 -54.79 -123.59 -REMARK 500 VAL B 729 -51.62 -122.47 -REMARK 500 MET B 731 -168.34 -100.85 -REMARK 500 ASP B 745 38.72 -144.07 -REMARK 500 ALA B 831 -133.53 56.97 -REMARK 500 LEU B 945 32.97 -93.62 -REMARK 500 LEU B1049 -60.73 -99.25 -REMARK 500 PHE C 32 -135.04 56.24 -REMARK 500 LYS C 41 54.98 -90.67 -REMARK 500 ASN C 87 -138.90 53.96 -REMARK 500 ASN C 122 32.29 -96.50 -REMARK 500 GLU C 214C -8.24 76.97 -REMARK 500 ASP C 215 -118.05 57.81 -REMARK 500 THR C 315 -167.77 -124.37 -REMARK 500 LEU C 517 31.27 -96.71 -REMARK 500 ILE C 666 -55.25 -123.36 -REMARK 500 GLN C 677 -36.71 -132.63 -REMARK 500 ASN C 710 23.05 -143.07 -REMARK 500 VAL C 729 -51.50 -121.58 -REMARK 500 SER C 884 -39.51 -130.22 -REMARK 500 LEU C1049 -60.74 -107.14 -REMARK 500 ASN C1098 -4.99 76.59 -REMARK 500 -REMARK 500 REMARK: NULL -REMARK 610 -REMARK 610 MISSING HETEROATOM -REMARK 610 THE FOLLOWING RESIDUES HAVE MISSING ATOMS (M=MODEL NUMBER; -REMARK 610 RES=RESIDUE NAME; C=CHAIN IDENTIFIER; SSEQ=SEQUENCE NUMBER; -REMARK 610 I=INSERTION CODE): -REMARK 610 M RES C SSEQI -REMARK 610 NAG I 1 -REMARK 900 -REMARK 900 RELATED ENTRIES -REMARK 900 RELATED ID: EMD-25984 RELATED DB: EMDB -REMARK 900 SARS-COV-2 OMICRON 1-RBD UP SPIKE PROTEIN TRIMER WITHOUT THE P986- -REMARK 900 P987 STABILIZING MUTATIONS (S-GSAS-OMICRON) -DBREF 7TL9 A 1 1147 UNP P0DTC2 SPIKE_SARS2 1 1147 -DBREF 7TL9 B 1 1147 UNP P0DTC2 SPIKE_SARS2 1 1147 -DBREF 7TL9 C 1 1147 UNP P0DTC2 SPIKE_SARS2 1 1147 -SEQADV 7TL9 VAL A 67 UNP P0DTC2 ALA 67 VARIANT -SEQADV 7TL9 A UNP P0DTC2 HIS 69 DELETION -SEQADV 7TL9 A UNP P0DTC2 VAL 70 DELETION -SEQADV 7TL9 ILE A 95 UNP P0DTC2 THR 95 VARIANT -SEQADV 7TL9 A UNP P0DTC2 GLY 142 DELETION -SEQADV 7TL9 A UNP P0DTC2 VAL 143 DELETION -SEQADV 7TL9 A UNP P0DTC2 TYR 144 DELETION -SEQADV 7TL9 ASP A 142 UNP P0DTC2 TYR 145 VARIANT -SEQADV 7TL9 ILE A 212 UNP P0DTC2 INSERTION -SEQADV 7TL9 VAL A 213 UNP P0DTC2 INSERTION -SEQADV 7TL9 ARG A 214 UNP P0DTC2 ASN 211 VARIANT -SEQADV 7TL9 GLU A 214A UNP P0DTC2 LEU 212 VARIANT -SEQADV 7TL9 PRO A 214B UNP P0DTC2 VAL 213 VARIANT -SEQADV 7TL9 GLU A 214C UNP P0DTC2 ARG 214 VARIANT -SEQADV 7TL9 ASP A 339 UNP P0DTC2 GLY 339 VARIANT -SEQADV 7TL9 LEU A 371 UNP P0DTC2 SER 371 VARIANT -SEQADV 7TL9 PRO A 373 UNP P0DTC2 SER 373 VARIANT -SEQADV 7TL9 PHE A 375 UNP P0DTC2 SER 375 VARIANT -SEQADV 7TL9 ASN A 417 UNP P0DTC2 LYS 417 VARIANT -SEQADV 7TL9 LYS A 440 UNP P0DTC2 ASN 440 VARIANT -SEQADV 7TL9 SER A 446 UNP P0DTC2 GLY 446 VARIANT -SEQADV 7TL9 ASN A 477 UNP P0DTC2 SER 477 VARIANT -SEQADV 7TL9 LYS A 478 UNP P0DTC2 THR 478 VARIANT -SEQADV 7TL9 ALA A 484 UNP P0DTC2 GLU 484 VARIANT -SEQADV 7TL9 ARG A 493 UNP P0DTC2 GLN 493 VARIANT -SEQADV 7TL9 SER A 496 UNP P0DTC2 GLY 496 VARIANT -SEQADV 7TL9 ARG A 498 UNP P0DTC2 GLN 498 VARIANT -SEQADV 7TL9 TYR A 501 UNP P0DTC2 ASN 501 VARIANT -SEQADV 7TL9 HIS A 505 UNP P0DTC2 TYR 505 VARIANT -SEQADV 7TL9 LYS A 547 UNP P0DTC2 THR 547 VARIANT -SEQADV 7TL9 GLY A 614 UNP P0DTC2 ASP 614 VARIANT -SEQADV 7TL9 TYR A 655 UNP P0DTC2 HIS 655 VARIANT -SEQADV 7TL9 LYS A 679 UNP P0DTC2 ASN 679 VARIANT -SEQADV 7TL9 HIS A 681 UNP P0DTC2 PRO 681 VARIANT -SEQADV 7TL9 GLY A 682 UNP P0DTC2 ARG 682 VARIANT -SEQADV 7TL9 SER A 683 UNP P0DTC2 ARG 683 VARIANT -SEQADV 7TL9 SER A 685 UNP P0DTC2 ARG 685 VARIANT -SEQADV 7TL9 LYS A 764 UNP P0DTC2 ASN 764 VARIANT -SEQADV 7TL9 TYR A 796 UNP P0DTC2 ASP 796 VARIANT -SEQADV 7TL9 LYS A 856 UNP P0DTC2 ASN 856 VARIANT -SEQADV 7TL9 HIS A 954 UNP P0DTC2 GLN 954 VARIANT -SEQADV 7TL9 LYS A 969 UNP P0DTC2 ASN 969 VARIANT -SEQADV 7TL9 PHE A 981 UNP P0DTC2 LEU 981 VARIANT -SEQADV 7TL9 VAL B 67 UNP P0DTC2 ALA 67 VARIANT -SEQADV 7TL9 B UNP P0DTC2 HIS 69 DELETION -SEQADV 7TL9 B UNP P0DTC2 VAL 70 DELETION -SEQADV 7TL9 ILE B 95 UNP P0DTC2 THR 95 VARIANT -SEQADV 7TL9 B UNP P0DTC2 GLY 142 DELETION -SEQADV 7TL9 B UNP P0DTC2 VAL 143 DELETION -SEQADV 7TL9 B UNP P0DTC2 TYR 144 DELETION -SEQADV 7TL9 ASP B 142 UNP P0DTC2 TYR 145 VARIANT -SEQADV 7TL9 ILE B 212 UNP P0DTC2 INSERTION -SEQADV 7TL9 VAL B 213 UNP P0DTC2 INSERTION -SEQADV 7TL9 ARG B 214 UNP P0DTC2 ASN 211 VARIANT -SEQADV 7TL9 GLU B 214A UNP P0DTC2 LEU 212 VARIANT -SEQADV 7TL9 PRO B 214B UNP P0DTC2 VAL 213 VARIANT -SEQADV 7TL9 GLU B 214C UNP P0DTC2 ARG 214 VARIANT -SEQADV 7TL9 ASP B 339 UNP P0DTC2 GLY 339 VARIANT -SEQADV 7TL9 LEU B 371 UNP P0DTC2 SER 371 VARIANT -SEQADV 7TL9 PRO B 373 UNP P0DTC2 SER 373 VARIANT -SEQADV 7TL9 PHE B 375 UNP P0DTC2 SER 375 VARIANT -SEQADV 7TL9 ASN B 417 UNP P0DTC2 LYS 417 VARIANT -SEQADV 7TL9 LYS B 440 UNP P0DTC2 ASN 440 VARIANT -SEQADV 7TL9 SER B 446 UNP P0DTC2 GLY 446 VARIANT -SEQADV 7TL9 ASN B 477 UNP P0DTC2 SER 477 VARIANT -SEQADV 7TL9 LYS B 478 UNP P0DTC2 THR 478 VARIANT -SEQADV 7TL9 ALA B 484 UNP P0DTC2 GLU 484 VARIANT -SEQADV 7TL9 ARG B 493 UNP P0DTC2 GLN 493 VARIANT -SEQADV 7TL9 SER B 496 UNP P0DTC2 GLY 496 VARIANT -SEQADV 7TL9 ARG B 498 UNP P0DTC2 GLN 498 VARIANT -SEQADV 7TL9 TYR B 501 UNP P0DTC2 ASN 501 VARIANT -SEQADV 7TL9 HIS B 505 UNP P0DTC2 TYR 505 VARIANT -SEQADV 7TL9 LYS B 547 UNP P0DTC2 THR 547 VARIANT -SEQADV 7TL9 GLY B 614 UNP P0DTC2 ASP 614 VARIANT -SEQADV 7TL9 TYR B 655 UNP P0DTC2 HIS 655 VARIANT -SEQADV 7TL9 LYS B 679 UNP P0DTC2 ASN 679 VARIANT -SEQADV 7TL9 HIS B 681 UNP P0DTC2 PRO 681 VARIANT -SEQADV 7TL9 GLY B 682 UNP P0DTC2 ARG 682 VARIANT -SEQADV 7TL9 SER B 683 UNP P0DTC2 ARG 683 VARIANT -SEQADV 7TL9 SER B 685 UNP P0DTC2 ARG 685 VARIANT -SEQADV 7TL9 LYS B 764 UNP P0DTC2 ASN 764 VARIANT -SEQADV 7TL9 TYR B 796 UNP P0DTC2 ASP 796 VARIANT -SEQADV 7TL9 LYS B 856 UNP P0DTC2 ASN 856 VARIANT -SEQADV 7TL9 HIS B 954 UNP P0DTC2 GLN 954 VARIANT -SEQADV 7TL9 LYS B 969 UNP P0DTC2 ASN 969 VARIANT -SEQADV 7TL9 PHE B 981 UNP P0DTC2 LEU 981 VARIANT -SEQADV 7TL9 VAL C 67 UNP P0DTC2 ALA 67 VARIANT -SEQADV 7TL9 C UNP P0DTC2 HIS 69 DELETION -SEQADV 7TL9 C UNP P0DTC2 VAL 70 DELETION -SEQADV 7TL9 ILE C 95 UNP P0DTC2 THR 95 VARIANT -SEQADV 7TL9 C UNP P0DTC2 GLY 142 DELETION -SEQADV 7TL9 C UNP P0DTC2 VAL 143 DELETION -SEQADV 7TL9 C UNP P0DTC2 TYR 144 DELETION -SEQADV 7TL9 ASP C 142 UNP P0DTC2 TYR 145 VARIANT -SEQADV 7TL9 ILE C 212 UNP P0DTC2 INSERTION -SEQADV 7TL9 VAL C 213 UNP P0DTC2 INSERTION -SEQADV 7TL9 ARG C 214 UNP P0DTC2 ASN 211 VARIANT -SEQADV 7TL9 GLU C 214A UNP P0DTC2 LEU 212 VARIANT -SEQADV 7TL9 PRO C 214B UNP P0DTC2 VAL 213 VARIANT -SEQADV 7TL9 GLU C 214C UNP P0DTC2 ARG 214 VARIANT -SEQADV 7TL9 ASP C 339 UNP P0DTC2 GLY 339 VARIANT -SEQADV 7TL9 LEU C 371 UNP P0DTC2 SER 371 VARIANT -SEQADV 7TL9 PRO C 373 UNP P0DTC2 SER 373 VARIANT -SEQADV 7TL9 PHE C 375 UNP P0DTC2 SER 375 VARIANT -SEQADV 7TL9 ASN C 417 UNP P0DTC2 LYS 417 VARIANT -SEQADV 7TL9 LYS C 440 UNP P0DTC2 ASN 440 VARIANT -SEQADV 7TL9 SER C 446 UNP P0DTC2 GLY 446 VARIANT -SEQADV 7TL9 ASN C 477 UNP P0DTC2 SER 477 VARIANT -SEQADV 7TL9 LYS C 478 UNP P0DTC2 THR 478 VARIANT -SEQADV 7TL9 ALA C 484 UNP P0DTC2 GLU 484 VARIANT -SEQADV 7TL9 ARG C 493 UNP P0DTC2 GLN 493 VARIANT -SEQADV 7TL9 SER C 496 UNP P0DTC2 GLY 496 VARIANT -SEQADV 7TL9 ARG C 498 UNP P0DTC2 GLN 498 VARIANT -SEQADV 7TL9 TYR C 501 UNP P0DTC2 ASN 501 VARIANT -SEQADV 7TL9 HIS C 505 UNP P0DTC2 TYR 505 VARIANT -SEQADV 7TL9 LYS C 547 UNP P0DTC2 THR 547 VARIANT -SEQADV 7TL9 GLY C 614 UNP P0DTC2 ASP 614 VARIANT -SEQADV 7TL9 TYR C 655 UNP P0DTC2 HIS 655 VARIANT -SEQADV 7TL9 LYS C 679 UNP P0DTC2 ASN 679 VARIANT -SEQADV 7TL9 HIS C 681 UNP P0DTC2 PRO 681 VARIANT -SEQADV 7TL9 GLY C 682 UNP P0DTC2 ARG 682 VARIANT -SEQADV 7TL9 SER C 683 UNP P0DTC2 ARG 683 VARIANT -SEQADV 7TL9 SER C 685 UNP P0DTC2 ARG 685 VARIANT -SEQADV 7TL9 LYS C 764 UNP P0DTC2 ASN 764 VARIANT -SEQADV 7TL9 TYR C 796 UNP P0DTC2 ASP 796 VARIANT -SEQADV 7TL9 LYS C 856 UNP P0DTC2 ASN 856 VARIANT -SEQADV 7TL9 HIS C 954 UNP P0DTC2 GLN 954 VARIANT -SEQADV 7TL9 LYS C 969 UNP P0DTC2 ASN 969 VARIANT -SEQADV 7TL9 PHE C 981 UNP P0DTC2 LEU 981 VARIANT -SEQRES 1 A 1144 MET PHE VAL PHE LEU VAL LEU LEU PRO LEU VAL SER SER -SEQRES 2 A 1144 GLN CYS VAL ASN LEU THR THR ARG THR GLN LEU PRO PRO -SEQRES 3 A 1144 ALA TYR THR ASN SER PHE THR ARG GLY VAL TYR TYR PRO -SEQRES 4 A 1144 ASP LYS VAL PHE ARG SER SER VAL LEU HIS SER THR GLN -SEQRES 5 A 1144 ASP LEU PHE LEU PRO PHE PHE SER ASN VAL THR TRP PHE -SEQRES 6 A 1144 HIS VAL ILE SER GLY THR ASN GLY THR LYS ARG PHE ASP -SEQRES 7 A 1144 ASN PRO VAL LEU PRO PHE ASN ASP GLY VAL TYR PHE ALA -SEQRES 8 A 1144 SER ILE GLU LYS SER ASN ILE ILE ARG GLY TRP ILE PHE -SEQRES 9 A 1144 GLY THR THR LEU ASP SER LYS THR GLN SER LEU LEU ILE -SEQRES 10 A 1144 VAL ASN ASN ALA THR ASN VAL VAL ILE LYS VAL CYS GLU -SEQRES 11 A 1144 PHE GLN PHE CYS ASN ASP PRO PHE LEU ASP HIS LYS ASN -SEQRES 12 A 1144 ASN LYS SER TRP MET GLU SER GLU PHE ARG VAL TYR SER -SEQRES 13 A 1144 SER ALA ASN ASN CYS THR PHE GLU TYR VAL SER GLN PRO -SEQRES 14 A 1144 PHE LEU MET ASP LEU GLU GLY LYS GLN GLY ASN PHE LYS -SEQRES 15 A 1144 ASN LEU ARG GLU PHE VAL PHE LYS ASN ILE ASP GLY TYR -SEQRES 16 A 1144 PHE LYS ILE TYR SER LYS HIS THR PRO ILE ILE VAL ARG -SEQRES 17 A 1144 GLU PRO GLU ASP LEU PRO GLN GLY PHE SER ALA LEU GLU -SEQRES 18 A 1144 PRO LEU VAL ASP LEU PRO ILE GLY ILE ASN ILE THR ARG -SEQRES 19 A 1144 PHE GLN THR LEU LEU ALA LEU HIS ARG SER TYR LEU THR -SEQRES 20 A 1144 PRO GLY ASP SER SER SER GLY TRP THR ALA GLY ALA ALA -SEQRES 21 A 1144 ALA TYR TYR VAL GLY TYR LEU GLN PRO ARG THR PHE LEU -SEQRES 22 A 1144 LEU LYS TYR ASN GLU ASN GLY THR ILE THR ASP ALA VAL -SEQRES 23 A 1144 ASP CYS ALA LEU ASP PRO LEU SER GLU THR LYS CYS THR -SEQRES 24 A 1144 LEU LYS SER PHE THR VAL GLU LYS GLY ILE TYR GLN THR -SEQRES 25 A 1144 SER ASN PHE ARG VAL GLN PRO THR GLU SER ILE VAL ARG -SEQRES 26 A 1144 PHE PRO ASN ILE THR ASN LEU CYS PRO PHE ASP GLU VAL -SEQRES 27 A 1144 PHE ASN ALA THR ARG PHE ALA SER VAL TYR ALA TRP ASN -SEQRES 28 A 1144 ARG LYS ARG ILE SER ASN CYS VAL ALA ASP TYR SER VAL -SEQRES 29 A 1144 LEU TYR ASN LEU ALA PRO PHE PHE THR PHE LYS CYS TYR -SEQRES 30 A 1144 GLY VAL SER PRO THR LYS LEU ASN ASP LEU CYS PHE THR -SEQRES 31 A 1144 ASN VAL TYR ALA ASP SER PHE VAL ILE ARG GLY ASP GLU -SEQRES 32 A 1144 VAL ARG GLN ILE ALA PRO GLY GLN THR GLY ASN ILE ALA -SEQRES 33 A 1144 ASP TYR ASN TYR LYS LEU PRO ASP ASP PHE THR GLY CYS -SEQRES 34 A 1144 VAL ILE ALA TRP ASN SER ASN LYS LEU ASP SER LYS VAL -SEQRES 35 A 1144 SER GLY ASN TYR ASN TYR LEU TYR ARG LEU PHE ARG LYS -SEQRES 36 A 1144 SER ASN LEU LYS PRO PHE GLU ARG ASP ILE SER THR GLU -SEQRES 37 A 1144 ILE TYR GLN ALA GLY ASN LYS PRO CYS ASN GLY VAL ALA -SEQRES 38 A 1144 GLY PHE ASN CYS TYR PHE PRO LEU ARG SER TYR SER PHE -SEQRES 39 A 1144 ARG PRO THR TYR GLY VAL GLY HIS GLN PRO TYR ARG VAL -SEQRES 40 A 1144 VAL VAL LEU SER PHE GLU LEU LEU HIS ALA PRO ALA THR -SEQRES 41 A 1144 VAL CYS GLY PRO LYS LYS SER THR ASN LEU VAL LYS ASN -SEQRES 42 A 1144 LYS CYS VAL ASN PHE ASN PHE ASN GLY LEU LYS GLY THR -SEQRES 43 A 1144 GLY VAL LEU THR GLU SER ASN LYS LYS PHE LEU PRO PHE -SEQRES 44 A 1144 GLN GLN PHE GLY ARG ASP ILE ALA ASP THR THR ASP ALA -SEQRES 45 A 1144 VAL ARG ASP PRO GLN THR LEU GLU ILE LEU ASP ILE THR -SEQRES 46 A 1144 PRO CYS SER PHE GLY GLY VAL SER VAL ILE THR PRO GLY -SEQRES 47 A 1144 THR ASN THR SER ASN GLN VAL ALA VAL LEU TYR GLN GLY -SEQRES 48 A 1144 VAL ASN CYS THR GLU VAL PRO VAL ALA ILE HIS ALA ASP -SEQRES 49 A 1144 GLN LEU THR PRO THR TRP ARG VAL TYR SER THR GLY SER -SEQRES 50 A 1144 ASN VAL PHE GLN THR ARG ALA GLY CYS LEU ILE GLY ALA -SEQRES 51 A 1144 GLU TYR VAL ASN ASN SER TYR GLU CYS ASP ILE PRO ILE -SEQRES 52 A 1144 GLY ALA GLY ILE CYS ALA SER TYR GLN THR GLN THR LYS -SEQRES 53 A 1144 SER HIS GLY SER ALA SER SER VAL ALA SER GLN SER ILE -SEQRES 54 A 1144 ILE ALA TYR THR MET SER LEU GLY ALA GLU ASN SER VAL -SEQRES 55 A 1144 ALA TYR SER ASN ASN SER ILE ALA ILE PRO THR ASN PHE -SEQRES 56 A 1144 THR ILE SER VAL THR THR GLU ILE LEU PRO VAL SER MET -SEQRES 57 A 1144 THR LYS THR SER VAL ASP CYS THR MET TYR ILE CYS GLY -SEQRES 58 A 1144 ASP SER THR GLU CYS SER ASN LEU LEU LEU GLN TYR GLY -SEQRES 59 A 1144 SER PHE CYS THR GLN LEU LYS ARG ALA LEU THR GLY ILE -SEQRES 60 A 1144 ALA VAL GLU GLN ASP LYS ASN THR GLN GLU VAL PHE ALA -SEQRES 61 A 1144 GLN VAL LYS GLN ILE TYR LYS THR PRO PRO ILE LYS TYR -SEQRES 62 A 1144 PHE GLY GLY PHE ASN PHE SER GLN ILE LEU PRO ASP PRO -SEQRES 63 A 1144 SER LYS PRO SER LYS ARG SER PHE ILE GLU ASP LEU LEU -SEQRES 64 A 1144 PHE ASN LYS VAL THR LEU ALA ASP ALA GLY PHE ILE LYS -SEQRES 65 A 1144 GLN TYR GLY ASP CYS LEU GLY ASP ILE ALA ALA ARG ASP -SEQRES 66 A 1144 LEU ILE CYS ALA GLN LYS PHE LYS GLY LEU THR VAL LEU -SEQRES 67 A 1144 PRO PRO LEU LEU THR ASP GLU MET ILE ALA GLN TYR THR -SEQRES 68 A 1144 SER ALA LEU LEU ALA GLY THR ILE THR SER GLY TRP THR -SEQRES 69 A 1144 PHE GLY ALA GLY ALA ALA LEU GLN ILE PRO PHE ALA MET -SEQRES 70 A 1144 GLN MET ALA TYR ARG PHE ASN GLY ILE GLY VAL THR GLN -SEQRES 71 A 1144 ASN VAL LEU TYR GLU ASN GLN LYS LEU ILE ALA ASN GLN -SEQRES 72 A 1144 PHE ASN SER ALA ILE GLY LYS ILE GLN ASP SER LEU SER -SEQRES 73 A 1144 SER THR ALA SER ALA LEU GLY LYS LEU GLN ASP VAL VAL -SEQRES 74 A 1144 ASN HIS ASN ALA GLN ALA LEU ASN THR LEU VAL LYS GLN -SEQRES 75 A 1144 LEU SER SER LYS PHE GLY ALA ILE SER SER VAL LEU ASN -SEQRES 76 A 1144 ASP ILE PHE SER ARG LEU ASP LYS VAL GLU ALA GLU VAL -SEQRES 77 A 1144 GLN ILE ASP ARG LEU ILE THR GLY ARG LEU GLN SER LEU -SEQRES 78 A 1144 GLN THR TYR VAL THR GLN GLN LEU ILE ARG ALA ALA GLU -SEQRES 79 A 1144 ILE ARG ALA SER ALA ASN LEU ALA ALA THR LYS MET SER -SEQRES 80 A 1144 GLU CYS VAL LEU GLY GLN SER LYS ARG VAL ASP PHE CYS -SEQRES 81 A 1144 GLY LYS GLY TYR HIS LEU MET SER PHE PRO GLN SER ALA -SEQRES 82 A 1144 PRO HIS GLY VAL VAL PHE LEU HIS VAL THR TYR VAL PRO -SEQRES 83 A 1144 ALA GLN GLU LYS ASN PHE THR THR ALA PRO ALA ILE CYS -SEQRES 84 A 1144 HIS ASP GLY LYS ALA HIS PHE PRO ARG GLU GLY VAL PHE -SEQRES 85 A 1144 VAL SER ASN GLY THR HIS TRP PHE VAL THR GLN ARG ASN -SEQRES 86 A 1144 PHE TYR GLU PRO GLN ILE ILE THR THR ASP ASN THR PHE -SEQRES 87 A 1144 VAL SER GLY ASN CYS ASP VAL VAL ILE GLY ILE VAL ASN -SEQRES 88 A 1144 ASN THR VAL TYR ASP PRO LEU GLN PRO GLU LEU ASP SER -SEQRES 1 B 1144 MET PHE VAL PHE LEU VAL LEU LEU PRO LEU VAL SER SER -SEQRES 2 B 1144 GLN CYS VAL ASN LEU THR THR ARG THR GLN LEU PRO PRO -SEQRES 3 B 1144 ALA TYR THR ASN SER PHE THR ARG GLY VAL TYR TYR PRO -SEQRES 4 B 1144 ASP LYS VAL PHE ARG SER SER VAL LEU HIS SER THR GLN -SEQRES 5 B 1144 ASP LEU PHE LEU PRO PHE PHE SER ASN VAL THR TRP PHE -SEQRES 6 B 1144 HIS VAL ILE SER GLY THR ASN GLY THR LYS ARG PHE ASP -SEQRES 7 B 1144 ASN PRO VAL LEU PRO PHE ASN ASP GLY VAL TYR PHE ALA -SEQRES 8 B 1144 SER ILE GLU LYS SER ASN ILE ILE ARG GLY TRP ILE PHE -SEQRES 9 B 1144 GLY THR THR LEU ASP SER LYS THR GLN SER LEU LEU ILE -SEQRES 10 B 1144 VAL ASN ASN ALA THR ASN VAL VAL ILE LYS VAL CYS GLU -SEQRES 11 B 1144 PHE GLN PHE CYS ASN ASP PRO PHE LEU ASP HIS LYS ASN -SEQRES 12 B 1144 ASN LYS SER TRP MET GLU SER GLU PHE ARG VAL TYR SER -SEQRES 13 B 1144 SER ALA ASN ASN CYS THR PHE GLU TYR VAL SER GLN PRO -SEQRES 14 B 1144 PHE LEU MET ASP LEU GLU GLY LYS GLN GLY ASN PHE LYS -SEQRES 15 B 1144 ASN LEU ARG GLU PHE VAL PHE LYS ASN ILE ASP GLY TYR -SEQRES 16 B 1144 PHE LYS ILE TYR SER LYS HIS THR PRO ILE ILE VAL ARG -SEQRES 17 B 1144 GLU PRO GLU ASP LEU PRO GLN GLY PHE SER ALA LEU GLU -SEQRES 18 B 1144 PRO LEU VAL ASP LEU PRO ILE GLY ILE ASN ILE THR ARG -SEQRES 19 B 1144 PHE GLN THR LEU LEU ALA LEU HIS ARG SER TYR LEU THR -SEQRES 20 B 1144 PRO GLY ASP SER SER SER GLY TRP THR ALA GLY ALA ALA -SEQRES 21 B 1144 ALA TYR TYR VAL GLY TYR LEU GLN PRO ARG THR PHE LEU -SEQRES 22 B 1144 LEU LYS TYR ASN GLU ASN GLY THR ILE THR ASP ALA VAL -SEQRES 23 B 1144 ASP CYS ALA LEU ASP PRO LEU SER GLU THR LYS CYS THR -SEQRES 24 B 1144 LEU LYS SER PHE THR VAL GLU LYS GLY ILE TYR GLN THR -SEQRES 25 B 1144 SER ASN PHE ARG VAL GLN PRO THR GLU SER ILE VAL ARG -SEQRES 26 B 1144 PHE PRO ASN ILE THR ASN LEU CYS PRO PHE ASP GLU VAL -SEQRES 27 B 1144 PHE ASN ALA THR ARG PHE ALA SER VAL TYR ALA TRP ASN -SEQRES 28 B 1144 ARG LYS ARG ILE SER ASN CYS VAL ALA ASP TYR SER VAL -SEQRES 29 B 1144 LEU TYR ASN LEU ALA PRO PHE PHE THR PHE LYS CYS TYR -SEQRES 30 B 1144 GLY VAL SER PRO THR LYS LEU ASN ASP LEU CYS PHE THR -SEQRES 31 B 1144 ASN VAL TYR ALA ASP SER PHE VAL ILE ARG GLY ASP GLU -SEQRES 32 B 1144 VAL ARG GLN ILE ALA PRO GLY GLN THR GLY ASN ILE ALA -SEQRES 33 B 1144 ASP TYR ASN TYR LYS LEU PRO ASP ASP PHE THR GLY CYS -SEQRES 34 B 1144 VAL ILE ALA TRP ASN SER ASN LYS LEU ASP SER LYS VAL -SEQRES 35 B 1144 SER GLY ASN TYR ASN TYR LEU TYR ARG LEU PHE ARG LYS -SEQRES 36 B 1144 SER ASN LEU LYS PRO PHE GLU ARG ASP ILE SER THR GLU -SEQRES 37 B 1144 ILE TYR GLN ALA GLY ASN LYS PRO CYS ASN GLY VAL ALA -SEQRES 38 B 1144 GLY PHE ASN CYS TYR PHE PRO LEU ARG SER TYR SER PHE -SEQRES 39 B 1144 ARG PRO THR TYR GLY VAL GLY HIS GLN PRO TYR ARG VAL -SEQRES 40 B 1144 VAL VAL LEU SER PHE GLU LEU LEU HIS ALA PRO ALA THR -SEQRES 41 B 1144 VAL CYS GLY PRO LYS LYS SER THR ASN LEU VAL LYS ASN -SEQRES 42 B 1144 LYS CYS VAL ASN PHE ASN PHE ASN GLY LEU LYS GLY THR -SEQRES 43 B 1144 GLY VAL LEU THR GLU SER ASN LYS LYS PHE LEU PRO PHE -SEQRES 44 B 1144 GLN GLN PHE GLY ARG ASP ILE ALA ASP THR THR ASP ALA -SEQRES 45 B 1144 VAL ARG ASP PRO GLN THR LEU GLU ILE LEU ASP ILE THR -SEQRES 46 B 1144 PRO CYS SER PHE GLY GLY VAL SER VAL ILE THR PRO GLY -SEQRES 47 B 1144 THR ASN THR SER ASN GLN VAL ALA VAL LEU TYR GLN GLY -SEQRES 48 B 1144 VAL ASN CYS THR GLU VAL PRO VAL ALA ILE HIS ALA ASP -SEQRES 49 B 1144 GLN LEU THR PRO THR TRP ARG VAL TYR SER THR GLY SER -SEQRES 50 B 1144 ASN VAL PHE GLN THR ARG ALA GLY CYS LEU ILE GLY ALA -SEQRES 51 B 1144 GLU TYR VAL ASN ASN SER TYR GLU CYS ASP ILE PRO ILE -SEQRES 52 B 1144 GLY ALA GLY ILE CYS ALA SER TYR GLN THR GLN THR LYS -SEQRES 53 B 1144 SER HIS GLY SER ALA SER SER VAL ALA SER GLN SER ILE -SEQRES 54 B 1144 ILE ALA TYR THR MET SER LEU GLY ALA GLU ASN SER VAL -SEQRES 55 B 1144 ALA TYR SER ASN ASN SER ILE ALA ILE PRO THR ASN PHE -SEQRES 56 B 1144 THR ILE SER VAL THR THR GLU ILE LEU PRO VAL SER MET -SEQRES 57 B 1144 THR LYS THR SER VAL ASP CYS THR MET TYR ILE CYS GLY -SEQRES 58 B 1144 ASP SER THR GLU CYS SER ASN LEU LEU LEU GLN TYR GLY -SEQRES 59 B 1144 SER PHE CYS THR GLN LEU LYS ARG ALA LEU THR GLY ILE -SEQRES 60 B 1144 ALA VAL GLU GLN ASP LYS ASN THR GLN GLU VAL PHE ALA -SEQRES 61 B 1144 GLN VAL LYS GLN ILE TYR LYS THR PRO PRO ILE LYS TYR -SEQRES 62 B 1144 PHE GLY GLY PHE ASN PHE SER GLN ILE LEU PRO ASP PRO -SEQRES 63 B 1144 SER LYS PRO SER LYS ARG SER PHE ILE GLU ASP LEU LEU -SEQRES 64 B 1144 PHE ASN LYS VAL THR LEU ALA ASP ALA GLY PHE ILE LYS -SEQRES 65 B 1144 GLN TYR GLY ASP CYS LEU GLY ASP ILE ALA ALA ARG ASP -SEQRES 66 B 1144 LEU ILE CYS ALA GLN LYS PHE LYS GLY LEU THR VAL LEU -SEQRES 67 B 1144 PRO PRO LEU LEU THR ASP GLU MET ILE ALA GLN TYR THR -SEQRES 68 B 1144 SER ALA LEU LEU ALA GLY THR ILE THR SER GLY TRP THR -SEQRES 69 B 1144 PHE GLY ALA GLY ALA ALA LEU GLN ILE PRO PHE ALA MET -SEQRES 70 B 1144 GLN MET ALA TYR ARG PHE ASN GLY ILE GLY VAL THR GLN -SEQRES 71 B 1144 ASN VAL LEU TYR GLU ASN GLN LYS LEU ILE ALA ASN GLN -SEQRES 72 B 1144 PHE ASN SER ALA ILE GLY LYS ILE GLN ASP SER LEU SER -SEQRES 73 B 1144 SER THR ALA SER ALA LEU GLY LYS LEU GLN ASP VAL VAL -SEQRES 74 B 1144 ASN HIS ASN ALA GLN ALA LEU ASN THR LEU VAL LYS GLN -SEQRES 75 B 1144 LEU SER SER LYS PHE GLY ALA ILE SER SER VAL LEU ASN -SEQRES 76 B 1144 ASP ILE PHE SER ARG LEU ASP LYS VAL GLU ALA GLU VAL -SEQRES 77 B 1144 GLN ILE ASP ARG LEU ILE THR GLY ARG LEU GLN SER LEU -SEQRES 78 B 1144 GLN THR TYR VAL THR GLN GLN LEU ILE ARG ALA ALA GLU -SEQRES 79 B 1144 ILE ARG ALA SER ALA ASN LEU ALA ALA THR LYS MET SER -SEQRES 80 B 1144 GLU CYS VAL LEU GLY GLN SER LYS ARG VAL ASP PHE CYS -SEQRES 81 B 1144 GLY LYS GLY TYR HIS LEU MET SER PHE PRO GLN SER ALA -SEQRES 82 B 1144 PRO HIS GLY VAL VAL PHE LEU HIS VAL THR TYR VAL PRO -SEQRES 83 B 1144 ALA GLN GLU LYS ASN PHE THR THR ALA PRO ALA ILE CYS -SEQRES 84 B 1144 HIS ASP GLY LYS ALA HIS PHE PRO ARG GLU GLY VAL PHE -SEQRES 85 B 1144 VAL SER ASN GLY THR HIS TRP PHE VAL THR GLN ARG ASN -SEQRES 86 B 1144 PHE TYR GLU PRO GLN ILE ILE THR THR ASP ASN THR PHE -SEQRES 87 B 1144 VAL SER GLY ASN CYS ASP VAL VAL ILE GLY ILE VAL ASN -SEQRES 88 B 1144 ASN THR VAL TYR ASP PRO LEU GLN PRO GLU LEU ASP SER -SEQRES 1 C 1144 MET PHE VAL PHE LEU VAL LEU LEU PRO LEU VAL SER SER -SEQRES 2 C 1144 GLN CYS VAL ASN LEU THR THR ARG THR GLN LEU PRO PRO -SEQRES 3 C 1144 ALA TYR THR ASN SER PHE THR ARG GLY VAL TYR TYR PRO -SEQRES 4 C 1144 ASP LYS VAL PHE ARG SER SER VAL LEU HIS SER THR GLN -SEQRES 5 C 1144 ASP LEU PHE LEU PRO PHE PHE SER ASN VAL THR TRP PHE -SEQRES 6 C 1144 HIS VAL ILE SER GLY THR ASN GLY THR LYS ARG PHE ASP -SEQRES 7 C 1144 ASN PRO VAL LEU PRO PHE ASN ASP GLY VAL TYR PHE ALA -SEQRES 8 C 1144 SER ILE GLU LYS SER ASN ILE ILE ARG GLY TRP ILE PHE -SEQRES 9 C 1144 GLY THR THR LEU ASP SER LYS THR GLN SER LEU LEU ILE -SEQRES 10 C 1144 VAL ASN ASN ALA THR ASN VAL VAL ILE LYS VAL CYS GLU -SEQRES 11 C 1144 PHE GLN PHE CYS ASN ASP PRO PHE LEU ASP HIS LYS ASN -SEQRES 12 C 1144 ASN LYS SER TRP MET GLU SER GLU PHE ARG VAL TYR SER -SEQRES 13 C 1144 SER ALA ASN ASN CYS THR PHE GLU TYR VAL SER GLN PRO -SEQRES 14 C 1144 PHE LEU MET ASP LEU GLU GLY LYS GLN GLY ASN PHE LYS -SEQRES 15 C 1144 ASN LEU ARG GLU PHE VAL PHE LYS ASN ILE ASP GLY TYR -SEQRES 16 C 1144 PHE LYS ILE TYR SER LYS HIS THR PRO ILE ILE VAL ARG -SEQRES 17 C 1144 GLU PRO GLU ASP LEU PRO GLN GLY PHE SER ALA LEU GLU -SEQRES 18 C 1144 PRO LEU VAL ASP LEU PRO ILE GLY ILE ASN ILE THR ARG -SEQRES 19 C 1144 PHE GLN THR LEU LEU ALA LEU HIS ARG SER TYR LEU THR -SEQRES 20 C 1144 PRO GLY ASP SER SER SER GLY TRP THR ALA GLY ALA ALA -SEQRES 21 C 1144 ALA TYR TYR VAL GLY TYR LEU GLN PRO ARG THR PHE LEU -SEQRES 22 C 1144 LEU LYS TYR ASN GLU ASN GLY THR ILE THR ASP ALA VAL -SEQRES 23 C 1144 ASP CYS ALA LEU ASP PRO LEU SER GLU THR LYS CYS THR -SEQRES 24 C 1144 LEU LYS SER PHE THR VAL GLU LYS GLY ILE TYR GLN THR -SEQRES 25 C 1144 SER ASN PHE ARG VAL GLN PRO THR GLU SER ILE VAL ARG -SEQRES 26 C 1144 PHE PRO ASN ILE THR ASN LEU CYS PRO PHE ASP GLU VAL -SEQRES 27 C 1144 PHE ASN ALA THR ARG PHE ALA SER VAL TYR ALA TRP ASN -SEQRES 28 C 1144 ARG LYS ARG ILE SER ASN CYS VAL ALA ASP TYR SER VAL -SEQRES 29 C 1144 LEU TYR ASN LEU ALA PRO PHE PHE THR PHE LYS CYS TYR -SEQRES 30 C 1144 GLY VAL SER PRO THR LYS LEU ASN ASP LEU CYS PHE THR -SEQRES 31 C 1144 ASN VAL TYR ALA ASP SER PHE VAL ILE ARG GLY ASP GLU -SEQRES 32 C 1144 VAL ARG GLN ILE ALA PRO GLY GLN THR GLY ASN ILE ALA -SEQRES 33 C 1144 ASP TYR ASN TYR LYS LEU PRO ASP ASP PHE THR GLY CYS -SEQRES 34 C 1144 VAL ILE ALA TRP ASN SER ASN LYS LEU ASP SER LYS VAL -SEQRES 35 C 1144 SER GLY ASN TYR ASN TYR LEU TYR ARG LEU PHE ARG LYS -SEQRES 36 C 1144 SER ASN LEU LYS PRO PHE GLU ARG ASP ILE SER THR GLU -SEQRES 37 C 1144 ILE TYR GLN ALA GLY ASN LYS PRO CYS ASN GLY VAL ALA -SEQRES 38 C 1144 GLY PHE ASN CYS TYR PHE PRO LEU ARG SER TYR SER PHE -SEQRES 39 C 1144 ARG PRO THR TYR GLY VAL GLY HIS GLN PRO TYR ARG VAL -SEQRES 40 C 1144 VAL VAL LEU SER PHE GLU LEU LEU HIS ALA PRO ALA THR -SEQRES 41 C 1144 VAL CYS GLY PRO LYS LYS SER THR ASN LEU VAL LYS ASN -SEQRES 42 C 1144 LYS CYS VAL ASN PHE ASN PHE ASN GLY LEU LYS GLY THR -SEQRES 43 C 1144 GLY VAL LEU THR GLU SER ASN LYS LYS PHE LEU PRO PHE -SEQRES 44 C 1144 GLN GLN PHE GLY ARG ASP ILE ALA ASP THR THR ASP ALA -SEQRES 45 C 1144 VAL ARG ASP PRO GLN THR LEU GLU ILE LEU ASP ILE THR -SEQRES 46 C 1144 PRO CYS SER PHE GLY GLY VAL SER VAL ILE THR PRO GLY -SEQRES 47 C 1144 THR ASN THR SER ASN GLN VAL ALA VAL LEU TYR GLN GLY -SEQRES 48 C 1144 VAL ASN CYS THR GLU VAL PRO VAL ALA ILE HIS ALA ASP -SEQRES 49 C 1144 GLN LEU THR PRO THR TRP ARG VAL TYR SER THR GLY SER -SEQRES 50 C 1144 ASN VAL PHE GLN THR ARG ALA GLY CYS LEU ILE GLY ALA -SEQRES 51 C 1144 GLU TYR VAL ASN ASN SER TYR GLU CYS ASP ILE PRO ILE -SEQRES 52 C 1144 GLY ALA GLY ILE CYS ALA SER TYR GLN THR GLN THR LYS -SEQRES 53 C 1144 SER HIS GLY SER ALA SER SER VAL ALA SER GLN SER ILE -SEQRES 54 C 1144 ILE ALA TYR THR MET SER LEU GLY ALA GLU ASN SER VAL -SEQRES 55 C 1144 ALA TYR SER ASN ASN SER ILE ALA ILE PRO THR ASN PHE -SEQRES 56 C 1144 THR ILE SER VAL THR THR GLU ILE LEU PRO VAL SER MET -SEQRES 57 C 1144 THR LYS THR SER VAL ASP CYS THR MET TYR ILE CYS GLY -SEQRES 58 C 1144 ASP SER THR GLU CYS SER ASN LEU LEU LEU GLN TYR GLY -SEQRES 59 C 1144 SER PHE CYS THR GLN LEU LYS ARG ALA LEU THR GLY ILE -SEQRES 60 C 1144 ALA VAL GLU GLN ASP LYS ASN THR GLN GLU VAL PHE ALA -SEQRES 61 C 1144 GLN VAL LYS GLN ILE TYR LYS THR PRO PRO ILE LYS TYR -SEQRES 62 C 1144 PHE GLY GLY PHE ASN PHE SER GLN ILE LEU PRO ASP PRO -SEQRES 63 C 1144 SER LYS PRO SER LYS ARG SER PHE ILE GLU ASP LEU LEU -SEQRES 64 C 1144 PHE ASN LYS VAL THR LEU ALA ASP ALA GLY PHE ILE LYS -SEQRES 65 C 1144 GLN TYR GLY ASP CYS LEU GLY ASP ILE ALA ALA ARG ASP -SEQRES 66 C 1144 LEU ILE CYS ALA GLN LYS PHE LYS GLY LEU THR VAL LEU -SEQRES 67 C 1144 PRO PRO LEU LEU THR ASP GLU MET ILE ALA GLN TYR THR -SEQRES 68 C 1144 SER ALA LEU LEU ALA GLY THR ILE THR SER GLY TRP THR -SEQRES 69 C 1144 PHE GLY ALA GLY ALA ALA LEU GLN ILE PRO PHE ALA MET -SEQRES 70 C 1144 GLN MET ALA TYR ARG PHE ASN GLY ILE GLY VAL THR GLN -SEQRES 71 C 1144 ASN VAL LEU TYR GLU ASN GLN LYS LEU ILE ALA ASN GLN -SEQRES 72 C 1144 PHE ASN SER ALA ILE GLY LYS ILE GLN ASP SER LEU SER -SEQRES 73 C 1144 SER THR ALA SER ALA LEU GLY LYS LEU GLN ASP VAL VAL -SEQRES 74 C 1144 ASN HIS ASN ALA GLN ALA LEU ASN THR LEU VAL LYS GLN -SEQRES 75 C 1144 LEU SER SER LYS PHE GLY ALA ILE SER SER VAL LEU ASN -SEQRES 76 C 1144 ASP ILE PHE SER ARG LEU ASP LYS VAL GLU ALA GLU VAL -SEQRES 77 C 1144 GLN ILE ASP ARG LEU ILE THR GLY ARG LEU GLN SER LEU -SEQRES 78 C 1144 GLN THR TYR VAL THR GLN GLN LEU ILE ARG ALA ALA GLU -SEQRES 79 C 1144 ILE ARG ALA SER ALA ASN LEU ALA ALA THR LYS MET SER -SEQRES 80 C 1144 GLU CYS VAL LEU GLY GLN SER LYS ARG VAL ASP PHE CYS -SEQRES 81 C 1144 GLY LYS GLY TYR HIS LEU MET SER PHE PRO GLN SER ALA -SEQRES 82 C 1144 PRO HIS GLY VAL VAL PHE LEU HIS VAL THR TYR VAL PRO -SEQRES 83 C 1144 ALA GLN GLU LYS ASN PHE THR THR ALA PRO ALA ILE CYS -SEQRES 84 C 1144 HIS ASP GLY LYS ALA HIS PHE PRO ARG GLU GLY VAL PHE -SEQRES 85 C 1144 VAL SER ASN GLY THR HIS TRP PHE VAL THR GLN ARG ASN -SEQRES 86 C 1144 PHE TYR GLU PRO GLN ILE ILE THR THR ASP ASN THR PHE -SEQRES 87 C 1144 VAL SER GLY ASN CYS ASP VAL VAL ILE GLY ILE VAL ASN -SEQRES 88 C 1144 ASN THR VAL TYR ASP PRO LEU GLN PRO GLU LEU ASP SER -HET NAG D 1 14 -HET NAG D 2 14 -HET NAG E 1 14 -HET NAG E 2 14 -HET NAG F 1 14 -HET NAG F 2 14 -HET NAG G 1 14 -HET NAG G 2 14 -HET NAG H 1 14 -HET NAG H 2 14 -HET NAG I 1 14 -HET NAG I 2 14 -HET NAG J 1 14 -HET NAG J 2 14 -HET BMA J 3 11 -HET NAG K 1 14 -HET NAG K 2 14 -HET NAG N 1 14 -HET NAG N 2 14 -HET NAG P 1 14 -HET NAG P 2 14 -HET NAG R 1 14 -HET NAG R 2 14 -HET NAG S 1 14 -HET NAG S 2 14 -HET MAN S 3 11 -HET NAG T 1 14 -HET NAG T 2 14 -HET NAG U 1 14 -HET NAG U 2 14 -HET NAG V 1 14 -HET NAG V 2 14 -HET NAG b 1 14 -HET NAG b 2 14 -HET NAG c 1 14 -HET NAG c 2 14 -HET BMA c 3 11 -HET NAG d 1 14 -HET NAG d 2 14 -HET NAG A1201 14 -HET NAG A1202 14 -HET NAG A1203 14 -HET NAG A1204 14 -HET NAG A1205 14 -HET NAG A1206 14 -HET NAG A1207 14 -HET NAG A1208 14 -HET NAG A1209 14 -HET NAG B1201 14 -HET NAG B1202 14 -HET NAG B1203 14 -HET NAG B1204 14 -HET NAG C1201 14 -HET NAG C1202 14 -HET NAG C1203 14 -HET NAG C1204 14 -HET NAG C1205 14 -HET NAG C1206 14 -HET NAG C1207 14 -HET NAG C1208 14 -HETNAM NAG 2-ACETAMIDO-2-DEOXY-BETA-D-GLUCOPYRANOSE -HETNAM BMA BETA-D-MANNOPYRANOSE -HETNAM MAN ALPHA-D-MANNOPYRANOSE -HETSYN NAG N-ACETYL-BETA-D-GLUCOSAMINE; 2-ACETAMIDO-2-DEOXY-BETA- -HETSYN 2 NAG D-GLUCOSE; 2-ACETAMIDO-2-DEOXY-D-GLUCOSE; 2-ACETAMIDO- -HETSYN 3 NAG 2-DEOXY-GLUCOSE; N-ACETYL-D-GLUCOSAMINE -HETSYN BMA BETA-D-MANNOSE; D-MANNOSE; MANNOSE -HETSYN MAN ALPHA-D-MANNOSE; D-MANNOSE; MANNOSE -FORMUL 4 NAG 57(C8 H15 N O6) -FORMUL 10 BMA 2(C6 H12 O6) -FORMUL 15 MAN C6 H12 O6 -HELIX 1 AA1 ASP A 294 LYS A 304 1 11 -HELIX 2 AA2 PRO A 337 ASN A 343 1 7 -HELIX 3 AA3 ASP A 364 LEU A 371 1 8 -HELIX 4 AA4 SER A 383 LEU A 390 5 8 -HELIX 5 AA5 GLY A 404 ARG A 408 1 5 -HELIX 6 AA6 GLY A 416 ASN A 422 1 7 -HELIX 7 AA7 SER A 438 SER A 443 1 6 -HELIX 8 AA8 GLU A 619 ILE A 624 1 6 -HELIX 9 AA9 TRP A 633 GLY A 639 1 7 -HELIX 10 AB1 ASP A 737 CYS A 743 1 7 -HELIX 11 AB2 SER A 746 LEU A 754 1 9 -HELIX 12 AB3 SER A 758 ALA A 783 1 26 -HELIX 13 AB4 SER A 816 VAL A 826 1 11 -HELIX 14 AB5 ASP A 848 LYS A 856 1 9 -HELIX 15 AB6 THR A 866 GLY A 885 1 20 -HELIX 16 AB7 TRP A 886 GLY A 891 1 6 -HELIX 17 AB8 PRO A 897 ILE A 909 1 13 -HELIX 18 AB9 THR A 912 ASN A 919 1 8 -HELIX 19 AC1 ASN A 919 THR A 941 1 23 -HELIX 20 AC2 LEU A 945 GLN A 965 1 21 -HELIX 21 AC3 LEU A 966 SER A 968 5 3 -HELIX 22 AC4 VAL A 976 LEU A 984 1 9 -HELIX 23 AC5 ASP A 985 VAL A 1033 1 49 -HELIX 24 AC6 PRO A 1140 ASP A 1146 1 7 -HELIX 25 AC7 ASP B 294 LYS B 304 1 11 -HELIX 26 AC8 TYR B 365 LEU B 371 1 7 -HELIX 27 AC9 LYS B 386 LEU B 390 5 5 -HELIX 28 AD1 GLY B 404 ARG B 408 1 5 -HELIX 29 AD2 GLY B 416 ASN B 422 1 7 -HELIX 30 AD3 SER B 438 SER B 443 1 6 -HELIX 31 AD4 ASP B 737 CYS B 743 1 7 -HELIX 32 AD5 SER B 746 LEU B 754 1 9 -HELIX 33 AD6 SER B 758 ALA B 783 1 26 -HELIX 34 AD7 SER B 816 LYS B 825 1 10 -HELIX 35 AD8 GLN B 836 GLY B 842 1 7 -HELIX 36 AD9 ASP B 848 LYS B 856 1 9 -HELIX 37 AE1 THR B 866 GLY B 885 1 20 -HELIX 38 AE2 TRP B 886 GLY B 891 1 6 -HELIX 39 AE3 PRO B 897 ILE B 909 1 13 -HELIX 40 AE4 THR B 912 GLU B 918 1 7 -HELIX 41 AE5 ASN B 919 THR B 941 1 23 -HELIX 42 AE6 ALA B 942 ALA B 944 5 3 -HELIX 43 AE7 LEU B 945 GLN B 965 1 21 -HELIX 44 AE8 LEU B 966 SER B 968 5 3 -HELIX 45 AE9 VAL B 976 LEU B 984 1 9 -HELIX 46 AF1 ASP B 985 VAL B 1033 1 49 -HELIX 47 AF2 PRO B 1140 ASP B 1146 1 7 -HELIX 48 AF3 ASP C 294 LYS C 304 1 11 -HELIX 49 AF4 TYR C 365 LEU C 371 1 7 -HELIX 50 AF5 SER C 383 LEU C 387 5 5 -HELIX 51 AF6 GLU C 406 ILE C 410 5 5 -HELIX 52 AF7 GLY C 416 ASN C 422 1 7 -HELIX 53 AF8 SER C 438 SER C 443 1 6 -HELIX 54 AF9 ASN C 616 VAL C 620 5 5 -HELIX 55 AG1 ASP C 737 CYS C 743 1 7 -HELIX 56 AG2 SER C 746 LEU C 754 1 9 -HELIX 57 AG3 GLN C 755 GLY C 757 5 3 -HELIX 58 AG4 SER C 758 ALA C 783 1 26 -HELIX 59 AG5 SER C 816 VAL C 826 1 11 -HELIX 60 AG6 THR C 866 GLY C 885 1 20 -HELIX 61 AG7 TRP C 886 GLY C 891 1 6 -HELIX 62 AG8 PRO C 897 GLY C 908 1 12 -HELIX 63 AG9 GLN C 913 GLU C 918 1 6 -HELIX 64 AH1 ASN C 919 THR C 941 1 23 -HELIX 65 AH2 LEU C 945 GLN C 965 1 21 -HELIX 66 AH3 VAL C 976 LEU C 984 1 9 -HELIX 67 AH4 ASP C 985 VAL C 1033 1 49 -HELIX 68 AH5 PRO C 1140 ASP C 1146 1 7 -SHEET 1 AA1 8 TYR A 28 ASN A 30 0 -SHEET 2 AA1 8 ASN A 61 HIS A 66 -1 O VAL A 62 N THR A 29 -SHEET 3 AA1 8 ALA A 264 TYR A 269 -1 O TYR A 265 N PHE A 65 -SHEET 4 AA1 8 GLY A 89 GLU A 96 -1 N TYR A 91 O GLY A 268 -SHEET 5 AA1 8 ASN A 188 ILE A 197 -1 O PHE A 192 N PHE A 92 -SHEET 6 AA1 8 TYR A 200 PRO A 209 -1 O THR A 208 N LEU A 189 -SHEET 7 AA1 8 ALA A 222 LEU A 229 -1 O VAL A 227 N ILE A 203 -SHEET 8 AA1 8 VAL A 36 TYR A 37 1 N VAL A 36 O LEU A 223 -SHEET 1 AA2 3 VAL A 47 PHE A 55 0 -SHEET 2 AA2 3 GLN A 271 TYR A 279 -1 O ARG A 273 N ASP A 53 -SHEET 3 AA2 3 ILE A 285 ASP A 290 -1 O ASP A 287 N LYS A 278 -SHEET 1 AA3 3 LEU A 84 PRO A 85 0 -SHEET 2 AA3 3 ARG A 237 ALA A 243 -1 O PHE A 238 N LEU A 84 -SHEET 3 AA3 3 PHE A 140 LEU A 141 1 N LEU A 141 O LEU A 242 -SHEET 1 AA4 6 LEU A 84 PRO A 85 0 -SHEET 2 AA4 6 ARG A 237 ALA A 243 -1 O PHE A 238 N LEU A 84 -SHEET 3 AA4 6 ILE A 101 GLY A 107 -1 O GLY A 107 N ARG A 237 -SHEET 4 AA4 6 LEU A 118 ASN A 121 -1 O ILE A 119 N TRP A 104 -SHEET 5 AA4 6 VAL A 126 LYS A 129 -1 O VAL A 127 N VAL A 120 -SHEET 6 AA4 6 GLU A 169 VAL A 171 -1 O TYR A 170 N ILE A 128 -SHEET 1 AA5 5 GLY A 311 GLN A 314 0 -SHEET 2 AA5 5 VAL A 595 THR A 599 -1 O THR A 599 N GLY A 311 -SHEET 3 AA5 5 ALA A 609 GLN A 613 -1 O ALA A 609 N ILE A 598 -SHEET 4 AA5 5 GLY A 648 ILE A 651 -1 O ILE A 651 N VAL A 610 -SHEET 5 AA5 5 VAL A 642 GLN A 644 -1 N PHE A 643 O LEU A 650 -SHEET 1 AA6 2 PHE A 318 ARG A 319 0 -SHEET 2 AA6 2 PHE A 592 GLY A 593 -1 O GLY A 593 N PHE A 318 -SHEET 1 AA7 7 SER A 325 ARG A 328 0 -SHEET 2 AA7 7 CYS A 538 PHE A 543 1 O ASN A 540 N ILE A 326 -SHEET 3 AA7 7 LEU A 546 GLU A 554 -1 O GLY A 550 N VAL A 539 -SHEET 4 AA7 7 ILE A 584 THR A 588 -1 O THR A 588 N VAL A 551 -SHEET 5 AA7 7 THR A 573 ARG A 577 -1 N VAL A 576 O LEU A 585 -SHEET 6 AA7 7 PHE A 565 ARG A 567 -1 N GLY A 566 O ALA A 575 -SHEET 7 AA7 7 VAL B 42 PHE B 43 1 O PHE B 43 N PHE A 565 -SHEET 1 AA8 5 LYS A 356 ILE A 358 0 -SHEET 2 AA8 5 VAL A 395 ARG A 403 -1 O VAL A 395 N ILE A 358 -SHEET 3 AA8 5 PRO A 507 PHE A 515 -1 O VAL A 510 N PHE A 400 -SHEET 4 AA8 5 GLY A 431 ASN A 437 -1 N CYS A 432 O LEU A 513 -SHEET 5 AA8 5 THR A 376 TYR A 380 -1 N THR A 376 O ALA A 435 -SHEET 1 AA9 4 GLU A 654 TYR A 660 0 -SHEET 2 AA9 4 SER A 691 MET A 697 1 O ALA A 694 N VAL A 656 -SHEET 3 AA9 4 ILE A 670 GLN A 675 -1 N CYS A 671 O TYR A 695 -SHEET 4 AA9 4 ILE A 664 GLY A 667 -1 N GLY A 667 O ILE A 670 -SHEET 1 AB1 2 GLU A 702 SER A 704 0 -SHEET 2 AB1 2 ILE B 788 LYS B 790 1 O ILE B 788 N ASN A 703 -SHEET 1 AB2 3 SER A 711 PRO A 728 0 -SHEET 2 AB2 3 GLY A1059 ALA A1078 -1 O GLN A1071 N THR A 716 -SHEET 3 AB2 3 TYR A1047 ALA A1056 -1 N TYR A1047 O TYR A1067 -SHEET 1 AB3 5 SER A 711 PRO A 728 0 -SHEET 2 AB3 5 GLY A1059 ALA A1078 -1 O GLN A1071 N THR A 716 -SHEET 3 AB3 5 VAL A1094 SER A1097 -1 O SER A1097 N THR A1076 -SHEET 4 AB3 5 TRP A1102 THR A1105 -1 O PHE A1103 N VAL A1096 -SHEET 5 AB3 5 GLN A1113 ILE A1114 -1 O GLN A1113 N VAL A1104 -SHEET 1 AB4 2 LYS A 733 VAL A 736 0 -SHEET 2 AB4 2 LEU A 858 LEU A 861 -1 O THR A 859 N SER A 735 -SHEET 1 AB5 2 ILE A 788 LYS A 790 0 -SHEET 2 AB5 2 GLU C 702 SER C 704 1 O ASN C 703 N ILE A 788 -SHEET 1 AB6 4 THR A1120 ASN A1125 0 -SHEET 2 AB6 4 LYS A1086 PRO A1090 -1 N ALA A1087 O SER A1123 -SHEET 3 AB6 4 ILE A1081 HIS A1083 -1 N ILE A1081 O HIS A1088 -SHEET 4 AB6 4 VAL A1133 ASN A1134 1 O VAL A1133 N CYS A1082 -SHEET 1 AB7 8 TYR B 28 ASN B 30 0 -SHEET 2 AB7 8 ASN B 61 HIS B 66 -1 O VAL B 62 N THR B 29 -SHEET 3 AB7 8 ALA B 264 TYR B 269 -1 O TYR B 265 N PHE B 65 -SHEET 4 AB7 8 VAL B 90 GLU B 96 -1 N TYR B 91 O GLY B 268 -SHEET 5 AB7 8 ASN B 188 ILE B 197 -1 O PHE B 192 N PHE B 92 -SHEET 6 AB7 8 TYR B 200 THR B 208 -1 O LYS B 202 N LYS B 195 -SHEET 7 AB7 8 ALA B 222 PRO B 230 -1 O LEU B 229 N PHE B 201 -SHEET 8 AB7 8 VAL B 36 TYR B 37 1 N VAL B 36 O LEU B 223 -SHEET 1 AB8 3 VAL B 47 PHE B 55 0 -SHEET 2 AB8 3 GLN B 271 TYR B 279 -1 O LEU B 277 N HIS B 49 -SHEET 3 AB8 3 ILE B 285 ASP B 290 -1 O ASP B 287 N LYS B 278 -SHEET 1 AB9 6 LEU B 84 PRO B 85 0 -SHEET 2 AB9 6 ARG B 237 LEU B 242 -1 O PHE B 238 N LEU B 84 -SHEET 3 AB9 6 ILE B 101 PHE B 106 -1 N ILE B 105 O GLN B 239 -SHEET 4 AB9 6 LEU B 117 ASN B 121 -1 O LEU B 117 N PHE B 106 -SHEET 5 AB9 6 VAL B 126 LYS B 129 -1 O LYS B 129 N LEU B 118 -SHEET 6 AB9 6 TYR B 170 VAL B 171 -1 O TYR B 170 N ILE B 128 -SHEET 1 AC1 5 GLY B 311 ASN B 317 0 -SHEET 2 AC1 5 GLY B 594 THR B 599 -1 O VAL B 597 N TYR B 313 -SHEET 3 AC1 5 ALA B 609 GLN B 613 -1 O ALA B 609 N ILE B 598 -SHEET 4 AC1 5 GLY B 648 ILE B 651 -1 O ILE B 651 N VAL B 610 -SHEET 5 AC1 5 VAL B 642 GLN B 644 -1 N PHE B 643 O LEU B 650 -SHEET 1 AC2 7 SER B 325 ARG B 328 0 -SHEET 2 AC2 7 CYS B 538 PHE B 543 1 O ASN B 540 N ILE B 326 -SHEET 3 AC2 7 LEU B 546 GLU B 554 -1 O GLY B 548 N PHE B 541 -SHEET 4 AC2 7 ILE B 584 THR B 588 -1 O ASP B 586 N THR B 553 -SHEET 5 AC2 7 THR B 573 ARG B 577 -1 N VAL B 576 O LEU B 585 -SHEET 6 AC2 7 PHE B 565 ARG B 567 -1 N GLY B 566 O ALA B 575 -SHEET 7 AC2 7 VAL C 42 PHE C 43 1 O PHE C 43 N PHE B 565 -SHEET 1 AC3 5 ARG B 355 ILE B 358 0 -SHEET 2 AC3 5 VAL B 395 ARG B 403 -1 O VAL B 395 N ILE B 358 -SHEET 3 AC3 5 PRO B 507 SER B 514 -1 O VAL B 510 N PHE B 400 -SHEET 4 AC3 5 GLY B 431 ILE B 434 -1 N ILE B 434 O VAL B 511 -SHEET 5 AC3 5 LYS B 378 TYR B 380 -1 N TYR B 380 O GLY B 431 -SHEET 1 AC4 2 TYR B 453 ARG B 454 0 -SHEET 2 AC4 2 LEU B 492 ARG B 493 -1 O ARG B 493 N TYR B 453 -SHEET 1 AC5 2 TYR B 473 GLN B 474 0 -SHEET 2 AC5 2 CYS B 488 TYR B 489 -1 O TYR B 489 N TYR B 473 -SHEET 1 AC6 4 GLU B 654 TYR B 655 0 -SHEET 2 AC6 4 SER B 691 THR B 696 1 O ALA B 694 N GLU B 654 -SHEET 3 AC6 4 ILE B 670 GLN B 675 -1 N CYS B 671 O TYR B 695 -SHEET 4 AC6 4 ILE B 664 PRO B 665 -1 N ILE B 664 O ALA B 672 -SHEET 1 AC7 2 ALA B 701 GLU B 702 0 -SHEET 2 AC7 2 GLN C 787 ILE C 788 1 O ILE C 788 N ALA B 701 -SHEET 1 AC8 5 SER B 711 PRO B 715 0 -SHEET 2 AC8 5 GLU B1072 THR B1077 -1 O PHE B1075 N ILE B 712 -SHEET 3 AC8 5 VAL B1094 SER B1097 -1 O SER B1097 N THR B1076 -SHEET 4 AC8 5 TRP B1102 THR B1105 -1 O PHE B1103 N VAL B1096 -SHEET 5 AC8 5 GLN B1113 ILE B1114 -1 O GLN B1113 N VAL B1104 -SHEET 1 AC9 3 PHE B 718 PRO B 728 0 -SHEET 2 AC9 3 GLY B1059 PRO B1069 -1 O PHE B1062 N GLU B 725 -SHEET 3 AC9 3 TYR B1047 ALA B1056 -1 N TYR B1047 O TYR B1067 -SHEET 1 AD1 2 LYS B 733 VAL B 736 0 -SHEET 2 AD1 2 LEU B 858 LEU B 861 -1 O THR B 859 N SER B 735 -SHEET 1 AD2 4 THR B1120 VAL B1122 0 -SHEET 2 AD2 4 LYS B1086 PRO B1090 -1 N PHE B1089 O PHE B1121 -SHEET 3 AD2 4 ILE B1081 HIS B1083 -1 N ILE B1081 O HIS B1088 -SHEET 4 AD2 4 VAL B1133 ASN B1134 1 O VAL B1133 N CYS B1082 -SHEET 1 AD3 8 TYR C 28 ASN C 30 0 -SHEET 2 AD3 8 ASN C 61 HIS C 66 -1 O VAL C 62 N THR C 29 -SHEET 3 AD3 8 ALA C 264 TYR C 269 -1 O VAL C 267 N THR C 63 -SHEET 4 AD3 8 GLY C 89 GLU C 96 -1 N ILE C 95 O ALA C 264 -SHEET 5 AD3 8 ASN C 188 ILE C 197 -1 O PHE C 192 N PHE C 92 -SHEET 6 AD3 8 TYR C 200 PRO C 209 -1 O LYS C 202 N LYS C 195 -SHEET 7 AD3 8 ALA C 222 LEU C 229 -1 O GLU C 224 N SER C 205 -SHEET 8 AD3 8 VAL C 36 TYR C 37 1 N VAL C 36 O LEU C 223 -SHEET 1 AD4 3 VAL C 47 PHE C 55 0 -SHEET 2 AD4 3 GLN C 271 TYR C 279 -1 O TYR C 279 N VAL C 47 -SHEET 3 AD4 3 ILE C 285 ASP C 290 -1 O ASP C 287 N LYS C 278 -SHEET 1 AD5 3 LEU C 84 PRO C 85 0 -SHEET 2 AD5 3 ARG C 237 ALA C 243 -1 O PHE C 238 N LEU C 84 -SHEET 3 AD5 3 PHE C 140 LEU C 141 1 N LEU C 141 O LEU C 242 -SHEET 1 AD6 6 LEU C 84 PRO C 85 0 -SHEET 2 AD6 6 ARG C 237 ALA C 243 -1 O PHE C 238 N LEU C 84 -SHEET 3 AD6 6 ILE C 101 GLY C 107 -1 N GLY C 103 O LEU C 241 -SHEET 4 AD6 6 LEU C 118 ASN C 121 -1 O ASN C 121 N ARG C 102 -SHEET 5 AD6 6 VAL C 126 LYS C 129 -1 O VAL C 127 N VAL C 120 -SHEET 6 AD6 6 GLU C 169 VAL C 171 -1 O TYR C 170 N ILE C 128 -SHEET 1 AD7 5 GLY C 311 ARG C 319 0 -SHEET 2 AD7 5 PHE C 592 THR C 599 -1 O VAL C 595 N THR C 315 -SHEET 3 AD7 5 ALA C 609 GLN C 613 -1 O LEU C 611 N SER C 596 -SHEET 4 AD7 5 GLY C 648 ILE C 651 -1 O ILE C 651 N VAL C 610 -SHEET 5 AD7 5 VAL C 642 GLN C 644 -1 N PHE C 643 O LEU C 650 -SHEET 1 AD8 6 SER C 325 ARG C 328 0 -SHEET 2 AD8 6 CYS C 538 PHE C 543 1 O ASN C 542 N ARG C 328 -SHEET 3 AD8 6 LEU C 546 GLU C 554 -1 O GLY C 550 N VAL C 539 -SHEET 4 AD8 6 ILE C 584 THR C 588 -1 O THR C 588 N VAL C 551 -SHEET 5 AD8 6 THR C 573 ARG C 577 -1 N ASP C 574 O ILE C 587 -SHEET 6 AD8 6 PHE C 565 ARG C 567 -1 N GLY C 566 O ALA C 575 -SHEET 1 AD9 5 ASN C 354 ILE C 358 0 -SHEET 2 AD9 5 VAL C 395 ARG C 403 -1 O VAL C 395 N ILE C 358 -SHEET 3 AD9 5 PRO C 507 PHE C 515 -1 O VAL C 510 N PHE C 400 -SHEET 4 AD9 5 GLY C 431 ASN C 437 -1 N ILE C 434 O VAL C 511 -SHEET 5 AD9 5 LYS C 378 CYS C 379 -1 N LYS C 378 O VAL C 433 -SHEET 1 AE1 2 LEU C 452 TYR C 453 0 -SHEET 2 AE1 2 ARG C 493 SER C 494 -1 O ARG C 493 N TYR C 453 -SHEET 1 AE2 2 TYR C 473 GLN C 474 0 -SHEET 2 AE2 2 CYS C 488 TYR C 489 -1 O TYR C 489 N TYR C 473 -SHEET 1 AE3 4 GLU C 654 TYR C 655 0 -SHEET 2 AE3 4 GLN C 690 THR C 696 1 O ALA C 694 N GLU C 654 -SHEET 3 AE3 4 ILE C 670 THR C 676 -1 N GLN C 675 O SER C 691 -SHEET 4 AE3 4 ILE C 664 PRO C 665 -1 N ILE C 664 O ALA C 672 -SHEET 1 AE4 2 SER C 711 PRO C 715 0 -SHEET 2 AE4 2 GLU C1072 THR C1076 -1 O PHE C1075 N ILE C 712 -SHEET 1 AE5 3 PHE C 718 PRO C 728 0 -SHEET 2 AE5 3 GLY C1059 PRO C1069 -1 O PHE C1062 N GLU C 725 -SHEET 3 AE5 3 TYR C1047 ALA C1056 -1 N TYR C1047 O TYR C1067 -SHEET 1 AE6 2 LYS C 733 VAL C 736 0 -SHEET 2 AE6 2 LEU C 858 LEU C 861 -1 O THR C 859 N SER C 735 -SHEET 1 AE7 4 THR C1120 ASN C1125 0 -SHEET 2 AE7 4 LYS C1086 PRO C1090 -1 N PHE C1089 O PHE C1121 -SHEET 3 AE7 4 ILE C1081 HIS C1083 -1 N ILE C1081 O HIS C1088 -SHEET 4 AE7 4 VAL C1133 ASN C1134 1 O VAL C1133 N CYS C1082 -SHEET 1 AE8 3 VAL C1094 VAL C1096 0 -SHEET 2 AE8 3 PHE C1103 THR C1105 -1 O PHE C1103 N VAL C1096 -SHEET 3 AE8 3 GLN C1113 ILE C1114 -1 O GLN C1113 N VAL C1104 -SSBOND 1 CYS A 131 CYS A 166 1555 1555 2.03 -SSBOND 2 CYS A 291 CYS A 301 1555 1555 2.03 -SSBOND 3 CYS A 336 CYS A 361 1555 1555 2.03 -SSBOND 4 CYS A 379 CYS A 432 1555 1555 2.03 -SSBOND 5 CYS A 391 CYS A 525 1555 1555 2.03 -SSBOND 6 CYS A 480 CYS A 488 1555 1555 2.03 -SSBOND 7 CYS A 538 CYS A 590 1555 1555 2.03 -SSBOND 8 CYS A 617 CYS A 649 1555 1555 2.03 -SSBOND 9 CYS A 662 CYS A 671 1555 1555 2.03 -SSBOND 10 CYS A 738 CYS A 760 1555 1555 2.03 -SSBOND 11 CYS A 743 CYS A 749 1555 1555 2.03 -SSBOND 12 CYS A 840 CYS A 851 1555 1555 2.03 -SSBOND 13 CYS A 1032 CYS A 1043 1555 1555 2.03 -SSBOND 14 CYS A 1082 CYS A 1126 1555 1555 2.03 -SSBOND 15 CYS B 291 CYS B 301 1555 1555 2.03 -SSBOND 16 CYS B 336 CYS B 361 1555 1555 2.03 -SSBOND 17 CYS B 379 CYS B 432 1555 1555 2.03 -SSBOND 18 CYS B 480 CYS B 488 1555 1555 2.03 -SSBOND 19 CYS B 538 CYS B 590 1555 1555 2.03 -SSBOND 20 CYS B 617 CYS B 649 1555 1555 2.03 -SSBOND 21 CYS B 662 CYS B 671 1555 1555 2.03 -SSBOND 22 CYS B 738 CYS B 760 1555 1555 2.03 -SSBOND 23 CYS B 743 CYS B 749 1555 1555 2.03 -SSBOND 24 CYS B 840 CYS B 851 1555 1555 2.03 -SSBOND 25 CYS B 1032 CYS B 1043 1555 1555 2.03 -SSBOND 26 CYS B 1082 CYS B 1126 1555 1555 2.03 -SSBOND 27 CYS C 131 CYS C 166 1555 1555 2.03 -SSBOND 28 CYS C 291 CYS C 301 1555 1555 2.03 -SSBOND 29 CYS C 336 CYS C 361 1555 1555 2.03 -SSBOND 30 CYS C 379 CYS C 432 1555 1555 2.03 -SSBOND 31 CYS C 391 CYS C 525 1555 1555 2.05 -SSBOND 32 CYS C 480 CYS C 488 1555 1555 2.03 -SSBOND 33 CYS C 538 CYS C 590 1555 1555 2.03 -SSBOND 34 CYS C 617 CYS C 649 1555 1555 2.03 -SSBOND 35 CYS C 662 CYS C 671 1555 1555 2.03 -SSBOND 36 CYS C 738 CYS C 760 1555 1555 2.03 -SSBOND 37 CYS C 743 CYS C 749 1555 1555 2.03 -SSBOND 38 CYS C 1032 CYS C 1043 1555 1555 2.03 -SSBOND 39 CYS C 1082 CYS C 1126 1555 1555 2.03 -LINK ND2 ASN A 61 C1 NAG A1205 1555 1555 1.43 -LINK ND2 ASN A 122 C1 NAG A1208 1555 1555 1.44 -LINK ND2 ASN A 165 C1 NAG A1206 1555 1555 1.45 -LINK ND2 ASN A 234 C1 NAG A1209 1555 1555 1.44 -LINK ND2 ASN A 282 C1 NAG D 1 1555 1555 1.44 -LINK ND2 ASN A 331 C1 NAG A1201 1555 1555 1.44 -LINK ND2 ASN A 343 C1 NAG A1202 1555 1555 1.45 -LINK ND2 ASN A 616 C1 NAG A1203 1555 1555 1.44 -LINK ND2 ASN A 657 C1 NAG A1204 1555 1555 1.44 -LINK ND2 ASN A 709 C1 NAG A1207 1555 1555 1.46 -LINK ND2 ASN A 801 C1 NAG E 1 1555 1555 1.44 -LINK ND2 ASN A1074 C1 NAG J 1 1555 1555 1.44 -LINK ND2 ASN A1098 C1 NAG K 1 1555 1555 1.44 -LINK ND2 ASN A1134 C1 NAG F 1 1555 1555 1.44 -LINK ND2 ASN B 61 C1 NAG B1201 1555 1555 1.44 -LINK ND2 ASN B 122 C1 NAG B1202 1555 1555 1.44 -LINK ND2 ASN B 282 C1 NAG N 1 1555 1555 1.44 -LINK ND2 ASN B 331 C1 NAG G 1 1555 1555 1.47 -LINK ND2 ASN B 616 C1 NAG P 1 1555 1555 1.44 -LINK ND2 ASN B 657 C1 NAG B1203 1555 1555 1.44 -LINK ND2 ASN B 709 C1 NAG B1204 1555 1555 1.44 -LINK ND2 ASN B 717 C1 NAG R 1 1555 1555 1.44 -LINK ND2 ASN B 801 C1 NAG S 1 1555 1555 1.44 -LINK ND2 ASN B1074 C1 NAG T 1 1555 1555 1.44 -LINK ND2 ASN B1098 C1 NAG U 1 1555 1555 1.45 -LINK ND2 ASN B1134 C1 NAG V 1 1555 1555 1.44 -LINK ND2 ASN C 61 C1 NAG C1201 1555 1555 1.44 -LINK ND2 ASN C 122 C1 NAG C1205 1555 1555 1.44 -LINK ND2 ASN C 165 C1 NAG C1202 1555 1555 1.45 -LINK ND2 ASN C 331 C1 NAG C1203 1555 1555 1.45 -LINK ND2 ASN C 343 C1 NAG C1206 1555 1555 1.44 -LINK ND2 ASN C 657 C1 NAG C1204 1555 1555 1.44 -LINK ND2 ASN C 709 C1 NAG C1207 1555 1555 1.43 -LINK ND2 ASN C 717 C1 NAG b 1 1555 1555 1.44 -LINK ND2 ASN C 801 C1 NAG c 1 1555 1555 1.44 -LINK ND2 ASN C1074 C1 NAG d 1 1555 1555 1.44 -LINK ND2 ASN C1098 C1 NAG H 1 1555 1555 1.45 -LINK ND2 ASN C1134 C1 NAG C1208 1555 1555 1.44 -LINK O4 NAG D 1 C1 NAG D 2 1555 1555 1.45 -LINK O4 NAG E 1 C1 NAG E 2 1555 1555 1.45 -LINK O4 NAG F 1 C1 NAG F 2 1555 1555 1.47 -LINK O4 NAG G 1 C1 NAG G 2 1555 1555 1.46 -LINK O4 NAG H 1 C1 NAG H 2 1555 1555 1.45 -LINK O4 NAG I 1 C1 NAG I 2 1555 1555 1.45 -LINK O4 NAG J 1 C1 NAG J 2 1555 1555 1.45 -LINK O4 NAG J 2 C1 BMA J 3 1555 1555 1.45 -LINK O4 NAG K 1 C1 NAG K 2 1555 1555 1.45 -LINK O4 NAG N 1 C1 NAG N 2 1555 1555 1.45 -LINK O4 NAG P 1 C1 NAG P 2 1555 1555 1.47 -LINK O4 NAG R 1 C1 NAG R 2 1555 1555 1.46 -LINK O4 NAG S 1 C1 NAG S 2 1555 1555 1.47 -LINK O4 NAG S 2 C1 MAN S 3 1555 1555 1.45 -LINK O4 NAG T 1 C1 NAG T 2 1555 1555 1.45 -LINK O4 NAG U 1 C1 NAG U 2 1555 1555 1.45 -LINK O4 NAG V 1 C1 NAG V 2 1555 1555 1.44 -LINK O4 NAG b 1 C1 NAG b 2 1555 1555 1.44 -LINK O4 NAG c 1 C1 NAG c 2 1555 1555 1.46 -LINK O4 NAG c 2 C1 BMA c 3 1555 1555 1.45 -LINK O4 NAG d 1 C1 NAG d 2 1555 1555 1.45 -CRYST1 1.000 1.000 1.000 90.00 90.00 90.00 P 1 -ORIGX1 1.000000 0.000000 0.000000 0.00000 -ORIGX2 0.000000 1.000000 0.000000 0.00000 -ORIGX3 0.000000 0.000000 1.000000 0.00000 -SCALE1 1.000000 0.000000 0.000000 0.00000 -SCALE2 0.000000 1.000000 0.000000 0.00000 -SCALE3 0.000000 0.000000 1.000000 0.00000 -ATOM 1 N ALA A 27 187.146 213.303 142.014 1.00141.23 N -ATOM 2 CA ALA A 27 186.572 213.510 143.339 1.00141.23 C -ATOM 3 C ALA A 27 185.637 212.364 143.714 1.00141.23 C -ATOM 4 O ALA A 27 185.059 211.716 142.842 1.00141.23 O -ATOM 5 CB ALA A 27 185.836 214.837 143.394 1.00141.23 C -ATOM 6 N TYR A 28 185.492 212.119 145.015 1.00134.56 N -ATOM 7 CA TYR A 28 184.657 211.037 145.517 1.00134.56 C -ATOM 8 C TYR A 28 183.856 211.533 146.713 1.00134.56 C -ATOM 9 O TYR A 28 184.253 212.476 147.402 1.00134.56 O -ATOM 10 CB TYR A 28 185.488 209.811 145.925 1.00134.56 C -ATOM 11 CG TYR A 28 186.352 209.239 144.825 1.00134.56 C -ATOM 12 CD1 TYR A 28 187.658 209.680 144.638 1.00134.56 C -ATOM 13 CD2 TYR A 28 185.861 208.260 143.971 1.00134.56 C -ATOM 14 CE1 TYR A 28 188.451 209.158 143.633 1.00134.56 C -ATOM 15 CE2 TYR A 28 186.646 207.732 142.962 1.00134.56 C -ATOM 16 CZ TYR A 28 187.940 208.185 142.798 1.00134.56 C -ATOM 17 OH TYR A 28 188.724 207.664 141.796 1.00134.56 O -ATOM 18 N THR A 29 182.719 210.881 146.955 1.00133.27 N -ATOM 19 CA THR A 29 181.898 211.210 148.114 1.00133.27 C -ATOM 20 C THR A 29 181.129 209.977 148.567 1.00133.27 C -ATOM 21 O THR A 29 181.001 208.995 147.834 1.00133.27 O -ATOM 22 CB THR A 29 180.925 212.358 147.826 1.00133.27 C -ATOM 23 OG1 THR A 29 180.199 212.672 149.020 1.00133.27 O -ATOM 24 CG2 THR A 29 179.947 211.968 146.740 1.00133.27 C -ATOM 25 N ASN A 30 180.609 210.048 149.791 1.00120.99 N -ATOM 26 CA ASN A 30 179.953 208.901 150.407 1.00120.99 C -ATOM 27 C ASN A 30 178.586 208.656 149.777 1.00120.99 C -ATOM 28 O ASN A 30 177.800 209.589 149.589 1.00120.99 O -ATOM 29 CB ASN A 30 179.812 209.127 151.911 1.00120.99 C -ATOM 30 CG ASN A 30 179.757 207.830 152.696 1.00120.99 C -ATOM 31 OD1 ASN A 30 179.142 206.853 152.269 1.00120.99 O -ATOM 32 ND2 ASN A 30 180.409 207.816 153.852 1.00120.99 N -ATOM 33 N SER A 31 178.304 207.393 149.447 1.00114.65 N -ATOM 34 CA SER A 31 177.027 207.039 148.838 1.00114.65 C -ATOM 35 C SER A 31 175.898 206.917 149.852 1.00114.65 C -ATOM 36 O SER A 31 174.730 207.009 149.455 1.00114.65 O -ATOM 37 CB SER A 31 177.150 205.724 148.063 1.00114.65 C -ATOM 38 OG SER A 31 177.442 204.642 148.930 1.00114.65 O -ATOM 39 N PHE A 32 176.230 206.719 151.136 1.00107.97 N -ATOM 40 CA PHE A 32 175.293 206.474 152.234 1.00107.97 C -ATOM 41 C PHE A 32 174.356 205.308 151.939 1.00107.97 C -ATOM 42 O PHE A 32 174.789 204.270 151.429 1.00107.97 O -ATOM 43 CB PHE A 32 174.488 207.737 152.569 1.00107.97 C -ATOM 44 CG PHE A 32 175.286 208.801 153.267 1.00107.97 C -ATOM 45 CD1 PHE A 32 176.030 209.721 152.543 1.00107.97 C -ATOM 46 CD2 PHE A 32 175.284 208.885 154.652 1.00107.97 C -ATOM 47 CE1 PHE A 32 176.763 210.703 153.189 1.00107.97 C -ATOM 48 CE2 PHE A 32 176.014 209.863 155.304 1.00107.97 C -ATOM 49 CZ PHE A 32 176.754 210.773 154.571 1.00107.97 C -ATOM 50 N THR A 33 173.071 205.470 152.255 1.00105.96 N -ATOM 51 CA THR A 33 172.077 204.424 152.066 1.00105.96 C -ATOM 52 C THR A 33 171.353 204.530 150.728 1.00105.96 C -ATOM 53 O THR A 33 170.312 203.888 150.545 1.00105.96 O -ATOM 54 CB THR A 33 171.059 204.450 153.209 1.00105.96 C -ATOM 55 OG1 THR A 33 170.567 205.784 153.381 1.00105.96 O -ATOM 56 CG2 THR A 33 171.703 203.983 154.504 1.00105.96 C -ATOM 57 N ARG A 34 171.874 205.322 149.796 1.00104.11 N -ATOM 58 CA ARG A 34 171.231 205.503 148.504 1.00104.11 C -ATOM 59 C ARG A 34 171.424 204.269 147.625 1.00104.11 C -ATOM 60 O ARG A 34 172.271 203.411 147.885 1.00104.11 O -ATOM 61 CB ARG A 34 171.788 206.738 147.797 1.00104.11 C -ATOM 62 CG ARG A 34 171.656 208.023 148.595 1.00104.11 C -ATOM 63 CD ARG A 34 170.248 208.580 148.519 1.00104.11 C -ATOM 64 NE ARG A 34 169.976 209.516 149.602 1.00104.11 N -ATOM 65 CZ ARG A 34 168.785 210.038 149.861 1.00104.11 C -ATOM 66 NH1 ARG A 34 167.726 209.738 149.128 1.00104.11 N1+ -ATOM 67 NH2 ARG A 34 168.654 210.883 150.879 1.00104.11 N -ATOM 68 N GLY A 35 170.611 204.186 146.575 1.00 93.42 N -ATOM 69 CA GLY A 35 170.737 203.116 145.609 1.00 93.42 C -ATOM 70 C GLY A 35 169.886 201.897 145.873 1.00 93.42 C -ATOM 71 O GLY A 35 170.337 200.774 145.617 1.00 93.42 O -ATOM 72 N VAL A 36 168.669 202.075 146.378 1.00 90.52 N -ATOM 73 CA VAL A 36 167.758 200.972 146.660 1.00 90.52 C -ATOM 74 C VAL A 36 166.503 201.172 145.823 1.00 90.52 C -ATOM 75 O VAL A 36 165.851 202.220 145.910 1.00 90.52 O -ATOM 76 CB VAL A 36 167.419 200.880 148.157 1.00 90.52 C -ATOM 77 CG1 VAL A 36 166.310 199.868 148.397 1.00 90.52 C -ATOM 78 CG2 VAL A 36 168.659 200.502 148.952 1.00 90.52 C -ATOM 79 N TYR A 37 166.167 200.170 145.018 1.00 80.23 N -ATOM 80 CA TYR A 37 165.013 200.204 144.135 1.00 80.23 C -ATOM 81 C TYR A 37 164.111 199.010 144.422 1.00 80.23 C -ATOM 82 O TYR A 37 164.483 198.076 145.137 1.00 80.23 O -ATOM 83 CB TYR A 37 165.443 200.214 142.659 1.00 80.23 C -ATOM 84 CG TYR A 37 166.329 199.054 142.239 1.00 80.23 C -ATOM 85 CD1 TYR A 37 167.713 199.132 142.355 1.00 80.23 C -ATOM 86 CD2 TYR A 37 165.783 197.891 141.705 1.00 80.23 C -ATOM 87 CE1 TYR A 37 168.523 198.080 141.970 1.00 80.23 C -ATOM 88 CE2 TYR A 37 166.585 196.834 141.318 1.00 80.23 C -ATOM 89 CZ TYR A 37 167.953 196.936 141.452 1.00 80.23 C -ATOM 90 OH TYR A 37 168.753 195.887 141.065 1.00 80.23 O -ATOM 91 N TYR A 38 162.911 199.051 143.857 1.00 77.20 N -ATOM 92 CA TYR A 38 161.992 197.927 143.974 1.00 77.20 C -ATOM 93 C TYR A 38 162.441 196.812 143.038 1.00 77.20 C -ATOM 94 O TYR A 38 162.517 197.032 141.824 1.00 77.20 O -ATOM 95 CB TYR A 38 160.569 198.352 143.635 1.00 77.20 C -ATOM 96 CG TYR A 38 159.903 199.206 144.693 1.00 77.20 C -ATOM 97 CD1 TYR A 38 160.138 200.574 144.758 1.00 77.20 C -ATOM 98 CD2 TYR A 38 159.039 198.643 145.624 1.00 77.20 C -ATOM 99 CE1 TYR A 38 159.531 201.359 145.719 1.00 77.20 C -ATOM 100 CE2 TYR A 38 158.427 199.421 146.591 1.00 77.20 C -ATOM 101 CZ TYR A 38 158.678 200.777 146.633 1.00 77.20 C -ATOM 102 OH TYR A 38 158.074 201.557 147.592 1.00 77.20 O -ATOM 103 N PRO A 39 162.750 195.616 143.547 1.00 81.54 N -ATOM 104 CA PRO A 39 163.227 194.545 142.660 1.00 81.54 C -ATOM 105 C PRO A 39 162.134 193.924 141.811 1.00 81.54 C -ATOM 106 O PRO A 39 162.448 193.287 140.798 1.00 81.54 O -ATOM 107 CB PRO A 39 163.822 193.525 143.637 1.00 81.54 C -ATOM 108 CG PRO A 39 163.014 193.709 144.878 1.00 81.54 C -ATOM 109 CD PRO A 39 162.677 195.179 144.952 1.00 81.54 C -ATOM 110 N ASP A 40 160.868 194.088 142.186 1.00 90.22 N -ATOM 111 CA ASP A 40 159.758 193.561 141.410 1.00 90.22 C -ATOM 112 C ASP A 40 158.530 194.420 141.666 1.00 90.22 C -ATOM 113 O ASP A 40 158.484 195.206 142.616 1.00 90.22 O -ATOM 114 CB ASP A 40 159.472 192.091 141.746 1.00 90.22 C -ATOM 115 CG ASP A 40 159.438 191.826 143.240 1.00 90.22 C -ATOM 116 OD1 ASP A 40 159.736 192.752 144.023 1.00 90.22 O -ATOM 117 OD2 ASP A 40 159.110 190.687 143.632 1.00 90.22 O1- -ATOM 118 N LYS A 41 157.531 194.258 140.804 1.00101.58 N -ATOM 119 CA LYS A 41 156.288 195.023 140.877 1.00101.58 C -ATOM 120 C LYS A 41 155.178 194.237 141.562 1.00101.58 C -ATOM 121 O LYS A 41 154.007 194.318 141.180 1.00101.58 O -ATOM 122 CB LYS A 41 155.870 195.471 139.481 1.00101.58 C -ATOM 123 CG LYS A 41 155.891 194.371 138.440 1.00101.58 C -ATOM 124 CD LYS A 41 155.650 194.941 137.056 1.00101.58 C -ATOM 125 CE LYS A 41 156.853 195.733 136.567 1.00101.58 C -ATOM 126 NZ LYS A 41 156.681 196.189 135.161 1.00101.58 N1+ -ATOM 127 N VAL A 42 155.536 193.460 142.581 1.00 96.35 N -ATOM 128 CA VAL A 42 154.585 192.695 143.379 1.00 96.35 C -ATOM 129 C VAL A 42 154.415 193.396 144.719 1.00 96.35 C -ATOM 130 O VAL A 42 155.401 193.662 145.419 1.00 96.35 O -ATOM 131 CB VAL A 42 155.062 191.244 143.565 1.00 96.35 C -ATOM 132 CG1 VAL A 42 154.247 190.539 144.633 1.00 96.35 C -ATOM 133 CG2 VAL A 42 154.986 190.491 142.247 1.00 96.35 C -ATOM 134 N PHE A 43 153.169 193.702 145.073 1.00 97.00 N -ATOM 135 CA PHE A 43 152.888 194.420 146.309 1.00 97.00 C -ATOM 136 C PHE A 43 153.073 193.509 147.518 1.00 97.00 C -ATOM 137 O PHE A 43 152.589 192.371 147.541 1.00 97.00 O -ATOM 138 CB PHE A 43 151.468 194.986 146.273 1.00 97.00 C -ATOM 139 CG PHE A 43 151.043 195.658 147.548 1.00 97.00 C -ATOM 140 CD1 PHE A 43 151.506 196.925 147.865 1.00 97.00 C -ATOM 141 CD2 PHE A 43 150.160 195.032 148.418 1.00 97.00 C -ATOM 142 CE1 PHE A 43 151.112 197.550 149.035 1.00 97.00 C -ATOM 143 CE2 PHE A 43 149.761 195.651 149.589 1.00 97.00 C -ATOM 144 CZ PHE A 43 150.238 196.912 149.897 1.00 97.00 C -ATOM 145 N ARG A 44 153.803 194.007 148.515 1.00 81.42 N -ATOM 146 CA ARG A 44 153.980 193.341 149.798 1.00 81.42 C -ATOM 147 C ARG A 44 153.863 194.385 150.897 1.00 81.42 C -ATOM 148 O ARG A 44 154.375 195.499 150.755 1.00 81.42 O -ATOM 149 CB ARG A 44 155.338 192.627 149.898 1.00 81.42 C -ATOM 150 CG ARG A 44 155.546 191.489 148.910 1.00 81.42 C -ATOM 151 CD ARG A 44 156.850 190.760 149.177 1.00 81.42 C -ATOM 152 NE ARG A 44 157.181 189.825 148.109 1.00 81.42 N -ATOM 153 CZ ARG A 44 157.891 190.138 147.034 1.00 81.42 C -ATOM 154 NH1 ARG A 44 158.362 191.361 146.848 1.00 81.42 N1+ -ATOM 155 NH2 ARG A 44 158.136 189.201 146.122 1.00 81.42 N -ATOM 156 N SER A 45 153.192 194.027 151.990 1.00 89.21 N -ATOM 157 CA SER A 45 152.920 194.969 153.067 1.00 89.21 C -ATOM 158 C SER A 45 153.321 194.372 154.407 1.00 89.21 C -ATOM 159 O SER A 45 152.959 193.229 154.708 1.00 89.21 O -ATOM 160 CB SER A 45 151.440 195.363 153.092 1.00 89.21 C -ATOM 161 OG SER A 45 150.621 194.244 153.379 1.00 89.21 O -ATOM 162 N SER A 46 154.058 195.162 155.200 1.00 90.18 N -ATOM 163 CA SER A 46 154.471 194.844 156.574 1.00 90.18 C -ATOM 164 C SER A 46 155.262 193.536 156.645 1.00 90.18 C -ATOM 165 O SER A 46 154.891 192.594 157.347 1.00 90.18 O -ATOM 166 CB SER A 46 153.265 194.802 157.521 1.00 90.18 C -ATOM 167 OG SER A 46 152.585 196.042 157.549 1.00 90.18 O -ATOM 168 N VAL A 47 156.369 193.489 155.905 1.00 77.18 N -ATOM 169 CA VAL A 47 157.130 192.250 155.793 1.00 77.18 C -ATOM 170 C VAL A 47 158.600 192.582 155.560 1.00 77.18 C -ATOM 171 O VAL A 47 158.942 193.596 154.947 1.00 77.18 O -ATOM 172 CB VAL A 47 156.531 191.339 154.682 1.00 77.18 C -ATOM 173 CG1 VAL A 47 156.737 191.920 153.288 1.00 77.18 C -ATOM 174 CG2 VAL A 47 157.052 189.904 154.776 1.00 77.18 C -ATOM 175 N LEU A 48 159.477 191.741 156.104 1.00 72.83 N -ATOM 176 CA LEU A 48 160.912 191.836 155.867 1.00 72.83 C -ATOM 177 C LEU A 48 161.268 190.820 154.789 1.00 72.83 C -ATOM 178 O LEU A 48 161.263 189.611 155.041 1.00 72.83 O -ATOM 179 CB LEU A 48 161.698 191.585 157.152 1.00 72.83 C -ATOM 180 CG LEU A 48 161.194 192.278 158.420 1.00 72.83 C -ATOM 181 CD1 LEU A 48 162.082 191.935 159.601 1.00 72.83 C -ATOM 182 CD2 LEU A 48 161.135 193.783 158.232 1.00 72.83 C -ATOM 183 N HIS A 49 161.575 191.308 153.592 1.00 76.01 N -ATOM 184 CA HIS A 49 161.775 190.457 152.429 1.00 76.01 C -ATOM 185 C HIS A 49 163.229 190.489 151.983 1.00 76.01 C -ATOM 186 O HIS A 49 163.837 191.558 151.877 1.00 76.01 O -ATOM 187 CB HIS A 49 160.870 190.889 151.274 1.00 76.01 C -ATOM 188 CG HIS A 49 160.821 189.907 150.146 1.00 76.01 C -ATOM 189 ND1 HIS A 49 160.415 188.600 150.314 1.00 76.01 N -ATOM 190 CD2 HIS A 49 161.131 190.039 148.835 1.00 76.01 C -ATOM 191 CE1 HIS A 49 160.476 187.970 149.154 1.00 76.01 C -ATOM 192 NE2 HIS A 49 160.907 188.821 148.240 1.00 76.01 N -ATOM 193 N SER A 50 163.778 189.310 151.713 1.00 70.58 N -ATOM 194 CA SER A 50 165.133 189.191 151.201 1.00 70.58 C -ATOM 195 C SER A 50 165.133 189.252 149.680 1.00 70.58 C -ATOM 196 O SER A 50 164.176 188.841 149.019 1.00 70.58 O -ATOM 197 CB SER A 50 165.776 187.885 151.667 1.00 70.58 C -ATOM 198 OG SER A 50 167.068 187.729 151.108 1.00 70.58 O -ATOM 199 N THR A 51 166.226 189.775 149.128 1.00 77.83 N -ATOM 200 CA THR A 51 166.409 189.822 147.685 1.00 77.83 C -ATOM 201 C THR A 51 167.894 189.700 147.382 1.00 77.83 C -ATOM 202 O THR A 51 168.742 189.967 148.234 1.00 77.83 O -ATOM 203 CB THR A 51 165.834 191.108 147.078 1.00 77.83 C -ATOM 204 OG1 THR A 51 166.117 191.145 145.674 1.00 77.83 O -ATOM 205 CG2 THR A 51 166.434 192.334 147.748 1.00 77.83 C -ATOM 206 N GLN A 52 168.202 189.286 146.156 1.00 84.05 N -ATOM 207 CA GLN A 52 169.586 189.072 145.732 1.00 84.05 C -ATOM 208 C GLN A 52 169.700 189.535 144.284 1.00 84.05 C -ATOM 209 O GLN A 52 169.287 188.818 143.367 1.00 84.05 O -ATOM 210 CB GLN A 52 169.985 187.609 145.884 1.00 84.05 C -ATOM 211 CG GLN A 52 171.395 187.290 145.418 1.00 84.05 C -ATOM 212 CD GLN A 52 171.526 185.871 144.902 1.00 84.05 C -ATOM 213 OE1 GLN A 52 170.532 185.225 144.572 1.00 84.05 O -ATOM 214 NE2 GLN A 52 172.756 185.379 144.830 1.00 84.05 N -ATOM 215 N ASP A 53 170.262 190.725 144.077 1.00 92.61 N -ATOM 216 CA ASP A 53 170.271 191.318 142.744 1.00 92.61 C -ATOM 217 C ASP A 53 171.376 192.363 142.669 1.00 92.61 C -ATOM 218 O ASP A 53 172.159 192.539 143.604 1.00 92.61 O -ATOM 219 CB ASP A 53 168.907 191.929 142.402 1.00 92.61 C -ATOM 220 CG ASP A 53 168.537 191.751 140.942 1.00 92.61 C -ATOM 221 OD1 ASP A 53 169.386 191.265 140.167 1.00 92.61 O -ATOM 222 OD2 ASP A 53 167.397 192.100 140.570 1.00 92.61 O1- -ATOM 223 N LEU A 54 171.433 193.056 141.534 1.00 89.19 N -ATOM 224 CA LEU A 54 172.409 194.121 141.338 1.00 89.19 C -ATOM 225 C LEU A 54 172.000 195.340 142.156 1.00 89.19 C -ATOM 226 O LEU A 54 170.934 195.918 141.925 1.00 89.19 O -ATOM 227 CB LEU A 54 172.512 194.483 139.857 1.00 89.19 C -ATOM 228 CG LEU A 54 173.446 193.714 138.910 1.00 89.19 C -ATOM 229 CD1 LEU A 54 174.885 193.835 139.374 1.00 89.19 C -ATOM 230 CD2 LEU A 54 173.055 192.249 138.719 1.00 89.19 C -ATOM 231 N PHE A 55 172.843 195.734 143.107 1.00 86.36 N -ATOM 232 CA PHE A 55 172.537 196.850 143.987 1.00 86.36 C -ATOM 233 C PHE A 55 173.776 197.714 144.162 1.00 86.36 C -ATOM 234 O PHE A 55 174.901 197.295 143.872 1.00 86.36 O -ATOM 235 CB PHE A 55 172.046 196.373 145.360 1.00 86.36 C -ATOM 236 CG PHE A 55 170.593 195.998 145.394 1.00 86.36 C -ATOM 237 CD1 PHE A 55 170.189 194.709 145.081 1.00 86.36 C -ATOM 238 CD2 PHE A 55 169.631 196.930 145.755 1.00 86.36 C -ATOM 239 CE1 PHE A 55 168.851 194.358 145.119 1.00 86.36 C -ATOM 240 CE2 PHE A 55 168.291 196.586 145.794 1.00 86.36 C -ATOM 241 CZ PHE A 55 167.902 195.298 145.476 1.00 86.36 C -ATOM 242 N LEU A 56 173.549 198.939 144.629 1.00 90.40 N -ATOM 243 CA LEU A 56 174.636 199.801 145.074 1.00 90.40 C -ATOM 244 C LEU A 56 174.940 199.515 146.539 1.00 90.40 C -ATOM 245 O LEU A 56 174.022 199.545 147.368 1.00 90.40 O -ATOM 246 CB LEU A 56 174.281 201.270 144.899 1.00 90.40 C -ATOM 247 CG LEU A 56 175.343 202.259 145.385 1.00 90.40 C -ATOM 248 CD1 LEU A 56 176.482 202.352 144.385 1.00 90.40 C -ATOM 249 CD2 LEU A 56 174.734 203.628 145.632 1.00 90.40 C -ATOM 250 N PRO A 57 176.190 199.205 146.883 1.00 86.75 N -ATOM 251 CA PRO A 57 176.518 198.880 148.276 1.00 86.75 C -ATOM 252 C PRO A 57 176.404 200.086 149.195 1.00 86.75 C -ATOM 253 O PRO A 57 176.568 201.236 148.783 1.00 86.75 O -ATOM 254 CB PRO A 57 177.968 198.387 148.193 1.00 86.75 C -ATOM 255 CG PRO A 57 178.182 198.052 146.755 1.00 86.75 C -ATOM 256 CD PRO A 57 177.338 199.006 145.987 1.00 86.75 C -ATOM 257 N PHE A 58 176.101 199.801 150.458 1.00 94.45 N -ATOM 258 CA PHE A 58 175.971 200.854 151.454 1.00 94.45 C -ATOM 259 C PHE A 58 177.336 201.416 151.826 1.00 94.45 C -ATOM 260 O PHE A 58 178.314 200.671 151.949 1.00 94.45 O -ATOM 261 CB PHE A 58 175.270 200.320 152.701 1.00 94.45 C -ATOM 262 CG PHE A 58 173.772 200.349 152.619 1.00 94.45 C -ATOM 263 CD1 PHE A 58 173.123 200.830 151.488 1.00 94.45 C -ATOM 264 CD2 PHE A 58 173.009 199.893 153.680 1.00 94.45 C -ATOM 265 CE1 PHE A 58 171.740 200.851 151.421 1.00 94.45 C -ATOM 266 CE2 PHE A 58 171.628 199.912 153.621 1.00 94.45 C -ATOM 267 CZ PHE A 58 170.993 200.393 152.491 1.00 94.45 C -ATOM 268 N PHE A 59 177.383 202.745 151.994 1.00101.96 N -ATOM 269 CA PHE A 59 178.567 203.497 152.434 1.00101.96 C -ATOM 270 C PHE A 59 179.777 203.270 151.534 1.00101.96 C -ATOM 271 O PHE A 59 180.861 202.920 151.997 1.00101.96 O -ATOM 272 CB PHE A 59 178.913 203.187 153.890 1.00101.96 C -ATOM 273 CG PHE A 59 177.824 203.519 154.834 1.00101.96 C -ATOM 274 CD1 PHE A 59 177.654 204.824 155.264 1.00101.96 C -ATOM 275 CD2 PHE A 59 176.946 202.543 155.272 1.00101.96 C -ATOM 276 CE1 PHE A 59 176.637 205.148 156.126 1.00101.96 C -ATOM 277 CE2 PHE A 59 175.926 202.861 156.135 1.00101.96 C -ATOM 278 CZ PHE A 59 175.771 204.164 156.563 1.00101.96 C -ATOM 279 N SER A 60 179.585 203.447 150.234 1.00110.72 N -ATOM 280 CA SER A 60 180.719 203.443 149.323 1.00110.72 C -ATOM 281 C SER A 60 181.012 204.869 148.879 1.00110.72 C -ATOM 282 O SER A 60 180.325 205.818 149.259 1.00110.72 O -ATOM 283 CB SER A 60 180.450 202.556 148.108 1.00110.72 C -ATOM 284 OG SER A 60 179.383 203.066 147.329 1.00110.72 O -ATOM 285 N ASN A 61 182.033 205.018 148.050 1.00137.78 N -ATOM 286 CA ASN A 61 182.274 206.257 147.322 1.00137.78 C -ATOM 287 C ASN A 61 181.727 206.202 145.908 1.00137.78 C -ATOM 288 O ASN A 61 181.923 205.212 145.188 1.00137.78 O -ATOM 289 CB ASN A 61 183.757 206.634 147.284 1.00137.78 C -ATOM 290 CG ASN A 61 184.266 207.117 148.617 1.00137.78 C -ATOM 291 OD1 ASN A 61 183.570 207.877 149.300 1.00137.78 O -ATOM 292 ND2 ASN A 61 185.491 206.750 148.979 1.00137.78 N -ATOM 293 N VAL A 62 181.022 207.266 145.545 1.00135.30 N -ATOM 294 CA VAL A 62 180.583 207.549 144.188 1.00135.30 C -ATOM 295 C VAL A 62 181.373 208.757 143.697 1.00135.30 C -ATOM 296 O VAL A 62 181.759 209.638 144.481 1.00135.30 O -ATOM 297 CB VAL A 62 179.058 207.812 144.114 1.00135.30 C -ATOM 298 CG1 VAL A 62 178.281 206.542 144.422 1.00135.30 C -ATOM 299 CG2 VAL A 62 178.622 208.950 145.024 1.00135.30 C -ATOM 300 N THR A 63 181.632 208.792 142.394 1.00144.85 N -ATOM 301 CA THR A 63 182.429 209.867 141.817 1.00144.85 C -ATOM 302 C THR A 63 181.552 211.096 141.606 1.00144.85 C -ATOM 303 O THR A 63 180.482 211.006 140.996 1.00144.85 O -ATOM 304 CB THR A 63 183.052 209.419 140.496 1.00144.85 C -ATOM 305 OG1 THR A 63 183.894 208.284 140.729 1.00144.85 O -ATOM 306 CG2 THR A 63 183.899 210.529 139.907 1.00144.85 C -ATOM 307 N TRP A 64 182.006 212.239 142.110 1.00169.34 N -ATOM 308 CA TRP A 64 181.249 213.482 142.084 1.00169.34 C -ATOM 309 C TRP A 64 181.841 214.427 141.047 1.00169.34 C -ATOM 310 O TRP A 64 183.059 214.633 141.013 1.00169.34 O -ATOM 311 CB TRP A 64 181.247 214.141 143.467 1.00169.34 C -ATOM 312 CG TRP A 64 180.900 215.603 143.450 1.00169.34 C -ATOM 313 CD1 TRP A 64 179.752 216.169 142.974 1.00169.34 C -ATOM 314 CD2 TRP A 64 181.703 216.682 143.943 1.00169.34 C -ATOM 315 NE1 TRP A 64 179.796 217.533 143.130 1.00169.34 N -ATOM 316 CE2 TRP A 64 180.982 217.873 143.724 1.00169.34 C -ATOM 317 CE3 TRP A 64 182.962 216.758 144.546 1.00169.34 C -ATOM 318 CZ2 TRP A 64 181.479 219.124 144.086 1.00169.34 C -ATOM 319 CZ3 TRP A 64 183.454 218.002 144.904 1.00169.34 C -ATOM 320 CH2 TRP A 64 182.714 219.167 144.672 1.00169.34 C -ATOM 321 N PHE A 65 180.977 214.997 140.209 1.00177.51 N -ATOM 322 CA PHE A 65 181.345 216.046 139.272 1.00177.51 C -ATOM 323 C PHE A 65 180.479 217.276 139.509 1.00177.51 C -ATOM 324 O PHE A 65 179.329 217.174 139.951 1.00177.51 O -ATOM 325 CB PHE A 65 181.186 215.601 137.813 1.00177.51 C -ATOM 326 CG PHE A 65 182.047 214.437 137.426 1.00177.51 C -ATOM 327 CD1 PHE A 65 183.379 214.628 137.092 1.00177.51 C -ATOM 328 CD2 PHE A 65 181.524 213.155 137.380 1.00177.51 C -ATOM 329 CE1 PHE A 65 184.178 213.558 136.726 1.00177.51 C -ATOM 330 CE2 PHE A 65 182.315 212.080 137.014 1.00177.51 C -ATOM 331 CZ PHE A 65 183.646 212.282 136.688 1.00177.51 C -ATOM 332 N HIS A 66 181.046 218.441 139.206 1.00198.74 N -ATOM 333 CA HIS A 66 180.342 219.713 139.276 1.00198.74 C -ATOM 334 C HIS A 66 180.195 220.286 137.873 1.00198.74 C -ATOM 335 O HIS A 66 181.102 220.162 137.043 1.00198.74 O -ATOM 336 CB HIS A 66 181.083 220.706 140.175 1.00198.74 C -ATOM 337 CG HIS A 66 180.205 221.778 140.743 1.00198.74 C -ATOM 338 ND1 HIS A 66 179.930 222.949 140.071 1.00198.74 N -ATOM 339 CD2 HIS A 66 179.543 221.856 141.921 1.00198.74 C -ATOM 340 CE1 HIS A 66 179.135 223.702 140.809 1.00198.74 C -ATOM 341 NE2 HIS A 66 178.885 223.062 141.937 1.00198.74 N -ATOM 342 N VAL A 67 179.050 220.913 137.610 1.00203.92 N -ATOM 343 CA VAL A 67 178.727 221.421 136.274 1.00203.92 C -ATOM 344 C VAL A 67 179.339 222.815 136.170 1.00203.92 C -ATOM 345 O VAL A 67 178.714 223.824 136.498 1.00203.92 O -ATOM 346 CB VAL A 67 177.224 221.425 136.011 1.00203.92 C -ATOM 347 CG1 VAL A 67 176.944 221.747 134.550 1.00203.92 C -ATOM 348 CG2 VAL A 67 176.616 220.083 136.391 1.00203.92 C -ATOM 349 N ILE A 68 180.586 222.868 135.711 1.00202.00 N -ATOM 350 CA ILE A 68 181.267 224.133 135.460 1.00202.00 C -ATOM 351 C ILE A 68 181.900 224.117 134.073 1.00202.00 C -ATOM 352 O ILE A 68 182.235 223.056 133.546 1.00202.00 O -ATOM 353 CB ILE A 68 182.328 224.435 136.538 1.00202.00 C -ATOM 354 CG1 ILE A 68 183.237 223.222 136.752 1.00202.00 C -ATOM 355 CG2 ILE A 68 181.675 224.885 137.839 1.00202.00 C -ATOM 356 CD1 ILE A 68 184.429 223.503 137.640 1.00202.00 C -ATOM 357 N ASP A 80 181.644 219.506 133.342 1.00216.39 N -ATOM 358 CA ASP A 80 182.291 218.619 132.382 1.00216.39 C -ATOM 359 C ASP A 80 181.509 217.319 132.252 1.00216.39 C -ATOM 360 O ASP A 80 180.786 216.926 133.165 1.00216.39 O -ATOM 361 CB ASP A 80 183.736 218.334 132.799 1.00216.39 C -ATOM 362 CG ASP A 80 184.656 218.098 131.612 1.00216.39 C -ATOM 363 OD1 ASP A 80 184.190 218.207 130.459 1.00216.39 O -ATOM 364 OD2 ASP A 80 185.851 217.813 131.835 1.00216.39 O1- -ATOM 365 N ASN A 81 181.655 216.661 131.103 1.00214.52 N -ATOM 366 CA ASN A 81 180.967 215.404 130.794 1.00214.52 C -ATOM 367 C ASN A 81 181.911 214.327 130.248 1.00214.52 C -ATOM 368 O ASN A 81 181.868 213.966 129.064 1.00214.52 O -ATOM 369 CB ASN A 81 179.738 215.699 129.915 1.00214.52 C -ATOM 370 CG ASN A 81 180.066 216.341 128.550 1.00214.52 C -ATOM 371 OD1 ASN A 81 181.221 216.497 128.151 1.00214.52 O -ATOM 372 ND2 ASN A 81 179.013 216.711 127.828 1.00214.52 N -ATOM 373 N PRO A 82 182.729 213.730 131.114 1.00193.51 N -ATOM 374 CA PRO A 82 183.683 212.719 130.652 1.00193.51 C -ATOM 375 C PRO A 82 183.007 211.385 130.367 1.00193.51 C -ATOM 376 O PRO A 82 181.909 211.091 130.843 1.00193.51 O -ATOM 377 CB PRO A 82 184.661 212.601 131.824 1.00193.51 C -ATOM 378 CG PRO A 82 183.828 212.907 133.016 1.00193.51 C -ATOM 379 CD PRO A 82 182.790 213.910 132.577 1.00193.51 C -ATOM 380 N VAL A 83 183.698 210.574 129.575 1.00170.71 N -ATOM 381 CA VAL A 83 183.190 209.264 129.184 1.00170.71 C -ATOM 382 C VAL A 83 183.460 208.276 130.309 1.00170.71 C -ATOM 383 O VAL A 83 184.600 208.133 130.766 1.00170.71 O -ATOM 384 CB VAL A 83 183.840 208.802 127.871 1.00170.71 C -ATOM 385 CG1 VAL A 83 183.287 207.451 127.446 1.00170.71 C -ATOM 386 CG2 VAL A 83 183.628 209.842 126.784 1.00170.71 C -ATOM 387 N LEU A 84 182.412 207.584 130.756 1.00152.74 N -ATOM 388 CA LEU A 84 182.554 206.692 131.893 1.00152.74 C -ATOM 389 C LEU A 84 182.127 205.273 131.530 1.00152.74 C -ATOM 390 O LEU A 84 181.197 205.081 130.739 1.00152.74 O -ATOM 391 CB LEU A 84 181.721 207.183 133.085 1.00152.74 C -ATOM 392 CG LEU A 84 181.965 208.618 133.555 1.00152.74 C -ATOM 393 CD1 LEU A 84 180.890 209.053 134.538 1.00152.74 C -ATOM 394 CD2 LEU A 84 183.349 208.751 134.173 1.00152.74 C -ATOM 395 N PRO A 85 182.788 204.259 132.087 1.00133.50 N -ATOM 396 CA PRO A 85 182.348 202.880 131.853 1.00133.50 C -ATOM 397 C PRO A 85 181.017 202.589 132.532 1.00133.50 C -ATOM 398 O PRO A 85 180.717 203.097 133.615 1.00133.50 O -ATOM 399 CB PRO A 85 183.477 202.034 132.456 1.00133.50 C -ATOM 400 CG PRO A 85 184.635 202.974 132.619 1.00133.50 C -ATOM 401 CD PRO A 85 184.031 204.312 132.874 1.00133.50 C -ATOM 402 N PHE A 86 180.213 201.755 131.870 1.00114.36 N -ATOM 403 CA PHE A 86 178.886 201.430 132.379 1.00114.36 C -ATOM 404 C PHE A 86 178.926 200.403 133.502 1.00114.36 C -ATOM 405 O PHE A 86 178.078 200.458 134.402 1.00114.36 O -ATOM 406 CB PHE A 86 177.996 200.917 131.245 1.00114.36 C -ATOM 407 CG PHE A 86 176.557 200.740 131.639 1.00114.36 C -ATOM 408 CD1 PHE A 86 175.759 201.838 131.915 1.00114.36 C -ATOM 409 CD2 PHE A 86 176.005 199.472 131.738 1.00114.36 C -ATOM 410 CE1 PHE A 86 174.434 201.676 132.284 1.00114.36 C -ATOM 411 CE2 PHE A 86 174.680 199.303 132.104 1.00114.36 C -ATOM 412 CZ PHE A 86 173.894 200.408 132.377 1.00114.36 C -ATOM 413 N ASN A 87 179.901 199.484 133.461 1.00106.94 N -ATOM 414 CA ASN A 87 180.019 198.318 134.338 1.00106.94 C -ATOM 415 C ASN A 87 178.737 197.492 134.333 1.00106.94 C -ATOM 416 O ASN A 87 178.102 197.331 133.286 1.00106.94 O -ATOM 417 CB ASN A 87 180.395 198.733 135.767 1.00106.94 C -ATOM 418 CG ASN A 87 181.808 199.271 135.865 1.00106.94 C -ATOM 419 OD1 ASN A 87 182.777 198.550 135.627 1.00106.94 O -ATOM 420 ND2 ASN A 87 181.934 200.545 136.215 1.00106.94 N -ATOM 421 N ASP A 88 178.347 196.962 135.493 1.00 97.38 N -ATOM 422 CA ASP A 88 177.110 196.197 135.583 1.00 97.38 C -ATOM 423 C ASP A 88 175.879 197.084 135.712 1.00 97.38 C -ATOM 424 O ASP A 88 174.759 196.599 135.516 1.00 97.38 O -ATOM 425 CB ASP A 88 177.173 195.233 136.768 1.00 97.38 C -ATOM 426 CG ASP A 88 178.218 194.152 136.584 1.00 97.38 C -ATOM 427 OD1 ASP A 88 178.667 193.948 135.436 1.00 97.38 O -ATOM 428 OD2 ASP A 88 178.591 193.507 137.586 1.00 97.38 O1- -ATOM 429 N GLY A 89 176.060 198.358 136.029 1.00 96.59 N -ATOM 430 CA GLY A 89 174.944 199.269 136.188 1.00 96.59 C -ATOM 431 C GLY A 89 175.442 200.598 136.698 1.00 96.59 C -ATOM 432 O GLY A 89 176.567 200.724 137.189 1.00 96.59 O -ATOM 433 N VAL A 90 174.582 201.606 136.571 1.00105.14 N -ATOM 434 CA VAL A 90 174.946 202.975 136.919 1.00105.14 C -ATOM 435 C VAL A 90 173.866 203.560 137.819 1.00105.14 C -ATOM 436 O VAL A 90 172.685 203.579 137.452 1.00105.14 O -ATOM 437 CB VAL A 90 175.155 203.850 135.667 1.00105.14 C -ATOM 438 CG1 VAL A 90 175.080 205.337 136.004 1.00105.14 C -ATOM 439 CG2 VAL A 90 176.495 203.536 135.027 1.00105.14 C -ATOM 440 N TYR A 91 174.269 204.026 138.996 1.00110.30 N -ATOM 441 CA TYR A 91 173.440 204.873 139.839 1.00110.30 C -ATOM 442 C TYR A 91 173.832 206.321 139.582 1.00110.30 C -ATOM 443 O TYR A 91 174.988 206.701 139.795 1.00110.30 O -ATOM 444 CB TYR A 91 173.608 204.519 141.317 1.00110.30 C -ATOM 445 CG TYR A 91 173.015 205.541 142.261 1.00110.30 C -ATOM 446 CD1 TYR A 91 171.639 205.648 142.428 1.00110.30 C -ATOM 447 CD2 TYR A 91 173.833 206.395 142.994 1.00110.30 C -ATOM 448 CE1 TYR A 91 171.094 206.584 143.290 1.00110.30 C -ATOM 449 CE2 TYR A 91 173.298 207.333 143.856 1.00110.30 C -ATOM 450 CZ TYR A 91 171.929 207.421 144.001 1.00110.30 C -ATOM 451 OH TYR A 91 171.395 208.352 144.860 1.00110.30 O -ATOM 452 N PHE A 92 172.877 207.121 139.127 1.00131.78 N -ATOM 453 CA PHE A 92 173.099 208.523 138.816 1.00131.78 C -ATOM 454 C PHE A 92 172.300 209.378 139.788 1.00131.78 C -ATOM 455 O PHE A 92 171.136 209.089 140.071 1.00131.78 O -ATOM 456 CB PHE A 92 172.685 208.830 137.373 1.00131.78 C -ATOM 457 CG PHE A 92 173.266 210.103 136.824 1.00131.78 C -ATOM 458 CD1 PHE A 92 172.648 211.326 137.049 1.00131.78 C -ATOM 459 CD2 PHE A 92 174.429 210.073 136.070 1.00131.78 C -ATOM 460 CE1 PHE A 92 173.183 212.494 136.540 1.00131.78 C -ATOM 461 CE2 PHE A 92 174.970 211.237 135.557 1.00131.78 C -ATOM 462 CZ PHE A 92 174.344 212.449 135.792 1.00131.78 C -ATOM 463 N ALA A 93 172.930 210.420 140.313 1.00148.35 N -ATOM 464 CA ALA A 93 172.240 211.363 141.180 1.00148.35 C -ATOM 465 C ALA A 93 172.566 212.773 140.724 1.00148.35 C -ATOM 466 O ALA A 93 173.699 213.054 140.338 1.00148.35 O -ATOM 467 CB ALA A 93 172.636 211.172 142.644 1.00148.35 C -ATOM 468 N SER A 94 171.575 213.659 140.763 1.00167.79 N -ATOM 469 CA SER A 94 171.766 215.024 140.286 1.00167.79 C -ATOM 470 C SER A 94 171.129 215.994 141.266 1.00167.79 C -ATOM 471 O SER A 94 169.932 215.893 141.552 1.00167.79 O -ATOM 472 CB SER A 94 171.171 215.208 138.887 1.00167.79 C -ATOM 473 OG SER A 94 169.774 214.981 138.896 1.00167.79 O -ATOM 474 N ILE A 95 171.930 216.925 141.775 1.00185.64 N -ATOM 475 CA ILE A 95 171.453 218.029 142.598 1.00185.64 C -ATOM 476 C ILE A 95 171.486 219.266 141.711 1.00185.64 C -ATOM 477 O ILE A 95 172.555 219.836 141.455 1.00185.64 O -ATOM 478 CB ILE A 95 172.297 218.215 143.863 1.00185.64 C -ATOM 479 CG1 ILE A 95 172.352 216.905 144.659 1.00185.64 C -ATOM 480 CG2 ILE A 95 171.741 219.359 144.704 1.00185.64 C -ATOM 481 CD1 ILE A 95 172.918 217.038 146.062 1.00185.64 C -ATOM 482 N GLU A 96 170.317 219.664 141.211 1.00200.55 N -ATOM 483 CA GLU A 96 170.191 220.766 140.268 1.00200.55 C -ATOM 484 C GLU A 96 169.067 221.695 140.705 1.00200.55 C -ATOM 485 O GLU A 96 168.267 221.376 141.589 1.00200.55 O -ATOM 486 CB GLU A 96 169.917 220.272 138.836 1.00200.55 C -ATOM 487 CG GLU A 96 170.849 219.184 138.320 1.00200.55 C -ATOM 488 CD GLU A 96 170.639 218.887 136.851 1.00200.55 C -ATOM 489 OE1 GLU A 96 171.247 219.584 136.015 1.00200.55 O -ATOM 490 OE2 GLU A 96 169.869 217.957 136.532 1.00200.55 O1- -ATOM 491 N LYS A 97 169.023 222.863 140.068 1.00201.01 N -ATOM 492 CA LYS A 97 167.930 223.812 140.224 1.00201.01 C -ATOM 493 C LYS A 97 167.220 224.135 138.920 1.00201.01 C -ATOM 494 O LYS A 97 166.011 224.372 138.937 1.00201.01 O -ATOM 495 CB LYS A 97 168.436 225.125 140.843 1.00201.01 C -ATOM 496 CG LYS A 97 169.810 225.552 140.355 1.00201.01 C -ATOM 497 CD LYS A 97 170.477 226.496 141.341 1.00201.01 C -ATOM 498 CE LYS A 97 171.957 226.655 141.039 1.00201.01 C -ATOM 499 NZ LYS A 97 172.639 227.507 142.052 1.00201.01 N1+ -ATOM 500 N SER A 98 167.936 224.151 137.796 1.00209.90 N -ATOM 501 CA SER A 98 167.356 224.461 136.498 1.00209.90 C -ATOM 502 C SER A 98 167.401 223.288 135.529 1.00209.90 C -ATOM 503 O SER A 98 167.044 223.468 134.357 1.00209.90 O -ATOM 504 CB SER A 98 168.069 225.668 135.877 1.00209.90 C -ATOM 505 OG SER A 98 169.476 225.510 135.929 1.00209.90 O -ATOM 506 N ASN A 99 167.834 222.108 135.991 1.00209.15 N -ATOM 507 CA ASN A 99 167.930 220.863 135.217 1.00209.15 C -ATOM 508 C ASN A 99 168.829 221.040 133.988 1.00209.15 C -ATOM 509 O ASN A 99 168.392 220.982 132.836 1.00209.15 O -ATOM 510 CB ASN A 99 166.541 220.337 134.827 1.00209.15 C -ATOM 511 CG ASN A 99 165.825 219.672 135.986 1.00209.15 C -ATOM 512 OD1 ASN A 99 166.420 219.411 137.032 1.00209.15 O -ATOM 513 ND2 ASN A 99 164.539 219.395 135.807 1.00209.15 N -ATOM 514 N ILE A 100 170.109 221.288 134.282 1.00218.46 N -ATOM 515 CA ILE A 100 171.119 221.413 133.234 1.00218.46 C -ATOM 516 C ILE A 100 171.312 220.082 132.515 1.00218.46 C -ATOM 517 O ILE A 100 171.431 220.039 131.284 1.00218.46 O -ATOM 518 CB ILE A 100 172.436 221.938 133.836 1.00218.46 C -ATOM 519 CG1 ILE A 100 172.204 223.282 134.529 1.00218.46 C -ATOM 520 CG2 ILE A 100 173.511 222.086 132.766 1.00218.46 C -ATOM 521 CD1 ILE A 100 171.683 224.364 133.607 1.00218.46 C -ATOM 522 N ILE A 101 171.326 218.979 133.267 1.00210.58 N -ATOM 523 CA ILE A 101 171.495 217.655 132.678 1.00210.58 C -ATOM 524 C ILE A 101 170.245 217.283 131.893 1.00210.58 C -ATOM 525 O ILE A 101 169.127 217.305 132.424 1.00210.58 O -ATOM 526 CB ILE A 101 171.795 216.615 133.768 1.00210.58 C -ATOM 527 CG1 ILE A 101 172.952 217.085 134.651 1.00210.58 C -ATOM 528 CG2 ILE A 101 172.109 215.265 133.144 1.00210.58 C -ATOM 529 CD1 ILE A 101 173.195 216.206 135.854 1.00210.58 C -ATOM 530 N ARG A 102 170.431 216.938 130.621 1.00204.13 N -ATOM 531 CA ARG A 102 169.319 216.714 129.710 1.00204.13 C -ATOM 532 C ARG A 102 169.251 215.310 129.133 1.00204.13 C -ATOM 533 O ARG A 102 168.165 214.880 128.737 1.00204.13 O -ATOM 534 CB ARG A 102 169.373 217.717 128.547 1.00204.13 C -ATOM 535 CG ARG A 102 168.961 219.129 128.925 1.00204.13 C -ATOM 536 CD ARG A 102 167.548 219.157 129.484 1.00204.13 C -ATOM 537 NE ARG A 102 167.352 220.253 130.425 1.00204.13 N -ATOM 538 CZ ARG A 102 166.868 221.443 130.097 1.00204.13 C -ATOM 539 NH1 ARG A 102 166.519 221.727 128.853 1.00204.13 N1+ -ATOM 540 NH2 ARG A 102 166.731 222.370 131.040 1.00204.13 N -ATOM 541 N GLY A 103 170.359 214.584 129.061 1.00185.98 N -ATOM 542 CA GLY A 103 170.255 213.271 128.452 1.00185.98 C -ATOM 543 C GLY A 103 171.458 212.403 128.733 1.00185.98 C -ATOM 544 O GLY A 103 172.433 212.824 129.358 1.00185.98 O -ATOM 545 N TRP A 104 171.370 211.171 128.241 1.00160.05 N -ATOM 546 CA TRP A 104 172.450 210.205 128.342 1.00160.05 C -ATOM 547 C TRP A 104 172.626 209.508 127.000 1.00160.05 C -ATOM 548 O TRP A 104 171.672 209.349 126.233 1.00160.05 O -ATOM 549 CB TRP A 104 172.185 209.169 129.442 1.00160.05 C -ATOM 550 CG TRP A 104 172.045 209.752 130.816 1.00160.05 C -ATOM 551 CD1 TRP A 104 173.044 209.969 131.719 1.00160.05 C -ATOM 552 CD2 TRP A 104 170.833 210.178 131.448 1.00160.05 C -ATOM 553 NE1 TRP A 104 172.531 210.511 132.872 1.00160.05 N -ATOM 554 CE2 TRP A 104 171.175 210.650 132.732 1.00160.05 C -ATOM 555 CE3 TRP A 104 169.492 210.211 131.053 1.00160.05 C -ATOM 556 CZ2 TRP A 104 170.226 211.148 133.622 1.00160.05 C -ATOM 557 CZ3 TRP A 104 168.551 210.706 131.938 1.00160.05 C -ATOM 558 CH2 TRP A 104 168.922 211.167 133.207 1.00160.05 C -ATOM 559 N ILE A 105 173.862 209.106 126.717 1.00168.01 N -ATOM 560 CA ILE A 105 174.192 208.376 125.500 1.00168.01 C -ATOM 561 C ILE A 105 175.021 207.156 125.891 1.00168.01 C -ATOM 562 O ILE A 105 175.947 207.259 126.702 1.00168.01 O -ATOM 563 CB ILE A 105 174.920 209.276 124.475 1.00168.01 C -ATOM 564 CG1 ILE A 105 175.387 208.476 123.254 1.00168.01 C -ATOM 565 CG2 ILE A 105 176.050 210.084 125.121 1.00168.01 C -ATOM 566 CD1 ILE A 105 175.878 209.337 122.112 1.00168.01 C -ATOM 567 N PHE A 106 174.658 205.997 125.351 1.00154.02 N -ATOM 568 CA PHE A 106 175.246 204.721 125.731 1.00154.02 C -ATOM 569 C PHE A 106 175.884 204.065 124.514 1.00154.02 C -ATOM 570 O PHE A 106 175.716 204.512 123.378 1.00154.02 O -ATOM 571 CB PHE A 106 174.190 203.786 126.345 1.00154.02 C -ATOM 572 CG PHE A 106 173.619 204.277 127.649 1.00154.02 C -ATOM 573 CD1 PHE A 106 172.585 205.202 127.673 1.00154.02 C -ATOM 574 CD2 PHE A 106 174.102 203.793 128.852 1.00154.02 C -ATOM 575 CE1 PHE A 106 172.060 205.648 128.870 1.00154.02 C -ATOM 576 CE2 PHE A 106 173.584 204.241 130.055 1.00154.02 C -ATOM 577 CZ PHE A 106 172.562 205.170 130.062 1.00154.02 C -ATOM 578 N GLY A 107 176.631 203.006 124.763 1.00157.99 N -ATOM 579 CA GLY A 107 177.139 202.202 123.667 1.00157.99 C -ATOM 580 C GLY A 107 178.446 201.537 124.059 1.00157.99 C -ATOM 581 O GLY A 107 178.691 201.280 125.235 1.00157.99 O -ATOM 582 N THR A 108 179.259 201.240 123.049 1.00170.78 N -ATOM 583 CA THR A 108 180.606 200.720 123.257 1.00170.78 C -ATOM 584 C THR A 108 181.687 201.606 122.661 1.00170.78 C -ATOM 585 O THR A 108 182.700 201.858 123.318 1.00170.78 O -ATOM 586 CB THR A 108 180.745 199.303 122.673 1.00170.78 C -ATOM 587 OG1 THR A 108 180.497 199.334 121.263 1.00170.78 O -ATOM 588 CG2 THR A 108 179.779 198.338 123.340 1.00170.78 C -ATOM 589 N THR A 109 181.502 202.085 121.434 1.00197.13 N -ATOM 590 CA THR A 109 182.497 202.907 120.760 1.00197.13 C -ATOM 591 C THR A 109 182.035 204.329 120.484 1.00197.13 C -ATOM 592 O THR A 109 182.869 205.239 120.518 1.00197.13 O -ATOM 593 CB THR A 109 182.918 202.257 119.433 1.00197.13 C -ATOM 594 OG1 THR A 109 181.765 202.072 118.604 1.00197.13 O -ATOM 595 CG2 THR A 109 183.579 200.911 119.683 1.00197.13 C -ATOM 596 N LEU A 110 180.742 204.531 120.190 1.00205.52 N -ATOM 597 CA LEU A 110 180.090 205.846 120.096 1.00205.52 C -ATOM 598 C LEU A 110 180.697 206.734 119.009 1.00205.52 C -ATOM 599 O LEU A 110 180.773 207.955 119.167 1.00205.52 O -ATOM 600 CB LEU A 110 180.106 206.583 121.443 1.00205.52 C -ATOM 601 CG LEU A 110 179.133 206.187 122.558 1.00205.52 C -ATOM 602 CD1 LEU A 110 179.628 204.977 123.335 1.00205.52 C -ATOM 603 CD2 LEU A 110 178.925 207.362 123.495 1.00205.52 C -ATOM 604 N ASP A 111 181.128 206.142 117.897 1.00226.08 N -ATOM 605 CA ASP A 111 181.760 206.891 116.815 1.00226.08 C -ATOM 606 C ASP A 111 181.119 206.559 115.474 1.00226.08 C -ATOM 607 O ASP A 111 181.800 206.505 114.443 1.00226.08 O -ATOM 608 CB ASP A 111 183.265 206.632 116.775 1.00226.08 C -ATOM 609 CG ASP A 111 183.607 205.156 116.665 1.00226.08 C -ATOM 610 OD1 ASP A 111 182.708 204.311 116.856 1.00226.08 O -ATOM 611 OD2 ASP A 111 184.782 204.840 116.385 1.00226.08 O1- -ATOM 612 N SER A 112 179.796 206.338 115.490 1.00237.02 N -ATOM 613 CA SER A 112 178.986 205.976 114.317 1.00237.02 C -ATOM 614 C SER A 112 179.497 204.710 113.631 1.00237.02 C -ATOM 615 O SER A 112 179.569 204.631 112.403 1.00237.02 O -ATOM 616 CB SER A 112 178.880 207.137 113.321 1.00237.02 C -ATOM 617 OG SER A 112 178.589 208.354 113.988 1.00237.02 O -ATOM 618 N LYS A 113 179.854 203.712 114.432 1.00222.67 N -ATOM 619 CA LYS A 113 180.278 202.411 113.927 1.00222.67 C -ATOM 620 C LYS A 113 179.339 201.290 114.337 1.00222.67 C -ATOM 621 O LYS A 113 178.972 200.462 113.499 1.00222.67 O -ATOM 622 CB LYS A 113 181.712 202.106 114.407 1.00222.67 C -ATOM 623 CG LYS A 113 182.383 200.886 113.764 1.00222.67 C -ATOM 624 CD LYS A 113 182.353 199.645 114.654 1.00222.67 C -ATOM 625 CE LYS A 113 183.073 198.479 113.997 1.00222.67 C -ATOM 626 NZ LYS A 113 183.019 197.249 114.834 1.00222.67 N1+ -ATOM 627 N THR A 114 178.936 201.242 115.606 1.00228.04 N -ATOM 628 CA THR A 114 178.012 200.234 116.104 1.00228.04 C -ATOM 629 C THR A 114 176.909 200.934 116.888 1.00228.04 C -ATOM 630 O THR A 114 176.920 202.159 117.047 1.00228.04 O -ATOM 631 CB THR A 114 178.733 199.189 116.963 1.00228.04 C -ATOM 632 OG1 THR A 114 177.817 198.147 117.322 1.00228.04 O -ATOM 633 CG2 THR A 114 179.284 199.831 118.222 1.00228.04 C -ATOM 634 N GLN A 115 175.966 200.135 117.392 1.00218.62 N -ATOM 635 CA GLN A 115 174.721 200.653 117.952 1.00218.62 C -ATOM 636 C GLN A 115 174.958 201.444 119.234 1.00218.62 C -ATOM 637 O GLN A 115 175.745 201.046 120.097 1.00218.62 O -ATOM 638 CB GLN A 115 173.750 199.503 118.225 1.00218.62 C -ATOM 639 CG GLN A 115 172.920 199.076 117.019 1.00218.62 C -ATOM 640 CD GLN A 115 173.730 198.328 115.978 1.00218.62 C -ATOM 641 OE1 GLN A 115 174.331 197.294 116.268 1.00218.62 O -ATOM 642 NE2 GLN A 115 173.751 198.848 114.757 1.00218.62 N -ATOM 643 N SER A 116 174.264 202.576 119.350 1.00195.14 N -ATOM 644 CA SER A 116 174.460 203.509 120.455 1.00195.14 C -ATOM 645 C SER A 116 173.112 204.067 120.883 1.00195.14 C -ATOM 646 O SER A 116 172.407 204.680 120.076 1.00195.14 O -ATOM 647 CB SER A 116 175.407 204.645 120.054 1.00195.14 C -ATOM 648 OG SER A 116 175.323 205.725 120.967 1.00195.14 O -ATOM 649 N LEU A 117 172.759 203.852 122.147 1.00161.59 N -ATOM 650 CA LEU A 117 171.507 204.360 122.687 1.00161.59 C -ATOM 651 C LEU A 117 171.594 205.866 122.923 1.00161.59 C -ATOM 652 O LEU A 117 172.674 206.425 123.130 1.00161.59 O -ATOM 653 CB LEU A 117 171.170 203.626 123.989 1.00161.59 C -ATOM 654 CG LEU A 117 169.770 203.677 124.609 1.00161.59 C -ATOM 655 CD1 LEU A 117 169.490 202.382 125.292 1.00161.59 C -ATOM 656 CD2 LEU A 117 169.661 204.771 125.633 1.00161.59 C -ATOM 657 N LEU A 118 170.436 206.525 122.886 1.00160.32 N -ATOM 658 CA LEU A 118 170.347 207.949 123.185 1.00160.32 C -ATOM 659 C LEU A 118 169.011 208.252 123.847 1.00160.32 C -ATOM 660 O LEU A 118 167.958 207.932 123.285 1.00160.32 O -ATOM 661 CB LEU A 118 170.495 208.791 121.915 1.00160.32 C -ATOM 662 CG LEU A 118 170.341 210.295 122.142 1.00160.32 C -ATOM 663 CD1 LEU A 118 171.597 210.861 122.781 1.00160.32 C -ATOM 664 CD2 LEU A 118 169.996 211.029 120.856 1.00160.32 C -ATOM 665 N ILE A 119 169.057 208.869 125.028 1.00151.03 N -ATOM 666 CA ILE A 119 167.883 209.427 125.694 1.00151.03 C -ATOM 667 C ILE A 119 168.115 210.922 125.849 1.00151.03 C -ATOM 668 O ILE A 119 169.131 211.339 126.417 1.00151.03 O -ATOM 669 CB ILE A 119 167.624 208.777 127.062 1.00151.03 C -ATOM 670 CG1 ILE A 119 167.348 207.287 126.906 1.00151.03 C -ATOM 671 CG2 ILE A 119 166.460 209.455 127.769 1.00151.03 C -ATOM 672 CD1 ILE A 119 167.391 206.528 128.203 1.00151.03 C -ATOM 673 N VAL A 120 167.185 211.725 125.336 1.00151.84 N -ATOM 674 CA VAL A 120 167.264 213.180 125.411 1.00151.84 C -ATOM 675 C VAL A 120 165.914 213.714 125.872 1.00151.84 C -ATOM 676 O VAL A 120 164.881 213.404 125.268 1.00151.84 O -ATOM 677 CB VAL A 120 167.661 213.801 124.053 1.00151.84 C -ATOM 678 CG1 VAL A 120 167.378 215.297 124.027 1.00151.84 C -ATOM 679 CG2 VAL A 120 169.130 213.547 123.752 1.00151.84 C -ATOM 680 N ASN A 121 165.915 214.507 126.942 1.00161.32 N -ATOM 681 CA ASN A 121 164.727 215.236 127.363 1.00161.32 C -ATOM 682 C ASN A 121 164.812 216.651 126.804 1.00161.32 C -ATOM 683 O ASN A 121 165.689 217.427 127.201 1.00161.32 O -ATOM 684 CB ASN A 121 164.615 215.257 128.887 1.00161.32 C -ATOM 685 CG ASN A 121 163.351 215.941 129.372 1.00161.32 C -ATOM 686 OD1 ASN A 121 162.352 216.008 128.656 1.00161.32 O -ATOM 687 ND2 ASN A 121 163.391 216.455 130.595 1.00161.32 N -ATOM 688 N ASN A 122 163.908 216.986 125.885 1.00160.37 N -ATOM 689 CA ASN A 122 163.909 218.288 125.230 1.00160.37 C -ATOM 690 C ASN A 122 162.772 219.179 125.732 1.00160.37 C -ATOM 691 O ASN A 122 162.216 219.979 124.973 1.00160.37 O -ATOM 692 CB ASN A 122 163.868 218.120 123.709 1.00160.37 C -ATOM 693 CG ASN A 122 162.576 217.488 123.205 1.00160.37 C -ATOM 694 OD1 ASN A 122 161.873 216.788 123.934 1.00160.37 O -ATOM 695 ND2 ASN A 122 162.267 217.738 121.936 1.00160.37 N -ATOM 696 N ALA A 123 162.417 219.023 127.012 1.00157.82 N -ATOM 697 CA ALA A 123 161.451 219.787 127.809 1.00157.82 C -ATOM 698 C ALA A 123 160.000 219.620 127.364 1.00157.82 C -ATOM 699 O ALA A 123 159.112 220.222 127.981 1.00157.82 O -ATOM 700 CB ALA A 123 161.779 221.289 127.869 1.00157.82 C -ATOM 701 N THR A 124 159.724 218.839 126.330 1.00153.83 N -ATOM 702 CA THR A 124 158.360 218.506 125.932 1.00153.83 C -ATOM 703 C THR A 124 158.128 217.007 125.849 1.00153.83 C -ATOM 704 O THR A 124 157.056 216.534 126.234 1.00153.83 O -ATOM 705 CB THR A 124 158.010 219.153 124.575 1.00153.83 C -ATOM 706 OG1 THR A 124 158.986 218.776 123.595 1.00153.83 O -ATOM 707 CG2 THR A 124 157.954 220.671 124.689 1.00153.83 C -ATOM 708 N ASN A 125 159.105 216.248 125.357 1.00147.07 N -ATOM 709 CA ASN A 125 159.010 214.803 125.216 1.00147.07 C -ATOM 710 C ASN A 125 160.303 214.169 125.714 1.00147.07 C -ATOM 711 O ASN A 125 161.252 214.858 126.102 1.00147.07 O -ATOM 712 CB ASN A 125 158.738 214.400 123.760 1.00147.07 C -ATOM 713 CG ASN A 125 157.509 215.075 123.184 1.00147.07 C -ATOM 714 OD1 ASN A 125 157.605 216.122 122.544 1.00147.07 O -ATOM 715 ND2 ASN A 125 156.345 214.477 123.411 1.00147.07 N -ATOM 716 N VAL A 126 160.336 212.840 125.705 1.00130.85 N -ATOM 717 CA VAL A 126 161.527 212.070 126.048 1.00130.85 C -ATOM 718 C VAL A 126 161.876 211.249 124.813 1.00130.85 C -ATOM 719 O VAL A 126 161.229 210.234 124.527 1.00130.85 O -ATOM 720 CB VAL A 126 161.313 211.175 127.274 1.00130.85 C -ATOM 721 CG1 VAL A 126 162.576 210.384 127.582 1.00130.85 C -ATOM 722 CG2 VAL A 126 160.898 212.008 128.478 1.00130.85 C -ATOM 723 N VAL A 127 162.888 211.685 124.072 1.00135.74 N -ATOM 724 CA VAL A 127 163.282 211.035 122.831 1.00135.74 C -ATOM 725 C VAL A 127 164.258 209.915 123.155 1.00135.74 C -ATOM 726 O VAL A 127 165.273 210.138 123.826 1.00135.74 O -ATOM 727 CB VAL A 127 163.913 212.045 121.859 1.00135.74 C -ATOM 728 CG1 VAL A 127 164.181 211.394 120.511 1.00135.74 C -ATOM 729 CG2 VAL A 127 163.025 213.267 121.715 1.00135.74 C -ATOM 730 N ILE A 128 163.954 208.709 122.681 1.00135.93 N -ATOM 731 CA ILE A 128 164.819 207.551 122.848 1.00135.93 C -ATOM 732 C ILE A 128 165.071 206.967 121.468 1.00135.93 C -ATOM 733 O ILE A 128 164.126 206.534 120.795 1.00135.93 O -ATOM 734 CB ILE A 128 164.197 206.493 123.773 1.00135.93 C -ATOM 735 CG1 ILE A 128 164.064 207.034 125.199 1.00135.93 C -ATOM 736 CG2 ILE A 128 165.028 205.224 123.748 1.00135.93 C -ATOM 737 CD1 ILE A 128 163.500 206.036 126.187 1.00135.93 C -ATOM 738 N LYS A 129 166.335 206.948 121.054 1.00157.88 N -ATOM 739 CA LYS A 129 166.726 206.455 119.741 1.00157.88 C -ATOM 740 C LYS A 129 167.891 205.485 119.880 1.00157.88 C -ATOM 741 O LYS A 129 168.631 205.508 120.866 1.00157.88 O -ATOM 742 CB LYS A 129 167.118 207.602 118.797 1.00157.88 C -ATOM 743 CG LYS A 129 165.967 208.509 118.393 1.00157.88 C -ATOM 744 CD LYS A 129 166.451 209.640 117.499 1.00157.88 C -ATOM 745 CE LYS A 129 165.295 210.499 117.013 1.00157.88 C -ATOM 746 NZ LYS A 129 165.760 211.600 116.125 1.00157.88 N1+ -ATOM 747 N VAL A 130 168.042 204.622 118.875 1.00192.58 N -ATOM 748 CA VAL A 130 169.153 203.676 118.835 1.00192.58 C -ATOM 749 C VAL A 130 169.942 203.872 117.546 1.00192.58 C -ATOM 750 O VAL A 130 170.754 203.018 117.169 1.00192.58 O -ATOM 751 CB VAL A 130 168.668 202.219 118.966 1.00192.58 C -ATOM 752 CG1 VAL A 130 167.981 201.992 120.307 1.00192.58 C -ATOM 753 CG2 VAL A 130 167.740 201.858 117.821 1.00192.58 C -ATOM 754 N CYS A 131 169.707 204.992 116.861 1.00233.32 N -ATOM 755 CA CYS A 131 170.476 205.315 115.666 1.00233.32 C -ATOM 756 C CYS A 131 171.930 205.609 116.007 1.00233.32 C -ATOM 757 O CYS A 131 172.240 206.235 117.024 1.00233.32 O -ATOM 758 CB CYS A 131 169.868 206.508 114.926 1.00233.32 C -ATOM 759 SG CYS A 131 168.490 206.107 113.825 1.00233.32 S -ATOM 760 N GLU A 132 172.823 205.149 115.134 1.00253.96 N -ATOM 761 CA GLU A 132 174.258 205.272 115.328 1.00253.96 C -ATOM 762 C GLU A 132 174.796 206.635 114.918 1.00253.96 C -ATOM 763 O GLU A 132 175.965 206.922 115.192 1.00253.96 O -ATOM 764 CB GLU A 132 174.987 204.188 114.527 1.00253.96 C -ATOM 765 CG GLU A 132 174.586 202.759 114.865 1.00253.96 C -ATOM 766 CD GLU A 132 173.425 202.255 114.032 1.00253.96 C -ATOM 767 OE1 GLU A 132 172.941 203.022 113.176 1.00253.96 O -ATOM 768 OE2 GLU A 132 173.000 201.099 114.232 1.00253.96 O1- -ATOM 769 N PHE A 133 173.974 207.470 114.285 1.00273.52 N -ATOM 770 CA PHE A 133 174.441 208.687 113.639 1.00273.52 C -ATOM 771 C PHE A 133 174.897 209.727 114.658 1.00273.52 C -ATOM 772 O PHE A 133 174.506 209.715 115.829 1.00273.52 O -ATOM 773 CB PHE A 133 173.343 209.279 112.758 1.00273.52 C -ATOM 774 CG PHE A 133 172.926 208.385 111.630 1.00273.52 C -ATOM 775 CD1 PHE A 133 173.861 207.924 110.715 1.00273.52 C -ATOM 776 CD2 PHE A 133 171.602 208.001 111.484 1.00273.52 C -ATOM 777 CE1 PHE A 133 173.483 207.098 109.672 1.00273.52 C -ATOM 778 CE2 PHE A 133 171.215 207.175 110.445 1.00273.52 C -ATOM 779 CZ PHE A 133 172.158 206.723 109.537 1.00273.52 C -ATOM 780 N GLN A 134 175.750 210.632 114.187 1.00271.06 N -ATOM 781 CA GLN A 134 176.308 211.670 115.033 1.00271.06 C -ATOM 782 C GLN A 134 175.253 212.732 115.341 1.00271.06 C -ATOM 783 O GLN A 134 174.199 212.813 114.704 1.00271.06 O -ATOM 784 CB GLN A 134 177.534 212.297 114.361 1.00271.06 C -ATOM 785 CG GLN A 134 178.622 212.792 115.316 1.00271.06 C -ATOM 786 CD GLN A 134 178.920 211.814 116.439 1.00271.06 C -ATOM 787 OE1 GLN A 134 179.258 210.654 116.198 1.00271.06 O -ATOM 788 NE2 GLN A 134 178.794 212.280 117.676 1.00271.06 N -ATOM 789 N PHE A 135 175.560 213.554 116.336 1.00258.00 N -ATOM 790 CA PHE A 135 174.640 214.557 116.855 1.00258.00 C -ATOM 791 C PHE A 135 175.377 215.891 116.777 1.00258.00 C -ATOM 792 O PHE A 135 176.321 216.043 115.990 1.00258.00 O -ATOM 793 CB PHE A 135 174.166 214.171 118.260 1.00258.00 C -ATOM 794 CG PHE A 135 173.636 212.768 118.345 1.00258.00 C -ATOM 795 CD1 PHE A 135 172.438 212.428 117.734 1.00258.00 C -ATOM 796 CD2 PHE A 135 174.339 211.787 119.029 1.00258.00 C -ATOM 797 CE1 PHE A 135 171.950 211.134 117.802 1.00258.00 C -ATOM 798 CE2 PHE A 135 173.856 210.491 119.105 1.00258.00 C -ATOM 799 CZ PHE A 135 172.659 210.165 118.491 1.00258.00 C -ATOM 800 N CYS A 136 174.872 216.886 117.512 1.00240.84 N -ATOM 801 CA CYS A 136 175.531 218.185 117.637 1.00240.84 C -ATOM 802 C CYS A 136 176.978 218.026 118.092 1.00240.84 C -ATOM 803 O CYS A 136 177.276 217.212 118.973 1.00240.84 O -ATOM 804 CB CYS A 136 174.763 219.063 118.628 1.00240.84 C -ATOM 805 SG CYS A 136 173.232 219.772 117.981 1.00240.84 S -ATOM 806 N ASN A 137 177.874 218.784 117.444 1.00232.04 N -ATOM 807 CA ASN A 137 179.315 218.571 117.581 1.00232.04 C -ATOM 808 C ASN A 137 179.793 218.848 119.001 1.00232.04 C -ATOM 809 O ASN A 137 180.587 218.081 119.558 1.00232.04 O -ATOM 810 CB ASN A 137 180.065 219.448 116.580 1.00232.04 C -ATOM 811 CG ASN A 137 179.795 219.050 115.142 1.00232.04 C -ATOM 812 OD1 ASN A 137 179.785 217.866 114.805 1.00232.04 O -ATOM 813 ND2 ASN A 137 179.567 220.039 114.286 1.00232.04 N -ATOM 814 N ASP A 138 179.322 219.934 119.600 1.00230.56 N -ATOM 815 CA ASP A 138 179.432 220.105 121.039 1.00230.56 C -ATOM 816 C ASP A 138 178.232 219.427 121.686 1.00230.56 C -ATOM 817 O ASP A 138 177.092 219.824 121.409 1.00230.56 O -ATOM 818 CB ASP A 138 179.473 221.579 121.406 1.00230.56 C -ATOM 819 CG ASP A 138 179.836 221.813 122.861 1.00230.56 C -ATOM 820 OD1 ASP A 138 180.386 220.893 123.500 1.00230.56 O -ATOM 821 OD2 ASP A 138 179.571 222.923 123.368 1.00230.56 O1- -ATOM 822 N PRO A 139 178.426 218.392 122.512 1.00225.89 N -ATOM 823 CA PRO A 139 177.272 217.654 123.048 1.00225.89 C -ATOM 824 C PRO A 139 176.501 218.428 124.106 1.00225.89 C -ATOM 825 O PRO A 139 176.649 218.177 125.306 1.00225.89 O -ATOM 826 CB PRO A 139 177.906 216.386 123.636 1.00225.89 C -ATOM 827 CG PRO A 139 179.330 216.738 123.878 1.00225.89 C -ATOM 828 CD PRO A 139 179.706 217.736 122.830 1.00225.89 C -ATOM 829 N PHE A 140 175.669 219.370 123.665 1.00214.50 N -ATOM 830 CA PHE A 140 174.811 220.128 124.561 1.00214.50 C -ATOM 831 C PHE A 140 173.484 220.398 123.867 1.00214.50 C -ATOM 832 O PHE A 140 173.373 220.335 122.640 1.00214.50 O -ATOM 833 CB PHE A 140 175.468 221.446 125.013 1.00214.50 C -ATOM 834 CG PHE A 140 175.446 222.540 123.974 1.00214.50 C -ATOM 835 CD1 PHE A 140 176.356 222.538 122.930 1.00214.50 C -ATOM 836 CD2 PHE A 140 174.542 223.592 124.066 1.00214.50 C -ATOM 837 CE1 PHE A 140 176.348 223.543 121.977 1.00214.50 C -ATOM 838 CE2 PHE A 140 174.529 224.601 123.117 1.00214.50 C -ATOM 839 CZ PHE A 140 175.434 224.576 122.073 1.00214.50 C -ATOM 840 N LEU A 141 172.476 220.702 124.676 1.00207.41 N -ATOM 841 CA LEU A 141 171.150 221.051 124.189 1.00207.41 C -ATOM 842 C LEU A 141 171.007 222.565 124.124 1.00207.41 C -ATOM 843 O LEU A 141 171.412 223.278 125.048 1.00207.41 O -ATOM 844 CB LEU A 141 170.062 220.460 125.088 1.00207.41 C -ATOM 845 CG LEU A 141 168.647 220.434 124.506 1.00207.41 C -ATOM 846 CD1 LEU A 141 168.483 219.269 123.541 1.00207.41 C -ATOM 847 CD2 LEU A 141 167.607 220.369 125.614 1.00207.41 C -ATOM 848 N ASP A 142 170.433 223.051 123.028 1.00187.77 N -ATOM 849 CA ASP A 142 170.254 224.484 122.823 1.00187.77 C -ATOM 850 C ASP A 142 169.154 225.040 123.722 1.00187.77 C -ATOM 851 O ASP A 142 167.995 225.133 123.316 1.00187.77 O -ATOM 852 CB ASP A 142 169.932 224.777 121.357 1.00187.77 C -ATOM 853 CG ASP A 142 171.038 224.339 120.418 1.00187.77 C -ATOM 854 OD1 ASP A 142 172.211 224.320 120.846 1.00187.77 O -ATOM 855 OD2 ASP A 142 170.735 224.014 119.251 1.00187.77 O1- -ATOM 856 N ASN A 165 168.469 201.200 111.479 1.00249.79 N -ATOM 857 CA ASN A 165 169.402 201.903 112.350 1.00249.79 C -ATOM 858 C ASN A 165 168.678 202.405 113.599 1.00249.79 C -ATOM 859 O ASN A 165 169.162 202.229 114.717 1.00249.79 O -ATOM 860 CB ASN A 165 170.074 203.049 111.592 1.00249.79 C -ATOM 861 CG ASN A 165 170.945 202.550 110.449 1.00249.79 C -ATOM 862 OD1 ASN A 165 171.172 201.346 110.318 1.00249.79 O -ATOM 863 ND2 ASN A 165 171.433 203.472 109.618 1.00249.79 N -ATOM 864 N CYS A 166 167.517 203.030 113.404 1.00214.55 N -ATOM 865 CA CYS A 166 166.582 203.274 114.505 1.00214.55 C -ATOM 866 C CYS A 166 165.560 202.138 114.548 1.00214.55 C -ATOM 867 O CYS A 166 164.383 202.291 114.212 1.00214.55 O -ATOM 868 CB CYS A 166 165.911 204.634 114.363 1.00214.55 C -ATOM 869 SG CYS A 166 166.863 206.018 115.028 1.00214.55 S -ATOM 870 N THR A 167 166.053 200.966 114.958 1.00184.69 N -ATOM 871 CA THR A 167 165.192 199.796 115.099 1.00184.69 C -ATOM 872 C THR A 167 164.194 199.969 116.236 1.00184.69 C -ATOM 873 O THR A 167 163.056 199.496 116.139 1.00184.69 O -ATOM 874 CB THR A 167 166.040 198.544 115.322 1.00184.69 C -ATOM 875 OG1 THR A 167 166.822 198.701 116.512 1.00184.69 O -ATOM 876 CG2 THR A 167 166.970 198.316 114.140 1.00184.69 C -ATOM 877 N PHE A 168 164.599 200.635 117.313 1.00157.27 N -ATOM 878 CA PHE A 168 163.712 200.981 118.412 1.00157.27 C -ATOM 879 C PHE A 168 163.711 202.491 118.601 1.00157.27 C -ATOM 880 O PHE A 168 164.770 203.126 118.614 1.00157.27 O -ATOM 881 CB PHE A 168 164.134 200.288 119.712 1.00157.27 C -ATOM 882 CG PHE A 168 163.251 200.610 120.883 1.00157.27 C -ATOM 883 CD1 PHE A 168 161.985 200.054 120.984 1.00157.27 C -ATOM 884 CD2 PHE A 168 163.686 201.467 121.884 1.00157.27 C -ATOM 885 CE1 PHE A 168 161.165 200.349 122.061 1.00157.27 C -ATOM 886 CE2 PHE A 168 162.872 201.767 122.961 1.00157.27 C -ATOM 887 CZ PHE A 168 161.611 201.206 123.051 1.00157.27 C -ATOM 888 N GLU A 169 162.520 203.062 118.747 1.00140.47 N -ATOM 889 CA GLU A 169 162.382 204.493 118.980 1.00140.47 C -ATOM 890 C GLU A 169 161.191 204.713 119.897 1.00140.47 C -ATOM 891 O GLU A 169 160.120 204.142 119.670 1.00140.47 O -ATOM 892 CB GLU A 169 162.205 205.255 117.662 1.00140.47 C -ATOM 893 CG GLU A 169 162.056 206.758 117.824 1.00140.47 C -ATOM 894 CD GLU A 169 162.403 207.516 116.559 1.00140.47 C -ATOM 895 OE1 GLU A 169 162.678 206.863 115.531 1.00140.47 O -ATOM 896 OE2 GLU A 169 162.402 208.764 116.593 1.00140.47 O1- -ATOM 897 N TYR A 170 161.380 205.534 120.927 1.00126.94 N -ATOM 898 CA TYR A 170 160.364 205.714 121.959 1.00126.94 C -ATOM 899 C TYR A 170 160.245 207.191 122.298 1.00126.94 C -ATOM 900 O TYR A 170 161.217 207.811 122.738 1.00126.94 O -ATOM 901 CB TYR A 170 160.707 204.897 123.209 1.00126.94 C -ATOM 902 CG TYR A 170 159.670 204.968 124.306 1.00126.94 C -ATOM 903 CD1 TYR A 170 158.481 204.254 124.209 1.00126.94 C -ATOM 904 CD2 TYR A 170 159.883 205.739 125.442 1.00126.94 C -ATOM 905 CE1 TYR A 170 157.528 204.312 125.212 1.00126.94 C -ATOM 906 CE2 TYR A 170 158.938 205.804 126.451 1.00126.94 C -ATOM 907 CZ TYR A 170 157.763 205.088 126.330 1.00126.94 C -ATOM 908 OH TYR A 170 156.820 205.149 127.330 1.00126.94 O -ATOM 909 N VAL A 171 159.056 207.754 122.096 1.00117.65 N -ATOM 910 CA VAL A 171 158.774 209.149 122.408 1.00117.65 C -ATOM 911 C VAL A 171 157.671 209.188 123.456 1.00117.65 C -ATOM 912 O VAL A 171 156.609 208.584 123.268 1.00117.65 O -ATOM 913 CB VAL A 171 158.364 209.947 121.155 1.00117.65 C -ATOM 914 CG1 VAL A 171 158.223 211.423 121.488 1.00117.65 C -ATOM 915 CG2 VAL A 171 159.375 209.750 120.033 1.00117.65 C -ATOM 916 N SER A 172 157.924 209.893 124.554 1.00118.88 N -ATOM 917 CA SER A 172 156.936 210.032 125.617 1.00118.88 C -ATOM 918 C SER A 172 155.956 211.156 125.304 1.00118.88 C -ATOM 919 O SER A 172 156.332 212.328 125.270 1.00118.88 O -ATOM 920 CB SER A 172 157.621 210.290 126.961 1.00118.88 C -ATOM 921 OG SER A 172 158.418 209.185 127.349 1.00118.88 O -ATOM 922 N PHE A 186 170.194 223.847 143.483 1.00195.69 N -ATOM 923 CA PHE A 186 170.449 222.918 144.576 1.00195.69 C -ATOM 924 C PHE A 186 169.181 222.675 145.386 1.00195.69 C -ATOM 925 O PHE A 186 169.240 222.387 146.581 1.00195.69 O -ATOM 926 CB PHE A 186 171.564 223.446 145.481 1.00195.69 C -ATOM 927 CG PHE A 186 172.828 223.786 144.746 1.00195.69 C -ATOM 928 CD1 PHE A 186 173.361 222.907 143.814 1.00195.69 C -ATOM 929 CD2 PHE A 186 173.484 224.984 144.985 1.00195.69 C -ATOM 930 CE1 PHE A 186 174.526 223.216 143.134 1.00195.69 C -ATOM 931 CE2 PHE A 186 174.650 225.301 144.309 1.00195.69 C -ATOM 932 CZ PHE A 186 175.171 224.415 143.382 1.00195.69 C -ATOM 933 N LYS A 187 168.032 222.793 144.721 1.00174.19 N -ATOM 934 CA LYS A 187 166.743 222.569 145.355 1.00174.19 C -ATOM 935 C LYS A 187 166.057 221.293 144.890 1.00174.19 C -ATOM 936 O LYS A 187 165.083 220.870 145.522 1.00174.19 O -ATOM 937 CB LYS A 187 165.812 223.765 145.102 1.00174.19 C -ATOM 938 CG LYS A 187 164.917 224.119 146.279 1.00174.19 C -ATOM 939 CD LYS A 187 165.737 224.533 147.490 1.00174.19 C -ATOM 940 CE LYS A 187 164.854 224.734 148.712 1.00174.19 C -ATOM 941 NZ LYS A 187 165.649 225.089 149.920 1.00174.19 N1+ -ATOM 942 N ASN A 188 166.531 220.671 143.814 1.00172.85 N -ATOM 943 CA ASN A 188 165.941 219.452 143.279 1.00172.85 C -ATOM 944 C ASN A 188 166.995 218.355 143.244 1.00172.85 C -ATOM 945 O ASN A 188 168.129 218.592 142.814 1.00172.85 O -ATOM 946 CB ASN A 188 165.373 219.690 141.876 1.00172.85 C -ATOM 947 CG ASN A 188 164.547 218.522 141.372 1.00172.85 C -ATOM 948 OD1 ASN A 188 164.109 217.673 142.149 1.00172.85 O -ATOM 949 ND2 ASN A 188 164.329 218.474 140.063 1.00172.85 N -ATOM 950 N LEU A 189 166.621 217.159 143.699 1.00154.17 N -ATOM 951 CA LEU A 189 167.487 215.989 143.657 1.00154.17 C -ATOM 952 C LEU A 189 166.779 214.896 142.873 1.00154.17 C -ATOM 953 O LEU A 189 165.680 214.468 143.247 1.00154.17 O -ATOM 954 CB LEU A 189 167.833 215.505 145.066 1.00154.17 C -ATOM 955 CG LEU A 189 168.505 214.136 145.197 1.00154.17 C -ATOM 956 CD1 LEU A 189 169.851 214.114 144.488 1.00154.17 C -ATOM 957 CD2 LEU A 189 168.665 213.763 146.662 1.00154.17 C -ATOM 958 N ARG A 190 167.410 214.444 141.795 1.00148.98 N -ATOM 959 CA ARG A 190 166.864 213.401 140.939 1.00148.98 C -ATOM 960 C ARG A 190 167.792 212.196 140.976 1.00148.98 C -ATOM 961 O ARG A 190 168.999 212.332 140.751 1.00148.98 O -ATOM 962 CB ARG A 190 166.691 213.906 139.505 1.00148.98 C -ATOM 963 CG ARG A 190 165.841 215.163 139.391 1.00148.98 C -ATOM 964 CD ARG A 190 165.437 215.434 137.951 1.00148.98 C -ATOM 965 NE ARG A 190 166.533 215.997 137.172 1.00148.98 N -ATOM 966 CZ ARG A 190 166.697 215.813 135.869 1.00148.98 C -ATOM 967 NH1 ARG A 190 165.850 215.083 135.162 1.00148.98 N1+ -ATOM 968 NH2 ARG A 190 167.737 216.376 135.260 1.00148.98 N -ATOM 969 N GLU A 191 167.230 211.022 141.256 1.00119.46 N -ATOM 970 CA GLU A 191 167.990 209.789 141.390 1.00119.46 C -ATOM 971 C GLU A 191 167.515 208.800 140.338 1.00119.46 C -ATOM 972 O GLU A 191 166.307 208.607 140.163 1.00119.46 O -ATOM 973 CB GLU A 191 167.825 209.195 142.792 1.00119.46 C -ATOM 974 CG GLU A 191 168.074 210.185 143.921 1.00119.46 C -ATOM 975 CD GLU A 191 168.287 209.506 145.259 1.00119.46 C -ATOM 976 OE1 GLU A 191 169.097 208.559 145.324 1.00119.46 O -ATOM 977 OE2 GLU A 191 167.643 209.920 146.245 1.00119.46 O1- -ATOM 978 N PHE A 192 168.467 208.179 139.646 1.00113.76 N -ATOM 979 CA PHE A 192 168.193 207.227 138.584 1.00113.76 C -ATOM 980 C PHE A 192 169.079 206.005 138.771 1.00113.76 C -ATOM 981 O PHE A 192 170.194 206.100 139.286 1.00113.76 O -ATOM 982 CB PHE A 192 168.451 207.821 137.189 1.00113.76 C -ATOM 983 CG PHE A 192 167.661 209.065 136.888 1.00113.76 C -ATOM 984 CD1 PHE A 192 168.154 210.319 137.218 1.00113.76 C -ATOM 985 CD2 PHE A 192 166.433 208.979 136.251 1.00113.76 C -ATOM 986 CE1 PHE A 192 167.429 211.462 136.933 1.00113.76 C -ATOM 987 CE2 PHE A 192 165.702 210.118 135.964 1.00113.76 C -ATOM 988 CZ PHE A 192 166.202 211.360 136.306 1.00113.76 C -ATOM 989 N VAL A 193 168.568 204.856 138.346 1.00 99.41 N -ATOM 990 CA VAL A 193 169.329 203.614 138.301 1.00 99.41 C -ATOM 991 C VAL A 193 169.120 203.007 136.921 1.00 99.41 C -ATOM 992 O VAL A 193 167.977 202.769 136.511 1.00 99.41 O -ATOM 993 CB VAL A 193 168.909 202.631 139.411 1.00 99.41 C -ATOM 994 CG1 VAL A 193 169.337 201.205 139.076 1.00 99.41 C -ATOM 995 CG2 VAL A 193 169.506 203.052 140.743 1.00 99.41 C -ATOM 996 N PHE A 194 170.214 202.786 136.199 1.00104.23 N -ATOM 997 CA PHE A 194 170.190 202.154 134.889 1.00104.23 C -ATOM 998 C PHE A 194 170.878 200.803 134.991 1.00104.23 C -ATOM 999 O PHE A 194 171.993 200.709 135.518 1.00104.23 O -ATOM 1000 CB PHE A 194 170.896 203.011 133.834 1.00104.23 C -ATOM 1001 CG PHE A 194 170.535 204.470 133.879 1.00104.23 C -ATOM 1002 CD1 PHE A 194 169.210 204.878 133.922 1.00104.23 C -ATOM 1003 CD2 PHE A 194 171.529 205.436 133.863 1.00104.23 C -ATOM 1004 CE1 PHE A 194 168.884 206.222 133.957 1.00104.23 C -ATOM 1005 CE2 PHE A 194 171.210 206.781 133.898 1.00104.23 C -ATOM 1006 CZ PHE A 194 169.887 207.173 133.944 1.00104.23 C -ATOM 1007 N LYS A 195 170.218 199.761 134.491 1.00 99.77 N -ATOM 1008 CA LYS A 195 170.841 198.446 134.435 1.00 99.77 C -ATOM 1009 C LYS A 195 170.448 197.757 133.137 1.00 99.77 C -ATOM 1010 O LYS A 195 169.466 198.122 132.490 1.00 99.77 O -ATOM 1011 CB LYS A 195 170.475 197.583 135.652 1.00 99.77 C -ATOM 1012 CG LYS A 195 169.000 197.281 135.819 1.00 99.77 C -ATOM 1013 CD LYS A 195 168.790 196.345 137.000 1.00 99.77 C -ATOM 1014 CE LYS A 195 167.379 195.792 137.039 1.00 99.77 C -ATOM 1015 NZ LYS A 195 167.223 194.752 138.092 1.00 99.77 N1+ -ATOM 1016 N ASN A 196 171.247 196.765 132.748 1.00108.38 N -ATOM 1017 CA ASN A 196 171.082 196.073 131.471 1.00108.38 C -ATOM 1018 C ASN A 196 171.216 194.574 131.716 1.00108.38 C -ATOM 1019 O ASN A 196 172.327 194.067 131.897 1.00108.38 O -ATOM 1020 CB ASN A 196 172.111 196.563 130.454 1.00108.38 C -ATOM 1021 CG ASN A 196 171.796 196.120 129.035 1.00108.38 C -ATOM 1022 OD1 ASN A 196 170.794 195.452 128.781 1.00108.38 O -ATOM 1023 ND2 ASN A 196 172.664 196.490 128.100 1.00108.38 N -ATOM 1024 N ILE A 197 170.088 193.863 131.718 1.00115.89 N -ATOM 1025 CA ILE A 197 170.079 192.409 131.864 1.00115.89 C -ATOM 1026 C ILE A 197 169.227 191.789 130.759 1.00115.89 C -ATOM 1027 O ILE A 197 168.132 192.280 130.459 1.00115.89 O -ATOM 1028 CB ILE A 197 169.616 191.954 133.273 1.00115.89 C -ATOM 1029 CG1 ILE A 197 168.181 192.384 133.614 1.00115.89 C -ATOM 1030 CG2 ILE A 197 170.596 192.398 134.361 1.00115.89 C -ATOM 1031 CD1 ILE A 197 167.640 191.752 134.878 1.00115.89 C -ATOM 1032 N ASP A 198 169.770 190.736 130.127 1.00122.95 N -ATOM 1033 CA ASP A 198 169.100 189.913 129.107 1.00122.95 C -ATOM 1034 C ASP A 198 168.626 190.758 127.919 1.00122.95 C -ATOM 1035 O ASP A 198 167.513 190.603 127.411 1.00122.95 O -ATOM 1036 CB ASP A 198 167.948 189.112 129.728 1.00122.95 C -ATOM 1037 CG ASP A 198 167.518 187.931 128.870 1.00122.95 C -ATOM 1038 OD1 ASP A 198 168.262 186.929 128.824 1.00122.95 O -ATOM 1039 OD2 ASP A 198 166.437 188.003 128.248 1.00122.95 O1- -ATOM 1040 N GLY A 199 169.483 191.682 127.490 1.00120.32 N -ATOM 1041 CA GLY A 199 169.121 192.589 126.417 1.00120.32 C -ATOM 1042 C GLY A 199 168.053 193.595 126.776 1.00120.32 C -ATOM 1043 O GLY A 199 167.426 194.167 125.881 1.00120.32 O -ATOM 1044 N TYR A 200 167.825 193.824 128.067 1.00112.37 N -ATOM 1045 CA TYR A 200 166.769 194.697 128.559 1.00112.37 C -ATOM 1046 C TYR A 200 167.409 195.826 129.349 1.00112.37 C -ATOM 1047 O TYR A 200 168.210 195.576 130.257 1.00112.37 O -ATOM 1048 CB TYR A 200 165.777 193.949 129.459 1.00112.37 C -ATOM 1049 CG TYR A 200 164.906 192.911 128.778 1.00112.37 C -ATOM 1050 CD1 TYR A 200 164.784 192.862 127.393 1.00112.37 C -ATOM 1051 CD2 TYR A 200 164.199 191.980 129.532 1.00112.37 C -ATOM 1052 CE1 TYR A 200 163.993 191.909 126.779 1.00112.37 C -ATOM 1053 CE2 TYR A 200 163.402 191.025 128.927 1.00112.37 C -ATOM 1054 CZ TYR A 200 163.303 190.996 127.550 1.00112.37 C -ATOM 1055 OH TYR A 200 162.512 190.049 126.941 1.00112.37 O -ATOM 1056 N PHE A 201 167.047 197.057 129.007 1.00107.90 N -ATOM 1057 CA PHE A 201 167.545 198.252 129.674 1.00107.90 C -ATOM 1058 C PHE A 201 166.456 198.762 130.612 1.00107.90 C -ATOM 1059 O PHE A 201 165.398 199.210 130.160 1.00107.90 O -ATOM 1060 CB PHE A 201 167.939 199.309 128.646 1.00107.90 C -ATOM 1061 CG PHE A 201 168.835 200.375 129.188 1.00107.90 C -ATOM 1062 CD1 PHE A 201 170.205 200.178 129.252 1.00107.90 C -ATOM 1063 CD2 PHE A 201 168.311 201.582 129.622 1.00107.90 C -ATOM 1064 CE1 PHE A 201 171.035 201.162 129.752 1.00107.90 C -ATOM 1065 CE2 PHE A 201 169.137 202.570 130.118 1.00107.90 C -ATOM 1066 CZ PHE A 201 170.499 202.358 130.184 1.00107.90 C -ATOM 1067 N LYS A 202 166.711 198.684 131.914 1.00 96.10 N -ATOM 1068 CA LYS A 202 165.741 199.056 132.934 1.00 96.10 C -ATOM 1069 C LYS A 202 166.186 200.337 133.625 1.00 96.10 C -ATOM 1070 O LYS A 202 167.359 200.471 134.006 1.00 96.10 O -ATOM 1071 CB LYS A 202 165.561 197.928 133.951 1.00 96.10 C -ATOM 1072 CG LYS A 202 164.896 196.692 133.366 1.00 96.10 C -ATOM 1073 CD LYS A 202 164.765 195.584 134.395 1.00 96.10 C -ATOM 1074 CE LYS A 202 163.932 194.432 133.860 1.00 96.10 C -ATOM 1075 NZ LYS A 202 162.477 194.747 133.874 1.00 96.10 N1+ -ATOM 1076 N ILE A 203 165.243 201.269 133.784 1.00 92.01 N -ATOM 1077 CA ILE A 203 165.485 202.598 134.328 1.00 92.01 C -ATOM 1078 C ILE A 203 164.519 202.823 135.483 1.00 92.01 C -ATOM 1079 O ILE A 203 163.294 202.836 135.285 1.00 92.01 O -ATOM 1080 CB ILE A 203 165.305 203.696 133.266 1.00 92.01 C -ATOM 1081 CG1 ILE A 203 166.336 203.542 132.151 1.00 92.01 C -ATOM 1082 CG2 ILE A 203 165.398 205.077 133.898 1.00 92.01 C -ATOM 1083 CD1 ILE A 203 166.031 204.369 130.932 1.00 92.01 C -ATOM 1084 N TYR A 204 165.077 203.023 136.675 1.00 85.12 N -ATOM 1085 CA TYR A 204 164.355 203.318 137.902 1.00 85.12 C -ATOM 1086 C TYR A 204 164.649 204.763 138.284 1.00 85.12 C -ATOM 1087 O TYR A 204 165.752 205.257 138.049 1.00 85.12 O -ATOM 1088 CB TYR A 204 164.783 202.385 139.051 1.00 85.12 C -ATOM 1089 CG TYR A 204 164.676 200.886 138.789 1.00 85.12 C -ATOM 1090 CD1 TYR A 204 165.627 200.211 138.024 1.00 85.12 C -ATOM 1091 CD2 TYR A 204 163.646 200.142 139.347 1.00 85.12 C -ATOM 1092 CE1 TYR A 204 165.528 198.851 137.793 1.00 85.12 C -ATOM 1093 CE2 TYR A 204 163.538 198.781 139.120 1.00 85.12 C -ATOM 1094 CZ TYR A 204 164.484 198.142 138.346 1.00 85.12 C -ATOM 1095 OH TYR A 204 164.382 196.788 138.125 1.00 85.12 O -ATOM 1096 N SER A 205 163.672 205.447 138.879 1.00102.12 N -ATOM 1097 CA SER A 205 163.874 206.862 139.163 1.00102.12 C -ATOM 1098 C SER A 205 163.060 207.303 140.370 1.00102.12 C -ATOM 1099 O SER A 205 162.056 206.684 140.734 1.00102.12 O -ATOM 1100 CB SER A 205 163.514 207.729 137.954 1.00102.12 C -ATOM 1101 OG SER A 205 163.641 209.105 138.264 1.00102.12 O -ATOM 1102 N LYS A 206 163.512 208.405 140.974 1.00116.57 N -ATOM 1103 CA LYS A 206 162.821 209.046 142.090 1.00116.57 C -ATOM 1104 C LYS A 206 163.311 210.483 142.214 1.00116.57 C -ATOM 1105 O LYS A 206 164.520 210.728 142.207 1.00116.57 O -ATOM 1106 CB LYS A 206 163.058 208.289 143.403 1.00116.57 C -ATOM 1107 CG LYS A 206 162.325 208.869 144.602 1.00116.57 C -ATOM 1108 CD LYS A 206 160.820 208.729 144.450 1.00116.57 C -ATOM 1109 CE LYS A 206 160.083 209.447 145.570 1.00116.57 C -ATOM 1110 NZ LYS A 206 160.391 208.861 146.903 1.00116.57 N1+ -ATOM 1111 N HIS A 207 162.380 211.425 142.344 1.00133.22 N -ATOM 1112 CA HIS A 207 162.709 212.837 142.473 1.00133.22 C -ATOM 1113 C HIS A 207 162.248 213.361 143.827 1.00133.22 C -ATOM 1114 O HIS A 207 161.248 212.896 144.381 1.00133.22 O -ATOM 1115 CB HIS A 207 162.067 213.666 141.354 1.00133.22 C -ATOM 1116 CG HIS A 207 162.195 213.050 139.997 1.00133.22 C -ATOM 1117 ND1 HIS A 207 163.415 212.768 139.420 1.00133.22 N -ATOM 1118 CD2 HIS A 207 161.257 212.664 139.100 1.00133.22 C -ATOM 1119 CE1 HIS A 207 163.223 212.236 138.227 1.00133.22 C -ATOM 1120 NE2 HIS A 207 161.922 212.160 138.008 1.00133.22 N -ATOM 1121 N THR A 208 162.985 214.336 144.357 1.00147.09 N -ATOM 1122 CA THR A 208 162.659 214.904 145.657 1.00147.09 C -ATOM 1123 C THR A 208 163.131 216.350 145.714 1.00147.09 C -ATOM 1124 O THR A 208 164.058 216.729 144.988 1.00147.09 O -ATOM 1125 CB THR A 208 163.291 214.086 146.798 1.00147.09 C -ATOM 1126 OG1 THR A 208 163.034 214.719 148.058 1.00147.09 O -ATOM 1127 CG2 THR A 208 164.792 213.936 146.599 1.00147.09 C -ATOM 1128 N PRO A 209 162.472 217.196 146.512 1.00155.93 N -ATOM 1129 CA PRO A 209 163.035 218.519 146.810 1.00155.93 C -ATOM 1130 C PRO A 209 163.935 218.476 148.036 1.00155.93 C -ATOM 1131 O PRO A 209 163.514 218.000 149.095 1.00155.93 O -ATOM 1132 CB PRO A 209 161.791 219.387 147.057 1.00155.93 C -ATOM 1133 CG PRO A 209 160.607 218.534 146.632 1.00155.93 C -ATOM 1134 CD PRO A 209 161.047 217.129 146.867 1.00155.93 C -ATOM 1135 N ILE A 210 165.170 218.965 147.913 1.00169.54 N -ATOM 1136 CA ILE A 210 166.142 218.921 148.998 1.00169.54 C -ATOM 1137 C ILE A 210 166.694 220.321 149.237 1.00169.54 C -ATOM 1138 O ILE A 210 166.490 221.243 148.447 1.00169.54 O -ATOM 1139 CB ILE A 210 167.306 217.947 148.717 1.00169.54 C -ATOM 1140 CG1 ILE A 210 168.086 218.401 147.482 1.00169.54 C -ATOM 1141 CG2 ILE A 210 166.805 216.516 148.565 1.00169.54 C -ATOM 1142 CD1 ILE A 210 169.489 217.852 147.415 1.00169.54 C -ATOM 1143 N ILE A 212 167.401 220.464 150.356 1.00183.17 N -ATOM 1144 CA ILE A 212 168.184 221.656 150.661 1.00183.17 C -ATOM 1145 C ILE A 212 169.530 221.207 151.221 1.00183.17 C -ATOM 1146 O ILE A 212 169.585 220.379 152.137 1.00183.17 O -ATOM 1147 CB ILE A 212 167.442 222.600 151.635 1.00183.17 C -ATOM 1148 CG1 ILE A 212 168.369 223.708 152.147 1.00183.17 C -ATOM 1149 CG2 ILE A 212 166.752 221.828 152.766 1.00183.17 C -ATOM 1150 CD1 ILE A 212 167.646 224.834 152.852 1.00183.17 C -ATOM 1151 N VAL A 213 170.618 221.720 150.643 1.00201.00 N -ATOM 1152 CA VAL A 213 171.969 221.354 151.048 1.00201.00 C -ATOM 1153 C VAL A 213 172.782 222.617 151.293 1.00201.00 C -ATOM 1154 O VAL A 213 172.443 223.708 150.830 1.00201.00 O -ATOM 1155 CB VAL A 213 172.685 220.464 150.005 1.00201.00 C -ATOM 1156 CG1 VAL A 213 172.019 219.100 149.900 1.00201.00 C -ATOM 1157 CG2 VAL A 213 172.718 221.155 148.649 1.00201.00 C -ATOM 1158 N ARG A 214 173.872 222.450 152.041 1.00207.92 N -ATOM 1159 CA ARG A 214 174.834 223.522 152.251 1.00207.92 C -ATOM 1160 C ARG A 214 175.985 223.475 151.257 1.00207.92 C -ATOM 1161 O ARG A 214 176.672 224.487 151.075 1.00207.92 O -ATOM 1162 CB ARG A 214 175.391 223.461 153.677 1.00207.92 C -ATOM 1163 CG ARG A 214 174.328 223.436 154.769 1.00207.92 C -ATOM 1164 CD ARG A 214 173.938 224.840 155.223 1.00207.92 C -ATOM 1165 NE ARG A 214 172.988 225.482 154.322 1.00207.92 N -ATOM 1166 CZ ARG A 214 171.679 225.265 154.328 1.00207.92 C -ATOM 1167 NH1 ARG A 214 171.119 224.431 155.189 1.00207.92 N1+ -ATOM 1168 NH2 ARG A 214 170.913 225.904 153.449 1.00207.92 N -ATOM 1169 N GLU A 214A 176.205 222.325 150.612 1.00204.17 N -ATOM 1170 CA GLU A 214A 177.240 222.148 149.604 1.00204.17 C -ATOM 1171 C GLU A 214A 176.849 220.959 148.746 1.00204.17 C -ATOM 1172 O GLU A 214A 176.407 219.940 149.296 1.00204.17 O -ATOM 1173 CB GLU A 214A 178.616 221.918 150.242 1.00204.17 C -ATOM 1174 CG GLU A 214A 179.795 222.334 149.370 1.00204.17 C -ATOM 1175 CD GLU A 214A 179.801 223.819 149.054 1.00204.17 C -ATOM 1176 OE1 GLU A 214A 179.463 224.624 149.947 1.00204.17 O -ATOM 1177 OE2 GLU A 214A 180.142 224.182 147.908 1.00204.17 O1- -ATOM 1178 N PRO A 214B 176.989 221.038 147.417 1.00197.40 N -ATOM 1179 CA PRO A 214B 176.590 219.908 146.565 1.00197.40 C -ATOM 1180 C PRO A 214B 177.681 218.861 146.385 1.00197.40 C -ATOM 1181 O PRO A 214B 177.602 218.033 145.473 1.00197.40 O -ATOM 1182 CB PRO A 214B 176.251 220.589 145.236 1.00197.40 C -ATOM 1183 CG PRO A 214B 177.180 221.756 145.192 1.00197.40 C -ATOM 1184 CD PRO A 214B 177.331 222.231 146.620 1.00197.40 C -ATOM 1185 N GLU A 214C 178.708 218.892 147.237 1.00182.40 N -ATOM 1186 CA GLU A 214C 179.794 217.926 147.118 1.00182.40 C -ATOM 1187 C GLU A 214C 179.396 216.547 147.636 1.00182.40 C -ATOM 1188 O GLU A 214C 179.997 215.544 147.238 1.00182.40 O -ATOM 1189 CB GLU A 214C 181.039 218.461 147.839 1.00182.40 C -ATOM 1190 CG GLU A 214C 180.897 218.715 149.346 1.00182.40 C -ATOM 1191 CD GLU A 214C 181.161 217.484 150.200 1.00182.40 C -ATOM 1192 OE1 GLU A 214C 181.809 216.541 149.697 1.00182.40 O -ATOM 1193 OE2 GLU A 214C 180.703 217.451 151.360 1.00182.40 O1- -ATOM 1194 N ASP A 215 178.406 216.473 148.526 1.00172.65 N -ATOM 1195 CA ASP A 215 178.041 215.228 149.183 1.00172.65 C -ATOM 1196 C ASP A 215 176.581 214.885 148.920 1.00172.65 C -ATOM 1197 O ASP A 215 175.734 215.770 148.771 1.00172.65 O -ATOM 1198 CB ASP A 215 178.278 215.301 150.699 1.00172.65 C -ATOM 1199 CG ASP A 215 177.485 216.412 151.360 1.00172.65 C -ATOM 1200 OD1 ASP A 215 177.277 217.464 150.720 1.00172.65 O -ATOM 1201 OD2 ASP A 215 177.059 216.225 152.519 1.00172.65 O1- -ATOM 1202 N LEU A 216 176.303 213.585 148.853 1.00144.51 N -ATOM 1203 CA LEU A 216 174.926 213.123 148.769 1.00144.51 C -ATOM 1204 C LEU A 216 174.219 213.340 150.105 1.00144.51 C -ATOM 1205 O LEU A 216 174.817 213.129 151.165 1.00144.51 O -ATOM 1206 CB LEU A 216 174.869 211.646 148.388 1.00144.51 C -ATOM 1207 CG LEU A 216 174.980 211.315 146.902 1.00144.51 C -ATOM 1208 CD1 LEU A 216 175.338 209.853 146.710 1.00144.51 C -ATOM 1209 CD2 LEU A 216 173.671 211.643 146.215 1.00144.51 C -ATOM 1210 N PRO A 217 172.957 213.769 150.088 1.00138.75 N -ATOM 1211 CA PRO A 217 172.232 213.977 151.348 1.00138.75 C -ATOM 1212 C PRO A 217 171.877 212.657 152.014 1.00138.75 C -ATOM 1213 O PRO A 217 171.469 211.697 151.356 1.00138.75 O -ATOM 1214 CB PRO A 217 170.971 214.738 150.913 1.00138.75 C -ATOM 1215 CG PRO A 217 171.255 215.212 149.513 1.00138.75 C -ATOM 1216 CD PRO A 217 172.159 214.184 148.925 1.00138.75 C -ATOM 1217 N GLN A 218 172.040 212.619 153.334 1.00132.43 N -ATOM 1218 CA GLN A 218 171.720 211.420 154.089 1.00132.43 C -ATOM 1219 C GLN A 218 170.207 211.248 154.202 1.00132.43 C -ATOM 1220 O GLN A 218 169.432 212.203 154.097 1.00132.43 O -ATOM 1221 CB GLN A 218 172.360 211.469 155.478 1.00132.43 C -ATOM 1222 CG GLN A 218 171.917 212.638 156.340 1.00132.43 C -ATOM 1223 CD GLN A 218 170.874 212.241 157.367 1.00132.43 C -ATOM 1224 OE1 GLN A 218 170.872 211.114 157.863 1.00132.43 O -ATOM 1225 NE2 GLN A 218 169.979 213.167 157.690 1.00132.43 N -ATOM 1226 N GLY A 219 169.793 210.006 154.416 1.00122.92 N -ATOM 1227 CA GLY A 219 168.398 209.629 154.441 1.00122.92 C -ATOM 1228 C GLY A 219 168.146 208.421 153.570 1.00122.92 C -ATOM 1229 O GLY A 219 169.061 207.811 153.018 1.00122.92 O -ATOM 1230 N PHE A 220 166.868 208.073 153.446 1.00108.74 N -ATOM 1231 CA PHE A 220 166.486 206.912 152.659 1.00108.74 C -ATOM 1232 C PHE A 220 165.296 207.234 151.771 1.00108.74 C -ATOM 1233 O PHE A 220 164.376 207.949 152.178 1.00108.74 O -ATOM 1234 CB PHE A 220 166.149 205.712 153.547 1.00108.74 C -ATOM 1235 CG PHE A 220 166.219 204.400 152.828 1.00108.74 C -ATOM 1236 CD1 PHE A 220 167.251 204.140 151.942 1.00108.74 C -ATOM 1237 CD2 PHE A 220 165.244 203.437 153.018 1.00108.74 C -ATOM 1238 CE1 PHE A 220 167.316 202.935 151.270 1.00108.74 C -ATOM 1239 CE2 PHE A 220 165.302 202.229 152.348 1.00108.74 C -ATOM 1240 CZ PHE A 220 166.340 201.978 151.474 1.00108.74 C -ATOM 1241 N SER A 221 165.327 206.692 150.555 1.00108.82 N -ATOM 1242 CA SER A 221 164.211 206.765 149.625 1.00108.82 C -ATOM 1243 C SER A 221 164.334 205.604 148.651 1.00108.82 C -ATOM 1244 O SER A 221 165.444 205.227 148.268 1.00108.82 O -ATOM 1245 CB SER A 221 164.185 208.099 148.869 1.00108.82 C -ATOM 1246 OG SER A 221 162.988 208.234 148.122 1.00108.82 O -ATOM 1247 N ALA A 222 163.196 205.046 148.256 1.00 98.66 N -ATOM 1248 CA ALA A 222 163.159 203.912 147.346 1.00 98.66 C -ATOM 1249 C ALA A 222 162.855 204.392 145.934 1.00 98.66 C -ATOM 1250 O ALA A 222 162.074 205.327 145.739 1.00 98.66 O -ATOM 1251 CB ALA A 222 162.115 202.888 147.790 1.00 98.66 C -ATOM 1252 N LEU A 223 163.474 203.744 144.952 1.00 98.92 N -ATOM 1253 CA LEU A 223 163.353 204.139 143.556 1.00 98.92 C -ATOM 1254 C LEU A 223 162.365 203.219 142.851 1.00 98.92 C -ATOM 1255 O LEU A 223 162.447 201.994 142.981 1.00 98.92 O -ATOM 1256 CB LEU A 223 164.713 204.100 142.855 1.00 98.92 C -ATOM 1257 CG LEU A 223 165.491 205.418 142.762 1.00 98.92 C -ATOM 1258 CD1 LEU A 223 165.887 205.950 144.135 1.00 98.92 C -ATOM 1259 CD2 LEU A 223 166.715 205.260 141.880 1.00 98.92 C -ATOM 1260 N GLU A 224 161.440 203.812 142.106 1.00 96.09 N -ATOM 1261 CA GLU A 224 160.367 203.071 141.466 1.00 96.09 C -ATOM 1262 C GLU A 224 160.693 202.794 140.003 1.00 96.09 C -ATOM 1263 O GLU A 224 161.316 203.623 139.332 1.00 96.09 O -ATOM 1264 CB GLU A 224 159.054 203.854 141.558 1.00 96.09 C -ATOM 1265 CG GLU A 224 158.606 204.117 142.984 1.00 96.09 C -ATOM 1266 CD GLU A 224 157.878 205.435 143.132 1.00 96.09 C -ATOM 1267 OE1 GLU A 224 157.270 205.893 142.143 1.00 96.09 O -ATOM 1268 OE2 GLU A 224 157.917 206.015 144.237 1.00 96.09 O1- -ATOM 1269 N PRO A 225 160.292 201.632 139.484 1.00 96.04 N -ATOM 1270 CA PRO A 225 160.555 201.317 138.070 1.00 96.04 C -ATOM 1271 C PRO A 225 159.663 202.127 137.143 1.00 96.04 C -ATOM 1272 O PRO A 225 158.437 202.004 137.169 1.00 96.04 O -ATOM 1273 CB PRO A 225 160.256 199.815 137.976 1.00 96.04 C -ATOM 1274 CG PRO A 225 159.372 199.524 139.128 1.00 96.04 C -ATOM 1275 CD PRO A 225 159.770 200.467 140.220 1.00 96.04 C -ATOM 1276 N LEU A 226 160.291 202.969 136.324 1.00 95.94 N -ATOM 1277 CA LEU A 226 159.568 203.754 135.332 1.00 95.94 C -ATOM 1278 C LEU A 226 159.698 203.175 133.928 1.00 95.94 C -ATOM 1279 O LEU A 226 158.688 202.869 133.287 1.00 95.94 O -ATOM 1280 CB LEU A 226 160.049 205.212 135.345 1.00 95.94 C -ATOM 1281 CG LEU A 226 159.672 206.086 136.544 1.00 95.94 C -ATOM 1282 CD1 LEU A 226 160.172 207.507 136.338 1.00 95.94 C -ATOM 1283 CD2 LEU A 226 158.169 206.075 136.787 1.00 95.94 C -ATOM 1284 N VAL A 227 160.925 203.021 133.428 1.00 97.59 N -ATOM 1285 CA VAL A 227 161.154 202.911 131.991 1.00 97.59 C -ATOM 1286 C VAL A 227 161.820 201.572 131.679 1.00 97.59 C -ATOM 1287 O VAL A 227 162.739 201.147 132.386 1.00 97.59 O -ATOM 1288 CB VAL A 227 162.000 204.110 131.501 1.00 97.59 C -ATOM 1289 CG1 VAL A 227 162.348 203.997 130.047 1.00 97.59 C -ATOM 1290 CG2 VAL A 227 161.267 205.426 131.754 1.00 97.59 C -ATOM 1291 N ASP A 228 161.340 200.895 130.629 1.00102.65 N -ATOM 1292 CA ASP A 228 161.924 199.639 130.173 1.00102.65 C -ATOM 1293 C ASP A 228 162.161 199.683 128.668 1.00102.65 C -ATOM 1294 O ASP A 228 161.378 200.282 127.925 1.00102.65 O -ATOM 1295 CB ASP A 228 161.031 198.443 130.519 1.00102.65 C -ATOM 1296 CG ASP A 228 161.825 197.166 130.724 1.00102.65 C -ATOM 1297 OD1 ASP A 228 162.992 197.114 130.281 1.00102.65 O -ATOM 1298 OD2 ASP A 228 161.284 196.212 131.320 1.00102.65 O1- -ATOM 1299 N LEU A 229 163.250 199.050 128.228 1.00112.90 N -ATOM 1300 CA LEU A 229 163.658 199.052 126.824 1.00112.90 C -ATOM 1301 C LEU A 229 164.066 197.650 126.392 1.00112.90 C -ATOM 1302 O LEU A 229 165.022 197.084 126.959 1.00112.90 O -ATOM 1303 CB LEU A 229 164.817 200.027 126.594 1.00112.90 C -ATOM 1304 CG LEU A 229 164.542 201.477 126.196 1.00112.90 C -ATOM 1305 CD1 LEU A 229 164.097 202.277 127.369 1.00112.90 C -ATOM 1306 CD2 LEU A 229 165.785 202.110 125.612 1.00112.90 C -ATOM 1307 N PRO A 230 163.393 197.049 125.403 1.00119.83 N -ATOM 1308 CA PRO A 230 163.855 195.765 124.821 1.00119.83 C -ATOM 1309 C PRO A 230 164.820 195.964 123.653 1.00119.83 C -ATOM 1310 O PRO A 230 164.498 195.746 122.476 1.00119.83 O -ATOM 1311 CB PRO A 230 162.538 195.111 124.398 1.00119.83 C -ATOM 1312 CG PRO A 230 161.655 196.268 124.033 1.00119.83 C -ATOM 1313 CD PRO A 230 162.055 197.428 124.916 1.00119.83 C -ATOM 1314 N ILE A 231 166.042 196.379 123.973 1.00131.08 N -ATOM 1315 CA ILE A 231 167.004 196.804 122.955 1.00131.08 C -ATOM 1316 C ILE A 231 167.893 195.657 122.467 1.00131.08 C -ATOM 1317 O ILE A 231 168.071 195.485 121.258 1.00131.08 O -ATOM 1318 CB ILE A 231 167.815 198.019 123.477 1.00131.08 C -ATOM 1319 CG1 ILE A 231 168.621 197.695 124.749 1.00131.08 C -ATOM 1320 CG2 ILE A 231 166.906 199.191 123.682 1.00131.08 C -ATOM 1321 CD1 ILE A 231 169.590 198.737 125.174 1.00131.08 C -ATOM 1322 N GLY A 232 168.435 194.835 123.362 1.00150.21 N -ATOM 1323 CA GLY A 232 169.502 193.923 122.983 1.00150.21 C -ATOM 1324 C GLY A 232 170.769 194.592 122.490 1.00150.21 C -ATOM 1325 O GLY A 232 171.355 194.141 121.499 1.00150.21 O -ATOM 1326 N ILE A 233 171.215 195.652 123.161 1.00149.18 N -ATOM 1327 CA ILE A 233 172.380 196.423 122.735 1.00149.18 C -ATOM 1328 C ILE A 233 173.481 196.262 123.775 1.00149.18 C -ATOM 1329 O ILE A 233 173.258 196.499 124.969 1.00149.18 O -ATOM 1330 CB ILE A 233 172.029 197.908 122.524 1.00149.18 C -ATOM 1331 CG1 ILE A 233 171.071 198.066 121.338 1.00149.18 C -ATOM 1332 CG2 ILE A 233 173.291 198.751 122.332 1.00149.18 C -ATOM 1333 CD1 ILE A 233 170.796 199.506 120.946 1.00149.18 C -ATOM 1334 N ASN A 234 174.662 195.850 123.318 1.00152.00 N -ATOM 1335 CA ASN A 234 175.833 195.757 124.179 1.00152.00 C -ATOM 1336 C ASN A 234 176.292 197.158 124.574 1.00152.00 C -ATOM 1337 O ASN A 234 176.505 198.017 123.713 1.00152.00 O -ATOM 1338 CB ASN A 234 176.941 194.999 123.443 1.00152.00 C -ATOM 1339 CG ASN A 234 178.200 194.813 124.272 1.00152.00 C -ATOM 1340 OD1 ASN A 234 178.168 194.825 125.502 1.00152.00 O -ATOM 1341 ND2 ASN A 234 179.324 194.623 123.583 1.00152.00 N -ATOM 1342 N ILE A 235 176.413 197.397 125.880 1.00141.37 N -ATOM 1343 CA ILE A 235 176.771 198.705 126.424 1.00141.37 C -ATOM 1344 C ILE A 235 177.963 198.525 127.353 1.00141.37 C -ATOM 1345 O ILE A 235 177.907 197.717 128.288 1.00141.37 O -ATOM 1346 CB ILE A 235 175.601 199.360 127.182 1.00141.37 C -ATOM 1347 CG1 ILE A 235 174.372 199.517 126.284 1.00141.37 C -ATOM 1348 CG2 ILE A 235 176.016 200.710 127.749 1.00141.37 C -ATOM 1349 CD1 ILE A 235 173.153 200.027 127.014 1.00141.37 C -ATOM 1350 N THR A 236 179.040 199.275 127.101 1.00140.84 N -ATOM 1351 CA THR A 236 180.206 199.264 127.980 1.00140.84 C -ATOM 1352 C THR A 236 180.580 200.675 128.421 1.00140.84 C -ATOM 1353 O THR A 236 181.163 200.859 129.493 1.00140.84 O -ATOM 1354 CB THR A 236 181.411 198.606 127.299 1.00140.84 C -ATOM 1355 OG1 THR A 236 181.696 199.277 126.066 1.00140.84 O -ATOM 1356 CG2 THR A 236 181.158 197.127 127.036 1.00140.84 C -ATOM 1357 N ARG A 237 180.257 201.673 127.602 1.00148.09 N -ATOM 1358 CA ARG A 237 180.578 203.063 127.884 1.00148.09 C -ATOM 1359 C ARG A 237 179.319 203.914 127.792 1.00148.09 C -ATOM 1360 O ARG A 237 178.354 203.566 127.101 1.00148.09 O -ATOM 1361 CB ARG A 237 181.635 203.613 126.917 1.00148.09 C -ATOM 1362 CG ARG A 237 183.043 203.088 127.139 1.00148.09 C -ATOM 1363 CD ARG A 237 184.030 203.821 126.242 1.00148.09 C -ATOM 1364 NE ARG A 237 185.397 203.344 126.412 1.00148.09 N -ATOM 1365 CZ ARG A 237 185.933 202.345 125.724 1.00148.09 C -ATOM 1366 NH1 ARG A 237 185.244 201.691 124.804 1.00148.09 N1+ -ATOM 1367 NH2 ARG A 237 187.194 201.997 125.963 1.00148.09 N -ATOM 1368 N PHE A 238 179.347 205.045 128.497 1.00154.33 N -ATOM 1369 CA PHE A 238 178.235 205.983 128.472 1.00154.33 C -ATOM 1370 C PHE A 238 178.748 207.372 128.817 1.00154.33 C -ATOM 1371 O PHE A 238 179.855 207.541 129.338 1.00154.33 O -ATOM 1372 CB PHE A 238 177.111 205.559 129.427 1.00154.33 C -ATOM 1373 CG PHE A 238 177.254 206.082 130.831 1.00154.33 C -ATOM 1374 CD1 PHE A 238 178.173 205.522 131.704 1.00154.33 C -ATOM 1375 CD2 PHE A 238 176.439 207.111 131.288 1.00154.33 C -ATOM 1376 CE1 PHE A 238 178.298 205.996 132.998 1.00154.33 C -ATOM 1377 CE2 PHE A 238 176.560 207.590 132.581 1.00154.33 C -ATOM 1378 CZ PHE A 238 177.489 207.030 133.437 1.00154.33 C -ATOM 1379 N GLN A 239 177.914 208.364 128.516 1.00182.57 N -ATOM 1380 CA GLN A 239 178.243 209.762 128.738 1.00182.57 C -ATOM 1381 C GLN A 239 176.949 210.526 128.975 1.00182.57 C -ATOM 1382 O GLN A 239 175.868 210.092 128.570 1.00182.57 O -ATOM 1383 CB GLN A 239 179.018 210.342 127.547 1.00182.57 C -ATOM 1384 CG GLN A 239 179.895 211.542 127.871 1.00182.57 C -ATOM 1385 CD GLN A 239 180.731 211.987 126.687 1.00182.57 C -ATOM 1386 OE1 GLN A 239 180.444 211.634 125.544 1.00182.57 O -ATOM 1387 NE2 GLN A 239 181.769 212.769 126.956 1.00182.57 N -ATOM 1388 N THR A 240 177.065 211.666 129.647 1.00199.91 N -ATOM 1389 CA THR A 240 175.922 212.529 129.902 1.00199.91 C -ATOM 1390 C THR A 240 175.973 213.757 128.999 1.00199.91 C -ATOM 1391 O THR A 240 177.040 214.172 128.536 1.00199.91 O -ATOM 1392 CB THR A 240 175.858 212.942 131.379 1.00199.91 C -ATOM 1393 OG1 THR A 240 174.637 213.648 131.629 1.00199.91 O -ATOM 1394 CG2 THR A 240 177.048 213.809 131.777 1.00199.91 C -ATOM 1395 N LEU A 241 174.795 214.311 128.718 1.00209.01 N -ATOM 1396 CA LEU A 241 174.638 215.460 127.837 1.00209.01 C -ATOM 1397 C LEU A 241 173.869 216.536 128.587 1.00209.01 C -ATOM 1398 O LEU A 241 172.759 216.284 129.072 1.00209.01 O -ATOM 1399 CB LEU A 241 173.903 215.078 126.550 1.00209.01 C -ATOM 1400 CG LEU A 241 174.324 213.796 125.828 1.00209.01 C -ATOM 1401 CD1 LEU A 241 173.437 213.561 124.621 1.00209.01 C -ATOM 1402 CD2 LEU A 241 175.785 213.855 125.416 1.00209.01 C -ATOM 1403 N LEU A 242 174.450 217.729 128.660 1.00221.74 N -ATOM 1404 CA LEU A 242 173.913 218.839 129.426 1.00221.74 C -ATOM 1405 C LEU A 242 173.289 219.870 128.486 1.00221.74 C -ATOM 1406 O LEU A 242 173.156 219.650 127.279 1.00221.74 O -ATOM 1407 CB LEU A 242 175.014 219.458 130.290 1.00221.74 C -ATOM 1408 CG LEU A 242 176.066 218.519 130.889 1.00221.74 C -ATOM 1409 CD1 LEU A 242 177.179 219.322 131.542 1.00221.74 C -ATOM 1410 CD2 LEU A 242 175.443 217.564 131.896 1.00221.74 C -ATOM 1411 N ALA A 243 172.887 221.010 129.043 1.00213.17 N -ATOM 1412 CA ALA A 243 172.335 222.116 128.272 1.00213.17 C -ATOM 1413 C ALA A 243 173.164 223.366 128.530 1.00213.17 C -ATOM 1414 O ALA A 243 173.432 223.710 129.686 1.00213.17 O -ATOM 1415 CB ALA A 243 170.869 222.367 128.632 1.00213.17 C -ATOM 1416 N LEU A 244 173.567 224.040 127.455 1.00190.04 N -ATOM 1417 CA LEU A 244 174.393 225.235 127.543 1.00190.04 C -ATOM 1418 C LEU A 244 173.827 226.320 126.637 1.00190.04 C -ATOM 1419 O LEU A 244 173.102 226.045 125.678 1.00190.04 O -ATOM 1420 CB LEU A 244 175.853 224.947 127.160 1.00190.04 C -ATOM 1421 CG LEU A 244 176.648 223.990 128.050 1.00190.04 C -ATOM 1422 CD1 LEU A 244 177.954 223.595 127.379 1.00190.04 C -ATOM 1423 CD2 LEU A 244 176.908 224.616 129.411 1.00190.04 C -ATOM 1424 N HIS A 245 174.168 227.564 126.959 1.00157.86 N -ATOM 1425 CA HIS A 245 173.757 228.708 126.152 1.00157.86 C -ATOM 1426 C HIS A 245 174.922 229.667 125.931 1.00157.86 C -ATOM 1427 O HIS A 245 175.960 229.558 126.583 1.00157.86 O -ATOM 1428 CB HIS A 245 172.589 229.444 126.813 1.00157.86 C -ATOM 1429 CG HIS A 245 171.305 228.674 126.800 1.00157.86 C -ATOM 1430 ND1 HIS A 245 170.634 228.366 125.636 1.00157.86 N -ATOM 1431 CD2 HIS A 245 170.567 228.153 127.808 1.00157.86 C -ATOM 1432 CE1 HIS A 245 169.540 227.687 125.927 1.00157.86 C -ATOM 1433 NE2 HIS A 245 169.475 227.544 127.239 1.00157.86 N -ATOM 1434 N ALA A 263 174.706 223.281 139.804 1.00200.07 N -ATOM 1435 CA ALA A 263 174.305 221.891 139.622 1.00200.07 C -ATOM 1436 C ALA A 263 175.496 220.954 139.791 1.00200.07 C -ATOM 1437 O ALA A 263 176.636 221.334 139.527 1.00200.07 O -ATOM 1438 CB ALA A 263 173.669 221.699 138.256 1.00200.07 C -ATOM 1439 N ALA A 264 175.224 219.728 140.234 1.00188.84 N -ATOM 1440 CA ALA A 264 176.270 218.731 140.415 1.00188.84 C -ATOM 1441 C ALA A 264 175.664 217.347 140.243 1.00188.84 C -ATOM 1442 O ALA A 264 174.447 217.168 140.344 1.00188.84 O -ATOM 1443 CB ALA A 264 176.941 218.860 141.787 1.00188.84 C -ATOM 1444 N TYR A 265 176.522 216.361 139.984 1.00176.40 N -ATOM 1445 CA TYR A 265 176.021 215.006 139.800 1.00176.40 C -ATOM 1446 C TYR A 265 177.025 213.988 140.327 1.00176.40 C -ATOM 1447 O TYR A 265 178.198 214.291 140.556 1.00176.40 O -ATOM 1448 CB TYR A 265 175.655 214.726 138.332 1.00176.40 C -ATOM 1449 CG TYR A 265 176.753 214.876 137.304 1.00176.40 C -ATOM 1450 CD1 TYR A 265 177.063 216.119 136.761 1.00176.40 C -ATOM 1451 CD2 TYR A 265 177.445 213.764 136.837 1.00176.40 C -ATOM 1452 CE1 TYR A 265 178.052 216.253 135.803 1.00176.40 C -ATOM 1453 CE2 TYR A 265 178.432 213.888 135.879 1.00176.40 C -ATOM 1454 CZ TYR A 265 178.730 215.133 135.365 1.00176.40 C -ATOM 1455 OH TYR A 265 179.717 215.257 134.415 1.00176.40 O -ATOM 1456 N TYR A 266 176.519 212.775 140.547 1.00157.91 N -ATOM 1457 CA TYR A 266 177.242 211.690 141.194 1.00157.91 C -ATOM 1458 C TYR A 266 176.988 210.402 140.427 1.00157.91 C -ATOM 1459 O TYR A 266 175.844 210.105 140.064 1.00157.91 O -ATOM 1460 CB TYR A 266 176.805 211.496 142.656 1.00157.91 C -ATOM 1461 CG TYR A 266 176.629 212.764 143.466 1.00157.91 C -ATOM 1462 CD1 TYR A 266 175.404 213.427 143.504 1.00157.91 C -ATOM 1463 CD2 TYR A 266 177.680 213.287 144.208 1.00157.91 C -ATOM 1464 CE1 TYR A 266 175.238 214.579 144.248 1.00157.91 C -ATOM 1465 CE2 TYR A 266 177.522 214.439 144.958 1.00157.91 C -ATOM 1466 CZ TYR A 266 176.299 215.079 144.971 1.00157.91 C -ATOM 1467 OH TYR A 266 176.136 216.223 145.713 1.00157.91 O -ATOM 1468 N VAL A 267 178.054 209.635 140.201 1.00130.91 N -ATOM 1469 CA VAL A 267 178.009 208.399 139.428 1.00130.91 C -ATOM 1470 C VAL A 267 178.546 207.263 140.289 1.00130.91 C -ATOM 1471 O VAL A 267 179.658 207.356 140.823 1.00130.91 O -ATOM 1472 CB VAL A 267 178.820 208.521 138.123 1.00130.91 C -ATOM 1473 CG1 VAL A 267 178.908 207.178 137.410 1.00130.91 C -ATOM 1474 CG2 VAL A 267 178.214 209.575 137.210 1.00130.91 C -ATOM 1475 N GLY A 268 177.758 206.189 140.420 1.00116.14 N -ATOM 1476 CA GLY A 268 178.197 204.998 141.111 1.00116.14 C -ATOM 1477 C GLY A 268 177.858 203.754 140.310 1.00116.14 C -ATOM 1478 O GLY A 268 177.110 203.805 139.335 1.00116.14 O -ATOM 1479 N TYR A 269 178.403 202.626 140.758 1.00105.78 N -ATOM 1480 CA TYR A 269 178.279 201.376 140.025 1.00105.78 C -ATOM 1481 C TYR A 269 177.682 200.293 140.912 1.00105.78 C -ATOM 1482 O TYR A 269 177.923 200.251 142.122 1.00105.78 O -ATOM 1483 CB TYR A 269 179.637 200.930 139.478 1.00105.78 C -ATOM 1484 CG TYR A 269 180.308 201.999 138.650 1.00105.78 C -ATOM 1485 CD1 TYR A 269 179.653 202.575 137.567 1.00105.78 C -ATOM 1486 CD2 TYR A 269 181.588 202.442 138.956 1.00105.78 C -ATOM 1487 CE1 TYR A 269 180.257 203.559 136.807 1.00105.78 C -ATOM 1488 CE2 TYR A 269 182.203 203.426 138.200 1.00105.78 C -ATOM 1489 CZ TYR A 269 181.531 203.979 137.128 1.00105.78 C -ATOM 1490 OH TYR A 269 182.135 204.958 136.372 1.00105.78 O -ATOM 1491 N LEU A 270 176.898 199.418 140.290 1.00 93.64 N -ATOM 1492 CA LEU A 270 176.202 198.349 140.990 1.00 93.64 C -ATOM 1493 C LEU A 270 177.000 197.054 140.930 1.00 93.64 C -ATOM 1494 O LEU A 270 177.730 196.793 139.969 1.00 93.64 O -ATOM 1495 CB LEU A 270 174.816 198.120 140.384 1.00 93.64 C -ATOM 1496 CG LEU A 270 173.948 199.346 140.094 1.00 93.64 C -ATOM 1497 CD1 LEU A 270 172.633 198.919 139.465 1.00 93.64 C -ATOM 1498 CD2 LEU A 270 173.699 200.146 141.360 1.00 93.64 C -ATOM 1499 N GLN A 271 176.853 196.243 141.967 1.00 89.34 N -ATOM 1500 CA GLN A 271 177.444 194.916 142.026 1.00 89.34 C -ATOM 1501 C GLN A 271 176.405 193.980 142.626 1.00 89.34 C -ATOM 1502 O GLN A 271 175.444 194.444 143.249 1.00 89.34 O -ATOM 1503 CB GLN A 271 178.751 194.923 142.836 1.00 89.34 C -ATOM 1504 CG GLN A 271 178.632 195.177 144.320 1.00 89.34 C -ATOM 1505 CD GLN A 271 179.992 195.141 144.992 1.00 89.34 C -ATOM 1506 OE1 GLN A 271 181.014 194.964 144.329 1.00 89.34 O -ATOM 1507 NE2 GLN A 271 180.012 195.283 146.309 1.00 89.34 N -ATOM 1508 N PRO A 272 176.519 192.666 142.390 1.00 90.32 N -ATOM 1509 CA PRO A 272 175.530 191.732 142.960 1.00 90.32 C -ATOM 1510 C PRO A 272 175.625 191.662 144.477 1.00 90.32 C -ATOM 1511 O PRO A 272 176.660 191.292 145.035 1.00 90.32 O -ATOM 1512 CB PRO A 272 175.889 190.390 142.308 1.00 90.32 C -ATOM 1513 CG PRO A 272 177.284 190.552 141.826 1.00 90.32 C -ATOM 1514 CD PRO A 272 177.376 191.978 141.405 1.00 90.32 C -ATOM 1515 N ARG A 273 174.530 192.025 145.141 1.00 89.40 N -ATOM 1516 CA ARG A 273 174.443 192.046 146.590 1.00 89.40 C -ATOM 1517 C ARG A 273 173.126 191.429 147.039 1.00 89.40 C -ATOM 1518 O ARG A 273 172.138 191.385 146.294 1.00 89.40 O -ATOM 1519 CB ARG A 273 174.557 193.474 147.143 1.00 89.40 C -ATOM 1520 CG ARG A 273 175.967 194.043 147.163 1.00 89.40 C -ATOM 1521 CD ARG A 273 176.781 193.455 148.304 1.00 89.40 C -ATOM 1522 NE ARG A 273 178.108 194.052 148.395 1.00 89.40 N -ATOM 1523 CZ ARG A 273 178.514 194.824 149.394 1.00 89.40 C -ATOM 1524 NH1 ARG A 273 177.717 195.118 150.407 1.00 89.40 N1+ -ATOM 1525 NH2 ARG A 273 179.750 195.313 149.377 1.00 89.40 N -ATOM 1526 N THR A 274 173.136 190.946 148.278 1.00 80.78 N -ATOM 1527 CA THR A 274 171.943 190.479 148.967 1.00 80.78 C -ATOM 1528 C THR A 274 171.455 191.586 149.892 1.00 80.78 C -ATOM 1529 O THR A 274 172.244 192.162 150.647 1.00 80.78 O -ATOM 1530 CB THR A 274 172.236 189.206 149.763 1.00 80.78 C -ATOM 1531 OG1 THR A 274 172.871 188.244 148.911 1.00 80.78 O -ATOM 1532 CG2 THR A 274 170.955 188.609 150.322 1.00 80.78 C -ATOM 1533 N PHE A 275 170.164 191.891 149.820 1.00 75.71 N -ATOM 1534 CA PHE A 275 169.571 192.967 150.596 1.00 75.71 C -ATOM 1535 C PHE A 275 168.364 192.453 151.365 1.00 75.71 C -ATOM 1536 O PHE A 275 167.712 191.485 150.962 1.00 75.71 O -ATOM 1537 CB PHE A 275 169.150 194.141 149.701 1.00 75.71 C -ATOM 1538 CG PHE A 275 170.178 195.231 149.603 1.00 75.71 C -ATOM 1539 CD1 PHE A 275 171.422 194.982 149.043 1.00 75.71 C -ATOM 1540 CD2 PHE A 275 169.898 196.508 150.068 1.00 75.71 C -ATOM 1541 CE1 PHE A 275 172.370 195.987 148.951 1.00 75.71 C -ATOM 1542 CE2 PHE A 275 170.841 197.517 149.979 1.00 75.71 C -ATOM 1543 CZ PHE A 275 172.078 197.255 149.419 1.00 75.71 C -ATOM 1544 N LEU A 276 168.078 193.114 152.483 1.00 74.42 N -ATOM 1545 CA LEU A 276 166.904 192.840 153.311 1.00 74.42 C -ATOM 1546 C LEU A 276 166.062 194.110 153.326 1.00 74.42 C -ATOM 1547 O LEU A 276 166.380 195.067 154.034 1.00 74.42 O -ATOM 1548 CB LEU A 276 167.309 192.408 154.726 1.00 74.42 C -ATOM 1549 CG LEU A 276 166.186 191.943 155.657 1.00 74.42 C -ATOM 1550 CD1 LEU A 276 165.652 190.581 155.238 1.00 74.42 C -ATOM 1551 CD2 LEU A 276 166.659 191.921 157.101 1.00 74.42 C -ATOM 1552 N LEU A 277 165.015 194.130 152.506 1.00 69.65 N -ATOM 1553 CA LEU A 277 164.126 195.280 152.448 1.00 69.65 C -ATOM 1554 C LEU A 277 163.007 195.131 153.471 1.00 69.65 C -ATOM 1555 O LEU A 277 162.606 194.015 153.815 1.00 69.65 O -ATOM 1556 CB LEU A 277 163.541 195.420 151.044 1.00 69.65 C -ATOM 1557 CG LEU A 277 164.543 195.316 149.891 1.00 69.65 C -ATOM 1558 CD1 LEU A 277 163.831 195.365 148.552 1.00 69.65 C -ATOM 1559 CD2 LEU A 277 165.589 196.414 149.981 1.00 69.65 C -ATOM 1560 N LYS A 278 162.502 196.258 153.964 1.00 74.22 N -ATOM 1561 CA LYS A 278 161.398 196.268 154.911 1.00 74.22 C -ATOM 1562 C LYS A 278 160.225 197.029 154.310 1.00 74.22 C -ATOM 1563 O LYS A 278 160.367 198.196 153.932 1.00 74.22 O -ATOM 1564 CB LYS A 278 161.825 196.902 156.237 1.00 74.22 C -ATOM 1565 CG LYS A 278 160.677 197.340 157.130 1.00 74.22 C -ATOM 1566 CD LYS A 278 161.197 197.989 158.399 1.00 74.22 C -ATOM 1567 CE LYS A 278 160.061 198.484 159.276 1.00 74.22 C -ATOM 1568 NZ LYS A 278 160.570 199.115 160.524 1.00 74.22 N1+ -ATOM 1569 N TYR A 279 159.073 196.370 154.227 1.00 76.53 N -ATOM 1570 CA TYR A 279 157.859 196.952 153.677 1.00 76.53 C -ATOM 1571 C TYR A 279 156.915 197.296 154.818 1.00 76.53 C -ATOM 1572 O TYR A 279 156.592 196.430 155.643 1.00 76.53 O -ATOM 1573 CB TYR A 279 157.167 195.986 152.713 1.00 76.53 C -ATOM 1574 CG TYR A 279 157.961 195.629 151.477 1.00 76.53 C -ATOM 1575 CD1 TYR A 279 158.843 194.555 151.482 1.00 76.53 C -ATOM 1576 CD2 TYR A 279 157.813 196.353 150.300 1.00 76.53 C -ATOM 1577 CE1 TYR A 279 159.565 194.218 150.352 1.00 76.53 C -ATOM 1578 CE2 TYR A 279 158.532 196.024 149.165 1.00 76.53 C -ATOM 1579 CZ TYR A 279 159.405 194.956 149.198 1.00 76.53 C -ATOM 1580 OH TYR A 279 160.122 194.624 148.072 1.00 76.53 O -ATOM 1581 N ASN A 280 156.454 198.545 154.843 1.00 97.33 N -ATOM 1582 CA ASN A 280 155.502 199.008 155.841 1.00 97.33 C -ATOM 1583 C ASN A 280 154.086 198.572 155.467 1.00 97.33 C -ATOM 1584 O ASN A 280 153.876 197.721 154.599 1.00 97.33 O -ATOM 1585 CB ASN A 280 155.599 200.525 156.010 1.00 97.33 C -ATOM 1586 CG ASN A 280 155.684 201.269 154.684 1.00 97.33 C -ATOM 1587 OD1 ASN A 280 155.100 200.861 153.680 1.00 97.33 O -ATOM 1588 ND2 ASN A 280 156.423 202.372 154.679 1.00 97.33 N -ATOM 1589 N GLU A 281 153.093 199.166 156.134 1.00114.97 N -ATOM 1590 CA GLU A 281 151.705 198.774 155.901 1.00114.97 C -ATOM 1591 C GLU A 281 151.206 199.238 154.535 1.00114.97 C -ATOM 1592 O GLU A 281 150.244 198.679 153.997 1.00114.97 O -ATOM 1593 CB GLU A 281 150.810 199.311 157.022 1.00114.97 C -ATOM 1594 CG GLU A 281 150.578 200.821 157.017 1.00114.97 C -ATOM 1595 CD GLU A 281 151.655 201.607 157.751 1.00114.97 C -ATOM 1596 OE1 GLU A 281 152.738 201.050 158.033 1.00114.97 O -ATOM 1597 OE2 GLU A 281 151.414 202.795 158.048 1.00114.97 O1- -ATOM 1598 N ASN A 282 151.843 200.256 153.959 1.00124.26 N -ATOM 1599 CA ASN A 282 151.437 200.770 152.658 1.00124.26 C -ATOM 1600 C ASN A 282 152.319 200.286 151.513 1.00124.26 C -ATOM 1601 O ASN A 282 152.122 200.728 150.376 1.00124.26 O -ATOM 1602 CB ASN A 282 151.404 202.298 152.699 1.00124.26 C -ATOM 1603 CG ASN A 282 150.451 202.822 153.755 1.00124.26 C -ATOM 1604 OD1 ASN A 282 149.400 202.230 153.999 1.00124.26 O -ATOM 1605 ND2 ASN A 282 150.812 203.929 154.389 1.00124.26 N -ATOM 1606 N GLY A 283 153.277 199.399 151.774 1.00 98.56 N -ATOM 1607 CA GLY A 283 154.098 198.825 150.728 1.00 98.56 C -ATOM 1608 C GLY A 283 155.360 199.588 150.392 1.00 98.56 C -ATOM 1609 O GLY A 283 156.142 199.118 149.555 1.00 98.56 O -ATOM 1610 N THR A 284 155.589 200.740 151.013 1.00 90.43 N -ATOM 1611 CA THR A 284 156.790 201.517 150.747 1.00 90.43 C -ATOM 1612 C THR A 284 157.985 200.895 151.467 1.00 90.43 C -ATOM 1613 O THR A 284 157.877 200.436 152.607 1.00 90.43 O -ATOM 1614 CB THR A 284 156.581 202.967 151.199 1.00 90.43 C -ATOM 1615 OG1 THR A 284 155.355 203.462 150.647 1.00 90.43 O -ATOM 1616 CG2 THR A 284 157.717 203.869 150.730 1.00 90.43 C -ATOM 1617 N ILE A 285 159.132 200.867 150.787 1.00 79.83 N -ATOM 1618 CA ILE A 285 160.351 200.338 151.389 1.00 79.83 C -ATOM 1619 C ILE A 285 160.869 201.356 152.396 1.00 79.83 C -ATOM 1620 O ILE A 285 161.505 202.351 152.030 1.00 79.83 O -ATOM 1621 CB ILE A 285 161.412 200.005 150.323 1.00 79.83 C -ATOM 1622 CG1 ILE A 285 160.847 199.007 149.311 1.00 79.83 C -ATOM 1623 CG2 ILE A 285 162.669 199.443 150.975 1.00 79.83 C -ATOM 1624 CD1 ILE A 285 161.838 198.570 148.255 1.00 79.83 C -ATOM 1625 N THR A 286 160.574 201.117 153.677 1.00 82.91 N -ATOM 1626 CA THR A 286 160.924 202.075 154.721 1.00 82.91 C -ATOM 1627 C THR A 286 162.411 202.007 155.060 1.00 82.91 C -ATOM 1628 O THR A 286 163.053 203.043 155.277 1.00 82.91 O -ATOM 1629 CB THR A 286 160.056 201.818 155.957 1.00 82.91 C -ATOM 1630 OG1 THR A 286 158.676 201.970 155.602 1.00 82.91 O -ATOM 1631 CG2 THR A 286 160.370 202.801 157.081 1.00 82.91 C -ATOM 1632 N ASP A 287 162.983 200.805 155.079 1.00 84.88 N -ATOM 1633 CA ASP A 287 164.376 200.632 155.469 1.00 84.88 C -ATOM 1634 C ASP A 287 164.957 199.424 154.745 1.00 84.88 C -ATOM 1635 O ASP A 287 164.228 198.583 154.211 1.00 84.88 O -ATOM 1636 CB ASP A 287 164.511 200.475 156.988 1.00 84.88 C -ATOM 1637 CG ASP A 287 165.851 200.957 157.506 1.00 84.88 C -ATOM 1638 OD1 ASP A 287 166.594 201.596 156.733 1.00 84.88 O -ATOM 1639 OD2 ASP A 287 166.162 200.697 158.688 1.00 84.88 O1- -ATOM 1640 N ALA A 288 166.287 199.353 154.721 1.00 78.83 N -ATOM 1641 CA ALA A 288 166.984 198.262 154.058 1.00 78.83 C -ATOM 1642 C ALA A 288 168.263 197.932 154.816 1.00 78.83 C -ATOM 1643 O ALA A 288 168.826 198.771 155.523 1.00 78.83 O -ATOM 1644 CB ALA A 288 167.309 198.603 152.599 1.00 78.83 C -ATOM 1645 N VAL A 289 168.713 196.690 154.656 1.00 79.42 N -ATOM 1646 CA VAL A 289 169.930 196.193 155.294 1.00 79.42 C -ATOM 1647 C VAL A 289 170.798 195.544 154.224 1.00 79.42 C -ATOM 1648 O VAL A 289 170.335 194.652 153.501 1.00 79.42 O -ATOM 1649 CB VAL A 289 169.618 195.197 156.427 1.00 79.42 C -ATOM 1650 CG1 VAL A 289 170.851 194.391 156.807 1.00 79.42 C -ATOM 1651 CG2 VAL A 289 169.088 195.929 157.644 1.00 79.42 C -ATOM 1652 N ASP A 290 172.048 195.995 154.118 1.00 88.88 N -ATOM 1653 CA ASP A 290 173.014 195.429 153.183 1.00 88.88 C -ATOM 1654 C ASP A 290 173.729 194.269 153.868 1.00 88.88 C -ATOM 1655 O ASP A 290 174.438 194.471 154.858 1.00 88.88 O -ATOM 1656 CB ASP A 290 174.007 196.503 152.735 1.00 88.88 C -ATOM 1657 CG ASP A 290 174.857 196.071 151.551 1.00 88.88 C -ATOM 1658 OD1 ASP A 290 174.646 194.963 151.014 1.00 88.88 O -ATOM 1659 OD2 ASP A 290 175.742 196.855 151.148 1.00 88.88 O1- -ATOM 1660 N CYS A 291 173.564 193.061 153.323 1.00 94.34 N -ATOM 1661 CA CYS A 291 173.988 191.843 154.006 1.00 94.34 C -ATOM 1662 C CYS A 291 175.498 191.628 154.003 1.00 94.34 C -ATOM 1663 O CYS A 291 175.971 190.728 154.706 1.00 94.34 O -ATOM 1664 CB CYS A 291 173.311 190.625 153.373 1.00 94.34 C -ATOM 1665 SG CYS A 291 171.516 190.554 153.577 1.00 94.34 S -ATOM 1666 N ALA A 292 176.264 192.409 153.244 1.00 99.04 N -ATOM 1667 CA ALA A 292 177.703 192.200 153.127 1.00 99.04 C -ATOM 1668 C ALA A 292 178.497 193.432 153.549 1.00 99.04 C -ATOM 1669 O ALA A 292 179.624 193.636 153.092 1.00 99.04 O -ATOM 1670 CB ALA A 292 178.074 191.788 151.703 1.00 99.04 C -ATOM 1671 N LEU A 293 177.929 194.260 154.423 1.00102.04 N -ATOM 1672 CA LEU A 293 178.605 195.481 154.845 1.00102.04 C -ATOM 1673 C LEU A 293 179.453 195.269 156.096 1.00102.04 C -ATOM 1674 O LEU A 293 180.644 195.593 156.102 1.00102.04 O -ATOM 1675 CB LEU A 293 177.578 196.591 155.084 1.00102.04 C -ATOM 1676 CG LEU A 293 178.155 197.930 155.536 1.00102.04 C -ATOM 1677 CD1 LEU A 293 179.065 198.500 154.463 1.00102.04 C -ATOM 1678 CD2 LEU A 293 177.039 198.903 155.869 1.00102.04 C -ATOM 1679 N ASP A 294 178.859 194.725 157.154 1.00106.02 N -ATOM 1680 CA ASP A 294 179.561 194.452 158.400 1.00106.02 C -ATOM 1681 C ASP A 294 178.922 193.228 159.058 1.00106.02 C -ATOM 1682 O ASP A 294 177.821 192.819 158.660 1.00106.02 O -ATOM 1683 CB ASP A 294 179.577 195.701 159.322 1.00106.02 C -ATOM 1684 CG ASP A 294 178.192 196.178 159.763 1.00106.02 C -ATOM 1685 OD1 ASP A 294 177.159 195.622 159.358 1.00106.02 O -ATOM 1686 OD2 ASP A 294 178.140 197.141 160.556 1.00106.02 O1- -ATOM 1687 N PRO A 295 179.616 192.580 160.012 1.00 98.53 N -ATOM 1688 CA PRO A 295 179.016 191.417 160.698 1.00 98.53 C -ATOM 1689 C PRO A 295 177.719 191.700 161.443 1.00 98.53 C -ATOM 1690 O PRO A 295 176.922 190.772 161.615 1.00 98.53 O -ATOM 1691 CB PRO A 295 180.124 190.982 161.663 1.00 98.53 C -ATOM 1692 CG PRO A 295 181.364 191.331 160.962 1.00 98.53 C -ATOM 1693 CD PRO A 295 181.082 192.600 160.202 1.00 98.53 C -ATOM 1694 N LEU A 296 177.482 192.940 161.884 1.00 94.22 N -ATOM 1695 CA LEU A 296 176.194 193.280 162.486 1.00 94.22 C -ATOM 1696 C LEU A 296 175.054 193.141 161.483 1.00 94.22 C -ATOM 1697 O LEU A 296 174.012 192.548 161.790 1.00 94.22 O -ATOM 1698 CB LEU A 296 176.239 194.699 163.053 1.00 94.22 C -ATOM 1699 CG LEU A 296 174.943 195.214 163.684 1.00 94.22 C -ATOM 1700 CD1 LEU A 296 174.510 194.323 164.837 1.00 94.22 C -ATOM 1701 CD2 LEU A 296 175.102 196.655 164.144 1.00 94.22 C -ATOM 1702 N SER A 297 175.246 193.642 160.261 1.00 95.54 N -ATOM 1703 CA SER A 297 174.208 193.493 159.247 1.00 95.54 C -ATOM 1704 C SER A 297 174.157 192.078 158.689 1.00 95.54 C -ATOM 1705 O SER A 297 173.097 191.645 158.226 1.00 95.54 O -ATOM 1706 CB SER A 297 174.416 194.499 158.119 1.00 95.54 C -ATOM 1707 OG SER A 297 174.567 195.808 158.639 1.00 95.54 O -ATOM 1708 N GLU A 298 175.275 191.347 158.726 1.00 94.84 N -ATOM 1709 CA GLU A 298 175.233 189.926 158.387 1.00 94.84 C -ATOM 1710 C GLU A 298 174.398 189.142 159.397 1.00 94.84 C -ATOM 1711 O GLU A 298 173.621 188.258 159.015 1.00 94.84 O -ATOM 1712 CB GLU A 298 176.651 189.361 158.298 1.00 94.84 C -ATOM 1713 CG GLU A 298 176.710 187.884 157.940 1.00 94.84 C -ATOM 1714 CD GLU A 298 178.017 187.493 157.283 1.00 94.84 C -ATOM 1715 OE1 GLU A 298 178.458 188.214 156.365 1.00 94.84 O -ATOM 1716 OE2 GLU A 298 178.603 186.465 157.683 1.00 94.84 O1- -ATOM 1717 N THR A 299 174.531 189.470 160.686 1.00 87.46 N -ATOM 1718 CA THR A 299 173.682 188.877 161.717 1.00 87.46 C -ATOM 1719 C THR A 299 172.224 189.283 161.528 1.00 87.46 C -ATOM 1720 O THR A 299 171.314 188.469 161.728 1.00 87.46 O -ATOM 1721 CB THR A 299 174.184 189.292 163.103 1.00 87.46 C -ATOM 1722 OG1 THR A 299 175.572 188.964 163.225 1.00 87.46 O -ATOM 1723 CG2 THR A 299 173.416 188.577 164.207 1.00 87.46 C -ATOM 1724 N LYS A 300 171.990 190.540 161.132 1.00 85.23 N -ATOM 1725 CA LYS A 300 170.634 191.012 160.856 1.00 85.23 C -ATOM 1726 C LYS A 300 170.001 190.257 159.690 1.00 85.23 C -ATOM 1727 O LYS A 300 168.808 189.935 159.724 1.00 85.23 O -ATOM 1728 CB LYS A 300 170.657 192.512 160.563 1.00 85.23 C -ATOM 1729 CG LYS A 300 170.761 193.394 161.791 1.00 85.23 C -ATOM 1730 CD LYS A 300 170.868 194.857 161.396 1.00 85.23 C -ATOM 1731 CE LYS A 300 171.135 195.741 162.602 1.00 85.23 C -ATOM 1732 NZ LYS A 300 171.137 197.184 162.236 1.00 85.23 N1+ -ATOM 1733 N CYS A 301 170.787 189.970 158.650 1.00 91.22 N -ATOM 1734 CA CYS A 301 170.278 189.195 157.523 1.00 91.22 C -ATOM 1735 C CYS A 301 170.084 187.727 157.882 1.00 91.22 C -ATOM 1736 O CYS A 301 169.162 187.085 157.366 1.00 91.22 O -ATOM 1737 CB CYS A 301 171.220 189.323 156.327 1.00 91.22 C -ATOM 1738 SG CYS A 301 171.216 190.948 155.545 1.00 91.22 S -ATOM 1739 N THR A 302 170.946 187.176 158.742 1.00 88.47 N -ATOM 1740 CA THR A 302 170.812 185.774 159.132 1.00 88.47 C -ATOM 1741 C THR A 302 169.593 185.558 160.022 1.00 88.47 C -ATOM 1742 O THR A 302 168.861 184.576 159.854 1.00 88.47 O -ATOM 1743 CB THR A 302 172.085 185.302 159.835 1.00 88.47 C -ATOM 1744 OG1 THR A 302 173.227 185.682 159.059 1.00 88.47 O -ATOM 1745 CG2 THR A 302 172.079 183.790 159.997 1.00 88.47 C -ATOM 1746 N LEU A 303 169.348 186.470 160.963 1.00 81.90 N -ATOM 1747 CA LEU A 303 168.161 186.384 161.805 1.00 81.90 C -ATOM 1748 C LEU A 303 166.902 186.888 161.114 1.00 81.90 C -ATOM 1749 O LEU A 303 165.812 186.701 161.669 1.00 81.90 O -ATOM 1750 CB LEU A 303 168.367 187.167 163.104 1.00 81.90 C -ATOM 1751 CG LEU A 303 169.554 186.794 163.990 1.00 81.90 C -ATOM 1752 CD1 LEU A 303 169.519 187.603 165.275 1.00 81.90 C -ATOM 1753 CD2 LEU A 303 169.557 185.306 164.289 1.00 81.90 C -ATOM 1754 N LYS A 304 167.041 187.507 159.931 1.00 83.12 N -ATOM 1755 CA LYS A 304 165.944 188.122 159.170 1.00 83.12 C -ATOM 1756 C LYS A 304 165.182 189.146 160.009 1.00 83.12 C -ATOM 1757 O LYS A 304 163.951 189.196 160.003 1.00 83.12 O -ATOM 1758 CB LYS A 304 164.992 187.067 158.596 1.00 83.12 C -ATOM 1759 CG LYS A 304 165.641 186.096 157.624 1.00 83.12 C -ATOM 1760 CD LYS A 304 165.967 186.771 156.303 1.00 83.12 C -ATOM 1761 CE LYS A 304 166.422 185.759 155.264 1.00 83.12 C -ATOM 1762 NZ LYS A 304 167.706 185.109 155.640 1.00 83.12 N1+ -ATOM 1763 N SER A 305 165.927 189.965 160.747 1.00 78.13 N -ATOM 1764 CA SER A 305 165.340 190.961 161.628 1.00 78.13 C -ATOM 1765 C SER A 305 166.223 192.199 161.650 1.00 78.13 C -ATOM 1766 O SER A 305 167.419 192.141 161.353 1.00 78.13 O -ATOM 1767 CB SER A 305 165.154 190.418 163.051 1.00 78.13 C -ATOM 1768 OG SER A 305 164.735 191.441 163.936 1.00 78.13 O -ATOM 1769 N PHE A 306 165.613 193.327 162.009 1.00 82.17 N -ATOM 1770 CA PHE A 306 166.333 194.591 162.094 1.00 82.17 C -ATOM 1771 C PHE A 306 166.908 194.850 163.478 1.00 82.17 C -ATOM 1772 O PHE A 306 167.920 195.549 163.599 1.00 82.17 O -ATOM 1773 CB PHE A 306 165.412 195.748 161.699 1.00 82.17 C -ATOM 1774 CG PHE A 306 165.393 196.030 160.227 1.00 82.17 C -ATOM 1775 CD1 PHE A 306 164.842 195.119 159.338 1.00 82.17 C -ATOM 1776 CD2 PHE A 306 165.927 197.207 159.730 1.00 82.17 C -ATOM 1777 CE1 PHE A 306 164.825 195.377 157.980 1.00 82.17 C -ATOM 1778 CE2 PHE A 306 165.912 197.472 158.375 1.00 82.17 C -ATOM 1779 CZ PHE A 306 165.362 196.555 157.499 1.00 82.17 C -ATOM 1780 N THR A 307 166.290 194.304 164.520 1.00 90.75 N -ATOM 1781 CA THR A 307 166.754 194.461 165.892 1.00 90.75 C -ATOM 1782 C THR A 307 167.325 193.130 166.361 1.00 90.75 C -ATOM 1783 O THR A 307 166.635 192.106 166.317 1.00 90.75 O -ATOM 1784 CB THR A 307 165.617 194.918 166.806 1.00 90.75 C -ATOM 1785 OG1 THR A 307 165.173 196.219 166.402 1.00 90.75 O -ATOM 1786 CG2 THR A 307 166.081 194.976 168.254 1.00 90.75 C -ATOM 1787 N VAL A 308 168.577 193.149 166.808 1.00 84.51 N -ATOM 1788 CA VAL A 308 169.292 191.948 167.221 1.00 84.51 C -ATOM 1789 C VAL A 308 169.575 192.059 168.713 1.00 84.51 C -ATOM 1790 O VAL A 308 170.202 193.026 169.164 1.00 84.51 O -ATOM 1791 CB VAL A 308 170.587 191.762 166.415 1.00 84.51 C -ATOM 1792 CG1 VAL A 308 171.475 190.711 167.049 1.00 84.51 C -ATOM 1793 CG2 VAL A 308 170.263 191.386 164.980 1.00 84.51 C -ATOM 1794 N GLU A 309 169.113 191.072 169.478 1.00 79.04 N -ATOM 1795 CA GLU A 309 169.330 191.051 170.915 1.00 79.04 C -ATOM 1796 C GLU A 309 170.763 190.629 171.232 1.00 79.04 C -ATOM 1797 O GLU A 309 171.541 190.251 170.353 1.00 79.04 O -ATOM 1798 CB GLU A 309 168.335 190.112 171.595 1.00 79.04 C -ATOM 1799 CG GLU A 309 166.883 190.547 171.476 1.00 79.04 C -ATOM 1800 CD GLU A 309 166.587 191.825 172.237 1.00 79.04 C -ATOM 1801 OE1 GLU A 309 167.202 192.045 173.302 1.00 79.04 O -ATOM 1802 OE2 GLU A 309 165.736 192.611 171.770 1.00 79.04 O1- -ATOM 1803 N LYS A 310 171.111 190.702 172.514 1.00 64.99 N -ATOM 1804 CA LYS A 310 172.470 190.405 172.938 1.00 64.99 C -ATOM 1805 C LYS A 310 172.743 188.903 172.882 1.00 64.99 C -ATOM 1806 O LYS A 310 171.829 188.073 172.885 1.00 64.99 O -ATOM 1807 CB LYS A 310 172.721 190.945 174.348 1.00 64.99 C -ATOM 1808 CG LYS A 310 172.418 189.973 175.480 1.00 64.99 C -ATOM 1809 CD LYS A 310 172.740 190.586 176.833 1.00 64.99 C -ATOM 1810 CE LYS A 310 174.203 190.983 176.925 1.00 64.99 C -ATOM 1811 NZ LYS A 310 174.543 191.515 178.271 1.00 64.99 N1+ -ATOM 1812 N GLY A 311 174.029 188.561 172.801 1.00 57.87 N -ATOM 1813 CA GLY A 311 174.462 187.185 172.828 1.00 57.87 C -ATOM 1814 C GLY A 311 175.417 186.885 171.696 1.00 57.87 C -ATOM 1815 O GLY A 311 175.955 187.792 171.047 1.00 57.87 O -ATOM 1816 N ILE A 312 175.625 185.591 171.469 1.00 52.67 N -ATOM 1817 CA ILE A 312 176.481 185.085 170.404 1.00 52.67 C -ATOM 1818 C ILE A 312 175.604 184.393 169.366 1.00 52.67 C -ATOM 1819 O ILE A 312 174.662 183.667 169.710 1.00 52.67 O -ATOM 1820 CB ILE A 312 177.580 184.154 170.970 1.00 52.67 C -ATOM 1821 CG1 ILE A 312 178.517 183.644 169.870 1.00 52.67 C -ATOM 1822 CG2 ILE A 312 177.004 183.021 171.825 1.00 52.67 C -ATOM 1823 CD1 ILE A 312 179.741 182.939 170.404 1.00 52.67 C -ATOM 1824 N TYR A 313 175.879 184.666 168.094 1.00 54.27 N -ATOM 1825 CA TYR A 313 175.079 184.154 166.992 1.00 54.27 C -ATOM 1826 C TYR A 313 175.978 183.485 165.964 1.00 54.27 C -ATOM 1827 O TYR A 313 177.149 183.838 165.818 1.00 54.27 O -ATOM 1828 CB TYR A 313 174.279 185.270 166.314 1.00 54.27 C -ATOM 1829 CG TYR A 313 173.279 185.938 167.222 1.00 54.27 C -ATOM 1830 CD1 TYR A 313 172.013 185.399 167.407 1.00 54.27 C -ATOM 1831 CD2 TYR A 313 173.602 187.107 167.897 1.00 54.27 C -ATOM 1832 CE1 TYR A 313 171.094 186.008 168.239 1.00 54.27 C -ATOM 1833 CE2 TYR A 313 172.693 187.722 168.731 1.00 54.27 C -ATOM 1834 CZ TYR A 313 171.440 187.170 168.898 1.00 54.27 C -ATOM 1835 OH TYR A 313 170.530 187.781 169.728 1.00 54.27 O -ATOM 1836 N GLN A 314 175.410 182.521 165.247 1.00 72.71 N -ATOM 1837 CA GLN A 314 176.103 181.833 164.168 1.00 72.71 C -ATOM 1838 C GLN A 314 175.627 182.398 162.837 1.00 72.71 C -ATOM 1839 O GLN A 314 174.420 182.506 162.599 1.00 72.71 O -ATOM 1840 CB GLN A 314 175.856 180.326 164.233 1.00 72.71 C -ATOM 1841 CG GLN A 314 176.875 179.495 163.473 1.00 72.71 C -ATOM 1842 CD GLN A 314 176.834 178.029 163.858 1.00 72.71 C -ATOM 1843 OE1 GLN A 314 176.911 177.682 165.036 1.00 72.71 O -ATOM 1844 NE2 GLN A 314 176.710 177.159 162.862 1.00 72.71 N -ATOM 1845 N THR A 315 176.574 182.751 161.977 1.00 82.30 N -ATOM 1846 CA THR A 315 176.312 183.457 160.730 1.00 82.30 C -ATOM 1847 C THR A 315 176.884 182.653 159.565 1.00 82.30 C -ATOM 1848 O THR A 315 177.211 181.470 159.703 1.00 82.30 O -ATOM 1849 CB THR A 315 176.899 184.870 160.769 1.00 82.30 C -ATOM 1850 OG1 THR A 315 178.288 184.801 161.114 1.00 82.30 O -ATOM 1851 CG2 THR A 315 176.169 185.736 161.786 1.00 82.30 C -ATOM 1852 N SER A 316 176.958 183.300 158.400 1.00100.38 N -ATOM 1853 CA SER A 316 177.556 182.689 157.218 1.00100.38 C -ATOM 1854 C SER A 316 179.033 182.403 157.458 1.00100.38 C -ATOM 1855 O SER A 316 179.813 183.314 157.752 1.00100.38 O -ATOM 1856 CB SER A 316 177.379 183.604 156.007 1.00100.38 C -ATOM 1857 OG SER A 316 177.910 183.009 154.835 1.00100.38 O -ATOM 1858 N ASN A 317 179.402 181.132 157.339 1.00106.44 N -ATOM 1859 CA ASN A 317 180.745 180.686 157.681 1.00106.44 C -ATOM 1860 C ASN A 317 181.759 181.167 156.650 1.00106.44 C -ATOM 1861 O ASN A 317 181.501 181.138 155.444 1.00106.44 O -ATOM 1862 CB ASN A 317 180.764 179.163 157.784 1.00106.44 C -ATOM 1863 CG ASN A 317 179.933 178.652 158.944 1.00106.44 C -ATOM 1864 OD1 ASN A 317 179.515 179.422 159.808 1.00106.44 O -ATOM 1865 ND2 ASN A 317 179.699 177.346 158.976 1.00106.44 N -ATOM 1866 N PHE A 318 182.919 181.621 157.131 1.00120.72 N -ATOM 1867 CA PHE A 318 183.931 182.167 156.236 1.00120.72 C -ATOM 1868 C PHE A 318 184.624 181.054 155.461 1.00120.72 C -ATOM 1869 O PHE A 318 184.857 179.962 155.987 1.00120.72 O -ATOM 1870 CB PHE A 318 184.952 183.034 156.998 1.00120.72 C -ATOM 1871 CG PHE A 318 185.946 182.268 157.859 1.00120.72 C -ATOM 1872 CD1 PHE A 318 185.661 181.997 159.186 1.00120.72 C -ATOM 1873 CD2 PHE A 318 187.187 181.880 157.362 1.00120.72 C -ATOM 1874 CE1 PHE A 318 186.564 181.321 159.988 1.00120.72 C -ATOM 1875 CE2 PHE A 318 188.092 181.199 158.157 1.00120.72 C -ATOM 1876 CZ PHE A 318 187.779 180.922 159.471 1.00120.72 C -ATOM 1877 N ARG A 319 184.932 181.345 154.196 1.00133.74 N -ATOM 1878 CA ARG A 319 185.676 180.461 153.309 1.00133.74 C -ATOM 1879 C ARG A 319 186.677 181.297 152.523 1.00133.74 C -ATOM 1880 O ARG A 319 186.505 182.506 152.356 1.00133.74 O -ATOM 1881 CB ARG A 319 184.763 179.723 152.317 1.00133.74 C -ATOM 1882 CG ARG A 319 183.704 178.819 152.923 1.00133.74 C -ATOM 1883 CD ARG A 319 182.750 178.334 151.840 1.00133.74 C -ATOM 1884 NE ARG A 319 181.624 177.584 152.381 1.00133.74 N -ATOM 1885 CZ ARG A 319 180.484 178.128 152.786 1.00133.74 C -ATOM 1886 NH1 ARG A 319 180.280 179.433 152.722 1.00133.74 N1+ -ATOM 1887 NH2 ARG A 319 179.525 177.342 153.266 1.00133.74 N -ATOM 1888 N VAL A 320 187.723 180.642 152.028 1.00150.11 N -ATOM 1889 CA VAL A 320 188.650 181.269 151.091 1.00150.11 C -ATOM 1890 C VAL A 320 188.164 180.973 149.677 1.00150.11 C -ATOM 1891 O VAL A 320 188.083 179.809 149.270 1.00150.11 O -ATOM 1892 CB VAL A 320 190.088 180.769 151.297 1.00150.11 C -ATOM 1893 CG1 VAL A 320 190.984 181.269 150.177 1.00150.11 C -ATOM 1894 CG2 VAL A 320 190.628 181.238 152.631 1.00150.11 C -ATOM 1895 N GLN A 321 187.830 182.020 148.932 1.00156.51 N -ATOM 1896 CA GLN A 321 187.362 181.833 147.568 1.00156.51 C -ATOM 1897 C GLN A 321 188.543 181.582 146.630 1.00156.51 C -ATOM 1898 O GLN A 321 189.675 181.967 146.939 1.00156.51 O -ATOM 1899 CB GLN A 321 186.570 183.055 147.112 1.00156.51 C -ATOM 1900 CG GLN A 321 185.124 183.062 147.589 1.00156.51 C -ATOM 1901 CD GLN A 321 184.201 182.284 146.683 1.00156.51 C -ATOM 1902 OE1 GLN A 321 184.029 181.076 146.840 1.00156.51 O -ATOM 1903 NE2 GLN A 321 183.593 182.976 145.728 1.00156.51 N -ATOM 1904 N PRO A 322 188.313 180.907 145.497 1.00164.10 N -ATOM 1905 CA PRO A 322 189.410 180.657 144.555 1.00164.10 C -ATOM 1906 C PRO A 322 189.953 181.925 143.916 1.00164.10 C -ATOM 1907 O PRO A 322 189.236 182.903 143.692 1.00164.10 O -ATOM 1908 CB PRO A 322 188.769 179.743 143.504 1.00164.10 C -ATOM 1909 CG PRO A 322 187.313 179.983 143.619 1.00164.10 C -ATOM 1910 CD PRO A 322 187.086 180.204 145.075 1.00164.10 C -ATOM 1911 N THR A 323 191.253 181.889 143.625 1.00164.10 N -ATOM 1912 CA THR A 323 191.964 183.020 143.040 1.00164.10 C -ATOM 1913 C THR A 323 191.924 182.975 141.515 1.00164.10 C -ATOM 1914 O THR A 323 191.451 183.915 140.870 1.00164.10 O -ATOM 1915 CB THR A 323 193.414 183.038 143.539 1.00164.10 C -ATOM 1916 OG1 THR A 323 193.434 182.909 144.966 1.00164.10 O -ATOM 1917 CG2 THR A 323 194.102 184.335 143.143 1.00164.10 C -ATOM 1918 N GLU A 324 192.415 181.888 140.930 1.00166.38 N -ATOM 1919 CA GLU A 324 192.505 181.727 139.486 1.00166.38 C -ATOM 1920 C GLU A 324 191.709 180.497 139.047 1.00166.38 C -ATOM 1921 O GLU A 324 191.022 179.852 139.843 1.00166.38 O -ATOM 1922 CB GLU A 324 193.968 181.621 139.052 1.00166.38 C -ATOM 1923 CG GLU A 324 194.778 182.888 139.249 1.00166.38 C -ATOM 1924 CD GLU A 324 196.223 182.721 138.822 1.00166.38 C -ATOM 1925 OE1 GLU A 324 196.617 181.583 138.492 1.00166.38 O -ATOM 1926 OE2 GLU A 324 196.963 183.727 138.813 1.00166.38 O1- -ATOM 1927 N SER A 325 191.810 180.181 137.757 1.00159.16 N -ATOM 1928 CA SER A 325 191.269 178.950 137.193 1.00159.16 C -ATOM 1929 C SER A 325 192.396 178.236 136.466 1.00159.16 C -ATOM 1930 O SER A 325 193.002 178.801 135.550 1.00159.16 O -ATOM 1931 CB SER A 325 190.103 179.235 136.243 1.00159.16 C -ATOM 1932 OG SER A 325 190.552 179.889 135.069 1.00159.16 O -ATOM 1933 N ILE A 326 192.676 177.001 136.872 1.00161.74 N -ATOM 1934 CA ILE A 326 193.799 176.225 136.360 1.00161.74 C -ATOM 1935 C ILE A 326 193.247 174.950 135.740 1.00161.74 C -ATOM 1936 O ILE A 326 192.561 174.173 136.414 1.00161.74 O -ATOM 1937 CB ILE A 326 194.813 175.898 137.469 1.00161.74 C -ATOM 1938 CG1 ILE A 326 195.423 177.182 138.039 1.00161.74 C -ATOM 1939 CG2 ILE A 326 195.899 174.970 136.949 1.00161.74 C -ATOM 1940 CD1 ILE A 326 196.008 178.109 136.994 1.00161.74 C -ATOM 1941 N VAL A 327 193.554 174.730 134.466 1.00160.75 N -ATOM 1942 CA VAL A 327 193.150 173.529 133.746 1.00160.75 C -ATOM 1943 C VAL A 327 194.406 172.737 133.420 1.00160.75 C -ATOM 1944 O VAL A 327 195.348 173.278 132.831 1.00160.75 O -ATOM 1945 CB VAL A 327 192.366 173.874 132.468 1.00160.75 C -ATOM 1946 CG1 VAL A 327 192.024 172.611 131.692 1.00160.75 C -ATOM 1947 CG2 VAL A 327 191.108 174.655 132.811 1.00160.75 C -ATOM 1948 N ARG A 328 194.427 171.463 133.810 1.00165.22 N -ATOM 1949 CA ARG A 328 195.572 170.590 133.570 1.00165.22 C -ATOM 1950 C ARG A 328 195.118 169.401 132.733 1.00165.22 C -ATOM 1951 O ARG A 328 194.329 168.572 133.198 1.00165.22 O -ATOM 1952 CB ARG A 328 196.200 170.123 134.882 1.00165.22 C -ATOM 1953 CG ARG A 328 196.856 171.222 135.710 1.00165.22 C -ATOM 1954 CD ARG A 328 197.705 172.179 134.872 1.00165.22 C -ATOM 1955 NE ARG A 328 198.799 171.522 134.163 1.00165.22 N -ATOM 1956 CZ ARG A 328 199.945 171.149 134.716 1.00165.22 C -ATOM 1957 NH1 ARG A 328 200.181 171.317 136.006 1.00165.22 N1+ -ATOM 1958 NH2 ARG A 328 200.880 170.587 133.956 1.00165.22 N -ATOM 1959 N PHE A 329 195.631 169.317 131.508 1.00176.23 N -ATOM 1960 CA PHE A 329 195.366 168.259 130.549 1.00176.23 C -ATOM 1961 C PHE A 329 196.680 167.638 130.088 1.00176.23 C -ATOM 1962 O PHE A 329 197.725 168.293 130.144 1.00176.23 O -ATOM 1963 CB PHE A 329 194.606 168.802 129.331 1.00176.23 C -ATOM 1964 CG PHE A 329 193.130 168.971 129.554 1.00176.23 C -ATOM 1965 CD1 PHE A 329 192.485 168.315 130.590 1.00176.23 C -ATOM 1966 CD2 PHE A 329 192.386 169.786 128.718 1.00176.23 C -ATOM 1967 CE1 PHE A 329 191.125 168.474 130.789 1.00176.23 C -ATOM 1968 CE2 PHE A 329 191.027 169.947 128.910 1.00176.23 C -ATOM 1969 CZ PHE A 329 190.396 169.291 129.947 1.00176.23 C -ATOM 1970 N PRO A 330 196.670 166.373 129.660 1.00191.71 N -ATOM 1971 CA PRO A 330 197.859 165.816 129.005 1.00191.71 C -ATOM 1972 C PRO A 330 198.134 166.511 127.681 1.00191.71 C -ATOM 1973 O PRO A 330 197.220 166.927 126.966 1.00191.71 O -ATOM 1974 CB PRO A 330 197.495 164.340 128.797 1.00191.71 C -ATOM 1975 CG PRO A 330 196.003 164.304 128.848 1.00191.71 C -ATOM 1976 CD PRO A 330 195.627 165.350 129.851 1.00191.71 C -ATOM 1977 N ASN A 331 199.419 166.633 127.359 1.00212.19 N -ATOM 1978 CA ASN A 331 199.856 167.427 126.211 1.00212.19 C -ATOM 1979 C ASN A 331 199.911 166.601 124.927 1.00212.19 C -ATOM 1980 O ASN A 331 200.924 166.562 124.230 1.00212.19 O -ATOM 1981 CB ASN A 331 201.208 168.064 126.511 1.00212.19 C -ATOM 1982 CG ASN A 331 202.237 167.056 126.989 1.00212.19 C -ATOM 1983 OD1 ASN A 331 201.891 165.993 127.506 1.00212.19 O -ATOM 1984 ND2 ASN A 331 203.511 167.383 126.808 1.00212.19 N -ATOM 1985 N ILE A 332 198.806 165.944 124.590 1.00196.79 N -ATOM 1986 CA ILE A 332 198.742 165.175 123.354 1.00196.79 C -ATOM 1987 C ILE A 332 198.541 166.132 122.184 1.00196.79 C -ATOM 1988 O ILE A 332 198.011 167.241 122.336 1.00196.79 O -ATOM 1989 CB ILE A 332 197.640 164.093 123.440 1.00196.79 C -ATOM 1990 CG1 ILE A 332 197.963 162.913 122.518 1.00196.79 C -ATOM 1991 CG2 ILE A 332 196.250 164.654 123.155 1.00196.79 C -ATOM 1992 CD1 ILE A 332 199.284 162.241 122.825 1.00196.79 C -ATOM 1993 N THR A 333 199.033 165.732 121.008 1.00199.42 N -ATOM 1994 CA THR A 333 199.026 166.596 119.835 1.00199.42 C -ATOM 1995 C THR A 333 198.382 165.977 118.604 1.00199.42 C -ATOM 1996 O THR A 333 198.159 166.700 117.626 1.00199.42 O -ATOM 1997 CB THR A 333 200.458 167.024 119.466 1.00199.42 C -ATOM 1998 OG1 THR A 333 201.289 165.863 119.338 1.00199.42 O -ATOM 1999 CG2 THR A 333 201.043 167.960 120.517 1.00199.42 C -ATOM 2000 N ASN A 334 198.086 164.682 118.610 1.00184.35 N -ATOM 2001 CA ASN A 334 197.523 164.030 117.439 1.00184.35 C -ATOM 2002 C ASN A 334 196.054 164.404 117.262 1.00184.35 C -ATOM 2003 O ASN A 334 195.377 164.847 118.193 1.00184.35 O -ATOM 2004 CB ASN A 334 197.665 162.512 117.551 1.00184.35 C -ATOM 2005 CG ASN A 334 199.076 162.084 117.901 1.00184.35 C -ATOM 2006 OD1 ASN A 334 200.037 162.465 117.233 1.00184.35 O -ATOM 2007 ND2 ASN A 334 199.209 161.291 118.958 1.00184.35 N -ATOM 2008 N LEU A 335 195.566 164.221 116.039 1.00172.75 N -ATOM 2009 CA LEU A 335 194.169 164.449 115.701 1.00172.75 C -ATOM 2010 C LEU A 335 193.505 163.115 115.392 1.00172.75 C -ATOM 2011 O LEU A 335 194.093 162.258 114.723 1.00172.75 O -ATOM 2012 CB LEU A 335 194.018 165.405 114.511 1.00172.75 C -ATOM 2013 CG LEU A 335 194.064 166.930 114.714 1.00172.75 C -ATOM 2014 CD1 LEU A 335 192.893 167.389 115.578 1.00172.75 C -ATOM 2015 CD2 LEU A 335 195.391 167.458 115.267 1.00172.75 C -ATOM 2016 N CYS A 336 192.285 162.947 115.888 1.00159.99 N -ATOM 2017 CA CYS A 336 191.631 161.648 115.848 1.00159.99 C -ATOM 2018 C CYS A 336 191.136 161.330 114.438 1.00159.99 C -ATOM 2019 O CYS A 336 190.601 162.208 113.753 1.00159.99 O -ATOM 2020 CB CYS A 336 190.471 161.616 116.838 1.00159.99 C -ATOM 2021 SG CYS A 336 190.981 161.791 118.568 1.00159.99 S -ATOM 2022 N PRO A 337 191.300 160.083 113.975 1.00146.63 N -ATOM 2023 CA PRO A 337 190.870 159.704 112.616 1.00146.63 C -ATOM 2024 C PRO A 337 189.385 159.362 112.541 1.00146.63 C -ATOM 2025 O PRO A 337 188.989 158.227 112.261 1.00146.63 O -ATOM 2026 CB PRO A 337 191.768 158.497 112.319 1.00146.63 C -ATOM 2027 CG PRO A 337 191.976 157.863 113.651 1.00146.63 C -ATOM 2028 CD PRO A 337 192.000 158.980 114.661 1.00146.63 C -ATOM 2029 N PHE A 338 188.542 160.364 112.798 1.00139.89 N -ATOM 2030 CA PHE A 338 187.100 160.154 112.722 1.00139.89 C -ATOM 2031 C PHE A 338 186.625 160.063 111.277 1.00139.89 C -ATOM 2032 O PHE A 338 185.772 159.229 110.952 1.00139.89 O -ATOM 2033 CB PHE A 338 186.368 161.279 113.451 1.00139.89 C -ATOM 2034 CG PHE A 338 186.137 161.013 114.910 1.00139.89 C -ATOM 2035 CD1 PHE A 338 185.072 160.227 115.323 1.00139.89 C -ATOM 2036 CD2 PHE A 338 186.976 161.561 115.869 1.00139.89 C -ATOM 2037 CE1 PHE A 338 184.849 159.986 116.668 1.00139.89 C -ATOM 2038 CE2 PHE A 338 186.762 161.322 117.216 1.00139.89 C -ATOM 2039 CZ PHE A 338 185.697 160.533 117.615 1.00139.89 C -ATOM 2040 N ASP A 339 187.173 160.907 110.395 1.00145.15 N -ATOM 2041 CA ASP A 339 186.687 160.988 109.020 1.00145.15 C -ATOM 2042 C ASP A 339 187.010 159.733 108.219 1.00145.15 C -ATOM 2043 O ASP A 339 186.245 159.365 107.319 1.00145.15 O -ATOM 2044 CB ASP A 339 187.273 162.219 108.329 1.00145.15 C -ATOM 2045 CG ASP A 339 186.769 163.517 108.927 1.00145.15 C -ATOM 2046 OD1 ASP A 339 185.903 163.463 109.826 1.00145.15 O -ATOM 2047 OD2 ASP A 339 187.239 164.592 108.499 1.00145.15 O1- -ATOM 2048 N GLU A 340 188.124 159.064 108.537 1.00140.79 N -ATOM 2049 CA GLU A 340 188.468 157.812 107.867 1.00140.79 C -ATOM 2050 C GLU A 340 187.447 156.724 108.174 1.00140.79 C -ATOM 2051 O GLU A 340 187.149 155.879 107.320 1.00140.79 O -ATOM 2052 CB GLU A 340 189.870 157.368 108.281 1.00140.79 C -ATOM 2053 CG GLU A 340 190.894 158.491 108.293 1.00140.79 C -ATOM 2054 CD GLU A 340 192.244 158.043 108.814 1.00140.79 C -ATOM 2055 OE1 GLU A 340 192.380 156.854 109.171 1.00140.79 O -ATOM 2056 OE2 GLU A 340 193.169 158.880 108.869 1.00140.79 O1- -ATOM 2057 N VAL A 341 186.903 156.728 109.391 1.00136.19 N -ATOM 2058 CA VAL A 341 185.771 155.864 109.704 1.00136.19 C -ATOM 2059 C VAL A 341 184.510 156.356 109.005 1.00136.19 C -ATOM 2060 O VAL A 341 183.722 155.559 108.480 1.00136.19 O -ATOM 2061 CB VAL A 341 185.571 155.784 111.227 1.00136.19 C -ATOM 2062 CG1 VAL A 341 184.611 154.658 111.579 1.00136.19 C -ATOM 2063 CG2 VAL A 341 186.907 155.611 111.929 1.00136.19 C -ATOM 2064 N PHE A 342 184.298 157.675 108.988 1.00143.56 N -ATOM 2065 CA PHE A 342 183.005 158.222 108.591 1.00143.56 C -ATOM 2066 C PHE A 342 182.751 158.170 107.087 1.00143.56 C -ATOM 2067 O PHE A 342 181.584 158.149 106.682 1.00143.56 O -ATOM 2068 CB PHE A 342 182.858 159.653 109.115 1.00143.56 C -ATOM 2069 CG PHE A 342 182.163 159.731 110.448 1.00143.56 C -ATOM 2070 CD1 PHE A 342 180.848 159.312 110.582 1.00143.56 C -ATOM 2071 CD2 PHE A 342 182.830 160.198 111.570 1.00143.56 C -ATOM 2072 CE1 PHE A 342 180.207 159.374 111.809 1.00143.56 C -ATOM 2073 CE2 PHE A 342 182.198 160.257 112.800 1.00143.56 C -ATOM 2074 CZ PHE A 342 180.887 159.838 112.920 1.00143.56 C -ATOM 2075 N ASN A 343 183.789 158.147 106.246 1.00153.75 N -ATOM 2076 CA ASN A 343 183.599 157.711 104.856 1.00153.75 C -ATOM 2077 C ASN A 343 184.826 156.924 104.396 1.00153.75 C -ATOM 2078 O ASN A 343 185.901 157.487 104.173 1.00153.75 O -ATOM 2079 CB ASN A 343 183.271 158.862 103.899 1.00153.75 C -ATOM 2080 CG ASN A 343 184.149 160.096 104.078 1.00153.75 C -ATOM 2081 OD1 ASN A 343 185.104 160.105 104.847 1.00153.75 O -ATOM 2082 ND2 ASN A 343 183.810 161.153 103.335 1.00153.75 N -ATOM 2083 N ALA A 344 184.654 155.613 104.259 1.00168.93 N -ATOM 2084 CA ALA A 344 185.675 154.726 103.730 1.00168.93 C -ATOM 2085 C ALA A 344 185.388 154.444 102.256 1.00168.93 C -ATOM 2086 O ALA A 344 184.461 155.003 101.661 1.00168.93 O -ATOM 2087 CB ALA A 344 185.736 153.442 104.560 1.00168.93 C -ATOM 2088 N THR A 345 186.190 153.566 101.651 1.00184.38 N -ATOM 2089 CA THR A 345 185.984 153.211 100.246 1.00184.38 C -ATOM 2090 C THR A 345 184.794 152.266 100.099 1.00184.38 C -ATOM 2091 O THR A 345 183.784 152.610 99.477 1.00184.38 O -ATOM 2092 CB THR A 345 187.257 152.583 99.669 1.00184.38 C -ATOM 2093 OG1 THR A 345 188.363 153.472 99.870 1.00184.38 O -ATOM 2094 CG2 THR A 345 187.090 152.319 98.180 1.00184.38 C -ATOM 2095 N ARG A 346 184.899 151.071 100.672 1.00191.00 N -ATOM 2096 CA ARG A 346 183.779 150.148 100.786 1.00191.00 C -ATOM 2097 C ARG A 346 183.445 149.994 102.262 1.00191.00 C -ATOM 2098 O ARG A 346 184.325 149.693 103.075 1.00191.00 O -ATOM 2099 CB ARG A 346 184.100 148.792 100.155 1.00191.00 C -ATOM 2100 CG ARG A 346 182.887 147.881 99.999 1.00191.00 C -ATOM 2101 CD ARG A 346 181.977 148.339 98.862 1.00191.00 C -ATOM 2102 NE ARG A 346 180.850 149.130 99.345 1.00191.00 N -ATOM 2103 CZ ARG A 346 179.991 149.769 98.563 1.00191.00 C -ATOM 2104 NH1 ARG A 346 180.099 149.737 97.245 1.00191.00 N1+ -ATOM 2105 NH2 ARG A 346 178.998 150.460 99.118 1.00191.00 N -ATOM 2106 N PHE A 347 182.180 150.202 102.601 1.00165.96 N -ATOM 2107 CA PHE A 347 181.798 150.438 103.981 1.00165.96 C -ATOM 2108 C PHE A 347 181.611 149.104 104.706 1.00165.96 C -ATOM 2109 O PHE A 347 181.369 148.064 104.090 1.00165.96 O -ATOM 2110 CB PHE A 347 180.516 151.267 104.022 1.00165.96 C -ATOM 2111 CG PHE A 347 180.241 151.903 105.349 1.00165.96 C -ATOM 2112 CD1 PHE A 347 180.898 153.071 105.706 1.00165.96 C -ATOM 2113 CD2 PHE A 347 179.350 151.340 106.242 1.00165.96 C -ATOM 2114 CE1 PHE A 347 180.654 153.676 106.919 1.00165.96 C -ATOM 2115 CE2 PHE A 347 179.101 151.939 107.460 1.00165.96 C -ATOM 2116 CZ PHE A 347 179.753 153.110 107.795 1.00165.96 C -ATOM 2117 N ALA A 348 181.737 149.147 106.032 1.00161.59 N -ATOM 2118 CA ALA A 348 181.656 147.948 106.854 1.00161.59 C -ATOM 2119 C ALA A 348 180.229 147.401 106.909 1.00161.59 C -ATOM 2120 O ALA A 348 179.250 148.101 106.635 1.00161.59 O -ATOM 2121 CB ALA A 348 182.158 148.236 108.269 1.00161.59 C -ATOM 2122 N SER A 349 180.125 146.122 107.269 1.00167.28 N -ATOM 2123 CA SER A 349 178.855 145.411 107.323 1.00167.28 C -ATOM 2124 C SER A 349 178.205 145.587 108.696 1.00167.28 C -ATOM 2125 O SER A 349 178.614 146.425 109.503 1.00167.28 O -ATOM 2126 CB SER A 349 179.063 143.936 106.987 1.00167.28 C -ATOM 2127 OG SER A 349 179.524 143.218 108.119 1.00167.28 O -ATOM 2128 N VAL A 350 177.175 144.786 108.975 1.00181.10 N -ATOM 2129 CA VAL A 350 176.442 144.885 110.226 1.00181.10 C -ATOM 2130 C VAL A 350 176.768 143.744 111.192 1.00181.10 C -ATOM 2131 O VAL A 350 176.882 143.986 112.400 1.00181.10 O -ATOM 2132 CB VAL A 350 174.925 144.961 109.937 1.00181.10 C -ATOM 2133 CG1 VAL A 350 174.082 144.970 111.208 1.00181.10 C -ATOM 2134 CG2 VAL A 350 174.633 146.199 109.126 1.00181.10 C -ATOM 2135 N TYR A 351 177.000 142.523 110.703 1.00201.53 N -ATOM 2136 CA TYR A 351 177.462 141.477 111.610 1.00201.53 C -ATOM 2137 C TYR A 351 178.950 141.541 111.910 1.00201.53 C -ATOM 2138 O TYR A 351 179.417 140.802 112.783 1.00201.53 O -ATOM 2139 CB TYR A 351 177.098 140.079 111.096 1.00201.53 C -ATOM 2140 CG TYR A 351 175.675 139.739 111.423 1.00201.53 C -ATOM 2141 CD1 TYR A 351 175.359 139.276 112.692 1.00201.53 C -ATOM 2142 CD2 TYR A 351 174.652 139.870 110.491 1.00201.53 C -ATOM 2143 CE1 TYR A 351 174.076 138.971 113.042 1.00201.53 C -ATOM 2144 CE2 TYR A 351 173.348 139.549 110.828 1.00201.53 C -ATOM 2145 CZ TYR A 351 173.073 139.101 112.113 1.00201.53 C -ATOM 2146 OH TYR A 351 171.792 138.799 112.498 1.00201.53 O -ATOM 2147 N ALA A 352 179.701 142.401 111.237 1.00173.33 N -ATOM 2148 CA ALA A 352 181.096 142.643 111.584 1.00173.33 C -ATOM 2149 C ALA A 352 181.258 144.145 111.785 1.00173.33 C -ATOM 2150 O ALA A 352 181.565 144.873 110.837 1.00173.33 O -ATOM 2151 CB ALA A 352 182.035 142.106 110.509 1.00173.33 C -ATOM 2152 N TRP A 353 181.030 144.612 113.014 1.00159.28 N -ATOM 2153 CA TRP A 353 181.319 146.005 113.329 1.00159.28 C -ATOM 2154 C TRP A 353 182.826 146.213 113.340 1.00159.28 C -ATOM 2155 O TRP A 353 183.543 145.577 114.119 1.00159.28 O -ATOM 2156 CB TRP A 353 180.724 146.432 114.673 1.00159.28 C -ATOM 2157 CG TRP A 353 179.230 146.504 114.720 1.00159.28 C -ATOM 2158 CD1 TRP A 353 178.373 146.355 113.676 1.00159.28 C -ATOM 2159 CD2 TRP A 353 178.426 146.918 115.837 1.00159.28 C -ATOM 2160 NE1 TRP A 353 177.077 146.544 114.092 1.00159.28 N -ATOM 2161 CE2 TRP A 353 177.085 146.912 115.411 1.00159.28 C -ATOM 2162 CE3 TRP A 353 178.708 147.253 117.166 1.00159.28 C -ATOM 2163 CZ2 TRP A 353 176.028 147.233 116.263 1.00159.28 C -ATOM 2164 CZ3 TRP A 353 177.659 147.577 118.009 1.00159.28 C -ATOM 2165 CH2 TRP A 353 176.337 147.571 117.553 1.00159.28 C -ATOM 2166 N ASN A 354 183.309 147.091 112.466 1.00140.13 N -ATOM 2167 CA ASN A 354 184.724 147.424 112.467 1.00140.13 C -ATOM 2168 C ASN A 354 185.018 148.291 113.683 1.00140.13 C -ATOM 2169 O ASN A 354 184.813 149.508 113.646 1.00140.13 O -ATOM 2170 CB ASN A 354 185.121 148.135 111.171 1.00140.13 C -ATOM 2171 CG ASN A 354 185.300 147.175 110.010 1.00140.13 C -ATOM 2172 OD1 ASN A 354 185.177 145.961 110.169 1.00140.13 O -ATOM 2173 ND2 ASN A 354 185.604 147.716 108.835 1.00140.13 N -ATOM 2174 N ARG A 355 185.463 147.664 114.772 1.00131.83 N -ATOM 2175 CA ARG A 355 185.726 148.379 116.016 1.00131.83 C -ATOM 2176 C ARG A 355 186.966 149.244 115.840 1.00131.83 C -ATOM 2177 O ARG A 355 188.090 148.735 115.782 1.00131.83 O -ATOM 2178 CB ARG A 355 185.896 147.401 117.174 1.00131.83 C -ATOM 2179 CG ARG A 355 186.348 148.045 118.481 1.00131.83 C -ATOM 2180 CD ARG A 355 185.611 147.466 119.680 1.00131.83 C -ATOM 2181 NE ARG A 355 184.273 148.028 119.823 1.00131.83 N -ATOM 2182 CZ ARG A 355 183.445 147.746 120.819 1.00131.83 C -ATOM 2183 NH1 ARG A 355 183.783 146.905 121.782 1.00131.83 N1+ -ATOM 2184 NH2 ARG A 355 182.247 148.324 120.850 1.00131.83 N -ATOM 2185 N LYS A 356 186.757 150.550 115.733 1.00126.66 N -ATOM 2186 CA LYS A 356 187.845 151.491 115.535 1.00126.66 C -ATOM 2187 C LYS A 356 188.310 152.024 116.880 1.00126.66 C -ATOM 2188 O LYS A 356 187.506 152.546 117.663 1.00126.66 O -ATOM 2189 CB LYS A 356 187.409 152.638 114.626 1.00126.66 C -ATOM 2190 CG LYS A 356 186.739 152.183 113.347 1.00126.66 C -ATOM 2191 CD LYS A 356 187.719 151.463 112.438 1.00126.66 C -ATOM 2192 CE LYS A 356 187.118 151.228 111.063 1.00126.66 C -ATOM 2193 NZ LYS A 356 188.054 150.507 110.158 1.00126.66 N1+ -ATOM 2194 N ARG A 357 189.606 151.874 117.140 1.00129.70 N -ATOM 2195 CA ARG A 357 190.236 152.337 118.369 1.00129.70 C -ATOM 2196 C ARG A 357 190.658 153.787 118.175 1.00129.70 C -ATOM 2197 O ARG A 357 191.550 154.080 117.373 1.00129.70 O -ATOM 2198 CB ARG A 357 191.441 151.466 118.709 1.00129.70 C -ATOM 2199 CG ARG A 357 192.108 151.803 120.031 1.00129.70 C -ATOM 2200 CD ARG A 357 191.615 150.890 121.141 1.00129.70 C -ATOM 2201 NE ARG A 357 191.433 149.521 120.673 1.00129.70 N -ATOM 2202 CZ ARG A 357 192.407 148.627 120.560 1.00129.70 C -ATOM 2203 NH1 ARG A 357 193.655 148.916 120.892 1.00129.70 N1+ -ATOM 2204 NH2 ARG A 357 192.121 147.411 120.104 1.00129.70 N -ATOM 2205 N ILE A 358 190.021 154.693 118.905 1.00129.84 N -ATOM 2206 CA ILE A 358 190.352 156.108 118.886 1.00129.84 C -ATOM 2207 C ILE A 358 191.026 156.414 120.215 1.00129.84 C -ATOM 2208 O ILE A 358 190.385 156.370 121.274 1.00129.84 O -ATOM 2209 CB ILE A 358 189.107 156.973 118.668 1.00129.84 C -ATOM 2210 CG1 ILE A 358 188.278 156.412 117.511 1.00129.84 C -ATOM 2211 CG2 ILE A 358 189.498 158.407 118.403 1.00129.84 C -ATOM 2212 CD1 ILE A 358 186.947 157.091 117.324 1.00129.84 C -ATOM 2213 N SER A 359 192.323 156.712 120.159 1.00142.07 N -ATOM 2214 CA SER A 359 193.115 156.934 121.358 1.00142.07 C -ATOM 2215 C SER A 359 194.308 157.811 121.015 1.00142.07 C -ATOM 2216 O SER A 359 194.721 157.899 119.854 1.00142.07 O -ATOM 2217 CB SER A 359 193.585 155.611 121.975 1.00142.07 C -ATOM 2218 OG SER A 359 194.444 154.914 121.089 1.00142.07 O -ATOM 2219 N ASN A 360 194.852 158.453 122.059 1.00155.35 N -ATOM 2220 CA ASN A 360 196.062 159.287 121.998 1.00155.35 C -ATOM 2221 C ASN A 360 195.931 160.424 120.985 1.00155.35 C -ATOM 2222 O ASN A 360 196.859 160.711 120.227 1.00155.35 O -ATOM 2223 CB ASN A 360 197.305 158.442 121.705 1.00155.35 C -ATOM 2224 CG ASN A 360 197.431 157.251 122.630 1.00155.35 C -ATOM 2225 OD1 ASN A 360 197.599 157.404 123.839 1.00155.35 O -ATOM 2226 ND2 ASN A 360 197.343 156.052 122.066 1.00155.35 N -ATOM 2227 N CYS A 361 194.771 161.077 120.971 1.00162.33 N -ATOM 2228 CA CYS A 361 194.527 162.149 120.018 1.00162.33 C -ATOM 2229 C CYS A 361 193.521 163.132 120.595 1.00162.33 C -ATOM 2230 O CYS A 361 192.796 162.828 121.546 1.00162.33 O -ATOM 2231 CB CYS A 361 194.027 161.605 118.674 1.00162.33 C -ATOM 2232 SG CYS A 361 192.566 160.534 118.772 1.00162.33 S -ATOM 2233 N VAL A 362 193.487 164.320 119.999 1.00164.50 N -ATOM 2234 CA VAL A 362 192.547 165.366 120.386 1.00164.50 C -ATOM 2235 C VAL A 362 191.243 165.137 119.635 1.00164.50 C -ATOM 2236 O VAL A 362 191.212 165.179 118.400 1.00164.50 O -ATOM 2237 CB VAL A 362 193.116 166.761 120.088 1.00164.50 C -ATOM 2238 CG1 VAL A 362 192.108 167.832 120.456 1.00164.50 C -ATOM 2239 CG2 VAL A 362 194.421 166.973 120.836 1.00164.50 C -ATOM 2240 N ALA A 363 190.164 164.898 120.377 1.00157.80 N -ATOM 2241 CA ALA A 363 188.857 164.632 119.785 1.00157.80 C -ATOM 2242 C ALA A 363 188.133 165.956 119.574 1.00157.80 C -ATOM 2243 O ALA A 363 187.641 166.564 120.530 1.00157.80 O -ATOM 2244 CB ALA A 363 188.038 163.698 120.670 1.00157.80 C -ATOM 2245 N ASP A 364 188.066 166.399 118.323 1.00154.35 N -ATOM 2246 CA ASP A 364 187.353 167.619 117.957 1.00154.35 C -ATOM 2247 C ASP A 364 186.012 167.212 117.361 1.00154.35 C -ATOM 2248 O ASP A 364 185.929 166.833 116.190 1.00154.35 O -ATOM 2249 CB ASP A 364 188.170 168.456 116.979 1.00154.35 C -ATOM 2250 CG ASP A 364 189.433 169.007 117.603 1.00154.35 C -ATOM 2251 OD1 ASP A 364 189.477 169.121 118.844 1.00154.35 O -ATOM 2252 OD2 ASP A 364 190.379 169.328 116.854 1.00154.35 O1- -ATOM 2253 N TYR A 365 184.958 167.291 118.172 1.00147.15 N -ATOM 2254 CA TYR A 365 183.618 166.995 117.687 1.00147.15 C -ATOM 2255 C TYR A 365 183.005 168.159 116.923 1.00147.15 C -ATOM 2256 O TYR A 365 181.979 167.973 116.262 1.00147.15 O -ATOM 2257 CB TYR A 365 182.713 166.593 118.854 1.00147.15 C -ATOM 2258 CG TYR A 365 183.147 165.310 119.524 1.00147.15 C -ATOM 2259 CD1 TYR A 365 182.736 164.075 119.036 1.00147.15 C -ATOM 2260 CD2 TYR A 365 183.976 165.333 120.640 1.00147.15 C -ATOM 2261 CE1 TYR A 365 183.136 162.898 119.642 1.00147.15 C -ATOM 2262 CE2 TYR A 365 184.382 164.162 121.253 1.00147.15 C -ATOM 2263 CZ TYR A 365 183.958 162.949 120.750 1.00147.15 C -ATOM 2264 OH TYR A 365 184.361 161.784 121.360 1.00147.15 O -ATOM 2265 N SER A 366 183.616 169.345 116.987 1.00156.70 N -ATOM 2266 CA SER A 366 183.177 170.452 116.146 1.00156.70 C -ATOM 2267 C SER A 366 183.540 170.221 114.685 1.00156.70 C -ATOM 2268 O SER A 366 182.883 170.770 113.794 1.00156.70 O -ATOM 2269 CB SER A 366 183.784 171.764 116.643 1.00156.70 C -ATOM 2270 OG SER A 366 185.200 171.696 116.656 1.00156.70 O -ATOM 2271 N VAL A 367 184.584 169.427 114.426 1.00158.55 N -ATOM 2272 CA VAL A 367 184.926 169.041 113.060 1.00158.55 C -ATOM 2273 C VAL A 367 183.822 168.178 112.458 1.00158.55 C -ATOM 2274 O VAL A 367 183.390 168.400 111.320 1.00158.55 O -ATOM 2275 CB VAL A 367 186.291 168.323 113.045 1.00158.55 C -ATOM 2276 CG1 VAL A 367 186.549 167.651 111.701 1.00158.55 C -ATOM 2277 CG2 VAL A 367 187.407 169.300 113.380 1.00158.55 C -ATOM 2278 N LEU A 368 183.331 167.201 113.223 1.00156.00 N -ATOM 2279 CA LEU A 368 182.203 166.393 112.772 1.00156.00 C -ATOM 2280 C LEU A 368 180.909 167.195 112.745 1.00156.00 C -ATOM 2281 O LEU A 368 180.036 166.930 111.913 1.00156.00 O -ATOM 2282 CB LEU A 368 182.038 165.169 113.672 1.00156.00 C -ATOM 2283 CG LEU A 368 183.294 164.337 113.919 1.00156.00 C -ATOM 2284 CD1 LEU A 368 182.996 163.191 114.870 1.00156.00 C -ATOM 2285 CD2 LEU A 368 183.824 163.819 112.596 1.00156.00 C -ATOM 2286 N TYR A 369 180.765 168.169 113.644 1.00165.50 N -ATOM 2287 CA TYR A 369 179.526 168.932 113.709 1.00165.50 C -ATOM 2288 C TYR A 369 179.420 169.916 112.549 1.00165.50 C -ATOM 2289 O TYR A 369 178.322 170.147 112.029 1.00165.50 O -ATOM 2290 CB TYR A 369 179.449 169.662 115.049 1.00165.50 C -ATOM 2291 CG TYR A 369 178.162 170.410 115.282 1.00165.50 C -ATOM 2292 CD1 TYR A 369 176.943 169.855 114.906 1.00165.50 C -ATOM 2293 CD2 TYR A 369 178.159 171.659 115.888 1.00165.50 C -ATOM 2294 CE1 TYR A 369 175.760 170.524 115.120 1.00165.50 C -ATOM 2295 CE2 TYR A 369 176.977 172.339 116.107 1.00165.50 C -ATOM 2296 CZ TYR A 369 175.784 171.764 115.720 1.00165.50 C -ATOM 2297 OH TYR A 369 174.606 172.428 115.936 1.00165.50 O -ATOM 2298 N ASN A 370 180.549 170.488 112.121 1.00168.71 N -ATOM 2299 CA ASN A 370 180.557 171.429 111.007 1.00168.71 C -ATOM 2300 C ASN A 370 180.329 170.747 109.665 1.00168.71 C -ATOM 2301 O ASN A 370 179.964 171.422 108.696 1.00168.71 O -ATOM 2302 CB ASN A 370 181.883 172.192 110.981 1.00168.71 C -ATOM 2303 CG ASN A 370 181.764 173.549 110.314 1.00168.71 C -ATOM 2304 OD1 ASN A 370 180.670 173.987 109.959 1.00168.71 O -ATOM 2305 ND2 ASN A 370 182.896 174.222 110.141 1.00168.71 N -ATOM 2306 N LEU A 371 180.543 169.436 109.583 1.00166.31 N -ATOM 2307 CA LEU A 371 180.334 168.718 108.334 1.00166.31 C -ATOM 2308 C LEU A 371 178.848 168.580 108.031 1.00166.31 C -ATOM 2309 O LEU A 371 178.028 168.370 108.930 1.00166.31 O -ATOM 2310 CB LEU A 371 180.985 167.337 108.400 1.00166.31 C -ATOM 2311 CG LEU A 371 182.502 167.283 108.207 1.00166.31 C -ATOM 2312 CD1 LEU A 371 182.989 165.842 108.221 1.00166.31 C -ATOM 2313 CD2 LEU A 371 182.908 167.977 106.915 1.00166.31 C -ATOM 2314 N ALA A 372 178.507 168.727 106.750 1.00166.25 N -ATOM 2315 CA ALA A 372 177.131 168.520 106.298 1.00166.25 C -ATOM 2316 C ALA A 372 176.588 167.104 106.516 1.00166.25 C -ATOM 2317 O ALA A 372 175.447 166.989 106.996 1.00166.25 O -ATOM 2318 CB ALA A 372 177.006 168.951 104.831 1.00166.25 C -ATOM 2319 N PRO A 373 177.318 165.971 106.199 1.00163.76 N -ATOM 2320 CA PRO A 373 176.674 164.655 106.377 1.00163.76 C -ATOM 2321 C PRO A 373 176.561 164.166 107.818 1.00163.76 C -ATOM 2322 O PRO A 373 177.005 163.057 108.129 1.00163.76 O -ATOM 2323 CB PRO A 373 177.574 163.714 105.561 1.00163.76 C -ATOM 2324 CG PRO A 373 178.368 164.591 104.679 1.00163.76 C -ATOM 2325 CD PRO A 373 178.614 165.784 105.515 1.00163.76 C -ATOM 2326 N PHE A 374 175.957 164.967 108.697 1.00156.64 N -ATOM 2327 CA PHE A 374 175.781 164.626 110.111 1.00156.64 C -ATOM 2328 C PHE A 374 174.396 165.122 110.514 1.00156.64 C -ATOM 2329 O PHE A 374 174.227 166.305 110.824 1.00156.64 O -ATOM 2330 CB PHE A 374 176.868 165.257 110.976 1.00156.64 C -ATOM 2331 CG PHE A 374 178.159 164.487 110.998 1.00156.64 C -ATOM 2332 CD1 PHE A 374 179.094 164.628 109.981 1.00156.64 C -ATOM 2333 CD2 PHE A 374 178.445 163.636 112.051 1.00156.64 C -ATOM 2334 CE1 PHE A 374 180.283 163.923 110.008 1.00156.64 C -ATOM 2335 CE2 PHE A 374 179.629 162.933 112.086 1.00156.64 C -ATOM 2336 CZ PHE A 374 180.550 163.073 111.062 1.00156.64 C -ATOM 2337 N PHE A 375 173.409 164.224 110.517 1.00156.68 N -ATOM 2338 CA PHE A 375 172.016 164.645 110.637 1.00156.68 C -ATOM 2339 C PHE A 375 171.419 164.388 112.018 1.00156.68 C -ATOM 2340 O PHE A 375 170.970 165.333 112.673 1.00156.68 O -ATOM 2341 CB PHE A 375 171.166 163.968 109.552 1.00156.68 C -ATOM 2342 CG PHE A 375 171.299 164.605 108.193 1.00156.68 C -ATOM 2343 CD1 PHE A 375 171.892 165.853 108.049 1.00156.68 C -ATOM 2344 CD2 PHE A 375 170.815 163.964 107.062 1.00156.68 C -ATOM 2345 CE1 PHE A 375 172.014 166.443 106.803 1.00156.68 C -ATOM 2346 CE2 PHE A 375 170.934 164.548 105.811 1.00156.68 C -ATOM 2347 CZ PHE A 375 171.533 165.789 105.683 1.00156.68 C -ATOM 2348 N THR A 376 171.397 163.140 112.485 1.00136.52 N -ATOM 2349 CA THR A 376 170.703 162.830 113.732 1.00136.52 C -ATOM 2350 C THR A 376 171.702 162.399 114.799 1.00136.52 C -ATOM 2351 O THR A 376 172.468 161.451 114.592 1.00136.52 O -ATOM 2352 CB THR A 376 169.643 161.747 113.533 1.00136.52 C -ATOM 2353 OG1 THR A 376 170.284 160.492 113.306 1.00136.52 O -ATOM 2354 CG2 THR A 376 168.748 162.075 112.345 1.00136.52 C -ATOM 2355 N PHE A 377 171.671 163.092 115.937 1.00125.85 N -ATOM 2356 CA PHE A 377 172.485 162.793 117.107 1.00125.85 C -ATOM 2357 C PHE A 377 171.586 162.343 118.251 1.00125.85 C -ATOM 2358 O PHE A 377 170.478 162.863 118.417 1.00125.85 O -ATOM 2359 CB PHE A 377 173.275 164.023 117.567 1.00125.85 C -ATOM 2360 CG PHE A 377 174.330 164.475 116.603 1.00125.85 C -ATOM 2361 CD1 PHE A 377 175.563 163.845 116.558 1.00125.85 C -ATOM 2362 CD2 PHE A 377 174.094 165.545 115.753 1.00125.85 C -ATOM 2363 CE1 PHE A 377 176.541 164.268 115.674 1.00125.85 C -ATOM 2364 CE2 PHE A 377 175.066 165.973 114.866 1.00125.85 C -ATOM 2365 CZ PHE A 377 176.291 165.333 114.827 1.00125.85 C -ATOM 2366 N LYS A 378 172.066 161.385 119.043 1.00114.11 N -ATOM 2367 CA LYS A 378 171.409 161.049 120.304 1.00114.11 C -ATOM 2368 C LYS A 378 172.456 160.481 121.248 1.00114.11 C -ATOM 2369 O LYS A 378 172.998 159.404 120.993 1.00114.11 O -ATOM 2370 CB LYS A 378 170.264 160.052 120.098 1.00114.11 C -ATOM 2371 CG LYS A 378 169.707 159.473 121.389 1.00114.11 C -ATOM 2372 CD LYS A 378 168.194 159.321 121.322 1.00114.11 C -ATOM 2373 CE LYS A 378 167.774 158.406 120.184 1.00114.11 C -ATOM 2374 NZ LYS A 378 168.464 157.088 120.248 1.00114.11 N1+ -ATOM 2375 N CYS A 379 172.746 161.199 122.328 1.00116.15 N -ATOM 2376 CA CYS A 379 173.814 160.827 123.244 1.00116.15 C -ATOM 2377 C CYS A 379 173.247 160.442 124.604 1.00116.15 C -ATOM 2378 O CYS A 379 172.331 161.092 125.117 1.00116.15 O -ATOM 2379 CB CYS A 379 174.825 161.967 123.394 1.00116.15 C -ATOM 2380 SG CYS A 379 175.669 162.413 121.857 1.00116.15 S -ATOM 2381 N TYR A 380 173.805 159.381 125.179 1.00117.22 N -ATOM 2382 CA TYR A 380 173.379 158.839 126.461 1.00117.22 C -ATOM 2383 C TYR A 380 174.498 159.002 127.479 1.00117.22 C -ATOM 2384 O TYR A 380 175.643 158.616 127.217 1.00117.22 O -ATOM 2385 CB TYR A 380 173.008 157.361 126.332 1.00117.22 C -ATOM 2386 CG TYR A 380 171.918 157.083 125.325 1.00117.22 C -ATOM 2387 CD1 TYR A 380 170.676 157.698 125.427 1.00117.22 C -ATOM 2388 CD2 TYR A 380 172.137 156.212 124.265 1.00117.22 C -ATOM 2389 CE1 TYR A 380 169.676 157.443 124.505 1.00117.22 C -ATOM 2390 CE2 TYR A 380 171.147 155.956 123.336 1.00117.22 C -ATOM 2391 CZ TYR A 380 169.919 156.571 123.462 1.00117.22 C -ATOM 2392 OH TYR A 380 168.933 156.312 122.539 1.00117.22 O -ATOM 2393 N GLY A 381 174.164 159.573 128.637 1.00119.11 N -ATOM 2394 CA GLY A 381 175.100 159.764 129.722 1.00119.11 C -ATOM 2395 C GLY A 381 175.917 161.038 129.639 1.00119.11 C -ATOM 2396 O GLY A 381 176.240 161.625 130.677 1.00119.11 O -ATOM 2397 N VAL A 382 176.263 161.476 128.432 1.00121.79 N -ATOM 2398 CA VAL A 382 177.044 162.684 128.207 1.00121.79 C -ATOM 2399 C VAL A 382 176.205 163.628 127.359 1.00121.79 C -ATOM 2400 O VAL A 382 175.627 163.209 126.350 1.00121.79 O -ATOM 2401 CB VAL A 382 178.385 162.372 127.516 1.00121.79 C -ATOM 2402 CG1 VAL A 382 179.195 163.641 127.309 1.00121.79 C -ATOM 2403 CG2 VAL A 382 179.181 161.353 128.315 1.00121.79 C -ATOM 2404 N SER A 383 176.117 164.883 127.779 1.00129.60 N -ATOM 2405 CA SER A 383 175.412 165.884 126.989 1.00129.60 C -ATOM 2406 C SER A 383 176.198 166.199 125.721 1.00129.60 C -ATOM 2407 O SER A 383 177.408 166.456 125.797 1.00129.60 O -ATOM 2408 CB SER A 383 175.197 167.150 127.805 1.00129.60 C -ATOM 2409 OG SER A 383 176.430 167.691 128.244 1.00129.60 O -ATOM 2410 N PRO A 384 175.551 166.203 124.547 1.00122.18 N -ATOM 2411 CA PRO A 384 176.291 166.380 123.285 1.00122.18 C -ATOM 2412 C PRO A 384 176.914 167.755 123.108 1.00122.18 C -ATOM 2413 O PRO A 384 177.802 167.906 122.260 1.00122.18 O -ATOM 2414 CB PRO A 384 175.224 166.115 122.215 1.00122.18 C -ATOM 2415 CG PRO A 384 173.937 166.463 122.884 1.00122.18 C -ATOM 2416 CD PRO A 384 174.101 166.062 124.323 1.00122.18 C -ATOM 2417 N THR A 385 176.484 168.757 123.873 1.00131.19 N -ATOM 2418 CA THR A 385 177.129 170.060 123.841 1.00131.19 C -ATOM 2419 C THR A 385 178.421 170.103 124.647 1.00131.19 C -ATOM 2420 O THR A 385 179.158 171.090 124.547 1.00131.19 O -ATOM 2421 CB THR A 385 176.173 171.137 124.362 1.00131.19 C -ATOM 2422 OG1 THR A 385 175.754 170.804 125.691 1.00131.19 O -ATOM 2423 CG2 THR A 385 174.951 171.241 123.463 1.00131.19 C -ATOM 2424 N LYS A 386 178.716 169.070 125.440 1.00136.40 N -ATOM 2425 CA LYS A 386 179.901 169.074 126.291 1.00136.40 C -ATOM 2426 C LYS A 386 180.908 167.993 125.914 1.00136.40 C -ATOM 2427 O LYS A 386 181.849 167.746 126.682 1.00136.40 O -ATOM 2428 CB LYS A 386 179.491 168.933 127.759 1.00136.40 C -ATOM 2429 CG LYS A 386 178.723 170.137 128.278 1.00136.40 C -ATOM 2430 CD LYS A 386 178.366 170.002 129.746 1.00136.40 C -ATOM 2431 CE LYS A 386 177.740 171.285 130.267 1.00136.40 C -ATOM 2432 NZ LYS A 386 177.172 171.117 131.630 1.00136.40 N1+ -ATOM 2433 N LEU A 387 180.754 167.372 124.737 1.00133.31 N -ATOM 2434 CA LEU A 387 181.657 166.315 124.287 1.00133.31 C -ATOM 2435 C LEU A 387 183.079 166.810 124.061 1.00133.31 C -ATOM 2436 O LEU A 387 184.018 166.008 124.102 1.00133.31 O -ATOM 2437 CB LEU A 387 181.134 165.691 122.992 1.00133.31 C -ATOM 2438 CG LEU A 387 179.831 164.894 123.039 1.00133.31 C -ATOM 2439 CD1 LEU A 387 179.262 164.741 121.638 1.00133.31 C -ATOM 2440 CD2 LEU A 387 180.068 163.537 123.667 1.00133.31 C -ATOM 2441 N ASN A 388 183.256 168.106 123.823 1.00147.37 N -ATOM 2442 CA ASN A 388 184.577 168.695 123.675 1.00147.37 C -ATOM 2443 C ASN A 388 185.228 169.037 125.009 1.00147.37 C -ATOM 2444 O ASN A 388 186.377 169.491 125.015 1.00147.37 O -ATOM 2445 CB ASN A 388 184.487 169.956 122.810 1.00147.37 C -ATOM 2446 CG ASN A 388 183.988 169.667 121.408 1.00147.37 C -ATOM 2447 OD1 ASN A 388 184.600 168.901 120.664 1.00147.37 O -ATOM 2448 ND2 ASN A 388 182.871 170.283 121.039 1.00147.37 N -ATOM 2449 N ASP A 389 184.537 168.835 126.134 1.00148.43 N -ATOM 2450 CA ASP A 389 185.039 169.277 127.430 1.00148.43 C -ATOM 2451 C ASP A 389 185.382 168.121 128.366 1.00148.43 C -ATOM 2452 O ASP A 389 185.545 168.338 129.570 1.00148.43 O -ATOM 2453 CB ASP A 389 184.025 170.208 128.094 1.00148.43 C -ATOM 2454 CG ASP A 389 183.530 171.292 127.158 1.00148.43 C -ATOM 2455 OD1 ASP A 389 184.337 171.793 126.347 1.00148.43 O -ATOM 2456 OD2 ASP A 389 182.334 171.643 127.234 1.00148.43 O1- -ATOM 2457 N LEU A 390 185.513 166.904 127.843 1.00151.30 N -ATOM 2458 CA LEU A 390 185.791 165.738 128.668 1.00151.30 C -ATOM 2459 C LEU A 390 187.015 164.998 128.148 1.00151.30 C -ATOM 2460 O LEU A 390 187.471 165.213 127.023 1.00151.30 O -ATOM 2461 CB LEU A 390 184.597 164.774 128.716 1.00151.30 C -ATOM 2462 CG LEU A 390 183.258 165.295 129.236 1.00151.30 C -ATOM 2463 CD1 LEU A 390 182.277 164.146 129.349 1.00151.30 C -ATOM 2464 CD2 LEU A 390 183.426 165.981 130.580 1.00151.30 C -ATOM 2465 N CYS A 391 187.543 164.117 128.996 1.00161.05 N -ATOM 2466 CA CYS A 391 188.658 163.250 128.647 1.00161.05 C -ATOM 2467 C CYS A 391 188.280 161.804 128.932 1.00161.05 C -ATOM 2468 O CYS A 391 187.692 161.497 129.973 1.00161.05 O -ATOM 2469 CB CYS A 391 189.930 163.628 129.422 1.00161.05 C -ATOM 2470 SG CYS A 391 190.651 165.222 128.947 1.00161.05 S -ATOM 2471 N PHE A 392 188.625 160.923 127.998 1.00145.71 N -ATOM 2472 CA PHE A 392 188.316 159.505 128.086 1.00145.71 C -ATOM 2473 C PHE A 392 189.587 158.694 127.879 1.00145.71 C -ATOM 2474 O PHE A 392 190.561 159.168 127.288 1.00145.71 O -ATOM 2475 CB PHE A 392 187.266 159.087 127.048 1.00145.71 C -ATOM 2476 CG PHE A 392 186.094 160.019 126.963 1.00145.71 C -ATOM 2477 CD1 PHE A 392 185.074 159.963 127.900 1.00145.71 C -ATOM 2478 CD2 PHE A 392 186.007 160.947 125.935 1.00145.71 C -ATOM 2479 CE1 PHE A 392 183.991 160.820 127.818 1.00145.71 C -ATOM 2480 CE2 PHE A 392 184.928 161.808 125.847 1.00145.71 C -ATOM 2481 CZ PHE A 392 183.918 161.743 126.789 1.00145.71 C -ATOM 2482 N THR A 393 189.564 157.454 128.371 1.00142.81 N -ATOM 2483 CA THR A 393 190.721 156.576 128.222 1.00142.81 C -ATOM 2484 C THR A 393 190.852 156.086 126.784 1.00142.81 C -ATOM 2485 O THR A 393 191.850 156.360 126.108 1.00142.81 O -ATOM 2486 CB THR A 393 190.609 155.394 129.187 1.00142.81 C -ATOM 2487 OG1 THR A 393 189.607 154.486 128.717 1.00142.81 O -ATOM 2488 CG2 THR A 393 190.223 155.878 130.576 1.00142.81 C -ATOM 2489 N ASN A 394 189.850 155.352 126.300 1.00134.30 N -ATOM 2490 CA ASN A 394 189.792 154.924 124.910 1.00134.30 C -ATOM 2491 C ASN A 394 188.381 155.139 124.384 1.00134.30 C -ATOM 2492 O ASN A 394 187.406 155.076 125.136 1.00134.30 O -ATOM 2493 CB ASN A 394 190.188 153.448 124.731 1.00134.30 C -ATOM 2494 CG ASN A 394 191.468 153.089 125.461 1.00134.30 C -ATOM 2495 OD1 ASN A 394 192.567 153.272 124.937 1.00134.30 O -ATOM 2496 ND2 ASN A 394 191.331 152.571 126.676 1.00134.30 N -ATOM 2497 N VAL A 395 188.282 155.389 123.081 1.00125.32 N -ATOM 2498 CA VAL A 395 187.005 155.574 122.402 1.00125.32 C -ATOM 2499 C VAL A 395 186.861 154.455 121.379 1.00125.32 C -ATOM 2500 O VAL A 395 187.809 154.157 120.645 1.00125.32 O -ATOM 2501 CB VAL A 395 186.918 156.960 121.733 1.00125.32 C -ATOM 2502 CG1 VAL A 395 185.604 157.132 120.982 1.00125.32 C -ATOM 2503 CG2 VAL A 395 187.092 158.062 122.769 1.00125.32 C -ATOM 2504 N TYR A 396 185.699 153.807 121.352 1.00123.38 N -ATOM 2505 CA TYR A 396 185.463 152.721 120.408 1.00123.38 C -ATOM 2506 C TYR A 396 184.350 153.122 119.452 1.00123.38 C -ATOM 2507 O TYR A 396 183.248 153.476 119.886 1.00123.38 O -ATOM 2508 CB TYR A 396 185.128 151.420 121.138 1.00123.38 C -ATOM 2509 CG TYR A 396 186.265 150.932 122.003 1.00123.38 C -ATOM 2510 CD1 TYR A 396 187.291 150.162 121.467 1.00123.38 C -ATOM 2511 CD2 TYR A 396 186.321 151.253 123.354 1.00123.38 C -ATOM 2512 CE1 TYR A 396 188.338 149.719 122.255 1.00123.38 C -ATOM 2513 CE2 TYR A 396 187.362 150.817 124.150 1.00123.38 C -ATOM 2514 CZ TYR A 396 188.367 150.051 123.596 1.00123.38 C -ATOM 2515 OH TYR A 396 189.402 149.618 124.390 1.00123.38 O -ATOM 2516 N ALA A 397 184.642 153.069 118.156 1.00124.69 N -ATOM 2517 CA ALA A 397 183.695 153.461 117.123 1.00124.69 C -ATOM 2518 C ALA A 397 183.197 152.233 116.375 1.00124.69 C -ATOM 2519 O ALA A 397 183.983 151.345 116.030 1.00124.69 O -ATOM 2520 CB ALA A 397 184.333 154.441 116.137 1.00124.69 C -ATOM 2521 N ASP A 398 181.889 152.186 116.128 1.00132.79 N -ATOM 2522 CA ASP A 398 181.295 151.128 115.325 1.00132.79 C -ATOM 2523 C ASP A 398 180.426 151.762 114.249 1.00132.79 C -ATOM 2524 O ASP A 398 179.691 152.711 114.522 1.00132.79 O -ATOM 2525 CB ASP A 398 180.473 150.178 116.191 1.00132.79 C -ATOM 2526 CG ASP A 398 181.284 149.582 117.326 1.00132.79 C -ATOM 2527 OD1 ASP A 398 181.542 150.308 118.310 1.00132.79 O -ATOM 2528 OD2 ASP A 398 181.688 148.405 117.230 1.00132.79 O1- -ATOM 2529 N SER A 399 180.512 151.239 113.028 1.00140.48 N -ATOM 2530 CA SER A 399 179.913 151.895 111.872 1.00140.48 C -ATOM 2531 C SER A 399 179.223 150.866 110.989 1.00140.48 C -ATOM 2532 O SER A 399 179.826 149.845 110.645 1.00140.48 O -ATOM 2533 CB SER A 399 180.982 152.649 111.078 1.00140.48 C -ATOM 2534 OG SER A 399 181.940 151.752 110.546 1.00140.48 O -ATOM 2535 N PHE A 400 177.968 151.134 110.621 1.00152.48 N -ATOM 2536 CA PHE A 400 177.166 150.114 109.955 1.00152.48 C -ATOM 2537 C PHE A 400 176.019 150.766 109.189 1.00152.48 C -ATOM 2538 O PHE A 400 175.487 151.797 109.605 1.00152.48 O -ATOM 2539 CB PHE A 400 176.626 149.092 110.969 1.00152.48 C -ATOM 2540 CG PHE A 400 176.266 149.686 112.313 1.00152.48 C -ATOM 2541 CD1 PHE A 400 175.015 150.237 112.519 1.00152.48 C -ATOM 2542 CD2 PHE A 400 177.169 149.680 113.372 1.00152.48 C -ATOM 2543 CE1 PHE A 400 174.668 150.770 113.748 1.00152.48 C -ATOM 2544 CE2 PHE A 400 176.832 150.226 114.598 1.00152.48 C -ATOM 2545 CZ PHE A 400 175.579 150.769 114.785 1.00152.48 C -ATOM 2546 N VAL A 401 175.635 150.146 108.072 1.00184.37 N -ATOM 2547 CA VAL A 401 174.519 150.614 107.251 1.00184.37 C -ATOM 2548 C VAL A 401 173.323 149.705 107.487 1.00184.37 C -ATOM 2549 O VAL A 401 173.363 148.513 107.160 1.00184.37 O -ATOM 2550 CB VAL A 401 174.879 150.640 105.758 1.00184.37 C -ATOM 2551 CG1 VAL A 401 173.642 150.944 104.929 1.00184.37 C -ATOM 2552 CG2 VAL A 401 175.921 151.671 105.499 1.00184.37 C -ATOM 2553 N ILE A 402 172.249 150.268 108.041 1.00187.28 N -ATOM 2554 CA ILE A 402 171.035 149.503 108.316 1.00187.28 C -ATOM 2555 C ILE A 402 169.852 150.247 107.697 1.00187.28 C -ATOM 2556 O ILE A 402 169.884 151.470 107.534 1.00187.28 O -ATOM 2557 CB ILE A 402 170.824 149.258 109.844 1.00187.28 C -ATOM 2558 CG1 ILE A 402 172.095 148.727 110.518 1.00187.28 C -ATOM 2559 CG2 ILE A 402 169.748 148.208 110.119 1.00187.28 C -ATOM 2560 CD1 ILE A 402 171.950 148.445 112.005 1.00187.28 C -ATOM 2561 N ARG A 403 168.833 149.488 107.284 1.00201.94 N -ATOM 2562 CA ARG A 403 167.544 150.058 106.909 1.00201.94 C -ATOM 2563 C ARG A 403 166.928 150.796 108.096 1.00201.94 C -ATOM 2564 O ARG A 403 167.054 150.358 109.243 1.00201.94 O -ATOM 2565 CB ARG A 403 166.620 148.936 106.418 1.00201.94 C -ATOM 2566 CG ARG A 403 165.213 149.350 106.024 1.00201.94 C -ATOM 2567 CD ARG A 403 164.452 148.202 105.380 1.00201.94 C -ATOM 2568 NE ARG A 403 164.813 148.021 103.978 1.00201.94 N -ATOM 2569 CZ ARG A 403 164.359 147.042 103.208 1.00201.94 C -ATOM 2570 NH1 ARG A 403 163.530 146.123 103.676 1.00201.94 N1+ -ATOM 2571 NH2 ARG A 403 164.745 146.984 101.937 1.00201.94 N -ATOM 2572 N GLY A 404 166.263 151.928 107.804 1.00190.70 N -ATOM 2573 CA GLY A 404 165.811 152.848 108.844 1.00190.70 C -ATOM 2574 C GLY A 404 164.804 152.265 109.818 1.00190.70 C -ATOM 2575 O GLY A 404 164.839 152.581 111.016 1.00190.70 O -ATOM 2576 N ASP A 405 163.917 151.388 109.329 1.00189.12 N -ATOM 2577 CA ASP A 405 162.966 150.695 110.196 1.00189.12 C -ATOM 2578 C ASP A 405 163.670 149.787 111.196 1.00189.12 C -ATOM 2579 O ASP A 405 163.129 149.507 112.271 1.00189.12 O -ATOM 2580 CB ASP A 405 161.982 149.882 109.354 1.00189.12 C -ATOM 2581 CG ASP A 405 161.156 150.745 108.424 1.00189.12 C -ATOM 2582 OD1 ASP A 405 161.128 151.978 108.621 1.00189.12 O -ATOM 2583 OD2 ASP A 405 160.535 150.190 107.494 1.00189.12 O1- -ATOM 2584 N GLU A 406 164.871 149.319 110.860 1.00188.14 N -ATOM 2585 CA GLU A 406 165.718 148.612 111.804 1.00188.14 C -ATOM 2586 C GLU A 406 166.841 149.479 112.366 1.00188.14 C -ATOM 2587 O GLU A 406 167.539 149.037 113.283 1.00188.14 O -ATOM 2588 CB GLU A 406 166.296 147.359 111.142 1.00188.14 C -ATOM 2589 CG GLU A 406 165.310 146.206 111.049 1.00188.14 C -ATOM 2590 CD GLU A 406 165.973 144.900 110.659 1.00188.14 C -ATOM 2591 OE1 GLU A 406 166.975 144.939 109.916 1.00188.14 O -ATOM 2592 OE2 GLU A 406 165.491 143.833 111.096 1.00188.14 O1- -ATOM 2593 N VAL A 407 167.034 150.697 111.849 1.00177.67 N -ATOM 2594 CA VAL A 407 167.849 151.677 112.565 1.00177.67 C -ATOM 2595 C VAL A 407 167.149 152.079 113.856 1.00177.67 C -ATOM 2596 O VAL A 407 167.786 152.230 114.909 1.00177.67 O -ATOM 2597 CB VAL A 407 168.150 152.892 111.662 1.00177.67 C -ATOM 2598 CG1 VAL A 407 168.674 154.090 112.453 1.00177.67 C -ATOM 2599 CG2 VAL A 407 169.149 152.514 110.597 1.00177.67 C -ATOM 2600 N ARG A 408 165.815 152.168 113.817 1.00171.39 N -ATOM 2601 CA ARG A 408 165.035 152.505 115.006 1.00171.39 C -ATOM 2602 C ARG A 408 165.042 151.411 116.075 1.00171.39 C -ATOM 2603 O ARG A 408 164.561 151.661 117.185 1.00171.39 O -ATOM 2604 CB ARG A 408 163.593 152.830 114.612 1.00171.39 C -ATOM 2605 CG ARG A 408 163.442 154.007 113.648 1.00171.39 C -ATOM 2606 CD ARG A 408 163.540 155.370 114.342 1.00171.39 C -ATOM 2607 NE ARG A 408 164.914 155.822 114.541 1.00171.39 N -ATOM 2608 CZ ARG A 408 165.669 156.383 113.605 1.00171.39 C -ATOM 2609 NH1 ARG A 408 165.210 156.598 112.382 1.00171.39 N1+ -ATOM 2610 NH2 ARG A 408 166.914 156.740 113.904 1.00171.39 N -ATOM 2611 N GLN A 409 165.565 150.219 115.779 1.00173.38 N -ATOM 2612 CA GLN A 409 165.727 149.157 116.763 1.00173.38 C -ATOM 2613 C GLN A 409 167.038 149.261 117.544 1.00173.38 C -ATOM 2614 O GLN A 409 167.477 148.262 118.127 1.00173.38 O -ATOM 2615 CB GLN A 409 165.648 147.787 116.082 1.00173.38 C -ATOM 2616 CG GLN A 409 164.296 147.452 115.476 1.00173.38 C -ATOM 2617 CD GLN A 409 164.217 146.015 114.991 1.00173.38 C -ATOM 2618 OE1 GLN A 409 165.194 145.269 115.060 1.00173.38 O -ATOM 2619 NE2 GLN A 409 163.053 145.624 114.488 1.00173.38 N -ATOM 2620 N ILE A 410 167.671 150.432 117.572 1.00154.57 N -ATOM 2621 CA ILE A 410 168.975 150.611 118.207 1.00154.57 C -ATOM 2622 C ILE A 410 168.800 151.612 119.343 1.00154.57 C -ATOM 2623 O ILE A 410 168.733 152.826 119.109 1.00154.57 O -ATOM 2624 CB ILE A 410 170.045 151.083 117.215 1.00154.57 C -ATOM 2625 CG1 ILE A 410 170.209 150.072 116.082 1.00154.57 C -ATOM 2626 CG2 ILE A 410 171.383 151.274 117.918 1.00154.57 C -ATOM 2627 CD1 ILE A 410 171.141 150.544 114.992 1.00154.57 C -ATOM 2628 N ALA A 411 168.731 151.099 120.580 1.00143.10 N -ATOM 2629 CA ALA A 411 168.724 151.857 121.828 1.00143.10 C -ATOM 2630 C ALA A 411 168.968 150.900 122.989 1.00143.10 C -ATOM 2631 O ALA A 411 168.597 149.722 122.903 1.00143.10 O -ATOM 2632 CB ALA A 411 167.401 152.600 122.038 1.00143.10 C -ATOM 2633 N PRO A 412 169.612 151.349 124.068 1.00139.32 N -ATOM 2634 CA PRO A 412 169.654 150.533 125.287 1.00139.32 C -ATOM 2635 C PRO A 412 168.267 150.384 125.892 1.00139.32 C -ATOM 2636 O PRO A 412 167.478 151.331 125.927 1.00139.32 O -ATOM 2637 CB PRO A 412 170.588 151.321 126.214 1.00139.32 C -ATOM 2638 CG PRO A 412 170.608 152.709 125.654 1.00139.32 C -ATOM 2639 CD PRO A 412 170.467 152.541 124.177 1.00139.32 C -ATOM 2640 N GLY A 413 167.975 149.178 126.374 1.00148.36 N -ATOM 2641 CA GLY A 413 166.659 148.864 126.885 1.00148.36 C -ATOM 2642 C GLY A 413 165.626 148.524 125.833 1.00148.36 C -ATOM 2643 O GLY A 413 164.459 148.305 126.185 1.00148.36 O -ATOM 2644 N GLN A 414 166.007 148.477 124.561 1.00156.85 N -ATOM 2645 CA GLN A 414 165.099 148.153 123.472 1.00156.85 C -ATOM 2646 C GLN A 414 165.206 146.680 123.095 1.00156.85 C -ATOM 2647 O GLN A 414 166.096 145.952 123.541 1.00156.85 O -ATOM 2648 CB GLN A 414 165.388 149.025 122.245 1.00156.85 C -ATOM 2649 CG GLN A 414 164.514 150.261 122.113 1.00156.85 C -ATOM 2650 CD GLN A 414 164.528 150.827 120.702 1.00156.85 C -ATOM 2651 OE1 GLN A 414 165.525 150.719 119.987 1.00156.85 O -ATOM 2652 NE2 GLN A 414 163.419 151.434 120.295 1.00156.85 N -ATOM 2653 N THR A 415 164.272 146.252 122.256 1.00176.64 N -ATOM 2654 CA THR A 415 164.255 144.925 121.660 1.00176.64 C -ATOM 2655 C THR A 415 164.301 145.071 120.140 1.00176.64 C -ATOM 2656 O THR A 415 164.497 146.165 119.603 1.00176.64 O -ATOM 2657 CB THR A 415 163.024 144.137 122.119 1.00176.64 C -ATOM 2658 OG1 THR A 415 161.835 144.850 121.757 1.00176.64 O -ATOM 2659 CG2 THR A 415 163.050 143.919 123.627 1.00176.64 C -ATOM 2660 N GLY A 416 164.128 143.954 119.446 1.00190.45 N -ATOM 2661 CA GLY A 416 164.104 143.932 118.002 1.00190.45 C -ATOM 2662 C GLY A 416 165.117 142.959 117.446 1.00190.45 C -ATOM 2663 O GLY A 416 165.914 142.363 118.170 1.00190.45 O -ATOM 2664 N ASN A 417 165.074 142.813 116.116 1.00199.27 N -ATOM 2665 CA ASN A 417 165.990 141.913 115.420 1.00199.27 C -ATOM 2666 C ASN A 417 167.436 142.359 115.585 1.00199.27 C -ATOM 2667 O ASN A 417 168.322 141.526 115.802 1.00199.27 O -ATOM 2668 CB ASN A 417 165.625 141.829 113.937 1.00199.27 C -ATOM 2669 CG ASN A 417 164.506 140.845 113.666 1.00199.27 C -ATOM 2670 OD1 ASN A 417 163.483 140.846 114.350 1.00199.27 O -ATOM 2671 ND2 ASN A 417 164.703 139.985 112.673 1.00199.27 N -ATOM 2672 N ILE A 418 167.679 143.673 115.536 1.00189.42 N -ATOM 2673 CA ILE A 418 169.034 144.208 115.655 1.00189.42 C -ATOM 2674 C ILE A 418 169.606 143.954 117.045 1.00189.42 C -ATOM 2675 O ILE A 418 170.662 143.323 117.188 1.00189.42 O -ATOM 2676 CB ILE A 418 169.044 145.709 115.316 1.00189.42 C -ATOM 2677 CG1 ILE A 418 168.266 145.974 114.028 1.00189.42 C -ATOM 2678 CG2 ILE A 418 170.471 146.224 115.210 1.00189.42 C -ATOM 2679 CD1 ILE A 418 168.905 145.397 112.786 1.00189.42 C -ATOM 2680 N ALA A 419 168.889 144.393 118.087 1.00187.40 N -ATOM 2681 CA ALA A 419 169.394 144.278 119.452 1.00187.40 C -ATOM 2682 C ALA A 419 169.399 142.836 119.940 1.00187.40 C -ATOM 2683 O ALA A 419 170.136 142.504 120.875 1.00187.40 O -ATOM 2684 CB ALA A 419 168.574 145.153 120.399 1.00187.40 C -ATOM 2685 N ASP A 420 168.588 141.969 119.335 1.00202.91 N -ATOM 2686 CA ASP A 420 168.590 140.577 119.757 1.00202.91 C -ATOM 2687 C ASP A 420 169.619 139.733 119.013 1.00202.91 C -ATOM 2688 O ASP A 420 170.250 138.863 119.622 1.00202.91 O -ATOM 2689 CB ASP A 420 167.194 139.979 119.589 1.00202.91 C -ATOM 2690 CG ASP A 420 166.225 140.476 120.639 1.00202.91 C -ATOM 2691 OD1 ASP A 420 166.694 140.959 121.692 1.00202.91 O -ATOM 2692 OD2 ASP A 420 165.000 140.397 120.412 1.00202.91 O1- -ATOM 2693 N TYR A 421 169.811 139.953 117.710 1.00216.58 N -ATOM 2694 CA TYR A 421 170.592 139.023 116.910 1.00216.58 C -ATOM 2695 C TYR A 421 171.863 139.612 116.304 1.00216.58 C -ATOM 2696 O TYR A 421 172.824 138.865 116.114 1.00216.58 O -ATOM 2697 CB TYR A 421 169.719 138.421 115.798 1.00216.58 C -ATOM 2698 CG TYR A 421 168.389 137.831 116.273 1.00216.58 C -ATOM 2699 CD1 TYR A 421 168.311 137.054 117.432 1.00216.58 C -ATOM 2700 CD2 TYR A 421 167.220 138.029 115.546 1.00216.58 C -ATOM 2701 CE1 TYR A 421 167.103 136.510 117.860 1.00216.58 C -ATOM 2702 CE2 TYR A 421 166.007 137.485 115.967 1.00216.58 C -ATOM 2703 CZ TYR A 421 165.956 136.728 117.123 1.00216.58 C -ATOM 2704 OH TYR A 421 164.759 136.189 117.542 1.00216.58 O -ATOM 2705 N ASN A 422 171.923 140.911 115.991 1.00195.72 N -ATOM 2706 CA ASN A 422 173.213 141.477 115.587 1.00195.72 C -ATOM 2707 C ASN A 422 174.138 141.669 116.780 1.00195.72 C -ATOM 2708 O ASN A 422 175.164 140.993 116.914 1.00195.72 O -ATOM 2709 CB ASN A 422 173.025 142.819 114.876 1.00195.72 C -ATOM 2710 CG ASN A 422 172.292 142.698 113.582 1.00195.72 C -ATOM 2711 OD1 ASN A 422 171.188 143.190 113.436 1.00195.72 O -ATOM 2712 ND2 ASN A 422 172.966 142.168 112.590 1.00195.72 N -ATOM 2713 N TYR A 423 173.768 142.587 117.662 1.00177.47 N -ATOM 2714 CA TYR A 423 174.639 143.080 118.713 1.00177.47 C -ATOM 2715 C TYR A 423 173.727 143.651 119.777 1.00177.47 C -ATOM 2716 O TYR A 423 172.705 144.259 119.452 1.00177.47 O -ATOM 2717 CB TYR A 423 175.572 144.188 118.207 1.00177.47 C -ATOM 2718 CG TYR A 423 176.805 143.734 117.466 1.00177.47 C -ATOM 2719 CD1 TYR A 423 178.001 143.491 118.132 1.00177.47 C -ATOM 2720 CD2 TYR A 423 176.782 143.598 116.083 1.00177.47 C -ATOM 2721 CE1 TYR A 423 179.127 143.093 117.437 1.00177.47 C -ATOM 2722 CE2 TYR A 423 177.888 143.195 115.388 1.00177.47 C -ATOM 2723 CZ TYR A 423 179.058 142.946 116.065 1.00177.47 C -ATOM 2724 OH TYR A 423 180.160 142.549 115.351 1.00177.47 O -ATOM 2725 N LYS A 424 174.091 143.469 121.031 1.00161.55 N -ATOM 2726 CA LYS A 424 173.290 143.991 122.125 1.00161.55 C -ATOM 2727 C LYS A 424 173.929 145.275 122.633 1.00161.55 C -ATOM 2728 O LYS A 424 175.121 145.294 122.965 1.00161.55 O -ATOM 2729 CB LYS A 424 173.160 142.961 123.245 1.00161.55 C -ATOM 2730 CG LYS A 424 172.329 143.427 124.411 1.00161.55 C -ATOM 2731 CD LYS A 424 170.893 143.651 124.001 1.00161.55 C -ATOM 2732 CE LYS A 424 170.069 144.065 125.198 1.00161.55 C -ATOM 2733 NZ LYS A 424 168.674 144.394 124.816 1.00161.55 N1+ -ATOM 2734 N LEU A 425 173.158 146.341 122.650 1.00148.99 N -ATOM 2735 CA LEU A 425 173.603 147.549 123.323 1.00148.99 C -ATOM 2736 C LEU A 425 173.373 147.393 124.821 1.00148.99 C -ATOM 2737 O LEU A 425 172.254 147.074 125.235 1.00148.99 O -ATOM 2738 CB LEU A 425 172.857 148.765 122.793 1.00148.99 C -ATOM 2739 CG LEU A 425 173.613 149.606 121.764 1.00148.99 C -ATOM 2740 CD1 LEU A 425 172.805 150.838 121.406 1.00148.99 C -ATOM 2741 CD2 LEU A 425 174.992 149.993 122.278 1.00148.99 C -ATOM 2742 N PRO A 426 174.403 147.558 125.650 1.00151.51 N -ATOM 2743 CA PRO A 426 174.210 147.438 127.099 1.00151.51 C -ATOM 2744 C PRO A 426 173.363 148.574 127.650 1.00151.51 C -ATOM 2745 O PRO A 426 173.344 149.684 127.114 1.00151.51 O -ATOM 2746 CB PRO A 426 175.638 147.486 127.654 1.00151.51 C -ATOM 2747 CG PRO A 426 176.422 148.211 126.613 1.00151.51 C -ATOM 2748 CD PRO A 426 175.806 147.836 125.297 1.00151.51 C -ATOM 2749 N ASP A 427 172.647 148.275 128.736 1.00155.84 N -ATOM 2750 CA ASP A 427 171.735 149.242 129.337 1.00155.84 C -ATOM 2751 C ASP A 427 172.455 150.368 130.067 1.00155.84 C -ATOM 2752 O ASP A 427 171.825 151.389 130.364 1.00155.84 O -ATOM 2753 CB ASP A 427 170.780 148.528 130.295 1.00155.84 C -ATOM 2754 CG ASP A 427 169.835 147.584 129.577 1.00155.84 C -ATOM 2755 OD1 ASP A 427 169.493 147.861 128.408 1.00155.84 O -ATOM 2756 OD2 ASP A 427 169.436 146.566 130.180 1.00155.84 O1- -ATOM 2757 N ASP A 428 173.745 150.210 130.362 1.00146.35 N -ATOM 2758 CA ASP A 428 174.558 151.255 130.971 1.00146.35 C -ATOM 2759 C ASP A 428 175.457 151.949 129.952 1.00146.35 C -ATOM 2760 O ASP A 428 176.579 152.351 130.282 1.00146.35 O -ATOM 2761 CB ASP A 428 175.389 150.674 132.114 1.00146.35 C -ATOM 2762 CG ASP A 428 176.306 149.555 131.657 1.00146.35 C -ATOM 2763 OD1 ASP A 428 175.922 148.813 130.730 1.00146.35 O -ATOM 2764 OD2 ASP A 428 177.411 149.418 132.225 1.00146.35 O1- -ATOM 2765 N PHE A 429 174.981 152.098 128.718 1.00128.62 N -ATOM 2766 CA PHE A 429 175.801 152.649 127.647 1.00128.62 C -ATOM 2767 C PHE A 429 175.979 154.152 127.817 1.00128.62 C -ATOM 2768 O PHE A 429 175.006 154.889 128.005 1.00128.62 O -ATOM 2769 CB PHE A 429 175.165 152.342 126.292 1.00128.62 C -ATOM 2770 CG PHE A 429 175.783 153.088 125.146 1.00128.62 C -ATOM 2771 CD1 PHE A 429 177.104 152.866 124.787 1.00128.62 C -ATOM 2772 CD2 PHE A 429 175.039 154.008 124.421 1.00128.62 C -ATOM 2773 CE1 PHE A 429 177.675 153.551 123.728 1.00128.62 C -ATOM 2774 CE2 PHE A 429 175.603 154.697 123.361 1.00128.62 C -ATOM 2775 CZ PHE A 429 176.923 154.466 123.014 1.00128.62 C -ATOM 2776 N THR A 430 177.230 154.604 127.749 1.00123.59 N -ATOM 2777 CA THR A 430 177.576 156.021 127.800 1.00123.59 C -ATOM 2778 C THR A 430 178.299 156.367 126.506 1.00123.59 C -ATOM 2779 O THR A 430 179.413 155.889 126.265 1.00123.59 O -ATOM 2780 CB THR A 430 178.448 156.340 129.015 1.00123.59 C -ATOM 2781 OG1 THR A 430 179.651 155.564 128.959 1.00123.59 O -ATOM 2782 CG2 THR A 430 177.706 156.030 130.307 1.00123.59 C -ATOM 2783 N GLY A 431 177.670 157.194 125.679 1.00121.00 N -ATOM 2784 CA GLY A 431 178.256 157.533 124.391 1.00121.00 C -ATOM 2785 C GLY A 431 177.267 158.276 123.523 1.00121.00 C -ATOM 2786 O GLY A 431 176.409 159.008 124.023 1.00121.00 O -ATOM 2787 N CYS A 432 177.397 158.077 122.213 1.00118.85 N -ATOM 2788 CA CYS A 432 176.525 158.743 121.254 1.00118.85 C -ATOM 2789 C CYS A 432 176.186 157.802 120.106 1.00118.85 C -ATOM 2790 O CYS A 432 176.945 156.885 119.785 1.00118.85 O -ATOM 2791 CB CYS A 432 177.163 160.027 120.698 1.00118.85 C -ATOM 2792 SG CYS A 432 177.404 161.357 121.908 1.00118.85 S -ATOM 2793 N VAL A 433 175.021 158.034 119.502 1.00118.00 N -ATOM 2794 CA VAL A 433 174.585 157.357 118.287 1.00118.00 C -ATOM 2795 C VAL A 433 174.299 158.427 117.243 1.00118.00 C -ATOM 2796 O VAL A 433 173.521 159.356 117.497 1.00118.00 O -ATOM 2797 CB VAL A 433 173.337 156.484 118.524 1.00118.00 C -ATOM 2798 CG1 VAL A 433 173.007 155.682 117.276 1.00118.00 C -ATOM 2799 CG2 VAL A 433 173.532 155.554 119.716 1.00118.00 C -ATOM 2800 N ILE A 434 174.925 158.298 116.074 1.00126.99 N -ATOM 2801 CA ILE A 434 174.784 159.251 114.980 1.00126.99 C -ATOM 2802 C ILE A 434 174.256 158.495 113.770 1.00126.99 C -ATOM 2803 O ILE A 434 174.767 157.421 113.438 1.00126.99 O -ATOM 2804 CB ILE A 434 176.124 159.935 114.645 1.00126.99 C -ATOM 2805 CG1 ILE A 434 176.785 160.493 115.906 1.00126.99 C -ATOM 2806 CG2 ILE A 434 175.923 161.045 113.623 1.00126.99 C -ATOM 2807 CD1 ILE A 434 178.184 161.020 115.678 1.00126.99 C -ATOM 2808 N ALA A 435 173.231 159.039 113.118 1.00146.06 N -ATOM 2809 CA ALA A 435 172.714 158.428 111.901 1.00146.06 C -ATOM 2810 C ALA A 435 172.542 159.473 110.806 1.00146.06 C -ATOM 2811 O ALA A 435 172.218 160.640 111.070 1.00146.06 O -ATOM 2812 CB ALA A 435 171.388 157.691 112.143 1.00146.06 C -ATOM 2813 N TRP A 436 172.767 159.024 109.568 1.00173.29 N -ATOM 2814 CA TRP A 436 172.762 159.882 108.390 1.00173.29 C -ATOM 2815 C TRP A 436 172.201 159.114 107.197 1.00173.29 C -ATOM 2816 O TRP A 436 172.415 157.905 107.072 1.00173.29 O -ATOM 2817 CB TRP A 436 174.180 160.390 108.089 1.00173.29 C -ATOM 2818 CG TRP A 436 174.311 161.143 106.801 1.00173.29 C -ATOM 2819 CD1 TRP A 436 173.784 162.366 106.511 1.00173.29 C -ATOM 2820 CD2 TRP A 436 175.021 160.724 105.630 1.00173.29 C -ATOM 2821 NE1 TRP A 436 174.114 162.732 105.229 1.00173.29 N -ATOM 2822 CE2 TRP A 436 174.878 161.743 104.668 1.00173.29 C -ATOM 2823 CE3 TRP A 436 175.763 159.585 105.301 1.00173.29 C -ATOM 2824 CZ2 TRP A 436 175.447 161.657 103.398 1.00173.29 C -ATOM 2825 CZ3 TRP A 436 176.329 159.502 104.040 1.00173.29 C -ATOM 2826 CH2 TRP A 436 176.167 160.532 103.105 1.00173.29 C -ATOM 2827 N ASN A 437 171.477 159.825 106.329 1.00185.21 N -ATOM 2828 CA ASN A 437 170.932 159.238 105.107 1.00185.21 C -ATOM 2829 C ASN A 437 172.050 158.979 104.103 1.00185.21 C -ATOM 2830 O ASN A 437 172.682 159.919 103.616 1.00185.21 O -ATOM 2831 CB ASN A 437 169.889 160.171 104.498 1.00185.21 C -ATOM 2832 CG ASN A 437 168.637 160.281 105.339 1.00185.21 C -ATOM 2833 OD1 ASN A 437 168.421 161.280 106.026 1.00185.21 O -ATOM 2834 ND2 ASN A 437 167.787 159.267 105.265 1.00185.21 N -ATOM 2835 N SER A 438 172.256 157.715 103.744 1.00197.35 N -ATOM 2836 CA SER A 438 173.391 157.303 102.924 1.00197.35 C -ATOM 2837 C SER A 438 172.951 156.819 101.545 1.00197.35 C -ATOM 2838 O SER A 438 173.439 155.806 101.038 1.00197.35 O -ATOM 2839 CB SER A 438 174.195 156.219 103.634 1.00197.35 C -ATOM 2840 OG SER A 438 173.390 155.085 103.907 1.00197.35 O -ATOM 2841 N ASN A 439 172.025 157.555 100.923 1.00208.14 N -ATOM 2842 CA ASN A 439 171.438 157.114 99.661 1.00208.14 C -ATOM 2843 C ASN A 439 172.419 157.239 98.502 1.00208.14 C -ATOM 2844 O ASN A 439 172.485 156.347 97.649 1.00208.14 O -ATOM 2845 CB ASN A 439 170.168 157.912 99.373 1.00208.14 C -ATOM 2846 CG ASN A 439 169.090 157.671 100.403 1.00208.14 C -ATOM 2847 OD1 ASN A 439 168.907 156.548 100.870 1.00208.14 O -ATOM 2848 ND2 ASN A 439 168.370 158.725 100.766 1.00208.14 N -ATOM 2849 N LYS A 440 173.205 158.321 98.467 1.00212.98 N -ATOM 2850 CA LYS A 440 174.099 158.580 97.340 1.00212.98 C -ATOM 2851 C LYS A 440 175.248 157.583 97.249 1.00212.98 C -ATOM 2852 O LYS A 440 175.836 157.433 96.173 1.00212.98 O -ATOM 2853 CB LYS A 440 174.668 159.997 97.426 1.00212.98 C -ATOM 2854 CG LYS A 440 173.681 161.047 97.903 1.00212.98 C -ATOM 2855 CD LYS A 440 174.396 162.348 98.234 1.00212.98 C -ATOM 2856 CE LYS A 440 173.473 163.326 98.940 1.00212.98 C -ATOM 2857 NZ LYS A 440 174.206 164.532 99.415 1.00212.98 N1+ -ATOM 2858 N LEU A 441 175.581 156.900 98.346 1.00208.62 N -ATOM 2859 CA LEU A 441 176.622 155.886 98.328 1.00208.62 C -ATOM 2860 C LEU A 441 176.106 154.470 98.539 1.00208.62 C -ATOM 2861 O LEU A 441 176.853 153.520 98.287 1.00208.62 O -ATOM 2862 CB LEU A 441 177.684 156.191 99.395 1.00208.62 C -ATOM 2863 CG LEU A 441 178.213 157.627 99.429 1.00208.62 C -ATOM 2864 CD1 LEU A 441 179.189 157.817 100.579 1.00208.62 C -ATOM 2865 CD2 LEU A 441 178.866 157.991 98.104 1.00208.62 C -ATOM 2866 N ASP A 442 174.856 154.300 98.977 1.00210.02 N -ATOM 2867 CA ASP A 442 174.326 152.977 99.286 1.00210.02 C -ATOM 2868 C ASP A 442 173.016 152.667 98.572 1.00210.02 C -ATOM 2869 O ASP A 442 172.342 151.697 98.940 1.00210.02 O -ATOM 2870 CB ASP A 442 174.142 152.829 100.798 1.00210.02 C -ATOM 2871 CG ASP A 442 175.457 152.868 101.546 1.00210.02 C -ATOM 2872 OD1 ASP A 442 176.486 152.453 100.974 1.00210.02 O -ATOM 2873 OD2 ASP A 442 175.466 153.330 102.703 1.00210.02 O1- -ATOM 2874 N SER A 443 172.631 153.455 97.571 1.00212.15 N -ATOM 2875 CA SER A 443 171.451 153.170 96.764 1.00212.15 C -ATOM 2876 C SER A 443 171.892 152.985 95.321 1.00212.15 C -ATOM 2877 O SER A 443 172.468 153.900 94.723 1.00212.15 O -ATOM 2878 CB SER A 443 170.415 154.290 96.875 1.00212.15 C -ATOM 2879 OG SER A 443 170.870 155.474 96.244 1.00212.15 O -ATOM 2880 N LYS A 444 171.620 151.808 94.767 1.00213.59 N -ATOM 2881 CA LYS A 444 171.995 151.472 93.404 1.00213.59 C -ATOM 2882 C LYS A 444 170.754 151.040 92.637 1.00213.59 C -ATOM 2883 O LYS A 444 169.690 150.800 93.216 1.00213.59 O -ATOM 2884 CB LYS A 444 173.057 150.364 93.369 1.00213.59 C -ATOM 2885 CG LYS A 444 174.358 150.724 94.067 1.00213.59 C -ATOM 2886 CD LYS A 444 175.319 149.547 94.084 1.00213.59 C -ATOM 2887 CE LYS A 444 176.633 149.918 94.752 1.00213.59 C -ATOM 2888 NZ LYS A 444 177.564 148.758 94.826 1.00213.59 N1+ -ATOM 2889 N VAL A 445 170.901 150.953 91.315 1.00210.96 N -ATOM 2890 CA VAL A 445 169.809 150.501 90.462 1.00210.96 C -ATOM 2891 C VAL A 445 169.572 149.016 90.696 1.00210.96 C -ATOM 2892 O VAL A 445 170.524 148.223 90.740 1.00210.96 O -ATOM 2893 CB VAL A 445 170.119 150.796 88.987 1.00210.96 C -ATOM 2894 CG1 VAL A 445 168.866 150.644 88.138 1.00210.96 C -ATOM 2895 CG2 VAL A 445 170.703 152.194 88.838 1.00210.96 C -ATOM 2896 N SER A 446 168.295 148.646 90.865 1.00213.68 N -ATOM 2897 CA SER A 446 167.839 147.290 91.203 1.00213.68 C -ATOM 2898 C SER A 446 168.468 146.770 92.496 1.00213.68 C -ATOM 2899 O SER A 446 168.762 145.579 92.621 1.00213.68 O -ATOM 2900 CB SER A 446 168.072 146.299 90.053 1.00213.68 C -ATOM 2901 OG SER A 446 169.441 145.954 89.941 1.00213.68 O -ATOM 2902 N GLY A 447 168.675 147.653 93.459 1.00219.73 N -ATOM 2903 CA GLY A 447 169.080 147.248 94.790 1.00219.73 C -ATOM 2904 C GLY A 447 170.583 147.294 94.998 1.00219.73 C -ATOM 2905 O GLY A 447 171.378 147.211 94.055 1.00219.73 O -ATOM 2906 N ASN A 448 170.980 147.431 96.262 1.00227.61 N -ATOM 2907 CA ASN A 448 172.373 147.359 96.682 1.00227.61 C -ATOM 2908 C ASN A 448 172.541 146.138 97.574 1.00227.61 C -ATOM 2909 O ASN A 448 171.778 145.952 98.528 1.00227.61 O -ATOM 2910 CB ASN A 448 172.797 148.630 97.424 1.00227.61 C -ATOM 2911 CG ASN A 448 174.275 148.643 97.764 1.00227.61 C -ATOM 2912 OD1 ASN A 448 175.084 148.003 97.092 1.00227.61 O -ATOM 2913 ND2 ASN A 448 174.635 149.373 98.813 1.00227.61 N -ATOM 2914 N TYR A 449 173.539 145.309 97.264 1.00236.99 N -ATOM 2915 CA TYR A 449 173.682 143.995 97.879 1.00236.99 C -ATOM 2916 C TYR A 449 174.962 143.883 98.705 1.00236.99 C -ATOM 2917 O TYR A 449 175.486 142.785 98.900 1.00236.99 O -ATOM 2918 CB TYR A 449 173.645 142.906 96.808 1.00236.99 C -ATOM 2919 CG TYR A 449 172.307 142.774 96.116 1.00236.99 C -ATOM 2920 CD1 TYR A 449 171.261 142.073 96.705 1.00236.99 C -ATOM 2921 CD2 TYR A 449 172.089 143.358 94.872 1.00236.99 C -ATOM 2922 CE1 TYR A 449 170.034 141.953 96.071 1.00236.99 C -ATOM 2923 CE2 TYR A 449 170.868 143.245 94.231 1.00236.99 C -ATOM 2924 CZ TYR A 449 169.845 142.541 94.835 1.00236.99 C -ATOM 2925 OH TYR A 449 168.629 142.426 94.200 1.00236.99 O -ATOM 2926 N ASN A 450 175.476 145.007 99.197 1.00228.41 N -ATOM 2927 CA ASN A 450 176.739 145.020 99.924 1.00228.41 C -ATOM 2928 C ASN A 450 176.572 144.887 101.433 1.00228.41 C -ATOM 2929 O ASN A 450 177.577 144.859 102.150 1.00228.41 O -ATOM 2930 CB ASN A 450 177.514 146.303 99.607 1.00228.41 C -ATOM 2931 CG ASN A 450 177.965 146.370 98.161 1.00228.41 C -ATOM 2932 OD1 ASN A 450 177.969 147.437 97.548 1.00228.41 O -ATOM 2933 ND2 ASN A 450 178.347 145.225 97.608 1.00228.41 N -ATOM 2934 N TYR A 451 175.341 144.803 101.932 1.00222.33 N -ATOM 2935 CA TYR A 451 175.079 144.739 103.363 1.00222.33 C -ATOM 2936 C TYR A 451 174.188 143.545 103.670 1.00222.33 C -ATOM 2937 O TYR A 451 173.206 143.293 102.965 1.00222.33 O -ATOM 2938 CB TYR A 451 174.442 146.043 103.855 1.00222.33 C -ATOM 2939 CG TYR A 451 175.239 147.261 103.449 1.00222.33 C -ATOM 2940 CD1 TYR A 451 176.551 147.426 103.881 1.00222.33 C -ATOM 2941 CD2 TYR A 451 174.698 148.226 102.607 1.00222.33 C -ATOM 2942 CE1 TYR A 451 177.295 148.530 103.506 1.00222.33 C -ATOM 2943 CE2 TYR A 451 175.437 149.335 102.222 1.00222.33 C -ATOM 2944 CZ TYR A 451 176.734 149.480 102.678 1.00222.33 C -ATOM 2945 OH TYR A 451 177.478 150.575 102.306 1.00222.33 O -ATOM 2946 N LEU A 452 174.538 142.815 104.727 1.00239.26 N -ATOM 2947 CA LEU A 452 173.921 141.537 105.047 1.00239.26 C -ATOM 2948 C LEU A 452 173.263 141.591 106.418 1.00239.26 C -ATOM 2949 O LEU A 452 173.819 142.155 107.366 1.00239.26 O -ATOM 2950 CB LEU A 452 174.958 140.413 105.003 1.00239.26 C -ATOM 2951 CG LEU A 452 175.606 140.221 103.631 1.00239.26 C -ATOM 2952 CD1 LEU A 452 176.821 139.315 103.720 1.00239.26 C -ATOM 2953 CD2 LEU A 452 174.593 139.669 102.639 1.00239.26 C -ATOM 2954 N TYR A 453 172.075 140.995 106.513 1.00233.04 N -ATOM 2955 CA TYR A 453 171.266 141.014 107.724 1.00233.04 C -ATOM 2956 C TYR A 453 170.737 139.603 107.955 1.00233.04 C -ATOM 2957 O TYR A 453 171.069 138.672 107.218 1.00233.04 O -ATOM 2958 CB TYR A 453 170.126 142.038 107.610 1.00233.04 C -ATOM 2959 CG TYR A 453 170.557 143.403 107.097 1.00233.04 C -ATOM 2960 CD1 TYR A 453 170.992 144.392 107.972 1.00233.04 C -ATOM 2961 CD2 TYR A 453 170.519 143.703 105.735 1.00233.04 C -ATOM 2962 CE1 TYR A 453 171.387 145.637 107.506 1.00233.04 C -ATOM 2963 CE2 TYR A 453 170.916 144.942 105.261 1.00233.04 C -ATOM 2964 CZ TYR A 453 171.345 145.905 106.151 1.00233.04 C -ATOM 2965 OH TYR A 453 171.735 147.140 105.684 1.00233.04 O -ATOM 2966 N ARG A 454 169.909 139.433 108.986 1.00245.11 N -ATOM 2967 CA ARG A 454 169.234 138.162 109.225 1.00245.11 C -ATOM 2968 C ARG A 454 167.801 138.433 109.657 1.00245.11 C -ATOM 2969 O ARG A 454 167.389 139.581 109.845 1.00245.11 O -ATOM 2970 CB ARG A 454 169.929 137.307 110.299 1.00245.11 C -ATOM 2971 CG ARG A 454 171.292 136.742 109.917 1.00245.11 C -ATOM 2972 CD ARG A 454 171.937 135.974 111.063 1.00245.11 C -ATOM 2973 NE ARG A 454 173.393 136.032 111.000 1.00245.11 N -ATOM 2974 CZ ARG A 454 174.203 135.052 111.374 1.00245.11 C -ATOM 2975 NH1 ARG A 454 173.734 133.906 111.836 1.00245.11 N1+ -ATOM 2976 NH2 ARG A 454 175.518 135.227 111.285 1.00245.11 N -ATOM 2977 N LEU A 455 167.035 137.353 109.807 1.00243.71 N -ATOM 2978 CA LEU A 455 165.719 137.412 110.423 1.00243.71 C -ATOM 2979 C LEU A 455 165.633 136.641 111.732 1.00243.71 C -ATOM 2980 O LEU A 455 164.646 136.798 112.459 1.00243.71 O -ATOM 2981 CB LEU A 455 164.645 136.881 109.460 1.00243.71 C -ATOM 2982 CG LEU A 455 164.004 137.899 108.516 1.00243.71 C -ATOM 2983 CD1 LEU A 455 163.082 137.208 107.520 1.00243.71 C -ATOM 2984 CD2 LEU A 455 163.252 138.964 109.301 1.00243.71 C -ATOM 2985 N PHE A 456 166.634 135.823 112.054 1.00245.03 N -ATOM 2986 CA PHE A 456 166.560 134.936 113.205 1.00245.03 C -ATOM 2987 C PHE A 456 167.971 134.570 113.648 1.00245.03 C -ATOM 2988 O PHE A 456 168.895 134.508 112.834 1.00245.03 O -ATOM 2989 CB PHE A 456 165.746 133.677 112.865 1.00245.03 C -ATOM 2990 CG PHE A 456 165.714 132.646 113.960 1.00245.03 C -ATOM 2991 CD1 PHE A 456 164.947 132.845 115.099 1.00245.03 C -ATOM 2992 CD2 PHE A 456 166.454 131.477 113.849 1.00245.03 C -ATOM 2993 CE1 PHE A 456 164.919 131.896 116.108 1.00245.03 C -ATOM 2994 CE2 PHE A 456 166.432 130.525 114.853 1.00245.03 C -ATOM 2995 CZ PHE A 456 165.663 130.734 115.984 1.00245.03 C -ATOM 2996 N ARG A 457 168.125 134.361 114.955 1.00242.26 N -ATOM 2997 CA ARG A 457 169.286 133.682 115.513 1.00242.26 C -ATOM 2998 C ARG A 457 168.805 132.899 116.727 1.00242.26 C -ATOM 2999 O ARG A 457 167.744 133.187 117.289 1.00242.26 O -ATOM 3000 CB ARG A 457 170.412 134.664 115.871 1.00242.26 C -ATOM 3001 CG ARG A 457 171.809 134.052 115.898 1.00242.26 C -ATOM 3002 CD ARG A 457 172.806 134.940 116.627 1.00242.26 C -ATOM 3003 NE ARG A 457 173.984 134.200 117.066 1.00242.26 N -ATOM 3004 CZ ARG A 457 174.057 133.496 118.187 1.00242.26 C -ATOM 3005 NH1 ARG A 457 173.034 133.417 119.023 1.00242.26 N1+ -ATOM 3006 NH2 ARG A 457 175.186 132.858 118.480 1.00242.26 N -ATOM 3007 N LYS A 458 169.590 131.892 117.120 1.00245.24 N -ATOM 3008 CA LYS A 458 169.131 130.909 118.097 1.00245.24 C -ATOM 3009 C LYS A 458 169.007 131.466 119.512 1.00245.24 C -ATOM 3010 O LYS A 458 168.279 130.884 120.324 1.00245.24 O -ATOM 3011 CB LYS A 458 170.066 129.698 118.095 1.00245.24 C -ATOM 3012 CG LYS A 458 170.030 128.900 116.801 1.00245.24 C -ATOM 3013 CD LYS A 458 170.952 127.695 116.858 1.00245.24 C -ATOM 3014 CE LYS A 458 170.844 126.862 115.591 1.00245.24 C -ATOM 3015 NZ LYS A 458 171.674 125.629 115.667 1.00245.24 N1+ -ATOM 3016 N SER A 459 169.685 132.568 119.830 1.00238.37 N -ATOM 3017 CA SER A 459 169.603 133.136 121.168 1.00238.37 C -ATOM 3018 C SER A 459 169.864 134.633 121.106 1.00238.37 C -ATOM 3019 O SER A 459 170.452 135.144 120.149 1.00238.37 O -ATOM 3020 CB SER A 459 170.595 132.465 122.127 1.00238.37 C -ATOM 3021 OG SER A 459 171.933 132.785 121.785 1.00238.37 O -ATOM 3022 N ASN A 460 169.413 135.334 122.144 1.00222.56 N -ATOM 3023 CA ASN A 460 169.712 136.750 122.288 1.00222.56 C -ATOM 3024 C ASN A 460 171.165 136.915 122.706 1.00222.56 C -ATOM 3025 O ASN A 460 171.634 136.248 123.634 1.00222.56 O -ATOM 3026 CB ASN A 460 168.788 137.402 123.316 1.00222.56 C -ATOM 3027 CG ASN A 460 167.342 137.436 122.866 1.00222.56 C -ATOM 3028 OD1 ASN A 460 167.037 137.193 121.699 1.00222.56 O -ATOM 3029 ND2 ASN A 460 166.442 137.746 123.792 1.00222.56 N -ATOM 3030 N LEU A 461 171.876 137.798 122.016 1.00205.60 N -ATOM 3031 CA LEU A 461 173.303 137.950 122.238 1.00205.60 C -ATOM 3032 C LEU A 461 173.593 138.788 123.477 1.00205.60 C -ATOM 3033 O LEU A 461 172.871 139.733 123.806 1.00205.60 O -ATOM 3034 CB LEU A 461 173.969 138.583 121.017 1.00205.60 C -ATOM 3035 CG LEU A 461 174.377 137.610 119.908 1.00205.60 C -ATOM 3036 CD1 LEU A 461 175.258 138.308 118.888 1.00205.60 C -ATOM 3037 CD2 LEU A 461 175.089 136.386 120.483 1.00205.60 C -ATOM 3038 N LYS A 462 174.669 138.421 124.163 1.00188.48 N -ATOM 3039 CA LYS A 462 175.264 139.251 125.191 1.00188.48 C -ATOM 3040 C LYS A 462 175.915 140.463 124.516 1.00188.48 C -ATOM 3041 O LYS A 462 176.213 140.411 123.317 1.00188.48 O -ATOM 3042 CB LYS A 462 176.287 138.430 125.982 1.00188.48 C -ATOM 3043 CG LYS A 462 175.977 136.936 126.060 1.00188.48 C -ATOM 3044 CD LYS A 462 174.799 136.630 126.998 1.00188.48 C -ATOM 3045 CE LYS A 462 174.499 135.139 127.037 1.00188.48 C -ATOM 3046 NZ LYS A 462 173.296 134.807 127.860 1.00188.48 N1+ -ATOM 3047 N PRO A 463 176.097 141.579 125.240 1.00173.81 N -ATOM 3048 CA PRO A 463 176.600 142.805 124.588 1.00173.81 C -ATOM 3049 C PRO A 463 178.004 142.665 124.009 1.00173.81 C -ATOM 3050 O PRO A 463 178.906 142.112 124.644 1.00173.81 O -ATOM 3051 CB PRO A 463 176.561 143.850 125.714 1.00173.81 C -ATOM 3052 CG PRO A 463 176.376 143.072 126.978 1.00173.81 C -ATOM 3053 CD PRO A 463 175.569 141.886 126.583 1.00173.81 C -ATOM 3054 N PHE A 464 178.162 143.182 122.784 1.00162.16 N -ATOM 3055 CA PHE A 464 179.416 143.206 122.016 1.00162.16 C -ATOM 3056 C PHE A 464 179.992 141.802 121.800 1.00162.16 C -ATOM 3057 O PHE A 464 181.131 141.508 122.166 1.00162.16 O -ATOM 3058 CB PHE A 464 180.470 144.110 122.670 1.00162.16 C -ATOM 3059 CG PHE A 464 180.045 145.542 122.852 1.00162.16 C -ATOM 3060 CD1 PHE A 464 179.542 146.292 121.797 1.00162.16 C -ATOM 3061 CD2 PHE A 464 180.174 146.143 124.095 1.00162.16 C -ATOM 3062 CE1 PHE A 464 179.168 147.620 121.989 1.00162.16 C -ATOM 3063 CE2 PHE A 464 179.803 147.461 124.294 1.00162.16 C -ATOM 3064 CZ PHE A 464 179.300 148.201 123.242 1.00162.16 C -ATOM 3065 N GLU A 465 179.187 140.926 121.204 1.00182.97 N -ATOM 3066 CA GLU A 465 179.682 139.655 120.692 1.00182.97 C -ATOM 3067 C GLU A 465 179.569 139.603 119.176 1.00182.97 C -ATOM 3068 O GLU A 465 178.636 140.159 118.587 1.00182.97 O -ATOM 3069 CB GLU A 465 178.964 138.456 121.310 1.00182.97 C -ATOM 3070 CG GLU A 465 179.259 138.277 122.776 1.00182.97 C -ATOM 3071 CD GLU A 465 178.530 137.096 123.364 1.00182.97 C -ATOM 3072 OE1 GLU A 465 177.699 136.503 122.651 1.00182.97 O -ATOM 3073 OE2 GLU A 465 178.821 136.737 124.524 1.00182.97 O1- -ATOM 3074 N ARG A 466 180.522 138.913 118.554 1.00190.91 N -ATOM 3075 CA ARG A 466 180.729 139.017 117.118 1.00190.91 C -ATOM 3076 C ARG A 466 180.527 137.677 116.422 1.00190.91 C -ATOM 3077 O ARG A 466 181.363 137.265 115.610 1.00190.91 O -ATOM 3078 CB ARG A 466 182.133 139.556 116.849 1.00190.91 C -ATOM 3079 CG ARG A 466 182.313 140.970 117.361 1.00190.91 C -ATOM 3080 CD ARG A 466 183.667 141.558 117.025 1.00190.91 C -ATOM 3081 NE ARG A 466 183.763 142.918 117.540 1.00190.91 N -ATOM 3082 CZ ARG A 466 183.332 143.993 116.896 1.00190.91 C -ATOM 3083 NH1 ARG A 466 182.831 143.912 115.675 1.00190.91 N1+ -ATOM 3084 NH2 ARG A 466 183.392 145.177 117.498 1.00190.91 N -ATOM 3085 N ASP A 467 179.435 136.987 116.751 1.00242.02 N -ATOM 3086 CA ASP A 467 179.112 135.697 116.148 1.00242.02 C -ATOM 3087 C ASP A 467 178.770 135.893 114.675 1.00242.02 C -ATOM 3088 O ASP A 467 177.672 136.346 114.335 1.00242.02 O -ATOM 3089 CB ASP A 467 177.956 135.045 116.899 1.00242.02 C -ATOM 3090 CG ASP A 467 178.408 134.338 118.160 1.00242.02 C -ATOM 3091 OD1 ASP A 467 179.569 134.543 118.574 1.00242.02 O -ATOM 3092 OD2 ASP A 467 177.601 133.584 118.741 1.00242.02 O1- -ATOM 3093 N ILE A 468 179.714 135.554 113.804 1.00261.47 N -ATOM 3094 CA ILE A 468 179.562 135.725 112.368 1.00261.47 C -ATOM 3095 C ILE A 468 179.307 134.386 111.680 1.00261.47 C -ATOM 3096 O ILE A 468 179.482 134.267 110.468 1.00261.47 O -ATOM 3097 CB ILE A 468 180.781 136.441 111.763 1.00261.47 C -ATOM 3098 CG1 ILE A 468 182.063 135.664 112.071 1.00261.47 C -ATOM 3099 CG2 ILE A 468 180.885 137.856 112.302 1.00261.47 C -ATOM 3100 CD1 ILE A 468 183.303 136.259 111.438 1.00261.47 C -ATOM 3101 N SER A 469 178.904 133.376 112.447 1.00278.72 N -ATOM 3102 CA SER A 469 178.632 132.060 111.888 1.00278.72 C -ATOM 3103 C SER A 469 177.361 132.080 111.048 1.00278.72 C -ATOM 3104 O SER A 469 176.365 132.713 111.410 1.00278.72 O -ATOM 3105 CB SER A 469 178.506 131.028 113.007 1.00278.72 C -ATOM 3106 OG SER A 469 177.401 131.322 113.845 1.00278.72 O -ATOM 3107 N THR A 470 177.403 131.378 109.919 1.00285.53 N -ATOM 3108 CA THR A 470 176.293 131.313 108.975 1.00285.53 C -ATOM 3109 C THR A 470 175.686 129.914 108.930 1.00285.53 C -ATOM 3110 O THR A 470 175.310 129.416 107.867 1.00285.53 O -ATOM 3111 CB THR A 470 176.743 131.743 107.581 1.00285.53 C -ATOM 3112 OG1 THR A 470 177.724 130.821 107.089 1.00285.53 O -ATOM 3113 CG2 THR A 470 177.350 133.136 107.627 1.00285.53 C -ATOM 3114 N GLU A 471 175.598 129.264 110.088 1.00280.46 N -ATOM 3115 CA GLU A 471 175.026 127.927 110.157 1.00280.46 C -ATOM 3116 C GLU A 471 173.514 127.981 109.975 1.00280.46 C -ATOM 3117 O GLU A 471 172.835 128.848 110.532 1.00280.46 O -ATOM 3118 CB GLU A 471 175.378 127.267 111.490 1.00280.46 C -ATOM 3119 CG GLU A 471 176.868 127.034 111.683 1.00280.46 C -ATOM 3120 CD GLU A 471 177.180 126.271 112.954 1.00280.46 C -ATOM 3121 OE1 GLU A 471 176.285 126.160 113.818 1.00280.46 O -ATOM 3122 OE2 GLU A 471 178.321 125.781 113.089 1.00280.46 O1- -ATOM 3123 N ILE A 472 172.993 127.038 109.189 1.00257.24 N -ATOM 3124 CA ILE A 472 171.586 127.054 108.805 1.00257.24 C -ATOM 3125 C ILE A 472 170.726 126.645 109.995 1.00257.24 C -ATOM 3126 O ILE A 472 170.974 125.619 110.643 1.00257.24 O -ATOM 3127 CB ILE A 472 171.364 126.145 107.584 1.00257.24 C -ATOM 3128 CG1 ILE A 472 171.730 126.896 106.302 1.00257.24 C -ATOM 3129 CG2 ILE A 472 169.929 125.635 107.500 1.00257.24 C -ATOM 3130 CD1 ILE A 472 171.899 126.005 105.096 1.00257.24 C -ATOM 3131 N TYR A 473 169.722 127.465 110.301 1.00254.08 N -ATOM 3132 CA TYR A 473 168.837 127.210 111.427 1.00254.08 C -ATOM 3133 C TYR A 473 167.806 126.151 111.066 1.00254.08 C -ATOM 3134 O TYR A 473 167.097 126.276 110.062 1.00254.08 O -ATOM 3135 CB TYR A 473 168.134 128.499 111.848 1.00254.08 C -ATOM 3136 CG TYR A 473 169.061 129.681 111.947 1.00254.08 C -ATOM 3137 CD1 TYR A 473 170.137 129.669 112.827 1.00254.08 C -ATOM 3138 CD2 TYR A 473 168.873 130.803 111.149 1.00254.08 C -ATOM 3139 CE1 TYR A 473 170.992 130.746 112.920 1.00254.08 C -ATOM 3140 CE2 TYR A 473 169.725 131.884 111.231 1.00254.08 C -ATOM 3141 CZ TYR A 473 170.781 131.849 112.121 1.00254.08 C -ATOM 3142 OH TYR A 473 171.633 132.917 112.215 1.00254.08 O -ATOM 3143 N GLN A 474 167.723 125.108 111.890 1.00223.19 N -ATOM 3144 CA GLN A 474 166.697 124.078 111.738 1.00223.19 C -ATOM 3145 C GLN A 474 165.478 124.512 112.546 1.00223.19 C -ATOM 3146 O GLN A 474 165.277 124.121 113.698 1.00223.19 O -ATOM 3147 CB GLN A 474 167.229 122.721 112.183 1.00223.19 C -ATOM 3148 CG GLN A 474 168.645 122.432 111.710 1.00223.19 C -ATOM 3149 CD GLN A 474 168.945 120.948 111.634 1.00223.19 C -ATOM 3150 OE1 GLN A 474 168.094 120.114 111.944 1.00223.19 O -ATOM 3151 NE2 GLN A 474 170.161 120.610 111.219 1.00223.19 N -ATOM 3152 N ALA A 475 164.659 125.363 111.919 1.00221.11 N -ATOM 3153 CA ALA A 475 163.473 125.892 112.588 1.00221.11 C -ATOM 3154 C ALA A 475 162.412 124.816 112.776 1.00221.11 C -ATOM 3155 O ALA A 475 161.726 124.785 113.804 1.00221.11 O -ATOM 3156 CB ALA A 475 162.908 127.072 111.797 1.00221.11 C -ATOM 3157 N GLY A 476 162.261 123.931 111.799 1.00214.28 N -ATOM 3158 CA GLY A 476 161.353 122.809 111.899 1.00214.28 C -ATOM 3159 C GLY A 476 162.053 121.558 112.381 1.00214.28 C -ATOM 3160 O GLY A 476 163.134 121.602 112.975 1.00214.28 O -ATOM 3161 N ASN A 477 161.421 120.419 112.114 1.00200.01 N -ATOM 3162 CA ASN A 477 161.980 119.120 112.459 1.00200.01 C -ATOM 3163 C ASN A 477 162.845 118.540 111.348 1.00200.01 C -ATOM 3164 O ASN A 477 163.301 117.399 111.469 1.00200.01 O -ATOM 3165 CB ASN A 477 160.856 118.138 112.804 1.00200.01 C -ATOM 3166 CG ASN A 477 160.044 118.582 114.005 1.00200.01 C -ATOM 3167 OD1 ASN A 477 160.558 119.245 114.906 1.00200.01 O -ATOM 3168 ND2 ASN A 477 158.767 118.218 114.024 1.00200.01 N -ATOM 3169 N LYS A 478 163.072 119.292 110.278 1.00200.44 N -ATOM 3170 CA LYS A 478 163.843 118.785 109.151 1.00200.44 C -ATOM 3171 C LYS A 478 165.331 118.763 109.488 1.00200.44 C -ATOM 3172 O LYS A 478 165.879 119.785 109.918 1.00200.44 O -ATOM 3173 CB LYS A 478 163.603 119.646 107.912 1.00200.44 C -ATOM 3174 CG LYS A 478 162.145 119.759 107.499 1.00200.44 C -ATOM 3175 CD LYS A 478 161.985 120.700 106.315 1.00200.44 C -ATOM 3176 CE LYS A 478 160.522 120.903 105.959 1.00200.44 C -ATOM 3177 NZ LYS A 478 160.358 121.796 104.779 1.00200.44 N1+ -ATOM 3178 N PRO A 479 166.014 117.630 109.314 1.00199.96 N -ATOM 3179 CA PRO A 479 167.478 117.625 109.433 1.00199.96 C -ATOM 3180 C PRO A 479 168.127 118.272 108.219 1.00199.96 C -ATOM 3181 O PRO A 479 168.461 117.589 107.245 1.00199.96 O -ATOM 3182 CB PRO A 479 167.824 116.135 109.546 1.00199.96 C -ATOM 3183 CG PRO A 479 166.668 115.418 108.931 1.00199.96 C -ATOM 3184 CD PRO A 479 165.455 116.278 109.133 1.00199.96 C -ATOM 3185 N CYS A 480 168.275 119.601 108.271 1.00206.99 N -ATOM 3186 CA CYS A 480 168.692 120.380 107.106 1.00206.99 C -ATOM 3187 C CYS A 480 170.128 120.058 106.703 1.00206.99 C -ATOM 3188 O CYS A 480 170.373 119.555 105.599 1.00206.99 O -ATOM 3189 CB CYS A 480 168.539 121.872 107.407 1.00206.99 C -ATOM 3190 SG CYS A 480 166.912 122.341 108.050 1.00206.99 S -ATOM 3191 N ASN A 481 171.083 120.341 107.602 1.00198.69 N -ATOM 3192 CA ASN A 481 172.506 119.990 107.467 1.00198.69 C -ATOM 3193 C ASN A 481 173.135 120.567 106.197 1.00198.69 C -ATOM 3194 O ASN A 481 173.840 119.879 105.455 1.00198.69 O -ATOM 3195 CB ASN A 481 172.709 118.472 107.541 1.00198.69 C -ATOM 3196 CG ASN A 481 172.453 117.918 108.928 1.00198.69 C -ATOM 3197 OD1 ASN A 481 172.855 118.511 109.930 1.00198.69 O -ATOM 3198 ND2 ASN A 481 171.780 116.775 108.994 1.00198.69 N -ATOM 3199 N GLY A 482 172.873 121.849 105.948 1.00198.69 N -ATOM 3200 CA GLY A 482 173.421 122.550 104.811 1.00198.69 C -ATOM 3201 C GLY A 482 172.454 122.760 103.663 1.00198.69 C -ATOM 3202 O GLY A 482 172.738 123.574 102.776 1.00198.69 O -ATOM 3203 N VAL A 483 171.327 122.056 103.655 1.00202.47 N -ATOM 3204 CA VAL A 483 170.307 122.231 102.627 1.00202.47 C -ATOM 3205 C VAL A 483 169.390 123.362 103.077 1.00202.47 C -ATOM 3206 O VAL A 483 168.686 123.237 104.080 1.00202.47 O -ATOM 3207 CB VAL A 483 169.520 120.937 102.388 1.00202.47 C -ATOM 3208 CG1 VAL A 483 168.523 121.126 101.254 1.00202.47 C -ATOM 3209 CG2 VAL A 483 170.468 119.787 102.087 1.00202.47 C -ATOM 3210 N ALA A 484 169.401 124.467 102.338 1.00211.49 N -ATOM 3211 CA ALA A 484 168.619 125.643 102.691 1.00211.49 C -ATOM 3212 C ALA A 484 167.212 125.556 102.113 1.00211.49 C -ATOM 3213 O ALA A 484 166.982 124.935 101.071 1.00211.49 O -ATOM 3214 CB ALA A 484 169.306 126.917 102.196 1.00211.49 C -ATOM 3215 N GLY A 485 166.270 126.188 102.802 1.00229.03 N -ATOM 3216 CA GLY A 485 164.890 126.197 102.354 1.00229.03 C -ATOM 3217 C GLY A 485 163.963 126.600 103.489 1.00229.03 C -ATOM 3218 O GLY A 485 164.382 127.232 104.456 1.00229.03 O -ATOM 3219 N PHE A 486 162.695 126.225 103.333 1.00228.78 N -ATOM 3220 CA PHE A 486 161.698 126.489 104.362 1.00228.78 C -ATOM 3221 C PHE A 486 161.920 125.561 105.551 1.00228.78 C -ATOM 3222 O PHE A 486 162.179 124.366 105.373 1.00228.78 O -ATOM 3223 CB PHE A 486 160.297 126.312 103.788 1.00228.78 C -ATOM 3224 CG PHE A 486 160.093 127.013 102.478 1.00228.78 C -ATOM 3225 CD1 PHE A 486 160.138 128.398 102.405 1.00228.78 C -ATOM 3226 CD2 PHE A 486 159.881 126.289 101.314 1.00228.78 C -ATOM 3227 CE1 PHE A 486 159.957 129.049 101.197 1.00228.78 C -ATOM 3228 CE2 PHE A 486 159.698 126.935 100.102 1.00228.78 C -ATOM 3229 CZ PHE A 486 159.737 128.317 100.045 1.00228.78 C -ATOM 3230 N ASN A 487 161.860 126.139 106.762 1.00229.08 N -ATOM 3231 CA ASN A 487 162.287 125.546 108.041 1.00229.08 C -ATOM 3232 C ASN A 487 163.766 125.148 108.044 1.00229.08 C -ATOM 3233 O ASN A 487 164.199 124.357 108.888 1.00229.08 O -ATOM 3234 CB ASN A 487 161.414 124.350 108.452 1.00229.08 C -ATOM 3235 CG ASN A 487 159.946 124.708 108.552 1.00229.08 C -ATOM 3236 OD1 ASN A 487 159.581 125.883 108.558 1.00229.08 O -ATOM 3237 ND2 ASN A 487 159.094 123.692 108.636 1.00229.08 N -ATOM 3238 N CYS A 488 164.541 125.690 107.110 1.00236.51 N -ATOM 3239 CA CYS A 488 165.972 125.460 106.970 1.00236.51 C -ATOM 3240 C CYS A 488 166.638 126.780 106.604 1.00236.51 C -ATOM 3241 O CYS A 488 167.423 126.863 105.658 1.00236.51 O -ATOM 3242 CB CYS A 488 166.255 124.387 105.923 1.00236.51 C -ATOM 3243 SG CYS A 488 165.790 122.710 106.400 1.00236.51 S -ATOM 3244 N TYR A 489 166.280 127.835 107.338 1.00249.15 N -ATOM 3245 CA TYR A 489 166.551 129.208 106.923 1.00249.15 C -ATOM 3246 C TYR A 489 168.043 129.513 106.950 1.00249.15 C -ATOM 3247 O TYR A 489 168.689 129.411 107.999 1.00249.15 O -ATOM 3248 CB TYR A 489 165.801 130.186 107.825 1.00249.15 C -ATOM 3249 CG TYR A 489 164.299 130.019 107.816 1.00249.15 C -ATOM 3250 CD1 TYR A 489 163.524 130.586 106.810 1.00249.15 C -ATOM 3251 CD2 TYR A 489 163.654 129.303 108.819 1.00249.15 C -ATOM 3252 CE1 TYR A 489 162.147 130.438 106.799 1.00249.15 C -ATOM 3253 CE2 TYR A 489 162.278 129.151 108.817 1.00249.15 C -ATOM 3254 CZ TYR A 489 161.531 129.720 107.804 1.00249.15 C -ATOM 3255 OH TYR A 489 160.164 129.571 107.798 1.00249.15 O -ATOM 3256 N PHE A 490 168.586 129.861 105.786 1.00271.84 N -ATOM 3257 CA PHE A 490 169.926 130.416 105.723 1.00271.84 C -ATOM 3258 C PHE A 490 169.942 131.764 106.438 1.00271.84 C -ATOM 3259 O PHE A 490 168.984 132.535 106.320 1.00271.84 O -ATOM 3260 CB PHE A 490 170.376 130.581 104.270 1.00271.84 C -ATOM 3261 CG PHE A 490 171.814 130.997 104.119 1.00271.84 C -ATOM 3262 CD1 PHE A 490 172.837 130.070 104.263 1.00271.84 C -ATOM 3263 CD2 PHE A 490 172.143 132.315 103.834 1.00271.84 C -ATOM 3264 CE1 PHE A 490 174.163 130.451 104.129 1.00271.84 C -ATOM 3265 CE2 PHE A 490 173.466 132.701 103.696 1.00271.84 C -ATOM 3266 CZ PHE A 490 174.476 131.768 103.844 1.00271.84 C -ATOM 3267 N PRO A 491 170.986 132.052 107.225 1.00273.52 N -ATOM 3268 CA PRO A 491 171.022 133.308 107.986 1.00273.52 C -ATOM 3269 C PRO A 491 171.066 134.571 107.137 1.00273.52 C -ATOM 3270 O PRO A 491 170.147 135.393 107.205 1.00273.52 O -ATOM 3271 CB PRO A 491 172.303 133.165 108.817 1.00273.52 C -ATOM 3272 CG PRO A 491 172.538 131.712 108.912 1.00273.52 C -ATOM 3273 CD PRO A 491 172.084 131.149 107.610 1.00273.52 C -ATOM 3274 N LEU A 492 172.090 134.707 106.298 1.00272.27 N -ATOM 3275 CA LEU A 492 172.397 135.989 105.678 1.00272.27 C -ATOM 3276 C LEU A 492 171.426 136.304 104.546 1.00272.27 C -ATOM 3277 O LEU A 492 171.253 135.509 103.616 1.00272.27 O -ATOM 3278 CB LEU A 492 173.835 135.996 105.163 1.00272.27 C -ATOM 3279 CG LEU A 492 174.915 136.096 106.244 1.00272.27 C -ATOM 3280 CD1 LEU A 492 176.299 136.133 105.619 1.00272.27 C -ATOM 3281 CD2 LEU A 492 174.690 137.312 107.134 1.00272.27 C -ATOM 3282 N ARG A 493 170.791 137.469 104.641 1.00251.45 N -ATOM 3283 CA ARG A 493 169.853 137.982 103.657 1.00251.45 C -ATOM 3284 C ARG A 493 170.267 139.404 103.300 1.00251.45 C -ATOM 3285 O ARG A 493 171.125 140.005 103.953 1.00251.45 O -ATOM 3286 CB ARG A 493 168.413 137.966 104.191 1.00251.45 C -ATOM 3287 CG ARG A 493 167.897 136.589 104.583 1.00251.45 C -ATOM 3288 CD ARG A 493 166.588 136.691 105.353 1.00251.45 C -ATOM 3289 NE ARG A 493 166.223 135.430 105.989 1.00251.45 N -ATOM 3290 CZ ARG A 493 165.568 134.446 105.389 1.00251.45 C -ATOM 3291 NH1 ARG A 493 165.179 134.542 104.128 1.00251.45 N1+ -ATOM 3292 NH2 ARG A 493 165.294 133.338 106.072 1.00251.45 N -ATOM 3293 N SER A 494 169.635 139.952 102.266 1.00237.29 N -ATOM 3294 CA SER A 494 169.920 141.304 101.812 1.00237.29 C -ATOM 3295 C SER A 494 168.615 142.068 101.640 1.00237.29 C -ATOM 3296 O SER A 494 167.547 141.481 101.451 1.00237.29 O -ATOM 3297 CB SER A 494 170.713 141.303 100.498 1.00237.29 C -ATOM 3298 OG SER A 494 170.190 140.354 99.587 1.00237.29 O -ATOM 3299 N TYR A 495 168.715 143.396 101.710 1.00227.06 N -ATOM 3300 CA TYR A 495 167.537 144.251 101.652 1.00227.06 C -ATOM 3301 C TYR A 495 167.353 144.946 100.310 1.00227.06 C -ATOM 3302 O TYR A 495 166.232 145.381 100.018 1.00227.06 O -ATOM 3303 CB TYR A 495 167.587 145.306 102.766 1.00227.06 C -ATOM 3304 CG TYR A 495 167.244 144.771 104.143 1.00227.06 C -ATOM 3305 CD1 TYR A 495 166.687 143.504 104.302 1.00227.06 C -ATOM 3306 CD2 TYR A 495 167.467 145.537 105.282 1.00227.06 C -ATOM 3307 CE1 TYR A 495 166.373 143.013 105.557 1.00227.06 C -ATOM 3308 CE2 TYR A 495 167.155 145.053 106.542 1.00227.06 C -ATOM 3309 CZ TYR A 495 166.608 143.792 106.672 1.00227.06 C -ATOM 3310 OH TYR A 495 166.294 143.305 107.920 1.00227.06 O -ATOM 3311 N SER A 496 168.420 145.054 99.506 1.00228.67 N -ATOM 3312 CA SER A 496 168.406 145.584 98.136 1.00228.67 C -ATOM 3313 C SER A 496 167.881 147.025 98.097 1.00228.67 C -ATOM 3314 O SER A 496 166.799 147.314 97.582 1.00228.67 O -ATOM 3315 CB SER A 496 167.606 144.673 97.194 1.00228.67 C -ATOM 3316 OG SER A 496 166.212 144.882 97.343 1.00228.67 O -ATOM 3317 N PHE A 497 168.683 147.917 98.681 1.00220.56 N -ATOM 3318 CA PHE A 497 168.325 149.328 98.795 1.00220.56 C -ATOM 3319 C PHE A 497 168.270 149.988 97.420 1.00220.56 C -ATOM 3320 O PHE A 497 169.260 149.990 96.681 1.00220.56 O -ATOM 3321 CB PHE A 497 169.328 150.050 99.690 1.00220.56 C -ATOM 3322 CG PHE A 497 169.398 149.504 101.086 1.00220.56 C -ATOM 3323 CD1 PHE A 497 168.305 149.593 101.935 1.00220.56 C -ATOM 3324 CD2 PHE A 497 170.558 148.900 101.550 1.00220.56 C -ATOM 3325 CE1 PHE A 497 168.366 149.091 103.223 1.00220.56 C -ATOM 3326 CE2 PHE A 497 170.627 148.395 102.838 1.00220.56 C -ATOM 3327 CZ PHE A 497 169.529 148.491 103.674 1.00220.56 C -ATOM 3328 N ARG A 498 167.109 150.557 97.086 1.00217.03 N -ATOM 3329 CA ARG A 498 166.812 151.219 95.827 1.00217.03 C -ATOM 3330 C ARG A 498 166.549 152.707 96.052 1.00217.03 C -ATOM 3331 O ARG A 498 166.098 153.101 97.132 1.00217.03 O -ATOM 3332 CB ARG A 498 165.587 150.579 95.160 1.00217.03 C -ATOM 3333 CG ARG A 498 165.809 149.148 94.703 1.00217.03 C -ATOM 3334 CD ARG A 498 164.584 148.597 93.992 1.00217.03 C -ATOM 3335 NE ARG A 498 164.780 147.217 93.565 1.00217.03 N -ATOM 3336 CZ ARG A 498 163.838 146.461 93.017 1.00217.03 C -ATOM 3337 NH1 ARG A 498 162.614 146.921 92.814 1.00217.03 N1+ -ATOM 3338 NH2 ARG A 498 164.132 145.213 92.665 1.00217.03 N -ATOM 3339 N PRO A 499 166.834 153.564 95.061 1.00213.74 N -ATOM 3340 CA PRO A 499 166.519 154.996 95.222 1.00213.74 C -ATOM 3341 C PRO A 499 165.030 155.307 95.224 1.00213.74 C -ATOM 3342 O PRO A 499 164.648 156.397 95.669 1.00213.74 O -ATOM 3343 CB PRO A 499 167.220 155.649 94.022 1.00213.74 C -ATOM 3344 CG PRO A 499 167.358 154.555 93.022 1.00213.74 C -ATOM 3345 CD PRO A 499 167.587 153.308 93.820 1.00213.74 C -ATOM 3346 N THR A 500 164.182 154.399 94.748 1.00212.93 N -ATOM 3347 CA THR A 500 162.740 154.599 94.754 1.00212.93 C -ATOM 3348 C THR A 500 162.077 154.080 96.023 1.00212.93 C -ATOM 3349 O THR A 500 160.846 154.109 96.118 1.00212.93 O -ATOM 3350 CB THR A 500 162.104 153.926 93.533 1.00212.93 C -ATOM 3351 OG1 THR A 500 162.204 152.502 93.663 1.00212.93 O -ATOM 3352 CG2 THR A 500 162.807 154.365 92.258 1.00212.93 C -ATOM 3353 N TYR A 501 162.858 153.605 96.990 1.00214.43 N -ATOM 3354 CA TYR A 501 162.308 153.116 98.244 1.00214.43 C -ATOM 3355 C TYR A 501 161.824 154.273 99.114 1.00214.43 C -ATOM 3356 O TYR A 501 162.147 155.442 98.885 1.00214.43 O -ATOM 3357 CB TYR A 501 163.354 152.310 99.016 1.00214.43 C -ATOM 3358 CG TYR A 501 163.438 150.846 98.644 1.00214.43 C -ATOM 3359 CD1 TYR A 501 162.758 150.342 97.540 1.00214.43 C -ATOM 3360 CD2 TYR A 501 164.196 149.965 99.407 1.00214.43 C -ATOM 3361 CE1 TYR A 501 162.836 149.001 97.204 1.00214.43 C -ATOM 3362 CE2 TYR A 501 164.279 148.626 99.081 1.00214.43 C -ATOM 3363 CZ TYR A 501 163.599 148.149 97.979 1.00214.43 C -ATOM 3364 OH TYR A 501 163.682 146.815 97.653 1.00214.43 O -ATOM 3365 N GLY A 502 161.035 153.928 100.129 1.00201.79 N -ATOM 3366 CA GLY A 502 160.656 154.901 101.128 1.00201.79 C -ATOM 3367 C GLY A 502 161.814 155.260 102.038 1.00201.79 C -ATOM 3368 O GLY A 502 162.842 154.582 102.078 1.00201.79 O -ATOM 3369 N VAL A 503 161.630 156.358 102.779 1.00198.70 N -ATOM 3370 CA VAL A 503 162.680 156.872 103.658 1.00198.70 C -ATOM 3371 C VAL A 503 162.946 155.905 104.806 1.00198.70 C -ATOM 3372 O VAL A 503 164.088 155.753 105.257 1.00198.70 O -ATOM 3373 CB VAL A 503 162.302 158.275 104.167 1.00198.70 C -ATOM 3374 CG1 VAL A 503 163.507 158.967 104.792 1.00198.70 C -ATOM 3375 CG2 VAL A 503 161.730 159.113 103.034 1.00198.70 C -ATOM 3376 N GLY A 504 161.901 155.229 105.291 1.00195.68 N -ATOM 3377 CA GLY A 504 162.100 154.186 106.282 1.00195.68 C -ATOM 3378 C GLY A 504 162.795 152.960 105.725 1.00195.68 C -ATOM 3379 O GLY A 504 163.449 152.222 106.468 1.00195.68 O -ATOM 3380 N HIS A 505 162.667 152.722 104.420 1.00203.16 N -ATOM 3381 CA HIS A 505 163.380 151.647 103.745 1.00203.16 C -ATOM 3382 C HIS A 505 164.685 152.108 103.111 1.00203.16 C -ATOM 3383 O HIS A 505 165.428 151.276 102.581 1.00203.16 O -ATOM 3384 CB HIS A 505 162.486 151.001 102.683 1.00203.16 C -ATOM 3385 CG HIS A 505 161.266 150.342 103.246 1.00203.16 C -ATOM 3386 ND1 HIS A 505 161.330 149.385 104.236 1.00203.16 N -ATOM 3387 CD2 HIS A 505 159.952 150.500 102.960 1.00203.16 C -ATOM 3388 CE1 HIS A 505 160.108 148.982 104.536 1.00203.16 C -ATOM 3389 NE2 HIS A 505 159.254 149.643 103.775 1.00203.16 N -ATOM 3390 N GLN A 506 164.976 153.406 103.147 1.00202.81 N -ATOM 3391 CA GLN A 506 166.251 153.900 102.657 1.00202.81 C -ATOM 3392 C GLN A 506 167.369 153.522 103.631 1.00202.81 C -ATOM 3393 O GLN A 506 167.144 153.447 104.842 1.00202.81 O -ATOM 3394 CB GLN A 506 166.196 155.415 102.472 1.00202.81 C -ATOM 3395 CG GLN A 506 165.690 155.849 101.103 1.00202.81 C -ATOM 3396 CD GLN A 506 165.450 157.342 101.015 1.00202.81 C -ATOM 3397 OE1 GLN A 506 166.076 158.126 101.728 1.00202.81 O -ATOM 3398 NE2 GLN A 506 164.538 157.743 100.138 1.00202.81 N -ATOM 3399 N PRO A 507 168.573 153.249 103.126 1.00198.66 N -ATOM 3400 CA PRO A 507 169.675 152.877 104.021 1.00198.66 C -ATOM 3401 C PRO A 507 170.189 154.064 104.821 1.00198.66 C -ATOM 3402 O PRO A 507 170.109 155.218 104.391 1.00198.66 O -ATOM 3403 CB PRO A 507 170.747 152.351 103.060 1.00198.66 C -ATOM 3404 CG PRO A 507 170.465 153.042 101.775 1.00198.66 C -ATOM 3405 CD PRO A 507 168.973 153.184 101.708 1.00198.66 C -ATOM 3406 N TYR A 508 170.725 153.765 106.005 1.00183.17 N -ATOM 3407 CA TYR A 508 171.301 154.766 106.889 1.00183.17 C -ATOM 3408 C TYR A 508 172.686 154.324 107.328 1.00183.17 C -ATOM 3409 O TYR A 508 172.891 153.157 107.689 1.00183.17 O -ATOM 3410 CB TYR A 508 170.442 154.988 108.142 1.00183.17 C -ATOM 3411 CG TYR A 508 169.189 155.807 107.945 1.00183.17 C -ATOM 3412 CD1 TYR A 508 168.075 155.269 107.313 1.00183.17 C -ATOM 3413 CD2 TYR A 508 169.111 157.112 108.416 1.00183.17 C -ATOM 3414 CE1 TYR A 508 166.922 156.012 107.140 1.00183.17 C -ATOM 3415 CE2 TYR A 508 167.963 157.864 108.250 1.00183.17 C -ATOM 3416 CZ TYR A 508 166.872 157.308 107.612 1.00183.17 C -ATOM 3417 OH TYR A 508 165.728 158.053 107.442 1.00183.17 O -ATOM 3418 N ARG A 509 173.625 155.271 107.309 1.00169.56 N -ATOM 3419 CA ARG A 509 174.925 155.101 107.945 1.00169.56 C -ATOM 3420 C ARG A 509 174.795 155.507 109.406 1.00169.56 C -ATOM 3421 O ARG A 509 174.512 156.673 109.709 1.00169.56 O -ATOM 3422 CB ARG A 509 176.001 155.934 107.246 1.00169.56 C -ATOM 3423 CG ARG A 509 176.761 155.180 106.168 1.00169.56 C -ATOM 3424 CD ARG A 509 177.545 156.092 105.239 1.00169.56 C -ATOM 3425 NE ARG A 509 177.875 155.409 103.992 1.00169.56 N -ATOM 3426 CZ ARG A 509 179.056 155.463 103.392 1.00169.56 C -ATOM 3427 NH1 ARG A 509 180.058 156.163 103.899 1.00169.56 N1+ -ATOM 3428 NH2 ARG A 509 179.239 154.793 102.258 1.00169.56 N -ATOM 3429 N VAL A 510 174.973 154.542 110.307 1.00144.29 N -ATOM 3430 CA VAL A 510 174.841 154.749 111.742 1.00144.29 C -ATOM 3431 C VAL A 510 176.169 154.395 112.393 1.00144.29 C -ATOM 3432 O VAL A 510 176.714 153.307 112.163 1.00144.29 O -ATOM 3433 CB VAL A 510 173.698 153.906 112.339 1.00144.29 C -ATOM 3434 CG1 VAL A 510 173.505 154.232 113.812 1.00144.29 C -ATOM 3435 CG2 VAL A 510 172.404 154.114 111.570 1.00144.29 C -ATOM 3436 N VAL A 511 176.689 155.320 113.193 1.00127.39 N -ATOM 3437 CA VAL A 511 177.925 155.139 113.941 1.00127.39 C -ATOM 3438 C VAL A 511 177.612 155.285 115.424 1.00127.39 C -ATOM 3439 O VAL A 511 177.044 156.297 115.852 1.00127.39 O -ATOM 3440 CB VAL A 511 179.006 156.143 113.500 1.00127.39 C -ATOM 3441 CG1 VAL A 511 180.225 156.057 114.406 1.00127.39 C -ATOM 3442 CG2 VAL A 511 179.399 155.883 112.057 1.00127.39 C -ATOM 3443 N VAL A 512 177.971 154.266 116.195 1.00119.82 N -ATOM 3444 CA VAL A 512 177.872 154.289 117.647 1.00119.82 C -ATOM 3445 C VAL A 512 179.266 154.541 118.204 1.00119.82 C -ATOM 3446 O VAL A 512 180.200 153.771 117.941 1.00119.82 O -ATOM 3447 CB VAL A 512 177.281 152.980 118.192 1.00119.82 C -ATOM 3448 CG1 VAL A 512 177.439 152.910 119.703 1.00119.82 C -ATOM 3449 CG2 VAL A 512 175.817 152.860 117.801 1.00119.82 C -ATOM 3450 N LEU A 513 179.408 155.632 118.950 1.00115.23 N -ATOM 3451 CA LEU A 513 180.644 155.969 119.639 1.00115.23 C -ATOM 3452 C LEU A 513 180.467 155.636 121.113 1.00115.23 C -ATOM 3453 O LEU A 513 179.549 156.154 121.761 1.00115.23 O -ATOM 3454 CB LEU A 513 180.980 157.450 119.465 1.00115.23 C -ATOM 3455 CG LEU A 513 181.121 157.994 118.043 1.00115.23 C -ATOM 3456 CD1 LEU A 513 181.288 159.504 118.069 1.00115.23 C -ATOM 3457 CD2 LEU A 513 182.291 157.342 117.337 1.00115.23 C -ATOM 3458 N SER A 514 181.333 154.775 121.638 1.00118.87 N -ATOM 3459 CA SER A 514 181.306 154.396 123.042 1.00118.87 C -ATOM 3460 C SER A 514 182.535 154.965 123.733 1.00118.87 C -ATOM 3461 O SER A 514 183.668 154.752 123.278 1.00118.87 O -ATOM 3462 CB SER A 514 181.254 152.876 123.208 1.00118.87 C -ATOM 3463 OG SER A 514 182.508 152.290 122.918 1.00118.87 O -ATOM 3464 N PHE A 515 182.303 155.688 124.823 1.00124.16 N -ATOM 3465 CA PHE A 515 183.345 156.337 125.599 1.00124.16 C -ATOM 3466 C PHE A 515 183.518 155.613 126.926 1.00124.16 C -ATOM 3467 O PHE A 515 182.622 154.906 127.396 1.00124.16 O -ATOM 3468 CB PHE A 515 183.008 157.812 125.852 1.00124.16 C -ATOM 3469 CG PHE A 515 182.536 158.549 124.631 1.00124.16 C -ATOM 3470 CD1 PHE A 515 183.235 158.468 123.435 1.00124.16 C -ATOM 3471 CD2 PHE A 515 181.387 159.322 124.682 1.00124.16 C -ATOM 3472 CE1 PHE A 515 182.794 159.144 122.312 1.00124.16 C -ATOM 3473 CE2 PHE A 515 180.940 160.000 123.563 1.00124.16 C -ATOM 3474 CZ PHE A 515 181.646 159.913 122.377 1.00124.16 C -ATOM 3475 N GLU A 516 184.687 155.797 127.531 1.00135.93 N -ATOM 3476 CA GLU A 516 185.022 155.162 128.802 1.00135.93 C -ATOM 3477 C GLU A 516 185.235 156.255 129.845 1.00135.93 C -ATOM 3478 O GLU A 516 186.361 156.705 130.071 1.00135.93 O -ATOM 3479 CB GLU A 516 186.252 154.274 128.657 1.00135.93 C -ATOM 3480 CG GLU A 516 186.081 153.156 127.644 1.00135.93 C -ATOM 3481 CD GLU A 516 187.329 152.313 127.495 1.00135.93 C -ATOM 3482 OE1 GLU A 516 188.439 152.884 127.503 1.00135.93 O -ATOM 3483 OE2 GLU A 516 187.201 151.078 127.375 1.00135.93 O1- -ATOM 3484 N LEU A 517 184.145 156.680 130.480 1.00148.16 N -ATOM 3485 CA LEU A 517 184.216 157.615 131.599 1.00148.16 C -ATOM 3486 C LEU A 517 184.638 156.825 132.829 1.00148.16 C -ATOM 3487 O LEU A 517 183.808 156.218 133.510 1.00148.16 O -ATOM 3488 CB LEU A 517 182.876 158.309 131.812 1.00148.16 C -ATOM 3489 CG LEU A 517 182.677 159.630 131.069 1.00148.16 C -ATOM 3490 CD1 LEU A 517 181.237 160.092 131.197 1.00148.16 C -ATOM 3491 CD2 LEU A 517 183.634 160.691 131.588 1.00148.16 C -ATOM 3492 N LEU A 518 185.935 156.830 133.118 1.00161.83 N -ATOM 3493 CA LEU A 518 186.510 155.964 134.133 1.00161.83 C -ATOM 3494 C LEU A 518 187.434 156.774 135.032 1.00161.83 C -ATOM 3495 O LEU A 518 187.963 157.817 134.641 1.00161.83 O -ATOM 3496 CB LEU A 518 187.278 154.798 133.485 1.00161.83 C -ATOM 3497 CG LEU A 518 187.579 153.539 134.303 1.00161.83 C -ATOM 3498 CD1 LEU A 518 186.303 152.968 134.902 1.00161.83 C -ATOM 3499 CD2 LEU A 518 188.290 152.500 133.449 1.00161.83 C -ATOM 3500 N HIS A 519 187.620 156.275 136.254 1.00170.73 N -ATOM 3501 CA HIS A 519 188.571 156.849 137.209 1.00170.73 C -ATOM 3502 C HIS A 519 189.973 156.290 136.945 1.00170.73 C -ATOM 3503 O HIS A 519 190.579 155.607 137.769 1.00170.73 O -ATOM 3504 CB HIS A 519 188.108 156.561 138.633 1.00170.73 C -ATOM 3505 CG HIS A 519 188.492 157.613 139.625 1.00170.73 C -ATOM 3506 ND1 HIS A 519 187.974 158.890 139.594 1.00170.73 N -ATOM 3507 CD2 HIS A 519 189.323 157.571 140.694 1.00170.73 C -ATOM 3508 CE1 HIS A 519 188.478 159.593 140.592 1.00170.73 C -ATOM 3509 NE2 HIS A 519 189.298 158.815 141.276 1.00170.73 N -ATOM 3510 N ALA A 520 190.479 156.603 135.759 1.00158.27 N -ATOM 3511 CA ALA A 520 191.658 155.985 135.176 1.00158.27 C -ATOM 3512 C ALA A 520 192.438 157.048 134.418 1.00158.27 C -ATOM 3513 O ALA A 520 191.899 158.121 134.123 1.00158.27 O -ATOM 3514 CB ALA A 520 191.257 154.836 134.237 1.00158.27 C -ATOM 3515 N PRO A 521 193.726 156.808 134.141 1.00149.15 N -ATOM 3516 CA PRO A 521 194.454 157.690 133.217 1.00149.15 C -ATOM 3517 C PRO A 521 193.831 157.693 131.827 1.00149.15 C -ATOM 3518 O PRO A 521 193.392 156.660 131.319 1.00149.15 O -ATOM 3519 CB PRO A 521 195.864 157.093 133.198 1.00149.15 C -ATOM 3520 CG PRO A 521 196.007 156.462 134.530 1.00149.15 C -ATOM 3521 CD PRO A 521 194.648 155.915 134.870 1.00149.15 C -ATOM 3522 N ALA A 522 193.805 158.873 131.211 1.00150.12 N -ATOM 3523 CA ALA A 522 193.086 159.096 129.967 1.00150.12 C -ATOM 3524 C ALA A 522 194.039 159.541 128.867 1.00150.12 C -ATOM 3525 O ALA A 522 195.056 160.192 129.125 1.00150.12 O -ATOM 3526 CB ALA A 522 191.984 160.146 130.150 1.00150.12 C -ATOM 3527 N THR A 523 193.697 159.178 127.630 1.00154.00 N -ATOM 3528 CA THR A 523 194.470 159.553 126.452 1.00154.00 C -ATOM 3529 C THR A 523 193.742 160.509 125.521 1.00154.00 C -ATOM 3530 O THR A 523 194.392 161.320 124.860 1.00154.00 O -ATOM 3531 CB THR A 523 194.868 158.305 125.652 1.00154.00 C -ATOM 3532 OG1 THR A 523 193.703 157.739 125.036 1.00154.00 O -ATOM 3533 CG2 THR A 523 195.514 157.265 126.556 1.00154.00 C -ATOM 3534 N VAL A 524 192.416 160.433 125.455 1.00154.59 N -ATOM 3535 CA VAL A 524 191.610 161.260 124.563 1.00154.59 C -ATOM 3536 C VAL A 524 191.133 162.479 125.336 1.00154.59 C -ATOM 3537 O VAL A 524 190.541 162.342 126.411 1.00154.59 O -ATOM 3538 CB VAL A 524 190.416 160.466 124.006 1.00154.59 C -ATOM 3539 CG1 VAL A 524 189.552 161.343 123.122 1.00154.59 C -ATOM 3540 CG2 VAL A 524 190.894 159.247 123.249 1.00154.59 C -ATOM 3541 N CYS A 525 191.382 163.671 124.796 1.00165.55 N -ATOM 3542 CA CYS A 525 190.930 164.906 125.421 1.00165.55 C -ATOM 3543 C CYS A 525 190.429 165.867 124.351 1.00165.55 C -ATOM 3544 O CYS A 525 190.581 165.632 123.149 1.00165.55 O -ATOM 3545 CB CYS A 525 192.037 165.550 126.264 1.00165.55 C -ATOM 3546 SG CYS A 525 192.302 164.740 127.863 1.00165.55 S -ATOM 3547 N GLY A 526 189.823 166.961 124.806 1.00164.24 N -ATOM 3548 CA GLY A 526 189.178 167.908 123.926 1.00164.24 C -ATOM 3549 C GLY A 526 190.117 168.946 123.345 1.00164.24 C -ATOM 3550 O GLY A 526 191.336 168.899 123.543 1.00164.24 O -ATOM 3551 N PRO A 527 189.555 169.906 122.599 1.00163.66 N -ATOM 3552 CA PRO A 527 190.400 170.922 121.949 1.00163.66 C -ATOM 3553 C PRO A 527 191.036 171.908 122.911 1.00163.66 C -ATOM 3554 O PRO A 527 192.088 172.473 122.585 1.00163.66 O -ATOM 3555 CB PRO A 527 189.424 171.628 120.996 1.00163.66 C -ATOM 3556 CG PRO A 527 188.082 171.409 121.610 1.00163.66 C -ATOM 3557 CD PRO A 527 188.140 170.039 122.216 1.00163.66 C -ATOM 3558 N LYS A 528 190.428 172.151 124.070 1.00164.35 N -ATOM 3559 CA LYS A 528 191.012 173.064 125.041 1.00164.35 C -ATOM 3560 C LYS A 528 192.254 172.442 125.672 1.00164.35 C -ATOM 3561 O LYS A 528 192.342 171.225 125.857 1.00164.35 O -ATOM 3562 CB LYS A 528 189.986 173.435 126.113 1.00164.35 C -ATOM 3563 CG LYS A 528 189.267 172.252 126.737 1.00164.35 C -ATOM 3564 CD LYS A 528 188.480 172.675 127.969 1.00164.35 C -ATOM 3565 CE LYS A 528 189.396 173.192 129.065 1.00164.35 C -ATOM 3566 NZ LYS A 528 188.635 173.851 130.161 1.00164.35 N1+ -ATOM 3567 N LYS A 529 193.226 173.289 125.985 1.00158.05 N -ATOM 3568 CA LYS A 529 194.552 172.850 126.395 1.00158.05 C -ATOM 3569 C LYS A 529 194.824 173.273 127.835 1.00158.05 C -ATOM 3570 O LYS A 529 193.968 173.841 128.517 1.00158.05 O -ATOM 3571 CB LYS A 529 195.615 173.398 125.439 1.00158.05 C -ATOM 3572 CG LYS A 529 195.430 172.924 124.005 1.00158.05 C -ATOM 3573 CD LYS A 529 196.466 173.519 123.068 1.00158.05 C -ATOM 3574 CE LYS A 529 196.243 173.039 121.642 1.00158.05 C -ATOM 3575 NZ LYS A 529 197.291 173.538 120.711 1.00158.05 N1+ -ATOM 3576 N SER A 530 196.041 172.989 128.291 1.00158.19 N -ATOM 3577 CA SER A 530 196.412 173.131 129.691 1.00158.19 C -ATOM 3578 C SER A 530 197.121 174.454 129.942 1.00158.19 C -ATOM 3579 O SER A 530 197.878 174.938 129.096 1.00158.19 O -ATOM 3580 CB SER A 530 197.312 171.975 130.131 1.00158.19 C -ATOM 3581 OG SER A 530 198.570 172.037 129.482 1.00158.19 O -ATOM 3582 N THR A 531 196.869 175.032 131.112 1.00156.46 N -ATOM 3583 CA THR A 531 197.538 176.237 131.568 1.00156.46 C -ATOM 3584 C THR A 531 198.650 175.861 132.547 1.00156.46 C -ATOM 3585 O THR A 531 198.953 174.683 132.757 1.00156.46 O -ATOM 3586 CB THR A 531 196.527 177.196 132.198 1.00156.46 C -ATOM 3587 OG1 THR A 531 196.099 176.678 133.464 1.00156.46 O -ATOM 3588 CG2 THR A 531 195.317 177.363 131.292 1.00156.46 C -ATOM 3589 N ASN A 532 199.270 176.869 133.154 1.00153.12 N -ATOM 3590 CA ASN A 532 200.361 176.634 134.086 1.00153.12 C -ATOM 3591 C ASN A 532 199.825 176.200 135.449 1.00153.12 C -ATOM 3592 O ASN A 532 198.674 176.460 135.808 1.00153.12 O -ATOM 3593 CB ASN A 532 201.221 177.890 134.232 1.00153.12 C -ATOM 3594 CG ASN A 532 202.626 177.583 134.713 1.00153.12 C -ATOM 3595 OD1 ASN A 532 203.131 176.476 134.523 1.00153.12 O -ATOM 3596 ND2 ASN A 532 203.263 178.562 135.344 1.00153.12 N -ATOM 3597 N LEU A 533 200.686 175.532 136.213 1.00152.59 N -ATOM 3598 CA LEU A 533 200.315 175.023 137.526 1.00152.59 C -ATOM 3599 C LEU A 533 200.393 176.121 138.579 1.00152.59 C -ATOM 3600 O LEU A 533 201.273 176.986 138.534 1.00152.59 O -ATOM 3601 CB LEU A 533 201.228 173.860 137.918 1.00152.59 C -ATOM 3602 CG LEU A 533 200.865 173.026 139.149 1.00152.59 C -ATOM 3603 CD1 LEU A 533 199.395 172.638 139.126 1.00152.59 C -ATOM 3604 CD2 LEU A 533 201.743 171.789 139.227 1.00152.59 C -ATOM 3605 N VAL A 534 199.461 176.083 139.528 1.00149.51 N -ATOM 3606 CA VAL A 534 199.466 176.964 140.689 1.00149.51 C -ATOM 3607 C VAL A 534 199.498 176.082 141.931 1.00149.51 C -ATOM 3608 O VAL A 534 198.651 175.194 142.090 1.00149.51 O -ATOM 3609 CB VAL A 534 198.250 177.905 140.696 1.00149.51 C -ATOM 3610 CG1 VAL A 534 197.996 178.465 142.088 1.00149.51 C -ATOM 3611 CG2 VAL A 534 198.459 179.033 139.702 1.00149.51 C -ATOM 3612 N LYS A 535 200.477 176.318 142.801 1.00142.55 N -ATOM 3613 CA LYS A 535 200.657 175.542 144.017 1.00142.55 C -ATOM 3614 C LYS A 535 200.466 176.433 145.236 1.00142.55 C -ATOM 3615 O LYS A 535 200.728 177.640 145.184 1.00142.55 O -ATOM 3616 CB LYS A 535 202.048 174.900 144.061 1.00142.55 C -ATOM 3617 CG LYS A 535 202.233 173.744 143.095 1.00142.55 C -ATOM 3618 CD LYS A 535 203.649 173.199 143.157 1.00142.55 C -ATOM 3619 CE LYS A 535 203.752 171.860 142.452 1.00142.55 C -ATOM 3620 NZ LYS A 535 205.112 171.268 142.579 1.00142.55 N1+ -ATOM 3621 N ASN A 536 199.986 175.814 146.323 1.00140.88 N -ATOM 3622 CA ASN A 536 199.843 176.429 147.651 1.00140.88 C -ATOM 3623 C ASN A 536 198.930 177.655 147.638 1.00140.88 C -ATOM 3624 O ASN A 536 199.141 178.606 148.395 1.00140.88 O -ATOM 3625 CB ASN A 536 201.210 176.785 148.250 1.00140.88 C -ATOM 3626 CG ASN A 536 202.013 175.558 148.639 1.00140.88 C -ATOM 3627 OD1 ASN A 536 201.476 174.600 149.194 1.00140.88 O -ATOM 3628 ND2 ASN A 536 203.307 175.579 148.341 1.00140.88 N -ATOM 3629 N LYS A 537 197.906 177.643 146.787 1.00146.78 N -ATOM 3630 CA LYS A 537 197.001 178.777 146.662 1.00146.78 C -ATOM 3631 C LYS A 537 195.644 178.270 146.192 1.00146.78 C -ATOM 3632 O LYS A 537 195.568 177.412 145.308 1.00146.78 O -ATOM 3633 CB LYS A 537 197.573 179.828 145.698 1.00146.78 C -ATOM 3634 CG LYS A 537 196.654 181.005 145.392 1.00146.78 C -ATOM 3635 CD LYS A 537 197.424 182.200 144.837 1.00146.78 C -ATOM 3636 CE LYS A 537 198.355 181.808 143.698 1.00146.78 C -ATOM 3637 NZ LYS A 537 198.863 182.996 142.960 1.00146.78 N1+ -ATOM 3638 N CYS A 538 194.580 178.798 146.799 1.00158.23 N -ATOM 3639 CA CYS A 538 193.225 178.330 146.527 1.00158.23 C -ATOM 3640 C CYS A 538 192.776 178.794 145.147 1.00158.23 C -ATOM 3641 O CYS A 538 192.639 179.998 144.906 1.00158.23 O -ATOM 3642 CB CYS A 538 192.276 178.848 147.607 1.00158.23 C -ATOM 3643 SG CYS A 538 190.521 178.503 147.348 1.00158.23 S -ATOM 3644 N VAL A 539 192.571 177.842 144.230 1.00162.63 N -ATOM 3645 CA VAL A 539 192.109 178.134 142.877 1.00162.63 C -ATOM 3646 C VAL A 539 191.022 177.147 142.473 1.00162.63 C -ATOM 3647 O VAL A 539 190.862 176.074 143.062 1.00162.63 O -ATOM 3648 CB VAL A 539 193.237 178.096 141.811 1.00162.63 C -ATOM 3649 CG1 VAL A 539 194.311 179.146 142.072 1.00162.63 C -ATOM 3650 CG2 VAL A 539 193.853 176.707 141.736 1.00162.63 C -ATOM 3651 N ASN A 540 190.258 177.543 141.459 1.00168.37 N -ATOM 3652 CA ASN A 540 189.440 176.604 140.711 1.00168.37 C -ATOM 3653 C ASN A 540 190.342 175.766 139.814 1.00168.37 C -ATOM 3654 O ASN A 540 191.352 176.246 139.297 1.00168.37 O -ATOM 3655 CB ASN A 540 188.399 177.355 139.877 1.00168.37 C -ATOM 3656 CG ASN A 540 187.247 176.472 139.429 1.00168.37 C -ATOM 3657 OD1 ASN A 540 187.442 175.462 138.754 1.00168.37 O -ATOM 3658 ND2 ASN A 540 186.033 176.859 139.801 1.00168.37 N -ATOM 3659 N PHE A 541 189.975 174.503 139.628 1.00176.69 N -ATOM 3660 CA PHE A 541 190.808 173.587 138.865 1.00176.69 C -ATOM 3661 C PHE A 541 189.942 172.662 138.022 1.00176.69 C -ATOM 3662 O PHE A 541 188.777 172.392 138.338 1.00176.69 O -ATOM 3663 CB PHE A 541 191.745 172.766 139.776 1.00176.69 C -ATOM 3664 CG PHE A 541 191.028 171.893 140.775 1.00176.69 C -ATOM 3665 CD1 PHE A 541 190.675 172.392 142.019 1.00176.69 C -ATOM 3666 CD2 PHE A 541 190.730 170.569 140.481 1.00176.69 C -ATOM 3667 CE1 PHE A 541 190.026 171.595 142.939 1.00176.69 C -ATOM 3668 CE2 PHE A 541 190.074 169.774 141.391 1.00176.69 C -ATOM 3669 CZ PHE A 541 189.720 170.286 142.620 1.00176.69 C -ATOM 3670 N ASN A 542 190.560 172.161 136.952 1.00173.31 N -ATOM 3671 CA ASN A 542 189.953 171.203 136.027 1.00173.31 C -ATOM 3672 C ASN A 542 191.042 170.197 135.658 1.00173.31 C -ATOM 3673 O ASN A 542 191.869 170.465 134.780 1.00173.31 O -ATOM 3674 CB ASN A 542 189.397 171.906 134.793 1.00173.31 C -ATOM 3675 CG ASN A 542 188.526 171.001 133.938 1.00173.31 C -ATOM 3676 OD1 ASN A 542 188.307 169.834 134.263 1.00173.31 O -ATOM 3677 ND2 ASN A 542 188.030 171.539 132.830 1.00173.31 N -ATOM 3678 N PHE A 543 191.042 169.048 136.332 1.00172.49 N -ATOM 3679 CA PHE A 543 192.019 167.982 136.114 1.00172.49 C -ATOM 3680 C PHE A 543 191.329 166.834 135.380 1.00172.49 C -ATOM 3681 O PHE A 543 190.652 166.014 136.008 1.00172.49 O -ATOM 3682 CB PHE A 543 192.611 167.504 137.438 1.00172.49 C -ATOM 3683 CG PHE A 543 193.727 168.366 137.958 1.00172.49 C -ATOM 3684 CD1 PHE A 543 193.469 169.628 138.470 1.00172.49 C -ATOM 3685 CD2 PHE A 543 195.035 167.906 137.945 1.00172.49 C -ATOM 3686 CE1 PHE A 543 194.496 170.421 138.954 1.00172.49 C -ATOM 3687 CE2 PHE A 543 196.068 168.692 138.426 1.00172.49 C -ATOM 3688 CZ PHE A 543 195.796 169.951 138.932 1.00172.49 C -ATOM 3689 N ASN A 544 191.527 166.786 134.053 1.00174.41 N -ATOM 3690 CA ASN A 544 190.997 165.742 133.160 1.00174.41 C -ATOM 3691 C ASN A 544 189.479 165.604 133.264 1.00174.41 C -ATOM 3692 O ASN A 544 188.940 164.497 133.328 1.00174.41 O -ATOM 3693 CB ASN A 544 191.685 164.395 133.401 1.00174.41 C -ATOM 3694 CG ASN A 544 193.169 164.442 133.110 1.00174.41 C -ATOM 3695 OD1 ASN A 544 193.682 165.441 132.609 1.00174.41 O -ATOM 3696 ND2 ASN A 544 193.868 163.355 133.416 1.00174.41 N -ATOM 3697 N GLY A 545 188.783 166.739 133.282 1.00185.00 N -ATOM 3698 CA GLY A 545 187.349 166.759 133.461 1.00185.00 C -ATOM 3699 C GLY A 545 186.894 166.772 134.903 1.00185.00 C -ATOM 3700 O GLY A 545 185.694 166.940 135.156 1.00185.00 O -ATOM 3701 N LEU A 546 187.811 166.604 135.852 1.00181.77 N -ATOM 3702 CA LEU A 546 187.498 166.645 137.278 1.00181.77 C -ATOM 3703 C LEU A 546 187.583 168.104 137.711 1.00181.77 C -ATOM 3704 O LEU A 546 188.673 168.642 137.907 1.00181.77 O -ATOM 3705 CB LEU A 546 188.454 165.736 138.049 1.00181.77 C -ATOM 3706 CG LEU A 546 188.313 165.404 139.539 1.00181.77 C -ATOM 3707 CD1 LEU A 546 188.946 164.051 139.797 1.00181.77 C -ATOM 3708 CD2 LEU A 546 188.986 166.434 140.428 1.00181.77 C -ATOM 3709 N LYS A 547 186.430 168.754 137.826 1.00180.81 N -ATOM 3710 CA LYS A 547 186.363 170.168 138.158 1.00180.81 C -ATOM 3711 C LYS A 547 186.180 170.353 139.659 1.00180.81 C -ATOM 3712 O LYS A 547 185.654 169.478 140.351 1.00180.81 O -ATOM 3713 CB LYS A 547 185.209 170.837 137.409 1.00180.81 C -ATOM 3714 CG LYS A 547 185.346 170.805 135.894 1.00180.81 C -ATOM 3715 CD LYS A 547 184.311 171.698 135.225 1.00180.81 C -ATOM 3716 CE LYS A 547 184.416 171.636 133.708 1.00180.81 C -ATOM 3717 NZ LYS A 547 183.546 172.648 133.044 1.00180.81 N1+ -ATOM 3718 N GLY A 548 186.624 171.499 140.160 1.00179.56 N -ATOM 3719 CA GLY A 548 186.396 171.807 141.558 1.00179.56 C -ATOM 3720 C GLY A 548 187.118 173.070 141.980 1.00179.56 C -ATOM 3721 O GLY A 548 187.651 173.812 141.156 1.00179.56 O -ATOM 3722 N THR A 549 187.124 173.290 143.294 1.00169.75 N -ATOM 3723 CA THR A 549 187.798 174.419 143.922 1.00169.75 C -ATOM 3724 C THR A 549 188.620 173.899 145.091 1.00169.75 C -ATOM 3725 O THR A 549 188.082 173.207 145.961 1.00169.75 O -ATOM 3726 CB THR A 549 186.785 175.463 144.410 1.00169.75 C -ATOM 3727 OG1 THR A 549 186.119 176.056 143.288 1.00169.75 O -ATOM 3728 CG2 THR A 549 187.469 176.543 145.228 1.00169.75 C -ATOM 3729 N GLY A 550 189.909 174.225 145.121 1.00162.59 N -ATOM 3730 CA GLY A 550 190.737 173.714 146.200 1.00162.59 C -ATOM 3731 C GLY A 550 192.098 174.371 146.242 1.00162.59 C -ATOM 3732 O GLY A 550 192.470 175.156 145.364 1.00162.59 O -ATOM 3733 N VAL A 551 192.827 174.051 147.307 1.00154.36 N -ATOM 3734 CA VAL A 551 194.228 174.420 147.450 1.00154.36 C -ATOM 3735 C VAL A 551 195.046 173.207 147.027 1.00154.36 C -ATOM 3736 O VAL A 551 194.930 172.133 147.629 1.00154.36 O -ATOM 3737 CB VAL A 551 194.561 174.818 148.896 1.00154.36 C -ATOM 3738 CG1 VAL A 551 196.042 175.108 149.033 1.00154.36 C -ATOM 3739 CG2 VAL A 551 193.712 175.978 149.369 1.00154.36 C -ATOM 3740 N LEU A 552 195.871 173.369 145.994 1.00154.43 N -ATOM 3741 CA LEU A 552 196.652 172.255 145.457 1.00154.43 C -ATOM 3742 C LEU A 552 198.043 172.278 146.084 1.00154.43 C -ATOM 3743 O LEU A 552 199.014 172.779 145.514 1.00154.43 O -ATOM 3744 CB LEU A 552 196.714 172.328 143.938 1.00154.43 C -ATOM 3745 CG LEU A 552 195.392 172.616 143.228 1.00154.43 C -ATOM 3746 CD1 LEU A 552 195.631 172.819 141.744 1.00154.43 C -ATOM 3747 CD2 LEU A 552 194.395 171.494 143.468 1.00154.43 C -ATOM 3748 N THR A 553 198.132 171.714 147.286 1.00151.08 N -ATOM 3749 CA THR A 553 199.410 171.649 147.978 1.00151.08 C -ATOM 3750 C THR A 553 200.265 170.510 147.435 1.00151.08 C -ATOM 3751 O THR A 553 199.777 169.578 146.791 1.00151.08 O -ATOM 3752 CB THR A 553 199.221 171.442 149.482 1.00151.08 C -ATOM 3753 OG1 THR A 553 198.487 170.234 149.711 1.00151.08 O -ATOM 3754 CG2 THR A 553 198.485 172.600 150.103 1.00151.08 C -ATOM 3755 N GLU A 554 201.561 170.596 147.714 1.00147.64 N -ATOM 3756 CA GLU A 554 202.458 169.475 147.486 1.00147.64 C -ATOM 3757 C GLU A 554 202.228 168.425 148.564 1.00147.64 C -ATOM 3758 O GLU A 554 201.989 168.756 149.729 1.00147.64 O -ATOM 3759 CB GLU A 554 203.911 169.947 147.500 1.00147.64 C -ATOM 3760 CG GLU A 554 204.281 170.828 146.319 1.00147.64 C -ATOM 3761 CD GLU A 554 205.751 170.746 145.965 1.00147.64 C -ATOM 3762 OE1 GLU A 554 206.588 170.767 146.891 1.00147.64 O -ATOM 3763 OE2 GLU A 554 206.070 170.668 144.760 1.00147.64 O1- -ATOM 3764 N SER A 555 202.295 167.154 148.175 1.00154.20 N -ATOM 3765 CA SER A 555 201.980 166.061 149.081 1.00154.20 C -ATOM 3766 C SER A 555 203.059 164.991 149.021 1.00154.20 C -ATOM 3767 O SER A 555 203.769 164.843 148.023 1.00154.20 O -ATOM 3768 CB SER A 555 200.620 165.433 148.758 1.00154.20 C -ATOM 3769 OG SER A 555 200.681 164.661 147.571 1.00154.20 O -ATOM 3770 N ASN A 556 203.168 164.242 150.118 1.00162.64 N -ATOM 3771 CA ASN A 556 204.065 163.101 150.217 1.00162.64 C -ATOM 3772 C ASN A 556 203.316 161.777 150.121 1.00162.64 C -ATOM 3773 O ASN A 556 203.850 160.739 150.530 1.00162.64 O -ATOM 3774 CB ASN A 556 204.860 163.165 151.522 1.00162.64 C -ATOM 3775 CG ASN A 556 203.997 162.921 152.746 1.00162.64 C -ATOM 3776 OD1 ASN A 556 202.877 163.422 152.841 1.00162.64 O -ATOM 3777 ND2 ASN A 556 204.517 162.146 153.690 1.00162.64 N -ATOM 3778 N LYS A 557 202.089 161.802 149.599 1.00154.14 N -ATOM 3779 CA LYS A 557 201.263 160.606 149.477 1.00154.14 C -ATOM 3780 C LYS A 557 201.893 159.658 148.465 1.00154.14 C -ATOM 3781 O LYS A 557 201.919 159.941 147.262 1.00154.14 O -ATOM 3782 CB LYS A 557 199.844 160.989 149.071 1.00154.14 C -ATOM 3783 CG LYS A 557 198.984 161.446 150.238 1.00154.14 C -ATOM 3784 CD LYS A 557 197.684 162.062 149.760 1.00154.14 C -ATOM 3785 CE LYS A 557 196.767 162.389 150.926 1.00154.14 C -ATOM 3786 NZ LYS A 557 195.610 163.216 150.490 1.00154.14 N1+ -ATOM 3787 N LYS A 558 202.408 158.536 148.960 1.00155.23 N -ATOM 3788 CA LYS A 558 203.210 157.620 148.164 1.00155.23 C -ATOM 3789 C LYS A 558 202.338 156.833 147.199 1.00155.23 C -ATOM 3790 O LYS A 558 201.879 155.731 147.518 1.00155.23 O -ATOM 3791 CB LYS A 558 203.985 156.679 149.087 1.00155.23 C -ATOM 3792 CG LYS A 558 204.545 157.390 150.306 1.00155.23 C -ATOM 3793 CD LYS A 558 204.883 156.431 151.431 1.00155.23 C -ATOM 3794 CE LYS A 558 205.084 157.204 152.727 1.00155.23 C -ATOM 3795 NZ LYS A 558 205.283 156.332 153.916 1.00155.23 N1+ -ATOM 3796 N PHE A 559 202.100 157.404 146.022 1.00144.06 N -ATOM 3797 CA PHE A 559 201.283 156.749 145.012 1.00144.06 C -ATOM 3798 C PHE A 559 202.035 155.574 144.403 1.00144.06 C -ATOM 3799 O PHE A 559 203.214 155.688 144.054 1.00144.06 O -ATOM 3800 CB PHE A 559 200.899 157.734 143.911 1.00144.06 C -ATOM 3801 CG PHE A 559 199.575 158.407 144.119 1.00144.06 C -ATOM 3802 CD1 PHE A 559 199.222 158.907 145.360 1.00144.06 C -ATOM 3803 CD2 PHE A 559 198.673 158.522 143.070 1.00144.06 C -ATOM 3804 CE1 PHE A 559 198.001 159.530 145.549 1.00144.06 C -ATOM 3805 CE2 PHE A 559 197.447 159.137 143.253 1.00144.06 C -ATOM 3806 CZ PHE A 559 197.112 159.641 144.495 1.00144.06 C -ATOM 3807 N LEU A 560 201.351 154.445 144.282 1.00136.42 N -ATOM 3808 CA LEU A 560 201.867 153.341 143.499 1.00136.42 C -ATOM 3809 C LEU A 560 201.844 153.724 142.016 1.00136.42 C -ATOM 3810 O LEU A 560 201.039 154.567 141.610 1.00136.42 O -ATOM 3811 CB LEU A 560 201.033 152.091 143.774 1.00136.42 C -ATOM 3812 CG LEU A 560 201.017 151.784 145.277 1.00136.42 C -ATOM 3813 CD1 LEU A 560 200.076 150.649 145.614 1.00136.42 C -ATOM 3814 CD2 LEU A 560 202.422 151.476 145.780 1.00136.42 C -ATOM 3815 N PRO A 561 202.748 153.157 141.198 1.00130.70 N -ATOM 3816 CA PRO A 561 202.880 153.621 139.799 1.00130.70 C -ATOM 3817 C PRO A 561 201.645 153.425 138.925 1.00130.70 C -ATOM 3818 O PRO A 561 201.511 154.127 137.916 1.00130.70 O -ATOM 3819 CB PRO A 561 204.063 152.800 139.270 1.00130.70 C -ATOM 3820 CG PRO A 561 204.861 152.484 140.473 1.00130.70 C -ATOM 3821 CD PRO A 561 203.862 152.261 141.568 1.00130.70 C -ATOM 3822 N PHE A 562 200.744 152.509 139.271 1.00129.92 N -ATOM 3823 CA PHE A 562 199.482 152.398 138.554 1.00129.92 C -ATOM 3824 C PHE A 562 198.415 153.342 139.088 1.00129.92 C -ATOM 3825 O PHE A 562 197.433 153.607 138.384 1.00129.92 O -ATOM 3826 CB PHE A 562 198.954 150.958 138.608 1.00129.92 C -ATOM 3827 CG PHE A 562 199.009 150.331 139.978 1.00129.92 C -ATOM 3828 CD1 PHE A 562 197.983 150.530 140.893 1.00129.92 C -ATOM 3829 CD2 PHE A 562 200.080 149.529 140.344 1.00129.92 C -ATOM 3830 CE1 PHE A 562 198.031 149.953 142.146 1.00129.92 C -ATOM 3831 CE2 PHE A 562 200.134 148.956 141.596 1.00129.92 C -ATOM 3832 CZ PHE A 562 199.106 149.161 142.494 1.00129.92 C -ATOM 3833 N GLN A 563 198.582 153.847 140.308 1.00138.02 N -ATOM 3834 CA GLN A 563 197.552 154.659 140.940 1.00138.02 C -ATOM 3835 C GLN A 563 197.515 156.051 140.322 1.00138.02 C -ATOM 3836 O GLN A 563 198.555 156.693 140.144 1.00138.02 O -ATOM 3837 CB GLN A 563 197.803 154.750 142.444 1.00138.02 C -ATOM 3838 CG GLN A 563 197.506 153.463 143.198 1.00138.02 C -ATOM 3839 CD GLN A 563 197.902 153.536 144.659 1.00138.02 C -ATOM 3840 OE1 GLN A 563 198.751 154.339 145.046 1.00138.02 O -ATOM 3841 NE2 GLN A 563 197.292 152.689 145.480 1.00138.02 N -ATOM 3842 N GLN A 564 196.311 156.514 139.996 1.00146.15 N -ATOM 3843 CA GLN A 564 196.105 157.807 139.356 1.00146.15 C -ATOM 3844 C GLN A 564 195.531 158.846 140.305 1.00146.15 C -ATOM 3845 O GLN A 564 196.018 159.979 140.350 1.00146.15 O -ATOM 3846 CB GLN A 564 195.185 157.639 138.138 1.00146.15 C -ATOM 3847 CG GLN A 564 194.859 158.926 137.394 1.00146.15 C -ATOM 3848 CD GLN A 564 196.091 159.661 136.902 1.00146.15 C -ATOM 3849 OE1 GLN A 564 197.012 159.060 136.350 1.00146.15 O -ATOM 3850 NE2 GLN A 564 196.105 160.976 137.089 1.00146.15 N -ATOM 3851 N PHE A 565 194.507 158.489 141.075 1.00151.38 N -ATOM 3852 CA PHE A 565 193.898 159.398 142.032 1.00151.38 C -ATOM 3853 C PHE A 565 193.814 158.721 143.393 1.00151.38 C -ATOM 3854 O PHE A 565 193.785 157.494 143.499 1.00151.38 O -ATOM 3855 CB PHE A 565 192.498 159.838 141.584 1.00151.38 C -ATOM 3856 CG PHE A 565 192.460 160.451 140.213 1.00151.38 C -ATOM 3857 CD1 PHE A 565 193.212 161.577 139.920 1.00151.38 C -ATOM 3858 CD2 PHE A 565 191.663 159.905 139.218 1.00151.38 C -ATOM 3859 CE1 PHE A 565 193.176 162.148 138.658 1.00151.38 C -ATOM 3860 CE2 PHE A 565 191.619 160.470 137.953 1.00151.38 C -ATOM 3861 CZ PHE A 565 192.378 161.593 137.674 1.00151.38 C -ATOM 3862 N GLY A 566 193.782 159.541 144.439 1.00148.31 N -ATOM 3863 CA GLY A 566 193.629 159.053 145.794 1.00148.31 C -ATOM 3864 C GLY A 566 192.405 159.641 146.461 1.00148.31 C -ATOM 3865 O GLY A 566 192.266 160.865 146.539 1.00148.31 O -ATOM 3866 N ARG A 567 191.515 158.786 146.952 1.00146.83 N -ATOM 3867 CA ARG A 567 190.219 159.219 147.443 1.00146.83 C -ATOM 3868 C ARG A 567 190.244 159.383 148.962 1.00146.83 C -ATOM 3869 O ARG A 567 191.247 159.126 149.630 1.00146.83 O -ATOM 3870 CB ARG A 567 189.135 158.235 147.003 1.00146.83 C -ATOM 3871 CG ARG A 567 188.778 158.366 145.533 1.00146.83 C -ATOM 3872 CD ARG A 567 187.432 157.751 145.213 1.00146.83 C -ATOM 3873 NE ARG A 567 187.008 158.076 143.856 1.00146.83 N -ATOM 3874 CZ ARG A 567 185.867 158.678 143.548 1.00146.83 C -ATOM 3875 NH1 ARG A 567 185.003 159.041 144.481 1.00146.83 N1+ -ATOM 3876 NH2 ARG A 567 185.587 158.922 142.271 1.00146.83 N -ATOM 3877 N ASP A 568 189.113 159.821 149.507 1.00143.13 N -ATOM 3878 CA ASP A 568 188.958 160.142 150.918 1.00143.13 C -ATOM 3879 C ASP A 568 188.117 159.069 151.606 1.00143.13 C -ATOM 3880 O ASP A 568 187.756 158.049 151.011 1.00143.13 O -ATOM 3881 CB ASP A 568 188.329 161.530 151.075 1.00143.13 C -ATOM 3882 CG ASP A 568 188.815 162.260 152.313 1.00143.13 C -ATOM 3883 OD1 ASP A 568 189.735 161.749 152.986 1.00143.13 O -ATOM 3884 OD2 ASP A 568 188.276 163.346 152.612 1.00143.13 O1- -ATOM 3885 N ILE A 569 187.820 159.307 152.886 1.00134.47 N -ATOM 3886 CA ILE A 569 186.957 158.404 153.642 1.00134.47 C -ATOM 3887 C ILE A 569 185.522 158.480 153.130 1.00134.47 C -ATOM 3888 O ILE A 569 184.827 157.461 153.035 1.00134.47 O -ATOM 3889 CB ILE A 569 187.041 158.726 155.146 1.00134.47 C -ATOM 3890 CG1 ILE A 569 188.500 158.850 155.590 1.00134.47 C -ATOM 3891 CG2 ILE A 569 186.328 157.662 155.971 1.00134.47 C -ATOM 3892 CD1 ILE A 569 189.302 157.573 155.441 1.00134.47 C -ATOM 3893 N ALA A 570 185.062 159.680 152.773 1.00122.42 N -ATOM 3894 CA ALA A 570 183.697 159.899 152.316 1.00122.42 C -ATOM 3895 C ALA A 570 183.537 159.708 150.813 1.00122.42 C -ATOM 3896 O ALA A 570 182.563 160.220 150.242 1.00122.42 O -ATOM 3897 CB ALA A 570 183.224 161.297 152.718 1.00122.42 C -ATOM 3898 N ASP A 571 184.472 158.983 150.179 1.00139.51 N -ATOM 3899 CA ASP A 571 184.474 158.656 148.746 1.00139.51 C -ATOM 3900 C ASP A 571 184.462 159.946 147.915 1.00139.51 C -ATOM 3901 O ASP A 571 183.632 160.143 147.025 1.00139.51 O -ATOM 3902 CB ASP A 571 183.309 157.708 148.400 1.00139.51 C -ATOM 3903 CG ASP A 571 183.372 157.128 146.976 1.00139.51 C -ATOM 3904 OD1 ASP A 571 184.292 157.452 146.197 1.00139.51 O -ATOM 3905 OD2 ASP A 571 182.475 156.327 146.636 1.00139.51 O1- -ATOM 3906 N THR A 572 185.361 160.863 148.259 1.00144.00 N -ATOM 3907 CA THR A 572 185.567 162.101 147.525 1.00144.00 C -ATOM 3908 C THR A 572 187.027 162.194 147.102 1.00144.00 C -ATOM 3909 O THR A 572 187.905 161.576 147.708 1.00144.00 O -ATOM 3910 CB THR A 572 185.186 163.327 148.366 1.00144.00 C -ATOM 3911 OG1 THR A 572 185.883 163.283 149.617 1.00144.00 O -ATOM 3912 CG2 THR A 572 183.687 163.355 148.628 1.00144.00 C -ATOM 3913 N THR A 573 187.280 162.973 146.051 1.00149.37 N -ATOM 3914 CA THR A 573 188.634 163.112 145.527 1.00149.37 C -ATOM 3915 C THR A 573 189.492 163.938 146.479 1.00149.37 C -ATOM 3916 O THR A 573 189.095 165.025 146.908 1.00149.37 O -ATOM 3917 CB THR A 573 188.601 163.760 144.142 1.00149.37 C -ATOM 3918 OG1 THR A 573 187.611 163.111 143.335 1.00149.37 O -ATOM 3919 CG2 THR A 573 189.957 163.637 143.458 1.00149.37 C -ATOM 3920 N ASP A 574 190.672 163.422 146.804 1.00154.07 N -ATOM 3921 CA ASP A 574 191.545 164.055 147.787 1.00154.07 C -ATOM 3922 C ASP A 574 192.938 164.349 147.250 1.00154.07 C -ATOM 3923 O ASP A 574 193.523 165.372 147.606 1.00154.07 O -ATOM 3924 CB ASP A 574 191.641 163.166 149.040 1.00154.07 C -ATOM 3925 CG ASP A 574 192.303 163.870 150.208 1.00154.07 C -ATOM 3926 OD1 ASP A 574 191.913 165.017 150.511 1.00154.07 O -ATOM 3927 OD2 ASP A 574 193.207 163.273 150.831 1.00154.07 O1- -ATOM 3928 N ALA A 575 193.486 163.482 146.403 1.00150.68 N -ATOM 3929 CA ALA A 575 194.798 163.708 145.816 1.00150.68 C -ATOM 3930 C ALA A 575 194.764 163.312 144.350 1.00150.68 C -ATOM 3931 O ALA A 575 194.091 162.350 143.976 1.00150.68 O -ATOM 3932 CB ALA A 575 195.888 162.918 146.548 1.00150.68 C -ATOM 3933 N VAL A 576 195.497 164.050 143.523 1.00148.48 N -ATOM 3934 CA VAL A 576 195.520 163.794 142.091 1.00148.48 C -ATOM 3935 C VAL A 576 196.958 163.652 141.618 1.00148.48 C -ATOM 3936 O VAL A 576 197.896 164.172 142.233 1.00148.48 O -ATOM 3937 CB VAL A 576 194.804 164.907 141.294 1.00148.48 C -ATOM 3938 CG1 VAL A 576 193.300 164.832 141.498 1.00148.48 C -ATOM 3939 CG2 VAL A 576 195.335 166.271 141.703 1.00148.48 C -ATOM 3940 N ARG A 577 197.126 162.928 140.518 1.00149.67 N -ATOM 3941 CA ARG A 577 198.361 162.938 139.750 1.00149.67 C -ATOM 3942 C ARG A 577 198.175 163.907 138.593 1.00149.67 C -ATOM 3943 O ARG A 577 197.198 163.802 137.843 1.00149.67 O -ATOM 3944 CB ARG A 577 198.720 161.549 139.225 1.00149.67 C -ATOM 3945 CG ARG A 577 200.076 161.490 138.533 1.00149.67 C -ATOM 3946 CD ARG A 577 200.405 160.087 138.027 1.00149.67 C -ATOM 3947 NE ARG A 577 200.569 159.091 139.077 1.00149.67 N -ATOM 3948 CZ ARG A 577 201.698 158.878 139.738 1.00149.67 C -ATOM 3949 NH1 ARG A 577 202.796 159.567 139.474 1.00149.67 N1+ -ATOM 3950 NH2 ARG A 577 201.733 157.933 140.673 1.00149.67 N -ATOM 3951 N ASP A 578 199.088 164.856 138.473 1.00162.80 N -ATOM 3952 CA ASP A 578 199.064 165.796 137.362 1.00162.80 C -ATOM 3953 C ASP A 578 199.373 165.042 136.071 1.00162.80 C -ATOM 3954 O ASP A 578 200.347 164.282 136.024 1.00162.80 O -ATOM 3955 CB ASP A 578 200.090 166.897 137.624 1.00162.80 C -ATOM 3956 CG ASP A 578 199.752 168.205 136.947 1.00162.80 C -ATOM 3957 OD1 ASP A 578 198.627 168.363 136.436 1.00162.80 O -ATOM 3958 OD2 ASP A 578 200.633 169.089 136.937 1.00162.80 O1- -ATOM 3959 N PRO A 579 198.557 165.182 135.019 1.00167.61 N -ATOM 3960 CA PRO A 579 198.779 164.372 133.810 1.00167.61 C -ATOM 3961 C PRO A 579 199.955 164.798 132.938 1.00167.61 C -ATOM 3962 O PRO A 579 200.139 164.237 131.854 1.00167.61 O -ATOM 3963 CB PRO A 579 197.455 164.520 133.047 1.00167.61 C -ATOM 3964 CG PRO A 579 196.855 165.776 133.566 1.00167.61 C -ATOM 3965 CD PRO A 579 197.228 165.814 135.010 1.00167.61 C -ATOM 3966 N GLN A 580 200.758 165.769 133.376 1.00168.88 N -ATOM 3967 CA GLN A 580 201.973 166.142 132.664 1.00168.88 C -ATOM 3968 C GLN A 580 203.227 165.796 133.457 1.00168.88 C -ATOM 3969 O GLN A 580 204.091 165.072 132.956 1.00168.88 O -ATOM 3970 CB GLN A 580 201.943 167.635 132.311 1.00168.88 C -ATOM 3971 CG GLN A 580 200.820 168.006 131.359 1.00168.88 C -ATOM 3972 CD GLN A 580 200.838 169.470 130.972 1.00168.88 C -ATOM 3973 OE1 GLN A 580 201.561 170.271 131.565 1.00168.88 O -ATOM 3974 NE2 GLN A 580 200.036 169.830 129.977 1.00168.88 N -ATOM 3975 N THR A 581 203.350 166.281 134.689 1.00154.75 N -ATOM 3976 CA THR A 581 204.437 165.892 135.577 1.00154.75 C -ATOM 3977 C THR A 581 203.894 164.978 136.671 1.00154.75 C -ATOM 3978 O THR A 581 202.785 165.177 137.173 1.00154.75 O -ATOM 3979 CB THR A 581 205.161 167.126 136.154 1.00154.75 C -ATOM 3980 OG1 THR A 581 206.320 166.713 136.893 1.00154.75 O -ATOM 3981 CG2 THR A 581 204.254 168.016 137.014 1.00154.75 C -ATOM 3982 N LEU A 582 204.658 163.943 137.012 1.00151.84 N -ATOM 3983 CA LEU A 582 204.126 162.824 137.780 1.00151.84 C -ATOM 3984 C LEU A 582 204.198 163.028 139.290 1.00151.84 C -ATOM 3985 O LEU A 582 204.214 162.042 140.035 1.00151.84 O -ATOM 3986 CB LEU A 582 204.839 161.529 137.388 1.00151.84 C -ATOM 3987 CG LEU A 582 204.634 161.068 135.943 1.00151.84 C -ATOM 3988 CD1 LEU A 582 205.192 159.668 135.755 1.00151.84 C -ATOM 3989 CD2 LEU A 582 203.163 161.121 135.546 1.00151.84 C -ATOM 3990 N GLU A 583 204.240 164.270 139.760 1.00150.43 N -ATOM 3991 CA GLU A 583 204.125 164.513 141.187 1.00150.43 C -ATOM 3992 C GLU A 583 202.665 164.400 141.624 1.00150.43 C -ATOM 3993 O GLU A 583 201.745 164.318 140.806 1.00150.43 O -ATOM 3994 CB GLU A 583 204.688 165.884 141.548 1.00150.43 C -ATOM 3995 CG GLU A 583 203.883 167.045 141.005 1.00150.43 C -ATOM 3996 CD GLU A 583 204.603 168.365 141.167 1.00150.43 C -ATOM 3997 OE1 GLU A 583 204.889 168.745 142.321 1.00150.43 O -ATOM 3998 OE2 GLU A 583 204.881 169.024 140.145 1.00150.43 O1- -ATOM 3999 N ILE A 584 202.455 164.399 142.937 1.00146.57 N -ATOM 4000 CA ILE A 584 201.134 164.218 143.530 1.00146.57 C -ATOM 4001 C ILE A 584 200.708 165.529 144.172 1.00146.57 C -ATOM 4002 O ILE A 584 201.465 166.119 144.954 1.00146.57 O -ATOM 4003 CB ILE A 584 201.128 163.074 144.559 1.00146.57 C -ATOM 4004 CG1 ILE A 584 201.825 161.837 143.988 1.00146.57 C -ATOM 4005 CG2 ILE A 584 199.705 162.738 144.975 1.00146.57 C -ATOM 4006 CD1 ILE A 584 201.160 161.279 142.746 1.00146.57 C -ATOM 4007 N LEU A 585 199.501 165.983 143.846 1.00153.07 N -ATOM 4008 CA LEU A 585 198.962 167.230 144.374 1.00153.07 C -ATOM 4009 C LEU A 585 197.796 166.916 145.303 1.00153.07 C -ATOM 4010 O LEU A 585 196.830 166.260 144.896 1.00153.07 O -ATOM 4011 CB LEU A 585 198.519 168.160 143.245 1.00153.07 C -ATOM 4012 CG LEU A 585 199.491 168.339 142.076 1.00153.07 C -ATOM 4013 CD1 LEU A 585 198.904 169.282 141.039 1.00153.07 C -ATOM 4014 CD2 LEU A 585 200.841 168.849 142.561 1.00153.07 C -ATOM 4015 N ASP A 586 197.894 167.385 146.545 1.00157.33 N -ATOM 4016 CA ASP A 586 196.838 167.224 147.535 1.00157.33 C -ATOM 4017 C ASP A 586 195.836 168.358 147.372 1.00157.33 C -ATOM 4018 O ASP A 586 196.200 169.534 147.491 1.00157.33 O -ATOM 4019 CB ASP A 586 197.424 167.225 148.947 1.00157.33 C -ATOM 4020 CG ASP A 586 196.461 166.690 149.992 1.00157.33 C -ATOM 4021 OD1 ASP A 586 195.343 166.276 149.632 1.00157.33 O -ATOM 4022 OD2 ASP A 586 196.826 166.692 151.187 1.00157.33 O1- -ATOM 4023 N ILE A 587 194.582 168.007 147.094 1.00157.81 N -ATOM 4024 CA ILE A 587 193.510 168.988 146.960 1.00157.81 C -ATOM 4025 C ILE A 587 192.917 169.165 148.353 1.00157.81 C -ATOM 4026 O ILE A 587 191.967 168.485 148.745 1.00157.81 O -ATOM 4027 CB ILE A 587 192.461 168.556 145.942 1.00157.81 C -ATOM 4028 CG1 ILE A 587 193.133 168.103 144.646 1.00157.81 C -ATOM 4029 CG2 ILE A 587 191.485 169.693 145.693 1.00157.81 C -ATOM 4030 CD1 ILE A 587 192.162 167.742 143.554 1.00157.81 C -ATOM 4031 N THR A 588 193.500 170.062 149.113 1.00152.55 N -ATOM 4032 CA THR A 588 192.846 170.445 150.351 1.00152.55 C -ATOM 4033 C THR A 588 191.658 171.348 150.025 1.00152.55 C -ATOM 4034 O THR A 588 191.719 172.118 149.066 1.00152.55 O -ATOM 4035 CB THR A 588 193.833 171.177 151.264 1.00152.55 C -ATOM 4036 OG1 THR A 588 195.071 170.456 151.297 1.00152.55 O -ATOM 4037 CG2 THR A 588 193.297 171.284 152.684 1.00152.55 C -ATOM 4038 N PRO A 589 190.541 171.226 150.737 1.00143.74 N -ATOM 4039 CA PRO A 589 189.529 172.286 150.672 1.00143.74 C -ATOM 4040 C PRO A 589 190.105 173.590 151.203 1.00143.74 C -ATOM 4041 O PRO A 589 190.922 173.593 152.127 1.00143.74 O -ATOM 4042 CB PRO A 589 188.397 171.753 151.556 1.00143.74 C -ATOM 4043 CG PRO A 589 188.557 170.269 151.498 1.00143.74 C -ATOM 4044 CD PRO A 589 190.039 170.025 151.426 1.00143.74 C -ATOM 4045 N CYS A 590 189.695 174.698 150.586 1.00152.18 N -ATOM 4046 CA CYS A 590 190.217 176.007 150.955 1.00152.18 C -ATOM 4047 C CYS A 590 189.755 176.383 152.357 1.00152.18 C -ATOM 4048 O CYS A 590 188.711 175.922 152.824 1.00152.18 O -ATOM 4049 CB CYS A 590 189.776 177.067 149.945 1.00152.18 C -ATOM 4050 SG CYS A 590 190.227 176.695 148.231 1.00152.18 S -ATOM 4051 N SER A 591 190.562 177.213 153.026 1.00145.39 N -ATOM 4052 CA SER A 591 190.434 177.435 154.464 1.00145.39 C -ATOM 4053 C SER A 591 189.113 178.106 154.819 1.00145.39 C -ATOM 4054 O SER A 591 188.671 179.048 154.156 1.00145.39 O -ATOM 4055 CB SER A 591 191.602 178.279 154.973 1.00145.39 C -ATOM 4056 OG SER A 591 191.528 178.453 156.378 1.00145.39 O -ATOM 4057 N PHE A 592 188.481 177.600 155.871 1.00122.72 N -ATOM 4058 CA PHE A 592 187.103 177.935 156.187 1.00122.72 C -ATOM 4059 C PHE A 592 186.912 177.857 157.694 1.00122.72 C -ATOM 4060 O PHE A 592 187.840 177.555 158.447 1.00122.72 O -ATOM 4061 CB PHE A 592 186.128 177.009 155.442 1.00122.72 C -ATOM 4062 CG PHE A 592 186.212 175.561 155.857 1.00122.72 C -ATOM 4063 CD1 PHE A 592 187.150 174.721 155.279 1.00122.72 C -ATOM 4064 CD2 PHE A 592 185.346 175.035 156.807 1.00122.72 C -ATOM 4065 CE1 PHE A 592 187.239 173.402 155.643 1.00122.72 C -ATOM 4066 CE2 PHE A 592 185.432 173.710 157.176 1.00122.72 C -ATOM 4067 CZ PHE A 592 186.383 172.897 156.590 1.00122.72 C -ATOM 4068 N GLY A 593 185.696 178.144 158.127 1.00117.70 N -ATOM 4069 CA GLY A 593 185.356 177.978 159.526 1.00117.70 C -ATOM 4070 C GLY A 593 184.117 178.765 159.872 1.00117.70 C -ATOM 4071 O GLY A 593 183.649 179.608 159.106 1.00117.70 O -ATOM 4072 N GLY A 594 183.593 178.476 161.060 1.00 97.09 N -ATOM 4073 CA GLY A 594 182.387 179.143 161.518 1.00 97.09 C -ATOM 4074 C GLY A 594 182.673 180.549 162.020 1.00 97.09 C -ATOM 4075 O GLY A 594 183.670 180.804 162.696 1.00 97.09 O -ATOM 4076 N VAL A 595 181.777 181.469 161.677 1.00 80.39 N -ATOM 4077 CA VAL A 595 181.835 182.846 162.152 1.00 80.39 C -ATOM 4078 C VAL A 595 180.789 182.999 163.244 1.00 80.39 C -ATOM 4079 O VAL A 595 179.604 182.727 163.020 1.00 80.39 O -ATOM 4080 CB VAL A 595 181.583 183.851 161.016 1.00 80.39 C -ATOM 4081 CG1 VAL A 595 181.563 185.272 161.559 1.00 80.39 C -ATOM 4082 CG2 VAL A 595 182.622 183.709 159.933 1.00 80.39 C -ATOM 4083 N SER A 596 181.216 183.429 164.426 1.00 63.06 N -ATOM 4084 CA SER A 596 180.306 183.739 165.514 1.00 63.06 C -ATOM 4085 C SER A 596 180.378 185.228 165.813 1.00 63.06 C -ATOM 4086 O SER A 596 181.466 185.805 165.889 1.00 63.06 O -ATOM 4087 CB SER A 596 180.644 182.928 166.765 1.00 63.06 C -ATOM 4088 OG SER A 596 180.454 181.543 166.535 1.00 63.06 O -ATOM 4089 N VAL A 597 179.216 185.846 165.970 1.00 56.60 N -ATOM 4090 CA VAL A 597 179.112 187.271 166.248 1.00 56.60 C -ATOM 4091 C VAL A 597 178.671 187.423 167.695 1.00 56.60 C -ATOM 4092 O VAL A 597 177.566 187.003 168.062 1.00 56.60 O -ATOM 4093 CB VAL A 597 178.137 187.963 165.282 1.00 56.60 C -ATOM 4094 CG1 VAL A 597 177.765 189.350 165.781 1.00 56.60 C -ATOM 4095 CG2 VAL A 597 178.742 188.034 163.889 1.00 56.60 C -ATOM 4096 N ILE A 598 179.548 187.977 168.525 1.00 56.63 N -ATOM 4097 CA ILE A 598 179.238 188.310 169.908 1.00 56.63 C -ATOM 4098 C ILE A 598 178.880 189.785 169.934 1.00 56.63 C -ATOM 4099 O ILE A 598 179.703 190.639 169.577 1.00 56.63 O -ATOM 4100 CB ILE A 598 180.409 188.013 170.864 1.00 56.63 C -ATOM 4101 CG1 ILE A 598 180.771 186.518 170.921 1.00 56.63 C -ATOM 4102 CG2 ILE A 598 180.104 188.541 172.257 1.00 56.63 C -ATOM 4103 CD1 ILE A 598 181.802 186.038 169.904 1.00 56.63 C -ATOM 4104 N THR A 599 177.652 190.086 170.338 1.00 62.77 N -ATOM 4105 CA THR A 599 177.167 191.453 170.313 1.00 62.77 C -ATOM 4106 C THR A 599 176.331 191.721 171.554 1.00 62.77 C -ATOM 4107 O THR A 599 175.761 190.790 172.138 1.00 62.77 O -ATOM 4108 CB THR A 599 176.336 191.727 169.045 1.00 62.77 C -ATOM 4109 OG1 THR A 599 175.840 193.071 169.060 1.00 62.77 O -ATOM 4110 CG2 THR A 599 175.168 190.751 168.923 1.00 62.77 C -ATOM 4111 N PRO A 600 176.272 192.974 172.003 1.00 65.39 N -ATOM 4112 CA PRO A 600 175.183 193.375 172.899 1.00 65.39 C -ATOM 4113 C PRO A 600 173.936 193.699 172.094 1.00 65.39 C -ATOM 4114 O PRO A 600 173.914 193.489 170.876 1.00 65.39 O -ATOM 4115 CB PRO A 600 175.749 194.605 173.614 1.00 65.39 C -ATOM 4116 CG PRO A 600 176.715 195.181 172.644 1.00 65.39 C -ATOM 4117 CD PRO A 600 177.294 194.027 171.866 1.00 65.39 C -ATOM 4118 N GLY A 601 172.892 194.194 172.751 1.00 91.62 N -ATOM 4119 CA GLY A 601 171.672 194.527 172.037 1.00 91.62 C -ATOM 4120 C GLY A 601 171.860 195.737 171.137 1.00 91.62 C -ATOM 4121 O GLY A 601 172.595 196.672 171.460 1.00 91.62 O -ATOM 4122 N THR A 602 171.186 195.709 169.983 1.00 98.24 N -ATOM 4123 CA THR A 602 171.203 196.854 169.079 1.00 98.24 C -ATOM 4124 C THR A 602 170.435 198.041 169.644 1.00 98.24 C -ATOM 4125 O THR A 602 170.634 199.169 169.183 1.00 98.24 O -ATOM 4126 CB THR A 602 170.630 196.468 167.716 1.00 98.24 C -ATOM 4127 OG1 THR A 602 169.294 195.979 167.878 1.00 98.24 O -ATOM 4128 CG2 THR A 602 171.486 195.391 167.069 1.00 98.24 C -ATOM 4129 N ASN A 603 169.555 197.803 170.620 1.00112.20 N -ATOM 4130 CA ASN A 603 168.987 198.891 171.406 1.00112.20 C -ATOM 4131 C ASN A 603 170.062 199.603 172.219 1.00112.20 C -ATOM 4132 O ASN A 603 169.979 200.818 172.433 1.00112.20 O -ATOM 4133 CB ASN A 603 167.885 198.339 172.316 1.00112.20 C -ATOM 4134 CG ASN A 603 167.388 199.355 173.326 1.00112.20 C -ATOM 4135 OD1 ASN A 603 167.862 199.402 174.462 1.00112.20 O -ATOM 4136 ND2 ASN A 603 166.424 200.171 172.919 1.00112.20 N -ATOM 4137 N THR A 604 171.087 198.872 172.660 1.00108.43 N -ATOM 4138 CA THR A 604 172.149 199.444 173.482 1.00108.43 C -ATOM 4139 C THR A 604 173.279 200.029 172.637 1.00108.43 C -ATOM 4140 O THR A 604 173.584 201.222 172.741 1.00108.43 O -ATOM 4141 CB THR A 604 172.697 198.382 174.443 1.00108.43 C -ATOM 4142 OG1 THR A 604 171.669 197.990 175.360 1.00108.43 O -ATOM 4143 CG2 THR A 604 173.880 198.931 175.226 1.00108.43 C -ATOM 4144 N SER A 605 173.908 199.208 171.797 1.00103.98 N -ATOM 4145 CA SER A 605 175.082 199.641 171.052 1.00103.98 C -ATOM 4146 C SER A 605 175.174 198.861 169.747 1.00103.98 C -ATOM 4147 O SER A 605 174.344 197.997 169.452 1.00103.98 O -ATOM 4148 CB SER A 605 176.354 199.466 171.882 1.00103.98 C -ATOM 4149 OG SER A 605 177.509 199.571 171.069 1.00103.98 O -ATOM 4150 N ASN A 606 176.208 199.174 168.964 1.00104.01 N -ATOM 4151 CA ASN A 606 176.421 198.556 167.664 1.00104.01 C -ATOM 4152 C ASN A 606 177.782 197.888 167.522 1.00104.01 C -ATOM 4153 O ASN A 606 178.097 197.396 166.431 1.00104.01 O -ATOM 4154 CB ASN A 606 176.254 199.595 166.548 1.00104.01 C -ATOM 4155 CG ASN A 606 174.802 199.891 166.240 1.00104.01 C -ATOM 4156 OD1 ASN A 606 173.898 199.291 166.821 1.00104.01 O -ATOM 4157 ND2 ASN A 606 174.569 200.819 165.320 1.00104.01 N -ATOM 4158 N GLN A 607 178.598 197.863 168.573 1.00 90.63 N -ATOM 4159 CA GLN A 607 179.913 197.242 168.478 1.00 90.63 C -ATOM 4160 C GLN A 607 179.789 195.724 168.453 1.00 90.63 C -ATOM 4161 O GLN A 607 178.923 195.142 169.112 1.00 90.63 O -ATOM 4162 CB GLN A 607 180.797 197.681 169.642 1.00 90.63 C -ATOM 4163 CG GLN A 607 181.024 199.179 169.708 1.00 90.63 C -ATOM 4164 CD GLN A 607 182.300 199.538 170.437 1.00 90.63 C -ATOM 4165 OE1 GLN A 607 183.173 198.694 170.637 1.00 90.63 O -ATOM 4166 NE2 GLN A 607 182.416 200.798 170.839 1.00 90.63 N -ATOM 4167 N VAL A 608 180.658 195.085 167.674 1.00 75.12 N -ATOM 4168 CA VAL A 608 180.584 193.654 167.407 1.00 75.12 C -ATOM 4169 C VAL A 608 181.967 193.046 167.603 1.00 75.12 C -ATOM 4170 O VAL A 608 182.949 193.530 167.029 1.00 75.12 O -ATOM 4171 CB VAL A 608 180.059 193.383 165.980 1.00 75.12 C -ATOM 4172 CG1 VAL A 608 180.391 191.976 165.520 1.00 75.12 C -ATOM 4173 CG2 VAL A 608 178.556 193.608 165.913 1.00 75.12 C -ATOM 4174 N ALA A 609 182.045 191.997 168.419 1.00 65.85 N -ATOM 4175 CA ALA A 609 183.224 191.146 168.477 1.00 65.85 C -ATOM 4176 C ALA A 609 182.964 189.898 167.644 1.00 65.85 C -ATOM 4177 O ALA A 609 181.837 189.405 167.582 1.00 65.85 O -ATOM 4178 CB ALA A 609 183.563 190.762 169.918 1.00 65.85 C -ATOM 4179 N VAL A 610 183.995 189.409 166.958 1.00 65.28 N -ATOM 4180 CA VAL A 610 183.835 188.298 166.028 1.00 65.28 C -ATOM 4181 C VAL A 610 184.788 187.182 166.436 1.00 65.28 C -ATOM 4182 O VAL A 610 185.985 187.421 166.641 1.00 65.28 O -ATOM 4183 CB VAL A 610 184.087 188.730 164.569 1.00 65.28 C -ATOM 4184 CG1 VAL A 610 183.838 187.577 163.637 1.00 65.28 C -ATOM 4185 CG2 VAL A 610 183.212 189.909 164.175 1.00 65.28 C -ATOM 4186 N LEU A 611 184.256 185.967 166.554 1.00 65.19 N -ATOM 4187 CA LEU A 611 185.027 184.781 166.902 1.00 65.19 C -ATOM 4188 C LEU A 611 185.069 183.831 165.713 1.00 65.19 C -ATOM 4189 O LEU A 611 184.030 183.511 165.126 1.00 65.19 O -ATOM 4190 CB LEU A 611 184.425 184.076 168.120 1.00 65.19 C -ATOM 4191 CG LEU A 611 184.825 182.618 168.355 1.00 65.19 C -ATOM 4192 CD1 LEU A 611 186.201 182.532 168.992 1.00 65.19 C -ATOM 4193 CD2 LEU A 611 183.791 181.908 169.211 1.00 65.19 C -ATOM 4194 N TYR A 612 186.271 183.393 165.356 1.00 79.07 N -ATOM 4195 CA TYR A 612 186.471 182.388 164.322 1.00 79.07 C -ATOM 4196 C TYR A 612 186.836 181.075 164.998 1.00 79.07 C -ATOM 4197 O TYR A 612 187.833 181.001 165.727 1.00 79.07 O -ATOM 4198 CB TYR A 612 187.551 182.834 163.340 1.00 79.07 C -ATOM 4199 CG TYR A 612 187.288 184.219 162.809 1.00 79.07 C -ATOM 4200 CD1 TYR A 612 186.209 184.461 161.969 1.00 79.07 C -ATOM 4201 CD2 TYR A 612 188.108 185.285 163.154 1.00 79.07 C -ATOM 4202 CE1 TYR A 612 185.951 185.727 161.486 1.00 79.07 C -ATOM 4203 CE2 TYR A 612 187.864 186.557 162.673 1.00 79.07 C -ATOM 4204 CZ TYR A 612 186.787 186.771 161.837 1.00 79.07 C -ATOM 4205 OH TYR A 612 186.539 188.035 161.357 1.00 79.07 O -ATOM 4206 N GLN A 613 186.028 180.047 164.752 1.00 81.68 N -ATOM 4207 CA GLN A 613 186.044 178.833 165.556 1.00 81.68 C -ATOM 4208 C GLN A 613 187.183 177.915 165.128 1.00 81.68 C -ATOM 4209 O GLN A 613 187.213 177.441 163.988 1.00 81.68 O -ATOM 4210 CB GLN A 613 184.701 178.117 165.437 1.00 81.68 C -ATOM 4211 CG GLN A 613 183.529 178.936 165.952 1.00 81.68 C -ATOM 4212 CD GLN A 613 182.189 178.309 165.627 1.00 81.68 C -ATOM 4213 OE1 GLN A 613 182.112 177.139 165.256 1.00 81.68 O -ATOM 4214 NE2 GLN A 613 181.123 179.089 165.765 1.00 81.68 N -ATOM 4215 N GLY A 614 188.114 177.665 166.047 1.00 93.58 N -ATOM 4216 CA GLY A 614 189.153 176.678 165.848 1.00 93.58 C -ATOM 4217 C GLY A 614 190.323 177.114 164.997 1.00 93.58 C -ATOM 4218 O GLY A 614 191.205 176.291 164.726 1.00 93.58 O -ATOM 4219 N VAL A 615 190.368 178.372 164.569 1.00106.71 N -ATOM 4220 CA VAL A 615 191.405 178.862 163.670 1.00106.71 C -ATOM 4221 C VAL A 615 192.408 179.671 164.480 1.00106.71 C -ATOM 4222 O VAL A 615 192.020 180.529 165.283 1.00106.71 O -ATOM 4223 CB VAL A 615 190.796 179.701 162.534 1.00106.71 C -ATOM 4224 CG1 VAL A 615 191.851 180.048 161.498 1.00106.71 C -ATOM 4225 CG2 VAL A 615 189.636 178.952 161.897 1.00106.71 C -ATOM 4226 N ASN A 616 193.694 179.387 164.281 1.00117.65 N -ATOM 4227 CA ASN A 616 194.757 180.049 165.026 1.00117.65 C -ATOM 4228 C ASN A 616 194.871 181.517 164.630 1.00117.65 C -ATOM 4229 O ASN A 616 194.752 181.873 163.457 1.00117.65 O -ATOM 4230 CB ASN A 616 196.088 179.346 164.773 1.00117.65 C -ATOM 4231 CG ASN A 616 196.928 179.220 166.023 1.00117.65 C -ATOM 4232 OD1 ASN A 616 196.704 179.923 167.009 1.00117.65 O -ATOM 4233 ND2 ASN A 616 197.909 178.320 165.982 1.00117.65 N -ATOM 4234 N CYS A 617 195.151 182.367 165.626 1.00115.49 N -ATOM 4235 CA CYS A 617 195.160 183.816 165.433 1.00115.49 C -ATOM 4236 C CYS A 617 196.309 184.302 164.562 1.00115.49 C -ATOM 4237 O CYS A 617 196.229 185.414 164.029 1.00115.49 O -ATOM 4238 CB CYS A 617 195.218 184.527 166.785 1.00115.49 C -ATOM 4239 SG CYS A 617 193.655 184.533 167.680 1.00115.49 S -ATOM 4240 N THR A 618 197.365 183.508 164.401 1.00128.23 N -ATOM 4241 CA THR A 618 198.392 183.840 163.425 1.00128.23 C -ATOM 4242 C THR A 618 197.912 183.570 162.008 1.00128.23 C -ATOM 4243 O THR A 618 198.380 184.213 161.062 1.00128.23 O -ATOM 4244 CB THR A 618 199.663 183.036 163.700 1.00128.23 C -ATOM 4245 OG1 THR A 618 199.407 181.646 163.462 1.00128.23 O -ATOM 4246 CG2 THR A 618 200.099 183.215 165.144 1.00128.23 C -ATOM 4247 N GLU A 619 196.979 182.633 161.848 1.00128.76 N -ATOM 4248 CA GLU A 619 196.541 182.179 160.539 1.00128.76 C -ATOM 4249 C GLU A 619 195.352 182.967 159.995 1.00128.76 C -ATOM 4250 O GLU A 619 195.147 182.959 158.776 1.00128.76 O -ATOM 4251 CB GLU A 619 196.190 180.682 160.606 1.00128.76 C -ATOM 4252 CG GLU A 619 196.121 179.955 159.263 1.00128.76 C -ATOM 4253 CD GLU A 619 195.407 178.624 159.355 1.00128.76 C -ATOM 4254 OE1 GLU A 619 195.301 178.084 160.476 1.00128.76 O -ATOM 4255 OE2 GLU A 619 194.947 178.121 158.309 1.00128.76 O1- -ATOM 4256 N VAL A 620 194.604 183.679 160.859 1.00127.87 N -ATOM 4257 CA VAL A 620 193.321 184.269 160.430 1.00127.87 C -ATOM 4258 C VAL A 620 193.360 185.274 159.279 1.00127.87 C -ATOM 4259 O VAL A 620 192.468 185.191 158.426 1.00127.87 O -ATOM 4260 CB VAL A 620 192.527 184.772 161.647 1.00127.87 C -ATOM 4261 CG1 VAL A 620 192.181 183.623 162.564 1.00127.87 C -ATOM 4262 CG2 VAL A 620 193.261 185.828 162.462 1.00127.87 C -ATOM 4263 N PRO A 621 194.320 186.235 159.159 1.00138.40 N -ATOM 4264 CA PRO A 621 194.180 187.203 158.044 1.00138.40 C -ATOM 4265 C PRO A 621 194.354 186.579 156.666 1.00138.40 C -ATOM 4266 O PRO A 621 193.800 187.081 155.681 1.00138.40 O -ATOM 4267 CB PRO A 621 195.276 188.241 158.329 1.00138.40 C -ATOM 4268 CG PRO A 621 195.702 188.007 159.715 1.00138.40 C -ATOM 4269 CD PRO A 621 195.582 186.536 159.870 1.00138.40 C -ATOM 4270 N VAL A 622 195.106 185.482 156.581 1.00143.31 N -ATOM 4271 CA VAL A 622 195.071 184.645 155.389 1.00143.31 C -ATOM 4272 C VAL A 622 193.769 183.851 155.334 1.00143.31 C -ATOM 4273 O VAL A 622 193.200 183.632 154.257 1.00143.31 O -ATOM 4274 CB VAL A 622 196.303 183.720 155.362 1.00143.31 C -ATOM 4275 CG1 VAL A 622 196.438 183.026 154.012 1.00143.31 C -ATOM 4276 CG2 VAL A 622 197.564 184.501 155.704 1.00143.31 C -ATOM 4277 N ALA A 623 193.274 183.413 156.497 1.00142.92 N -ATOM 4278 CA ALA A 623 192.254 182.368 156.539 1.00142.92 C -ATOM 4279 C ALA A 623 190.859 182.887 156.208 1.00142.92 C -ATOM 4280 O ALA A 623 190.011 182.106 155.760 1.00142.92 O -ATOM 4281 CB ALA A 623 192.243 181.690 157.907 1.00142.92 C -ATOM 4282 N ILE A 624 190.576 184.171 156.471 1.00146.83 N -ATOM 4283 CA ILE A 624 189.195 184.650 156.359 1.00146.83 C -ATOM 4284 C ILE A 624 188.748 184.680 154.906 1.00146.83 C -ATOM 4285 O ILE A 624 187.848 183.932 154.506 1.00146.83 O -ATOM 4286 CB ILE A 624 189.021 186.027 157.023 1.00146.83 C -ATOM 4287 CG1 ILE A 624 189.400 185.941 158.494 1.00146.83 C -ATOM 4288 CG2 ILE A 624 187.589 186.522 156.863 1.00146.83 C -ATOM 4289 CD1 ILE A 624 188.568 184.981 159.266 1.00146.83 C -ATOM 4290 N HIS A 625 189.373 185.530 154.093 1.00156.21 N -ATOM 4291 CA HIS A 625 189.076 185.501 152.671 1.00156.21 C -ATOM 4292 C HIS A 625 190.268 186.020 151.876 1.00156.21 C -ATOM 4293 O HIS A 625 190.313 187.215 151.562 1.00156.21 O -ATOM 4294 CB HIS A 625 187.837 186.346 152.390 1.00156.21 C -ATOM 4295 CG HIS A 625 187.343 186.249 150.988 1.00156.21 C -ATOM 4296 ND1 HIS A 625 187.167 187.353 150.189 1.00156.21 N -ATOM 4297 CD2 HIS A 625 186.921 185.189 150.263 1.00156.21 C -ATOM 4298 CE1 HIS A 625 186.685 186.979 149.020 1.00156.21 C -ATOM 4299 NE2 HIS A 625 186.529 185.671 149.039 1.00156.21 N -ATOM 4300 N ALA A 626 191.178 185.117 151.487 1.00160.51 N -ATOM 4301 CA ALA A 626 192.451 185.400 150.785 1.00160.51 C -ATOM 4302 C ALA A 626 193.203 186.501 151.537 1.00160.51 C -ATOM 4303 O ALA A 626 193.393 186.378 152.755 1.00160.51 O -ATOM 4304 CB ALA A 626 192.161 185.685 149.319 1.00160.51 C -ATOM 4305 N ASP A 627 193.635 187.573 150.873 1.00161.73 N -ATOM 4306 CA ASP A 627 194.260 188.717 151.537 1.00161.73 C -ATOM 4307 C ASP A 627 193.341 189.925 151.371 1.00161.73 C -ATOM 4308 O ASP A 627 193.502 190.712 150.433 1.00161.73 O -ATOM 4309 CB ASP A 627 195.650 188.986 150.967 1.00161.73 C -ATOM 4310 CG ASP A 627 196.375 190.107 151.696 1.00161.73 C -ATOM 4311 OD1 ASP A 627 196.090 190.326 152.893 1.00161.73 O -ATOM 4312 OD2 ASP A 627 197.233 190.768 151.073 1.00161.73 O1- -ATOM 4313 N GLN A 628 192.379 190.053 152.296 1.00166.72 N -ATOM 4314 CA GLN A 628 191.458 191.195 152.408 1.00166.72 C -ATOM 4315 C GLN A 628 190.650 191.425 151.131 1.00166.72 C -ATOM 4316 O GLN A 628 190.456 192.561 150.692 1.00166.72 O -ATOM 4317 CB GLN A 628 192.209 192.470 152.803 1.00166.72 C -ATOM 4318 CG GLN A 628 193.026 192.335 154.072 1.00166.72 C -ATOM 4319 CD GLN A 628 194.260 193.213 154.057 1.00166.72 C -ATOM 4320 OE1 GLN A 628 194.642 193.748 153.016 1.00166.72 O -ATOM 4321 NE2 GLN A 628 194.900 193.353 155.211 1.00166.72 N -ATOM 4322 N LEU A 629 190.175 190.337 150.518 1.00162.67 N -ATOM 4323 CA LEU A 629 189.387 190.483 149.297 1.00162.67 C -ATOM 4324 C LEU A 629 187.974 190.980 149.597 1.00162.67 C -ATOM 4325 O LEU A 629 187.313 191.549 148.721 1.00162.67 O -ATOM 4326 CB LEU A 629 189.347 189.170 148.518 1.00162.67 C -ATOM 4327 CG LEU A 629 190.537 188.792 147.640 1.00162.67 C -ATOM 4328 CD1 LEU A 629 190.179 187.589 146.780 1.00162.67 C -ATOM 4329 CD2 LEU A 629 190.956 189.971 146.783 1.00162.67 C -ATOM 4330 N THR A 630 187.480 190.761 150.838 1.00153.03 N -ATOM 4331 CA THR A 630 186.266 191.455 151.264 1.00153.03 C -ATOM 4332 C THR A 630 186.622 192.676 152.091 1.00153.03 C -ATOM 4333 O THR A 630 187.548 192.615 152.912 1.00153.03 O -ATOM 4334 CB THR A 630 185.340 190.550 152.080 1.00153.03 C -ATOM 4335 OG1 THR A 630 185.991 190.137 153.291 1.00153.03 O -ATOM 4336 CG2 THR A 630 184.840 189.364 151.283 1.00153.03 C -ATOM 4337 N PRO A 631 185.935 193.800 151.884 1.00145.75 N -ATOM 4338 CA PRO A 631 186.090 194.927 152.815 1.00145.75 C -ATOM 4339 C PRO A 631 185.385 194.708 154.144 1.00145.75 C -ATOM 4340 O PRO A 631 185.681 195.418 155.113 1.00145.75 O -ATOM 4341 CB PRO A 631 185.481 196.102 152.039 1.00145.75 C -ATOM 4342 CG PRO A 631 184.496 195.459 151.115 1.00145.75 C -ATOM 4343 CD PRO A 631 185.112 194.152 150.715 1.00145.75 C -ATOM 4344 N THR A 632 184.455 193.749 154.214 1.00132.81 N -ATOM 4345 CA THR A 632 183.595 193.620 155.389 1.00132.81 C -ATOM 4346 C THR A 632 184.335 193.036 156.592 1.00132.81 C -ATOM 4347 O THR A 632 184.022 193.377 157.739 1.00132.81 O -ATOM 4348 CB THR A 632 182.339 192.803 155.043 1.00132.81 C -ATOM 4349 OG1 THR A 632 181.430 192.819 156.150 1.00132.81 O -ATOM 4350 CG2 THR A 632 182.648 191.357 154.637 1.00132.81 C -ATOM 4351 N TRP A 633 185.309 192.157 156.363 1.00129.04 N -ATOM 4352 CA TRP A 633 186.064 191.544 157.447 1.00129.04 C -ATOM 4353 C TRP A 633 187.540 191.909 157.416 1.00129.04 C -ATOM 4354 O TRP A 633 188.348 191.213 158.035 1.00129.04 O -ATOM 4355 CB TRP A 633 185.899 190.022 157.422 1.00129.04 C -ATOM 4356 CG TRP A 633 184.479 189.569 157.558 1.00129.04 C -ATOM 4357 CD1 TRP A 633 183.551 190.044 158.438 1.00129.04 C -ATOM 4358 CD2 TRP A 633 183.828 188.535 156.809 1.00129.04 C -ATOM 4359 NE1 TRP A 633 182.360 189.380 158.276 1.00129.04 N -ATOM 4360 CE2 TRP A 633 182.504 188.448 157.283 1.00129.04 C -ATOM 4361 CE3 TRP A 633 184.235 187.679 155.780 1.00129.04 C -ATOM 4362 CZ2 TRP A 633 181.584 187.539 156.764 1.00129.04 C -ATOM 4363 CZ3 TRP A 633 183.319 186.777 155.265 1.00129.04 C -ATOM 4364 CH2 TRP A 633 182.009 186.714 155.758 1.00129.04 C -ATOM 4365 N ARG A 634 187.908 192.976 156.706 1.00131.09 N -ATOM 4366 CA ARG A 634 189.310 193.376 156.627 1.00131.09 C -ATOM 4367 C ARG A 634 189.798 193.948 157.954 1.00131.09 C -ATOM 4368 O ARG A 634 190.859 193.558 158.463 1.00131.09 O -ATOM 4369 CB ARG A 634 189.484 194.393 155.500 1.00131.09 C -ATOM 4370 CG ARG A 634 190.841 195.064 155.437 1.00131.09 C -ATOM 4371 CD ARG A 634 190.773 196.296 154.549 1.00131.09 C -ATOM 4372 NE ARG A 634 192.059 196.968 154.421 1.00131.09 N -ATOM 4373 CZ ARG A 634 192.880 196.815 153.391 1.00131.09 C -ATOM 4374 NH1 ARG A 634 192.570 196.031 152.371 1.00131.09 N1+ -ATOM 4375 NH2 ARG A 634 194.036 197.473 153.378 1.00131.09 N -ATOM 4376 N VAL A 635 189.025 194.873 158.530 1.00123.04 N -ATOM 4377 CA VAL A 635 189.405 195.506 159.791 1.00123.04 C -ATOM 4378 C VAL A 635 189.328 194.502 160.941 1.00123.04 C -ATOM 4379 O VAL A 635 190.167 194.515 161.849 1.00123.04 O -ATOM 4380 CB VAL A 635 188.546 196.770 160.029 1.00123.04 C -ATOM 4381 CG1 VAL A 635 187.047 196.468 159.974 1.00123.04 C -ATOM 4382 CG2 VAL A 635 188.916 197.469 161.337 1.00123.04 C -ATOM 4383 N TYR A 636 188.359 193.583 160.894 1.00113.41 N -ATOM 4384 CA TYR A 636 188.275 192.550 161.922 1.00113.41 C -ATOM 4385 C TYR A 636 189.361 191.496 161.745 1.00113.41 C -ATOM 4386 O TYR A 636 189.808 190.890 162.724 1.00113.41 O -ATOM 4387 CB TYR A 636 186.891 191.903 161.918 1.00113.41 C -ATOM 4388 CG TYR A 636 185.773 192.842 162.311 1.00113.41 C -ATOM 4389 CD1 TYR A 636 185.476 193.070 163.650 1.00113.41 C -ATOM 4390 CD2 TYR A 636 185.008 193.489 161.348 1.00113.41 C -ATOM 4391 CE1 TYR A 636 184.454 193.924 164.021 1.00113.41 C -ATOM 4392 CE2 TYR A 636 183.981 194.345 161.709 1.00113.41 C -ATOM 4393 CZ TYR A 636 183.710 194.558 163.047 1.00113.41 C -ATOM 4394 OH TYR A 636 182.692 195.408 163.410 1.00113.41 O -ATOM 4395 N SER A 637 189.786 191.245 160.504 1.00125.26 N -ATOM 4396 CA SER A 637 190.839 190.262 160.272 1.00125.26 C -ATOM 4397 C SER A 637 192.194 190.787 160.726 1.00125.26 C -ATOM 4398 O SER A 637 192.968 190.058 161.358 1.00125.26 O -ATOM 4399 CB SER A 637 190.883 189.872 158.795 1.00125.26 C -ATOM 4400 OG SER A 637 191.214 190.986 157.985 1.00125.26 O -ATOM 4401 N THR A 638 192.502 192.049 160.408 1.00124.05 N -ATOM 4402 CA THR A 638 193.757 192.635 160.874 1.00124.05 C -ATOM 4403 C THR A 638 193.724 192.882 162.378 1.00124.05 C -ATOM 4404 O THR A 638 194.671 192.537 163.094 1.00124.05 O -ATOM 4405 CB THR A 638 194.051 193.932 160.117 1.00124.05 C -ATOM 4406 OG1 THR A 638 193.005 194.881 160.359 1.00124.05 O -ATOM 4407 CG2 THR A 638 194.179 193.669 158.624 1.00124.05 C -ATOM 4408 N GLY A 639 192.637 193.467 162.874 1.00116.65 N -ATOM 4409 CA GLY A 639 192.385 193.570 164.297 1.00116.65 C -ATOM 4410 C GLY A 639 193.209 194.571 165.079 1.00116.65 C -ATOM 4411 O GLY A 639 194.297 194.980 164.661 1.00116.65 O -ATOM 4412 N SER A 640 192.675 194.975 166.228 1.00104.77 N -ATOM 4413 CA SER A 640 193.397 195.753 167.222 1.00104.77 C -ATOM 4414 C SER A 640 193.460 195.071 168.578 1.00104.77 C -ATOM 4415 O SER A 640 194.444 195.250 169.299 1.00104.77 O -ATOM 4416 CB SER A 640 192.758 197.140 167.391 1.00104.77 C -ATOM 4417 OG SER A 640 193.398 197.873 168.421 1.00104.77 O -ATOM 4418 N ASN A 641 192.439 194.298 168.942 1.00 90.99 N -ATOM 4419 CA ASN A 641 192.442 193.471 170.142 1.00 90.99 C -ATOM 4420 C ASN A 641 192.200 192.030 169.719 1.00 90.99 C -ATOM 4421 O ASN A 641 191.084 191.675 169.327 1.00 90.99 O -ATOM 4422 CB ASN A 641 191.373 193.930 171.135 1.00 90.99 C -ATOM 4423 CG ASN A 641 191.567 195.364 171.577 1.00 90.99 C -ATOM 4424 OD1 ASN A 641 192.694 195.844 171.692 1.00 90.99 O -ATOM 4425 ND2 ASN A 641 190.464 196.059 171.831 1.00 90.99 N -ATOM 4426 N VAL A 642 193.242 191.207 169.800 1.00 84.31 N -ATOM 4427 CA VAL A 642 193.214 189.835 169.307 1.00 84.31 C -ATOM 4428 C VAL A 642 193.515 188.904 170.471 1.00 84.31 C -ATOM 4429 O VAL A 642 194.522 189.083 171.165 1.00 84.31 O -ATOM 4430 CB VAL A 642 194.233 189.623 168.169 1.00 84.31 C -ATOM 4431 CG1 VAL A 642 194.261 188.171 167.728 1.00 84.31 C -ATOM 4432 CG2 VAL A 642 193.928 190.538 166.994 1.00 84.31 C -ATOM 4433 N PHE A 643 192.652 187.910 170.686 1.00 78.07 N -ATOM 4434 CA PHE A 643 192.866 186.927 171.735 1.00 78.07 C -ATOM 4435 C PHE A 643 192.639 185.531 171.174 1.00 78.07 C -ATOM 4436 O PHE A 643 191.824 185.341 170.267 1.00 78.07 O -ATOM 4437 CB PHE A 643 191.943 187.186 172.930 1.00 78.07 C -ATOM 4438 CG PHE A 643 192.361 186.475 174.180 1.00 78.07 C -ATOM 4439 CD1 PHE A 643 193.644 186.628 174.684 1.00 78.07 C -ATOM 4440 CD2 PHE A 643 191.469 185.664 174.860 1.00 78.07 C -ATOM 4441 CE1 PHE A 643 194.032 185.973 175.840 1.00 78.07 C -ATOM 4442 CE2 PHE A 643 191.849 185.004 176.014 1.00 78.07 C -ATOM 4443 CZ PHE A 643 193.132 185.161 176.506 1.00 78.07 C -ATOM 4444 N GLN A 644 193.380 184.560 171.702 1.00 80.30 N -ATOM 4445 CA GLN A 644 193.291 183.169 171.268 1.00 80.30 C -ATOM 4446 C GLN A 644 192.769 182.327 172.426 1.00 80.30 C -ATOM 4447 O GLN A 644 193.454 182.159 173.440 1.00 80.30 O -ATOM 4448 CB GLN A 644 194.648 182.660 170.784 1.00 80.30 C -ATOM 4449 CG GLN A 644 194.720 181.151 170.575 1.00 80.30 C -ATOM 4450 CD GLN A 644 193.885 180.670 169.405 1.00 80.30 C -ATOM 4451 OE1 GLN A 644 193.743 181.363 168.400 1.00 80.30 O -ATOM 4452 NE2 GLN A 644 193.324 179.473 169.534 1.00 80.30 N -ATOM 4453 N THR A 645 191.552 181.815 172.279 1.00 78.61 N -ATOM 4454 CA THR A 645 190.974 180.857 173.206 1.00 78.61 C -ATOM 4455 C THR A 645 190.937 179.481 172.555 1.00 78.61 C -ATOM 4456 O THR A 645 191.208 179.320 171.362 1.00 78.61 O -ATOM 4457 CB THR A 645 189.561 181.279 173.614 1.00 78.61 C -ATOM 4458 OG1 THR A 645 188.696 181.207 172.474 1.00 78.61 O -ATOM 4459 CG2 THR A 645 189.563 182.698 174.135 1.00 78.61 C -ATOM 4460 N ARG A 646 190.561 178.481 173.357 1.00 79.35 N -ATOM 4461 CA ARG A 646 190.395 177.126 172.842 1.00 79.35 C -ATOM 4462 C ARG A 646 189.235 177.019 171.861 1.00 79.35 C -ATOM 4463 O ARG A 646 189.214 176.093 171.044 1.00 79.35 O -ATOM 4464 CB ARG A 646 190.197 176.145 173.997 1.00 79.35 C -ATOM 4465 CG ARG A 646 191.484 175.788 174.720 1.00 79.35 C -ATOM 4466 CD ARG A 646 191.274 174.654 175.708 1.00 79.35 C -ATOM 4467 NE ARG A 646 192.536 174.041 176.103 1.00 79.35 N -ATOM 4468 CZ ARG A 646 193.121 173.044 175.454 1.00 79.35 C -ATOM 4469 NH1 ARG A 646 192.582 172.516 174.367 1.00 79.35 N1+ -ATOM 4470 NH2 ARG A 646 194.276 172.564 175.907 1.00 79.35 N -ATOM 4471 N ALA A 647 188.271 177.941 171.929 1.00 74.66 N -ATOM 4472 CA ALA A 647 187.260 178.033 170.884 1.00 74.66 C -ATOM 4473 C ALA A 647 187.855 178.524 169.570 1.00 74.66 C -ATOM 4474 O ALA A 647 187.420 178.090 168.498 1.00 74.66 O -ATOM 4475 CB ALA A 647 186.124 178.952 171.330 1.00 74.66 C -ATOM 4476 N GLY A 648 188.839 179.407 169.623 1.00 77.34 N -ATOM 4477 CA GLY A 648 189.421 179.931 168.401 1.00 77.34 C -ATOM 4478 C GLY A 648 189.899 181.361 168.600 1.00 77.34 C -ATOM 4479 O GLY A 648 190.289 181.748 169.699 1.00 77.34 O -ATOM 4480 N CYS A 649 189.858 182.132 167.519 1.00 82.18 N -ATOM 4481 CA CYS A 649 190.393 183.488 167.514 1.00 82.18 C -ATOM 4482 C CYS A 649 189.264 184.490 167.722 1.00 82.18 C -ATOM 4483 O CYS A 649 188.369 184.602 166.880 1.00 82.18 O -ATOM 4484 CB CYS A 649 191.126 183.776 166.205 1.00 82.18 C -ATOM 4485 SG CYS A 649 192.296 185.146 166.302 1.00 82.18 S -ATOM 4486 N LEU A 650 189.312 185.223 168.832 1.00 69.10 N -ATOM 4487 CA LEU A 650 188.323 186.248 169.144 1.00 69.10 C -ATOM 4488 C LEU A 650 188.958 187.613 168.913 1.00 69.10 C -ATOM 4489 O LEU A 650 189.926 187.980 169.592 1.00 69.10 O -ATOM 4490 CB LEU A 650 187.830 186.109 170.581 1.00 69.10 C -ATOM 4491 CG LEU A 650 186.862 187.191 171.053 1.00 69.10 C -ATOM 4492 CD1 LEU A 650 185.455 186.911 170.555 1.00 69.10 C -ATOM 4493 CD2 LEU A 650 186.889 187.293 172.562 1.00 69.10 C -ATOM 4494 N ILE A 651 188.430 188.359 167.943 1.00 74.38 N -ATOM 4495 CA ILE A 651 188.949 189.673 167.584 1.00 74.38 C -ATOM 4496 C ILE A 651 187.826 190.691 167.728 1.00 74.38 C -ATOM 4497 O ILE A 651 186.699 190.452 167.278 1.00 74.38 O -ATOM 4498 CB ILE A 651 189.531 189.697 166.158 1.00 74.38 C -ATOM 4499 CG1 ILE A 651 190.404 188.462 165.900 1.00 74.38 C -ATOM 4500 CG2 ILE A 651 190.346 190.954 165.957 1.00 74.38 C -ATOM 4501 CD1 ILE A 651 191.082 188.435 164.549 1.00 74.38 C -ATOM 4502 N GLY A 652 188.136 191.825 168.352 1.00 69.99 N -ATOM 4503 CA GLY A 652 187.176 192.884 168.582 1.00 69.99 C -ATOM 4504 C GLY A 652 186.782 193.062 170.029 1.00 69.99 C -ATOM 4505 O GLY A 652 186.066 194.020 170.345 1.00 69.99 O -ATOM 4506 N ALA A 653 187.224 192.176 170.918 1.00 73.02 N -ATOM 4507 CA ALA A 653 186.927 192.262 172.339 1.00 73.02 C -ATOM 4508 C ALA A 653 188.231 192.383 173.112 1.00 73.02 C -ATOM 4509 O ALA A 653 189.140 191.566 172.933 1.00 73.02 O -ATOM 4510 CB ALA A 653 186.138 191.040 172.814 1.00 73.02 C -ATOM 4511 N GLU A 654 188.319 193.400 173.963 1.00 77.20 N -ATOM 4512 CA GLU A 654 189.518 193.608 174.763 1.00 77.20 C -ATOM 4513 C GLU A 654 189.573 192.583 175.889 1.00 77.20 C -ATOM 4514 O GLU A 654 188.586 192.374 176.598 1.00 77.20 O -ATOM 4515 CB GLU A 654 189.530 195.028 175.327 1.00 77.20 C -ATOM 4516 CG GLU A 654 190.558 195.273 176.419 1.00 77.20 C -ATOM 4517 CD GLU A 654 190.369 196.613 177.101 1.00 77.20 C -ATOM 4518 OE1 GLU A 654 189.333 197.265 176.856 1.00 77.20 O -ATOM 4519 OE2 GLU A 654 191.257 197.015 177.882 1.00 77.20 O1- -ATOM 4520 N TYR A 655 190.720 191.926 176.045 1.00 76.49 N -ATOM 4521 CA TYR A 655 190.862 190.929 177.095 1.00 76.49 C -ATOM 4522 C TYR A 655 191.147 191.599 178.432 1.00 76.49 C -ATOM 4523 O TYR A 655 192.016 192.470 178.531 1.00 76.49 O -ATOM 4524 CB TYR A 655 191.974 189.937 176.765 1.00 76.49 C -ATOM 4525 CG TYR A 655 192.073 188.822 177.779 1.00 76.49 C -ATOM 4526 CD1 TYR A 655 191.031 187.917 177.946 1.00 76.49 C -ATOM 4527 CD2 TYR A 655 193.199 188.683 178.582 1.00 76.49 C -ATOM 4528 CE1 TYR A 655 191.111 186.899 178.879 1.00 76.49 C -ATOM 4529 CE2 TYR A 655 193.290 187.667 179.516 1.00 76.49 C -ATOM 4530 CZ TYR A 655 192.242 186.778 179.659 1.00 76.49 C -ATOM 4531 OH TYR A 655 192.324 185.765 180.586 1.00 76.49 O -ATOM 4532 N VAL A 656 190.408 191.188 179.458 1.00 77.69 N -ATOM 4533 CA VAL A 656 190.577 191.677 180.820 1.00 77.69 C -ATOM 4534 C VAL A 656 190.817 190.470 181.715 1.00 77.69 C -ATOM 4535 O VAL A 656 190.034 189.514 181.693 1.00 77.69 O -ATOM 4536 CB VAL A 656 189.347 192.479 181.289 1.00 77.69 C -ATOM 4537 CG1 VAL A 656 189.430 192.788 182.774 1.00 77.69 C -ATOM 4538 CG2 VAL A 656 189.209 193.763 180.486 1.00 77.69 C -ATOM 4539 N ASN A 657 191.897 190.509 182.497 1.00100.48 N -ATOM 4540 CA ASN A 657 192.240 189.373 183.344 1.00100.48 C -ATOM 4541 C ASN A 657 191.461 189.344 184.654 1.00100.48 C -ATOM 4542 O ASN A 657 191.632 188.400 185.432 1.00100.48 O -ATOM 4543 CB ASN A 657 193.746 189.353 183.626 1.00100.48 C -ATOM 4544 CG ASN A 657 194.282 190.694 184.084 1.00100.48 C -ATOM 4545 OD1 ASN A 657 193.533 191.655 184.261 1.00100.48 O -ATOM 4546 ND2 ASN A 657 195.594 190.764 184.275 1.00100.48 N -ATOM 4547 N ASN A 658 190.622 190.341 184.919 1.00 79.60 N -ATOM 4548 CA ASN A 658 189.678 190.243 186.020 1.00 79.60 C -ATOM 4549 C ASN A 658 188.583 189.237 185.675 1.00 79.60 C -ATOM 4550 O ASN A 658 188.323 188.939 184.508 1.00 79.60 O -ATOM 4551 CB ASN A 658 189.063 191.606 186.330 1.00 79.60 C -ATOM 4552 CG ASN A 658 190.109 192.676 186.566 1.00 79.60 C -ATOM 4553 OD1 ASN A 658 191.298 192.382 186.679 1.00 79.60 O -ATOM 4554 ND2 ASN A 658 189.670 193.926 186.643 1.00 79.60 N -ATOM 4555 N SER A 659 187.938 188.709 186.710 1.00 65.72 N -ATOM 4556 CA SER A 659 186.920 187.681 186.547 1.00 65.72 C -ATOM 4557 C SER A 659 185.588 188.184 187.083 1.00 65.72 C -ATOM 4558 O SER A 659 185.511 188.660 188.220 1.00 65.72 O -ATOM 4559 CB SER A 659 187.327 186.389 187.259 1.00 65.72 C -ATOM 4560 OG SER A 659 187.576 186.621 188.634 1.00 65.72 O -ATOM 4561 N TYR A 660 184.549 188.079 186.259 1.00 62.52 N -ATOM 4562 CA TYR A 660 183.182 188.395 186.644 1.00 62.52 C -ATOM 4563 C TYR A 660 182.295 187.203 186.308 1.00 62.52 C -ATOM 4564 O TYR A 660 182.769 186.155 185.860 1.00 62.52 O -ATOM 4565 CB TYR A 660 182.673 189.661 185.941 1.00 62.52 C -ATOM 4566 CG TYR A 660 183.702 190.759 185.801 1.00 62.52 C -ATOM 4567 CD1 TYR A 660 184.213 191.406 186.920 1.00 62.52 C -ATOM 4568 CD2 TYR A 660 184.155 191.156 184.548 1.00 62.52 C -ATOM 4569 CE1 TYR A 660 185.153 192.414 186.795 1.00 62.52 C -ATOM 4570 CE2 TYR A 660 185.094 192.162 184.413 1.00 62.52 C -ATOM 4571 CZ TYR A 660 185.588 192.787 185.539 1.00 62.52 C -ATOM 4572 OH TYR A 660 186.522 193.789 185.410 1.00 62.52 O -ATOM 4573 N GLU A 661 180.994 187.366 186.531 1.00 66.75 N -ATOM 4574 CA GLU A 661 180.045 186.335 186.149 1.00 66.75 C -ATOM 4575 C GLU A 661 179.876 186.309 184.632 1.00 66.75 C -ATOM 4576 O GLU A 661 180.125 187.296 183.934 1.00 66.75 O -ATOM 4577 CB GLU A 661 178.696 186.564 186.831 1.00 66.75 C -ATOM 4578 CG GLU A 661 178.753 186.522 188.351 1.00 66.75 C -ATOM 4579 CD GLU A 661 179.117 185.151 188.892 1.00 66.75 C -ATOM 4580 OE1 GLU A 661 178.708 184.138 188.285 1.00 66.75 O -ATOM 4581 OE2 GLU A 661 179.814 185.086 189.927 1.00 66.75 O1- -ATOM 4582 N CYS A 662 179.450 185.156 184.123 1.00 63.92 N -ATOM 4583 CA CYS A 662 179.335 184.955 182.684 1.00 63.92 C -ATOM 4584 C CYS A 662 178.112 185.691 182.151 1.00 63.92 C -ATOM 4585 O CYS A 662 176.983 185.424 182.576 1.00 63.92 O -ATOM 4586 CB CYS A 662 179.250 183.466 182.359 1.00 63.92 C -ATOM 4587 SG CYS A 662 179.568 183.074 180.625 1.00 63.92 S -ATOM 4588 N ASP A 663 178.340 186.617 181.219 1.00 58.57 N -ATOM 4589 CA ASP A 663 177.271 187.383 180.588 1.00 58.57 C -ATOM 4590 C ASP A 663 176.918 186.826 179.212 1.00 58.57 C -ATOM 4591 O ASP A 663 175.768 186.453 178.964 1.00 58.57 O -ATOM 4592 CB ASP A 663 177.685 188.857 180.485 1.00 58.57 C -ATOM 4593 CG ASP A 663 176.521 189.771 180.170 1.00 58.57 C -ATOM 4594 OD1 ASP A 663 175.362 189.351 180.362 1.00 58.57 O -ATOM 4595 OD2 ASP A 663 176.766 190.913 179.728 1.00 58.57 O1- -ATOM 4596 N ILE A 664 177.894 186.766 178.311 1.00 49.48 N -ATOM 4597 CA ILE A 664 177.723 186.139 177.003 1.00 49.48 C -ATOM 4598 C ILE A 664 178.682 184.959 176.913 1.00 49.48 C -ATOM 4599 O ILE A 664 179.900 185.164 176.809 1.00 49.48 O -ATOM 4600 CB ILE A 664 177.964 187.134 175.858 1.00 49.48 C -ATOM 4601 CG1 ILE A 664 177.068 188.363 176.011 1.00 49.48 C -ATOM 4602 CG2 ILE A 664 177.731 186.461 174.517 1.00 49.48 C -ATOM 4603 CD1 ILE A 664 177.305 189.424 174.961 1.00 49.48 C -ATOM 4604 N PRO A 665 178.192 183.717 176.952 1.00 41.76 N -ATOM 4605 CA PRO A 665 179.103 182.564 176.967 1.00 41.76 C -ATOM 4606 C PRO A 665 179.767 182.292 175.625 1.00 41.76 C -ATOM 4607 O PRO A 665 179.128 181.808 174.686 1.00 41.76 O -ATOM 4608 CB PRO A 665 178.191 181.403 177.384 1.00 41.76 C -ATOM 4609 CG PRO A 665 176.817 181.834 177.005 1.00 41.76 C -ATOM 4610 CD PRO A 665 176.783 183.325 177.130 1.00 41.76 C -ATOM 4611 N ILE A 666 181.059 182.602 175.530 1.00 36.67 N -ATOM 4612 CA ILE A 666 181.814 182.271 174.327 1.00 36.67 C -ATOM 4613 C ILE A 666 182.199 180.798 174.330 1.00 36.67 C -ATOM 4614 O ILE A 666 181.940 180.071 173.364 1.00 36.67 O -ATOM 4615 CB ILE A 666 183.049 183.182 174.203 1.00 36.67 C -ATOM 4616 CG1 ILE A 666 182.619 184.618 173.907 1.00 36.67 C -ATOM 4617 CG2 ILE A 666 183.994 182.669 173.125 1.00 36.67 C -ATOM 4618 CD1 ILE A 666 183.771 185.579 173.774 1.00 36.67 C -ATOM 4619 N GLY A 667 182.802 180.332 175.410 1.00 34.61 N -ATOM 4620 CA GLY A 667 183.147 178.930 175.553 1.00 34.61 C -ATOM 4621 C GLY A 667 184.524 178.754 176.161 1.00 34.61 C -ATOM 4622 O GLY A 667 185.317 179.694 176.246 1.00 34.61 O -ATOM 4623 N ALA A 668 184.795 177.514 176.600 1.00 32.51 N -ATOM 4624 CA ALA A 668 186.069 177.082 177.194 1.00 32.51 C -ATOM 4625 C ALA A 668 186.453 177.923 178.410 1.00 32.51 C -ATOM 4626 O ALA A 668 187.626 178.229 178.631 1.00 32.51 O -ATOM 4627 CB ALA A 668 187.198 177.071 176.158 1.00 32.51 C -ATOM 4628 N GLY A 669 185.456 178.299 179.206 1.00 41.48 N -ATOM 4629 CA GLY A 669 185.679 179.142 180.358 1.00 41.48 C -ATOM 4630 C GLY A 669 185.776 180.621 180.062 1.00 41.48 C -ATOM 4631 O GLY A 669 186.038 181.402 180.985 1.00 41.48 O -ATOM 4632 N ILE A 670 185.572 181.033 178.815 1.00 39.98 N -ATOM 4633 CA ILE A 670 185.703 182.426 178.405 1.00 39.98 C -ATOM 4634 C ILE A 670 184.313 182.982 178.132 1.00 39.98 C -ATOM 4635 O ILE A 670 183.522 182.369 177.403 1.00 39.98 O -ATOM 4636 CB ILE A 670 186.606 182.564 177.167 1.00 39.98 C -ATOM 4637 CG1 ILE A 670 187.936 181.847 177.401 1.00 39.98 C -ATOM 4638 CG2 ILE A 670 186.843 184.028 176.835 1.00 39.98 C -ATOM 4639 CD1 ILE A 670 188.778 182.457 178.498 1.00 39.98 C -ATOM 4640 N CYS A 671 184.017 184.137 178.726 1.00 54.74 N -ATOM 4641 CA CYS A 671 182.769 184.852 178.509 1.00 54.74 C -ATOM 4642 C CYS A 671 183.084 186.281 178.088 1.00 54.74 C -ATOM 4643 O CYS A 671 184.235 186.722 178.124 1.00 54.74 O -ATOM 4644 CB CYS A 671 181.889 184.840 179.766 1.00 54.74 C -ATOM 4645 SG CYS A 671 181.588 183.190 180.442 1.00 54.74 S -ATOM 4646 N ALA A 672 182.047 187.010 177.678 1.00 57.04 N -ATOM 4647 CA ALA A 672 182.207 188.378 177.207 1.00 57.04 C -ATOM 4648 C ALA A 672 181.057 189.233 177.718 1.00 57.04 C -ATOM 4649 O ALA A 672 179.981 188.730 178.048 1.00 57.04 O -ATOM 4650 CB ALA A 672 182.273 188.449 175.677 1.00 57.04 C -ATOM 4651 N SER A 673 181.300 190.540 177.774 1.00 72.13 N -ATOM 4652 CA SER A 673 180.302 191.481 178.265 1.00 72.13 C -ATOM 4653 C SER A 673 180.579 192.859 177.679 1.00 72.13 C -ATOM 4654 O SER A 673 181.588 193.081 177.008 1.00 72.13 O -ATOM 4655 CB SER A 673 180.291 191.541 179.795 1.00 72.13 C -ATOM 4656 OG SER A 673 181.509 192.069 180.289 1.00 72.13 O -ATOM 4657 N TYR A 674 179.655 193.781 177.940 1.00 94.23 N -ATOM 4658 CA TYR A 674 179.757 195.176 177.523 1.00 94.23 C -ATOM 4659 C TYR A 674 179.939 196.025 178.774 1.00 94.23 C -ATOM 4660 O TYR A 674 179.037 196.094 179.615 1.00 94.23 O -ATOM 4661 CB TYR A 674 178.509 195.599 176.751 1.00 94.23 C -ATOM 4662 CG TYR A 674 178.696 196.811 175.872 1.00 94.23 C -ATOM 4663 CD1 TYR A 674 179.782 196.909 175.012 1.00 94.23 C -ATOM 4664 CD2 TYR A 674 177.783 197.859 175.900 1.00 94.23 C -ATOM 4665 CE1 TYR A 674 179.956 198.016 174.203 1.00 94.23 C -ATOM 4666 CE2 TYR A 674 177.948 198.971 175.096 1.00 94.23 C -ATOM 4667 CZ TYR A 674 179.035 199.041 174.248 1.00 94.23 C -ATOM 4668 OH TYR A 674 179.208 200.145 173.446 1.00 94.23 O -ATOM 4669 N GLN A 675 181.096 196.674 178.901 1.00109.42 N -ATOM 4670 CA GLN A 675 181.416 197.402 180.122 1.00109.42 C -ATOM 4671 C GLN A 675 182.178 198.678 179.793 1.00109.42 C -ATOM 4672 O GLN A 675 182.736 198.834 178.705 1.00109.42 O -ATOM 4673 CB GLN A 675 182.232 196.542 181.099 1.00109.42 C -ATOM 4674 CG GLN A 675 181.390 195.604 181.953 1.00109.42 C -ATOM 4675 CD GLN A 675 182.191 194.925 183.044 1.00109.42 C -ATOM 4676 OE1 GLN A 675 183.287 195.364 183.389 1.00109.42 O -ATOM 4677 NE2 GLN A 675 181.647 193.845 183.591 1.00109.42 N -ATOM 4678 N THR A 676 182.193 199.593 180.762 1.00135.62 N -ATOM 4679 CA THR A 676 182.880 200.878 180.625 1.00135.62 C -ATOM 4680 C THR A 676 184.318 200.778 181.140 1.00135.62 C -ATOM 4681 O THR A 676 184.740 201.491 182.049 1.00135.62 O -ATOM 4682 CB THR A 676 182.114 201.970 181.364 1.00135.62 C -ATOM 4683 OG1 THR A 676 182.282 201.796 182.777 1.00135.62 O -ATOM 4684 CG2 THR A 676 180.636 201.900 181.035 1.00135.62 C -ATOM 4685 N GLN A 677 185.076 199.868 180.532 1.00138.84 N -ATOM 4686 CA GLN A 677 186.443 199.606 180.965 1.00138.84 C -ATOM 4687 C GLN A 677 187.461 200.556 180.349 1.00138.84 C -ATOM 4688 O GLN A 677 188.639 200.494 180.718 1.00138.84 O -ATOM 4689 CB GLN A 677 186.822 198.159 180.643 1.00138.84 C -ATOM 4690 CG GLN A 677 186.026 197.135 181.430 1.00138.84 C -ATOM 4691 CD GLN A 677 186.287 197.219 182.921 1.00138.84 C -ATOM 4692 OE1 GLN A 677 185.367 197.422 183.714 1.00138.84 O -ATOM 4693 NE2 GLN A 677 187.546 197.060 183.311 1.00138.84 N -ATOM 4694 N THR A 678 187.049 201.424 179.431 1.00154.59 N -ATOM 4695 CA THR A 678 187.962 202.397 178.841 1.00154.59 C -ATOM 4696 C THR A 678 187.562 203.815 179.232 1.00154.59 C -ATOM 4697 O THR A 678 186.886 204.023 180.240 1.00154.59 O -ATOM 4698 CB THR A 678 188.001 202.288 177.303 1.00154.59 C -ATOM 4699 OG1 THR A 678 186.760 202.747 176.755 1.00154.59 O -ATOM 4700 CG2 THR A 678 188.243 200.849 176.871 1.00154.59 C -ATOM 4701 N SER A 689 183.073 205.501 176.374 1.00149.05 N -ATOM 4702 CA SER A 689 184.050 204.712 177.116 1.00149.05 C -ATOM 4703 C SER A 689 183.615 203.254 177.213 1.00149.05 C -ATOM 4704 O SER A 689 184.230 202.458 177.922 1.00149.05 O -ATOM 4705 CB SER A 689 184.256 205.294 178.515 1.00149.05 C -ATOM 4706 OG SER A 689 183.027 205.394 179.212 1.00149.05 O -ATOM 4707 N GLN A 690 182.550 202.912 176.493 1.00124.21 N -ATOM 4708 CA GLN A 690 182.026 201.555 176.503 1.00124.21 C -ATOM 4709 C GLN A 690 182.780 200.679 175.511 1.00124.21 C -ATOM 4710 O GLN A 690 183.174 201.135 174.434 1.00124.21 O -ATOM 4711 CB GLN A 690 180.537 201.560 176.163 1.00124.21 C -ATOM 4712 CG GLN A 690 179.649 202.204 177.209 1.00124.21 C -ATOM 4713 CD GLN A 690 178.906 201.180 178.041 1.00124.21 C -ATOM 4714 OE1 GLN A 690 179.394 200.071 178.261 1.00124.21 O -ATOM 4715 NE2 GLN A 690 177.719 201.545 178.510 1.00124.21 N -ATOM 4716 N SER A 691 182.972 199.413 175.878 1.00 98.79 N -ATOM 4717 CA SER A 691 183.668 198.470 175.014 1.00 98.79 C -ATOM 4718 C SER A 691 183.247 197.052 175.369 1.00 98.79 C -ATOM 4719 O SER A 691 182.723 196.787 176.457 1.00 98.79 O -ATOM 4720 CB SER A 691 185.190 198.618 175.129 1.00 98.79 C -ATOM 4721 OG SER A 691 185.617 198.462 176.470 1.00 98.79 O -ATOM 4722 N ILE A 692 183.503 196.141 174.435 1.00 77.22 N -ATOM 4723 CA ILE A 692 183.235 194.721 174.629 1.00 77.22 C -ATOM 4724 C ILE A 692 184.491 194.074 175.197 1.00 77.22 C -ATOM 4725 O ILE A 692 185.545 194.067 174.551 1.00 77.22 O -ATOM 4726 CB ILE A 692 182.817 194.044 173.316 1.00 77.22 C -ATOM 4727 CG1 ILE A 692 181.510 194.640 172.797 1.00 77.22 C -ATOM 4728 CG2 ILE A 692 182.675 192.544 173.513 1.00 77.22 C -ATOM 4729 CD1 ILE A 692 181.079 194.082 171.464 1.00 77.22 C -ATOM 4730 N ILE A 693 184.379 193.529 176.402 1.00 69.60 N -ATOM 4731 CA ILE A 693 185.502 192.891 177.073 1.00 69.60 C -ATOM 4732 C ILE A 693 185.258 191.392 177.137 1.00 69.60 C -ATOM 4733 O ILE A 693 184.116 190.917 177.121 1.00 69.60 O -ATOM 4734 CB ILE A 693 185.738 193.465 178.484 1.00 69.60 C -ATOM 4735 CG1 ILE A 693 184.465 193.366 179.323 1.00 69.60 C -ATOM 4736 CG2 ILE A 693 186.211 194.904 178.396 1.00 69.60 C -ATOM 4737 CD1 ILE A 693 184.678 193.671 180.783 1.00 69.60 C -ATOM 4738 N ALA A 694 186.356 190.647 177.197 1.00 62.91 N -ATOM 4739 CA ALA A 694 186.345 189.199 177.329 1.00 62.91 C -ATOM 4740 C ALA A 694 187.141 188.810 178.563 1.00 62.91 C -ATOM 4741 O ALA A 694 188.188 189.399 178.848 1.00 62.91 O -ATOM 4742 CB ALA A 694 186.932 188.522 176.091 1.00 62.91 C -ATOM 4743 N TYR A 695 186.646 187.816 179.293 1.00 55.11 N -ATOM 4744 CA TYR A 695 187.257 187.439 180.557 1.00 55.11 C -ATOM 4745 C TYR A 695 187.046 185.954 180.804 1.00 55.11 C -ATOM 4746 O TYR A 695 186.361 185.261 180.047 1.00 55.11 O -ATOM 4747 CB TYR A 695 186.690 188.268 181.718 1.00 55.11 C -ATOM 4748 CG TYR A 695 185.176 188.322 181.785 1.00 55.11 C -ATOM 4749 CD1 TYR A 695 184.452 187.340 182.454 1.00 55.11 C -ATOM 4750 CD2 TYR A 695 184.472 189.364 181.195 1.00 55.11 C -ATOM 4751 CE1 TYR A 695 183.073 187.386 182.519 1.00 55.11 C -ATOM 4752 CE2 TYR A 695 183.092 189.419 181.256 1.00 55.11 C -ATOM 4753 CZ TYR A 695 182.399 188.428 181.919 1.00 55.11 C -ATOM 4754 OH TYR A 695 181.027 188.479 181.984 1.00 55.11 O -ATOM 4755 N THR A 696 187.659 185.472 181.882 1.00 50.64 N -ATOM 4756 CA THR A 696 187.398 184.139 182.402 1.00 50.64 C -ATOM 4757 C THR A 696 186.285 184.236 183.437 1.00 50.64 C -ATOM 4758 O THR A 696 186.295 185.139 184.279 1.00 50.64 O -ATOM 4759 CB THR A 696 188.659 183.542 183.028 1.00 50.64 C -ATOM 4760 OG1 THR A 696 189.779 183.781 182.167 1.00 50.64 O -ATOM 4761 CG2 THR A 696 188.498 182.045 183.231 1.00 50.64 C -ATOM 4762 N MET A 697 185.321 183.323 183.358 1.00 47.32 N -ATOM 4763 CA MET A 697 184.172 183.370 184.251 1.00 47.32 C -ATOM 4764 C MET A 697 184.571 182.993 185.673 1.00 47.32 C -ATOM 4765 O MET A 697 185.419 182.123 185.891 1.00 47.32 O -ATOM 4766 CB MET A 697 183.067 182.442 183.747 1.00 47.32 C -ATOM 4767 CG MET A 697 183.535 181.047 183.375 1.00 47.32 C -ATOM 4768 SD MET A 697 182.167 179.965 182.922 1.00 47.32 S -ATOM 4769 CE MET A 697 181.097 180.163 184.344 1.00 47.32 C -ATOM 4770 N SER A 698 183.959 183.665 186.642 1.00 51.99 N -ATOM 4771 CA SER A 698 184.245 183.450 188.053 1.00 51.99 C -ATOM 4772 C SER A 698 183.228 182.477 188.633 1.00 51.99 C -ATOM 4773 O SER A 698 182.017 182.693 188.514 1.00 51.99 O -ATOM 4774 CB SER A 698 184.214 184.771 188.823 1.00 51.99 C -ATOM 4775 OG SER A 698 184.414 184.560 190.209 1.00 51.99 O -ATOM 4776 N LEU A 699 183.725 181.405 189.253 1.00 43.44 N -ATOM 4777 CA LEU A 699 182.835 180.400 189.825 1.00 43.44 C -ATOM 4778 C LEU A 699 182.161 180.913 191.092 1.00 43.44 C -ATOM 4779 O LEU A 699 180.988 180.612 191.343 1.00 43.44 O -ATOM 4780 CB LEU A 699 183.612 179.117 190.111 1.00 43.44 C -ATOM 4781 CG LEU A 699 184.410 178.551 188.937 1.00 43.44 C -ATOM 4782 CD1 LEU A 699 185.199 177.329 189.366 1.00 43.44 C -ATOM 4783 CD2 LEU A 699 183.495 178.219 187.774 1.00 43.44 C -ATOM 4784 N GLY A 700 182.878 181.681 191.894 1.00 47.44 N -ATOM 4785 CA GLY A 700 182.319 182.217 193.117 1.00 47.44 C -ATOM 4786 C GLY A 700 183.413 182.720 194.033 1.00 47.44 C -ATOM 4787 O GLY A 700 184.602 182.648 193.724 1.00 47.44 O -ATOM 4788 N ALA A 701 182.975 183.241 195.175 1.00 51.54 N -ATOM 4789 CA ALA A 701 183.906 183.757 196.169 1.00 51.54 C -ATOM 4790 C ALA A 701 184.610 182.611 196.884 1.00 51.54 C -ATOM 4791 O ALA A 701 183.976 181.629 197.280 1.00 51.54 O -ATOM 4792 CB ALA A 701 183.170 184.639 197.176 1.00 51.54 C -ATOM 4793 N GLU A 702 185.924 182.738 197.046 1.00 55.40 N -ATOM 4794 CA GLU A 702 186.692 181.727 197.758 1.00 55.40 C -ATOM 4795 C GLU A 702 186.438 181.842 199.255 1.00 55.40 C -ATOM 4796 O GLU A 702 186.547 182.928 199.831 1.00 55.40 O -ATOM 4797 CB GLU A 702 188.181 181.887 197.459 1.00 55.40 C -ATOM 4798 CG GLU A 702 189.055 180.783 198.028 1.00 55.40 C -ATOM 4799 CD GLU A 702 189.118 179.567 197.126 1.00 55.40 C -ATOM 4800 OE1 GLU A 702 189.112 179.743 195.889 1.00 55.40 O -ATOM 4801 OE2 GLU A 702 189.178 178.435 197.652 1.00 55.40 O1- -ATOM 4802 N ASN A 703 186.098 180.721 199.886 1.00 54.23 N -ATOM 4803 CA ASN A 703 185.776 180.705 201.302 1.00 54.23 C -ATOM 4804 C ASN A 703 186.435 179.496 201.946 1.00 54.23 C -ATOM 4805 O ASN A 703 186.608 178.451 201.313 1.00 54.23 O -ATOM 4806 CB ASN A 703 184.258 180.672 201.527 1.00 54.23 C -ATOM 4807 CG ASN A 703 183.874 180.916 202.972 1.00 54.23 C -ATOM 4808 OD1 ASN A 703 184.670 181.424 203.761 1.00 54.23 O -ATOM 4809 ND2 ASN A 703 182.646 180.556 203.326 1.00 54.23 N -ATOM 4810 N SER A 704 186.819 179.656 203.209 1.00 56.27 N -ATOM 4811 CA SER A 704 187.372 178.570 204.005 1.00 56.27 C -ATOM 4812 C SER A 704 186.567 178.469 205.287 1.00 56.27 C -ATOM 4813 O SER A 704 186.517 179.426 206.066 1.00 56.27 O -ATOM 4814 CB SER A 704 188.852 178.805 204.316 1.00 56.27 C -ATOM 4815 OG SER A 704 189.043 180.059 204.947 1.00 56.27 O -ATOM 4816 N VAL A 705 185.937 177.320 205.503 1.00 51.31 N -ATOM 4817 CA VAL A 705 185.210 177.077 206.741 1.00 51.31 C -ATOM 4818 C VAL A 705 186.220 176.861 207.856 1.00 51.31 C -ATOM 4819 O VAL A 705 187.147 176.053 207.723 1.00 51.31 O -ATOM 4820 CB VAL A 705 184.275 175.866 206.601 1.00 51.31 C -ATOM 4821 CG1 VAL A 705 183.356 175.765 207.809 1.00 51.31 C -ATOM 4822 CG2 VAL A 705 183.469 175.960 205.318 1.00 51.31 C -ATOM 4823 N ALA A 706 186.044 177.581 208.964 1.00 56.14 N -ATOM 4824 CA ALA A 706 186.955 177.478 210.104 1.00 56.14 C -ATOM 4825 C ALA A 706 186.651 176.191 210.871 1.00 56.14 C -ATOM 4826 O ALA A 706 186.036 176.184 211.940 1.00 56.14 O -ATOM 4827 CB ALA A 706 186.846 178.707 210.992 1.00 56.14 C -ATOM 4828 N TYR A 707 187.100 175.081 210.290 1.00 46.32 N -ATOM 4829 CA TYR A 707 186.875 173.770 210.878 1.00 46.32 C -ATOM 4830 C TYR A 707 187.749 173.577 212.105 1.00 46.32 C -ATOM 4831 O TYR A 707 188.939 173.900 212.099 1.00 46.32 O -ATOM 4832 CB TYR A 707 187.169 172.671 209.853 1.00 46.32 C -ATOM 4833 CG TYR A 707 187.064 171.259 210.400 1.00 46.32 C -ATOM 4834 CD1 TYR A 707 185.834 170.628 210.516 1.00 46.32 C -ATOM 4835 CD2 TYR A 707 188.204 170.551 210.788 1.00 46.32 C -ATOM 4836 CE1 TYR A 707 185.737 169.340 211.015 1.00 46.32 C -ATOM 4837 CE2 TYR A 707 188.112 169.270 211.294 1.00 46.32 C -ATOM 4838 CZ TYR A 707 186.879 168.669 211.402 1.00 46.32 C -ATOM 4839 OH TYR A 707 186.787 167.390 211.898 1.00 46.32 O -ATOM 4840 N SER A 708 187.155 173.011 213.149 1.00 53.96 N -ATOM 4841 CA SER A 708 187.920 172.593 214.310 1.00 53.96 C -ATOM 4842 C SER A 708 187.229 171.405 214.956 1.00 53.96 C -ATOM 4843 O SER A 708 186.003 171.268 214.908 1.00 53.96 O -ATOM 4844 CB SER A 708 188.093 173.720 215.331 1.00 53.96 C -ATOM 4845 OG SER A 708 189.125 173.413 216.253 1.00 53.96 O -ATOM 4846 N ASN A 709 188.041 170.563 215.577 1.00 52.43 N -ATOM 4847 CA ASN A 709 187.632 169.318 216.203 1.00 52.43 C -ATOM 4848 C ASN A 709 187.157 169.484 217.645 1.00 52.43 C -ATOM 4849 O ASN A 709 186.963 168.482 218.340 1.00 52.43 O -ATOM 4850 CB ASN A 709 188.776 168.306 216.034 1.00 52.43 C -ATOM 4851 CG ASN A 709 190.067 168.735 216.719 1.00 52.43 C -ATOM 4852 OD1 ASN A 709 190.111 169.721 217.446 1.00 52.43 O -ATOM 4853 ND2 ASN A 709 191.149 168.027 216.383 1.00 52.43 N -ATOM 4854 N ASN A 710 186.989 170.722 218.118 1.00 51.45 N -ATOM 4855 CA ASN A 710 186.198 170.941 219.322 1.00 51.45 C -ATOM 4856 C ASN A 710 185.375 172.220 219.227 1.00 51.45 C -ATOM 4857 O ASN A 710 184.997 172.778 220.262 1.00 51.45 O -ATOM 4858 CB ASN A 710 187.077 170.980 220.577 1.00 51.45 C -ATOM 4859 CG ASN A 710 188.172 172.018 220.492 1.00 51.45 C -ATOM 4860 OD1 ASN A 710 188.507 172.498 219.411 1.00 51.45 O -ATOM 4861 ND2 ASN A 710 188.741 172.367 221.639 1.00 51.45 N -ATOM 4862 N SER A 711 185.090 172.701 218.020 1.00 46.57 N -ATOM 4863 CA SER A 711 184.363 173.946 217.825 1.00 46.57 C -ATOM 4864 C SER A 711 183.180 173.723 216.895 1.00 46.57 C -ATOM 4865 O SER A 711 183.278 172.982 215.912 1.00 46.57 O -ATOM 4866 CB SER A 711 185.277 175.033 217.260 1.00 46.57 C -ATOM 4867 OG SER A 711 184.537 176.169 216.857 1.00 46.57 O -ATOM 4868 N ILE A 712 182.058 174.365 217.220 1.00 46.25 N -ATOM 4869 CA ILE A 712 180.836 174.269 216.438 1.00 46.25 C -ATOM 4870 C ILE A 712 180.294 175.680 216.230 1.00 46.25 C -ATOM 4871 O ILE A 712 180.672 176.625 216.924 1.00 46.25 O -ATOM 4872 CB ILE A 712 179.790 173.346 217.117 1.00 46.25 C -ATOM 4873 CG1 ILE A 712 178.889 172.672 216.078 1.00 46.25 C -ATOM 4874 CG2 ILE A 712 178.966 174.098 218.155 1.00 46.25 C -ATOM 4875 CD1 ILE A 712 177.961 171.636 216.656 1.00 46.25 C -ATOM 4876 N ALA A 713 179.435 175.825 215.224 1.00 42.81 N -ATOM 4877 CA ALA A 713 178.765 177.086 214.930 1.00 42.81 C -ATOM 4878 C ALA A 713 177.265 176.840 214.925 1.00 42.81 C -ATOM 4879 O ALA A 713 176.764 176.069 214.100 1.00 42.81 O -ATOM 4880 CB ALA A 713 179.223 177.657 213.588 1.00 42.81 C -ATOM 4881 N ILE A 714 176.555 177.491 215.833 1.00 39.62 N -ATOM 4882 CA ILE A 714 175.115 177.303 215.999 1.00 39.62 C -ATOM 4883 C ILE A 714 174.417 178.614 215.664 1.00 39.62 C -ATOM 4884 O ILE A 714 174.860 179.672 216.125 1.00 39.62 O -ATOM 4885 CB ILE A 714 174.755 176.830 217.422 1.00 39.62 C -ATOM 4886 CG1 ILE A 714 175.161 175.370 217.598 1.00 39.62 C -ATOM 4887 CG2 ILE A 714 173.273 176.989 217.724 1.00 39.62 C -ATOM 4888 CD1 ILE A 714 174.981 174.866 218.990 1.00 39.62 C -ATOM 4889 N PRO A 715 173.376 178.600 214.830 1.00 39.68 N -ATOM 4890 CA PRO A 715 172.622 179.830 214.578 1.00 39.68 C -ATOM 4891 C PRO A 715 171.793 180.238 215.785 1.00 39.68 C -ATOM 4892 O PRO A 715 171.246 179.397 216.501 1.00 39.68 O -ATOM 4893 CB PRO A 715 171.730 179.459 213.390 1.00 39.68 C -ATOM 4894 CG PRO A 715 171.570 177.985 213.498 1.00 39.68 C -ATOM 4895 CD PRO A 715 172.880 177.474 214.022 1.00 39.68 C -ATOM 4896 N THR A 716 171.703 181.549 216.003 1.00 43.39 N -ATOM 4897 CA THR A 716 170.881 182.111 217.064 1.00 43.39 C -ATOM 4898 C THR A 716 169.642 182.814 216.534 1.00 43.39 C -ATOM 4899 O THR A 716 168.856 183.339 217.328 1.00 43.39 O -ATOM 4900 CB THR A 716 171.695 183.094 217.912 1.00 43.39 C -ATOM 4901 OG1 THR A 716 171.801 184.345 217.221 1.00 43.39 O -ATOM 4902 CG2 THR A 716 173.089 182.550 218.174 1.00 43.39 C -ATOM 4903 N ASN A 717 169.448 182.837 215.219 1.00 43.78 N -ATOM 4904 CA ASN A 717 168.322 183.535 214.617 1.00 43.78 C -ATOM 4905 C ASN A 717 168.045 182.910 213.258 1.00 43.78 C -ATOM 4906 O ASN A 717 168.871 182.178 212.708 1.00 43.78 O -ATOM 4907 CB ASN A 717 168.598 185.037 214.494 1.00 43.78 C -ATOM 4908 CG ASN A 717 167.334 185.848 214.343 1.00 43.78 C -ATOM 4909 OD1 ASN A 717 166.442 185.787 215.189 1.00 43.78 O -ATOM 4910 ND2 ASN A 717 167.235 186.592 213.249 1.00 43.78 N -ATOM 4911 N PHE A 718 166.865 183.212 212.721 1.00 33.98 N -ATOM 4912 CA PHE A 718 166.393 182.612 211.485 1.00 33.98 C -ATOM 4913 C PHE A 718 165.802 183.692 210.590 1.00 33.98 C -ATOM 4914 O PHE A 718 165.788 184.879 210.927 1.00 33.98 O -ATOM 4915 CB PHE A 718 165.368 181.506 211.770 1.00 33.98 C -ATOM 4916 CG PHE A 718 164.208 181.941 212.639 1.00 33.98 C -ATOM 4917 CD1 PHE A 718 163.063 182.496 212.080 1.00 33.98 C -ATOM 4918 CD2 PHE A 718 164.256 181.771 214.015 1.00 33.98 C -ATOM 4919 CE1 PHE A 718 162.005 182.892 212.876 1.00 33.98 C -ATOM 4920 CE2 PHE A 718 163.197 182.164 214.816 1.00 33.98 C -ATOM 4921 CZ PHE A 718 162.071 182.723 214.244 1.00 33.98 C -ATOM 4922 N THR A 719 165.309 183.252 209.435 1.00 33.42 N -ATOM 4923 CA THR A 719 164.552 184.085 208.517 1.00 33.42 C -ATOM 4924 C THR A 719 163.646 183.178 207.696 1.00 33.42 C -ATOM 4925 O THR A 719 163.884 181.971 207.569 1.00 33.42 O -ATOM 4926 CB THR A 719 165.468 184.924 207.610 1.00 33.42 C -ATOM 4927 OG1 THR A 719 164.675 185.813 206.813 1.00 33.42 O -ATOM 4928 CG2 THR A 719 166.302 184.037 206.698 1.00 33.42 C -ATOM 4929 N ILE A 720 162.586 183.773 207.158 1.00 27.22 N -ATOM 4930 CA ILE A 720 161.596 183.063 206.358 1.00 27.22 C -ATOM 4931 C ILE A 720 161.694 183.589 204.935 1.00 27.22 C -ATOM 4932 O ILE A 720 161.504 184.787 204.695 1.00 27.22 O -ATOM 4933 CB ILE A 720 160.177 183.246 206.918 1.00 27.22 C -ATOM 4934 CG1 ILE A 720 160.141 182.918 208.413 1.00 27.22 C -ATOM 4935 CG2 ILE A 720 159.187 182.387 206.154 1.00 27.22 C -ATOM 4936 CD1 ILE A 720 160.543 181.501 208.742 1.00 27.22 C -ATOM 4937 N SER A 721 161.988 182.699 203.992 1.00 28.00 N -ATOM 4938 CA SER A 721 162.173 183.077 202.597 1.00 28.00 C -ATOM 4939 C SER A 721 161.155 182.344 201.741 1.00 28.00 C -ATOM 4940 O SER A 721 161.034 181.118 201.828 1.00 28.00 O -ATOM 4941 CB SER A 721 163.593 182.761 202.122 1.00 28.00 C -ATOM 4942 OG SER A 721 164.556 183.468 202.883 1.00 28.00 O -ATOM 4943 N VAL A 722 160.424 183.086 200.919 1.00 27.93 N -ATOM 4944 CA VAL A 722 159.421 182.499 200.045 1.00 27.93 C -ATOM 4945 C VAL A 722 159.916 182.695 198.618 1.00 27.93 C -ATOM 4946 O VAL A 722 160.014 183.828 198.131 1.00 27.93 O -ATOM 4947 CB VAL A 722 158.036 183.122 200.259 1.00 27.93 C -ATOM 4948 CG1 VAL A 722 157.039 182.543 199.271 1.00 27.93 C -ATOM 4949 CG2 VAL A 722 157.579 182.933 201.699 1.00 27.93 C -ATOM 4950 N THR A 723 160.243 181.594 197.955 1.00 34.67 N -ATOM 4951 CA THR A 723 160.828 181.608 196.622 1.00 34.67 C -ATOM 4952 C THR A 723 159.783 181.263 195.567 1.00 34.67 C -ATOM 4953 O THR A 723 158.701 180.756 195.866 1.00 34.67 O -ATOM 4954 CB THR A 723 162.002 180.629 196.542 1.00 34.67 C -ATOM 4955 OG1 THR A 723 161.503 179.287 196.542 1.00 34.67 O -ATOM 4956 CG2 THR A 723 162.928 180.815 197.730 1.00 34.67 C -ATOM 4957 N THR A 724 160.133 181.528 194.311 1.00 29.50 N -ATOM 4958 CA THR A 724 159.237 181.338 193.178 1.00 29.50 C -ATOM 4959 C THR A 724 159.803 180.271 192.252 1.00 29.50 C -ATOM 4960 O THR A 724 160.984 180.319 191.894 1.00 29.50 O -ATOM 4961 CB THR A 724 159.043 182.652 192.414 1.00 29.50 C -ATOM 4962 OG1 THR A 724 158.693 183.693 193.333 1.00 29.50 O -ATOM 4963 CG2 THR A 724 157.942 182.517 191.375 1.00 29.50 C -ATOM 4964 N GLU A 725 158.962 179.312 191.866 1.00 40.15 N -ATOM 4965 CA GLU A 725 159.339 178.281 190.905 1.00 40.15 C -ATOM 4966 C GLU A 725 158.277 178.201 189.820 1.00 40.15 C -ATOM 4967 O GLU A 725 157.086 178.130 190.125 1.00 40.15 O -ATOM 4968 CB GLU A 725 159.505 176.921 191.588 1.00 40.15 C -ATOM 4969 CG GLU A 725 159.852 175.790 190.639 1.00 40.15 C -ATOM 4970 CD GLU A 725 160.471 174.608 191.351 1.00 40.15 C -ATOM 4971 OE1 GLU A 725 159.953 174.219 192.418 1.00 40.15 O -ATOM 4972 OE2 GLU A 725 161.478 174.067 190.847 1.00 40.15 O1- -ATOM 4973 N ILE A 726 158.700 178.207 188.558 1.00 30.85 N -ATOM 4974 CA ILE A 726 157.786 178.239 187.420 1.00 30.85 C -ATOM 4975 C ILE A 726 157.956 176.953 186.625 1.00 30.85 C -ATOM 4976 O ILE A 726 159.079 176.599 186.246 1.00 30.85 O -ATOM 4977 CB ILE A 726 158.039 179.471 186.533 1.00 30.85 C -ATOM 4978 CG1 ILE A 726 157.918 180.749 187.362 1.00 30.85 C -ATOM 4979 CG2 ILE A 726 157.067 179.502 185.366 1.00 30.85 C -ATOM 4980 CD1 ILE A 726 158.387 181.985 186.648 1.00 30.85 C -ATOM 4981 N LEU A 727 156.846 176.256 186.367 1.00 25.79 N -ATOM 4982 CA LEU A 727 156.895 174.984 185.658 1.00 25.79 C -ATOM 4983 C LEU A 727 155.850 174.952 184.548 1.00 25.79 C -ATOM 4984 O LEU A 727 154.660 175.198 184.812 1.00 25.79 O -ATOM 4985 CB LEU A 727 156.673 173.818 186.627 1.00 25.79 C -ATOM 4986 CG LEU A 727 157.859 173.452 187.517 1.00 25.79 C -ATOM 4987 CD1 LEU A 727 157.416 172.533 188.636 1.00 25.79 C -ATOM 4988 CD2 LEU A 727 158.959 172.804 186.695 1.00 25.79 C -ATOM 4989 N PRO A 728 156.243 174.661 183.308 1.00 27.63 N -ATOM 4990 CA PRO A 728 155.252 174.465 182.244 1.00 27.63 C -ATOM 4991 C PRO A 728 154.444 173.195 182.457 1.00 27.63 C -ATOM 4992 O PRO A 728 154.916 172.221 183.047 1.00 27.63 O -ATOM 4993 CB PRO A 728 156.106 174.370 180.973 1.00 27.63 C -ATOM 4994 CG PRO A 728 157.423 174.969 181.346 1.00 27.63 C -ATOM 4995 CD PRO A 728 157.617 174.624 182.785 1.00 27.63 C -ATOM 4996 N VAL A 729 153.205 173.214 181.962 1.00 24.26 N -ATOM 4997 CA VAL A 729 152.258 172.121 182.149 1.00 24.26 C -ATOM 4998 C VAL A 729 151.756 171.578 180.814 1.00 24.26 C -ATOM 4999 O VAL A 729 151.867 170.379 180.539 1.00 24.26 O -ATOM 5000 CB VAL A 729 151.073 172.550 183.045 1.00 24.26 C -ATOM 5001 CG1 VAL A 729 149.981 171.495 183.039 1.00 24.26 C -ATOM 5002 CG2 VAL A 729 151.546 172.812 184.464 1.00 24.26 C -ATOM 5003 N SER A 730 151.202 172.446 179.970 1.00 31.34 N -ATOM 5004 CA SER A 730 150.595 172.005 178.720 1.00 31.34 C -ATOM 5005 C SER A 730 150.683 173.120 177.690 1.00 31.34 C -ATOM 5006 O SER A 730 150.361 174.269 177.999 1.00 31.34 O -ATOM 5007 CB SER A 730 149.134 171.600 178.935 1.00 31.34 C -ATOM 5008 OG SER A 730 148.398 172.655 179.531 1.00 31.34 O -ATOM 5009 N MET A 731 151.098 172.782 176.471 1.00 38.71 N -ATOM 5010 CA MET A 731 151.286 173.794 175.442 1.00 38.71 C -ATOM 5011 C MET A 731 150.012 173.957 174.613 1.00 38.71 C -ATOM 5012 O MET A 731 148.931 173.492 174.984 1.00 38.71 O -ATOM 5013 CB MET A 731 152.474 173.455 174.546 1.00 38.71 C -ATOM 5014 CG MET A 731 152.371 172.147 173.790 1.00 38.71 C -ATOM 5015 SD MET A 731 153.798 171.983 172.707 1.00 38.71 S -ATOM 5016 CE MET A 731 153.916 170.215 172.560 1.00 38.71 C -ATOM 5017 N THR A 732 150.138 174.642 173.477 1.00 32.36 N -ATOM 5018 CA THR A 732 149.017 174.887 172.581 1.00 32.36 C -ATOM 5019 C THR A 732 148.670 173.623 171.802 1.00 32.36 C -ATOM 5020 O THR A 732 149.554 172.962 171.248 1.00 32.36 O -ATOM 5021 CB THR A 732 149.364 176.026 171.619 1.00 32.36 C -ATOM 5022 OG1 THR A 732 149.729 177.192 172.367 1.00 32.36 O -ATOM 5023 CG2 THR A 732 148.190 176.364 170.722 1.00 32.36 C -ATOM 5024 N LYS A 733 147.382 173.284 171.768 1.00 34.71 N -ATOM 5025 CA LYS A 733 146.888 172.155 170.989 1.00 34.71 C -ATOM 5026 C LYS A 733 146.629 172.609 169.557 1.00 34.71 C -ATOM 5027 O LYS A 733 145.882 173.567 169.333 1.00 34.71 O -ATOM 5028 CB LYS A 733 145.609 171.595 171.608 1.00 34.71 C -ATOM 5029 CG LYS A 733 145.786 171.016 172.998 1.00 34.71 C -ATOM 5030 CD LYS A 733 144.489 171.070 173.788 1.00 34.71 C -ATOM 5031 CE LYS A 733 143.369 170.338 173.072 1.00 34.71 C -ATOM 5032 NZ LYS A 733 142.089 170.414 173.825 1.00 34.71 N1+ -ATOM 5033 N THR A 734 147.241 171.927 168.593 1.00 40.86 N -ATOM 5034 CA THR A 734 147.101 172.271 167.185 1.00 40.86 C -ATOM 5035 C THR A 734 146.447 171.128 166.419 1.00 40.86 C -ATOM 5036 O THR A 734 146.347 169.996 166.899 1.00 40.86 O -ATOM 5037 CB THR A 734 148.456 172.606 166.545 1.00 40.86 C -ATOM 5038 OG1 THR A 734 149.241 171.414 166.430 1.00 40.86 O -ATOM 5039 CG2 THR A 734 149.214 173.631 167.375 1.00 40.86 C -ATOM 5040 N SER A 735 146.000 171.448 165.206 1.00 42.56 N -ATOM 5041 CA SER A 735 145.442 170.469 164.286 1.00 42.56 C -ATOM 5042 C SER A 735 145.719 170.942 162.867 1.00 42.56 C -ATOM 5043 O SER A 735 145.735 172.147 162.600 1.00 42.56 O -ATOM 5044 CB SER A 735 143.938 170.278 164.508 1.00 42.56 C -ATOM 5045 OG SER A 735 143.480 169.091 163.885 1.00 42.56 O -ATOM 5046 N VAL A 736 145.953 169.993 161.964 1.00 43.64 N -ATOM 5047 CA VAL A 736 146.371 170.290 160.599 1.00 43.64 C -ATOM 5048 C VAL A 736 145.372 169.679 159.626 1.00 43.64 C -ATOM 5049 O VAL A 736 145.097 168.475 159.684 1.00 43.64 O -ATOM 5050 CB VAL A 736 147.792 169.766 160.314 1.00 43.64 C -ATOM 5051 CG1 VAL A 736 148.162 169.993 158.859 1.00 43.64 C -ATOM 5052 CG2 VAL A 736 148.806 170.439 161.224 1.00 43.64 C -ATOM 5053 N ASP A 737 144.833 170.511 158.736 1.00 58.14 N -ATOM 5054 CA ASP A 737 144.082 170.037 157.575 1.00 58.14 C -ATOM 5055 C ASP A 737 145.100 169.704 156.492 1.00 58.14 C -ATOM 5056 O ASP A 737 145.631 170.599 155.826 1.00 58.14 O -ATOM 5057 CB ASP A 737 143.086 171.091 157.105 1.00 58.14 C -ATOM 5058 CG ASP A 737 142.006 170.520 156.199 1.00 58.14 C -ATOM 5059 OD1 ASP A 737 142.109 169.343 155.793 1.00 58.14 O -ATOM 5060 OD2 ASP A 737 141.049 171.258 155.884 1.00 58.14 O1- -ATOM 5061 N CYS A 738 145.367 168.404 156.320 1.00 62.92 N -ATOM 5062 CA CYS A 738 146.453 167.953 155.452 1.00 62.92 C -ATOM 5063 C CYS A 738 146.170 168.250 153.985 1.00 62.92 C -ATOM 5064 O CYS A 738 147.062 168.703 153.260 1.00 62.92 O -ATOM 5065 CB CYS A 738 146.691 166.458 155.654 1.00 62.92 C -ATOM 5066 SG CYS A 738 145.481 165.401 154.824 1.00 62.92 S -ATOM 5067 N THR A 739 144.931 168.019 153.541 1.00 57.62 N -ATOM 5068 CA THR A 739 144.580 168.214 152.137 1.00 57.62 C -ATOM 5069 C THR A 739 144.634 169.689 151.747 1.00 57.62 C -ATOM 5070 O THR A 739 145.208 170.042 150.709 1.00 57.62 O -ATOM 5071 CB THR A 739 143.191 167.630 151.871 1.00 57.62 C -ATOM 5072 OG1 THR A 739 143.228 166.211 152.060 1.00 57.62 O -ATOM 5073 CG2 THR A 739 142.737 167.917 150.449 1.00 57.62 C -ATOM 5074 N MET A 740 144.084 170.567 152.591 1.00 57.13 N -ATOM 5075 CA MET A 740 144.104 171.995 152.294 1.00 57.13 C -ATOM 5076 C MET A 740 145.506 172.586 152.442 1.00 57.13 C -ATOM 5077 O MET A 740 145.881 173.477 151.667 1.00 57.13 O -ATOM 5078 CB MET A 740 143.079 172.718 153.177 1.00 57.13 C -ATOM 5079 CG MET A 740 143.266 174.223 153.323 1.00 57.13 C -ATOM 5080 SD MET A 740 142.502 175.156 151.979 1.00 57.13 S -ATOM 5081 CE MET A 740 140.949 175.636 152.718 1.00 57.13 C -ATOM 5082 N TYR A 741 146.309 172.080 153.387 1.00 41.51 N -ATOM 5083 CA TYR A 741 147.689 172.550 153.498 1.00 41.51 C -ATOM 5084 C TYR A 741 148.526 172.132 152.294 1.00 41.51 C -ATOM 5085 O TYR A 741 149.296 172.937 151.756 1.00 41.51 O -ATOM 5086 CB TYR A 741 148.343 172.043 154.785 1.00 41.51 C -ATOM 5087 CG TYR A 741 149.834 172.314 154.806 1.00 41.51 C -ATOM 5088 CD1 TYR A 741 150.321 173.609 154.942 1.00 41.51 C -ATOM 5089 CD2 TYR A 741 150.755 171.278 154.670 1.00 41.51 C -ATOM 5090 CE1 TYR A 741 151.682 173.865 154.947 1.00 41.51 C -ATOM 5091 CE2 TYR A 741 152.116 171.526 154.672 1.00 41.51 C -ATOM 5092 CZ TYR A 741 152.572 172.819 154.813 1.00 41.51 C -ATOM 5093 OH TYR A 741 153.925 173.063 154.819 1.00 41.51 O -ATOM 5094 N ILE A 742 148.400 170.876 151.862 1.00 74.85 N -ATOM 5095 CA ILE A 742 149.251 170.382 150.786 1.00 74.85 C -ATOM 5096 C ILE A 742 148.803 170.948 149.445 1.00 74.85 C -ATOM 5097 O ILE A 742 149.591 171.575 148.727 1.00 74.85 O -ATOM 5098 CB ILE A 742 149.270 168.843 150.780 1.00 74.85 C -ATOM 5099 CG1 ILE A 742 150.073 168.323 151.972 1.00 74.85 C -ATOM 5100 CG2 ILE A 742 149.873 168.313 149.488 1.00 74.85 C -ATOM 5101 CD1 ILE A 742 150.087 166.819 152.088 1.00 74.85 C -ATOM 5102 N CYS A 743 147.535 170.749 149.086 1.00 71.93 N -ATOM 5103 CA CYS A 743 147.106 171.183 147.765 1.00 71.93 C -ATOM 5104 C CYS A 743 146.449 172.555 147.781 1.00 71.93 C -ATOM 5105 O CYS A 743 146.997 173.521 147.242 1.00 71.93 O -ATOM 5106 CB CYS A 743 146.137 170.155 147.187 1.00 71.93 C -ATOM 5107 SG CYS A 743 146.869 168.528 147.022 1.00 71.93 S -ATOM 5108 N GLY A 744 145.278 172.648 148.401 1.00 78.53 N -ATOM 5109 CA GLY A 744 144.571 173.907 148.507 1.00 78.53 C -ATOM 5110 C GLY A 744 143.789 174.200 147.243 1.00 78.53 C -ATOM 5111 O GLY A 744 144.398 174.376 146.182 1.00 78.53 O -ATOM 5112 N ASP A 745 142.457 174.268 147.347 1.00 91.95 N -ATOM 5113 CA ASP A 745 141.536 174.690 146.283 1.00 91.95 C -ATOM 5114 C ASP A 745 141.666 173.882 144.986 1.00 91.95 C -ATOM 5115 O ASP A 745 141.272 174.364 143.920 1.00 91.95 O -ATOM 5116 CB ASP A 745 141.700 176.184 145.971 1.00 91.95 C -ATOM 5117 CG ASP A 745 141.386 177.067 147.160 1.00 91.95 C -ATOM 5118 OD1 ASP A 745 141.050 176.526 148.234 1.00 91.95 O -ATOM 5119 OD2 ASP A 745 141.479 178.305 147.021 1.00 91.95 O1- -ATOM 5120 N SER A 746 142.208 172.663 145.030 1.00 96.25 N -ATOM 5121 CA SER A 746 142.542 171.936 143.806 1.00 96.25 C -ATOM 5122 C SER A 746 142.077 170.490 143.926 1.00 96.25 C -ATOM 5123 O SER A 746 142.719 169.671 144.599 1.00 96.25 O -ATOM 5124 CB SER A 746 144.040 172.006 143.516 1.00 96.25 C -ATOM 5125 OG SER A 746 144.404 171.065 142.523 1.00 96.25 O -ATOM 5126 N THR A 747 140.972 170.178 143.241 1.00101.82 N -ATOM 5127 CA THR A 747 140.426 168.826 143.255 1.00101.82 C -ATOM 5128 C THR A 747 141.339 167.839 142.539 1.00101.82 C -ATOM 5129 O THR A 747 141.394 166.664 142.922 1.00101.82 O -ATOM 5130 CB THR A 747 139.040 168.816 142.612 1.00101.82 C -ATOM 5131 OG1 THR A 747 139.065 169.603 141.415 1.00101.82 O -ATOM 5132 CG2 THR A 747 138.010 169.395 143.567 1.00101.82 C -ATOM 5133 N GLU A 748 142.058 168.294 141.508 1.00103.61 N -ATOM 5134 CA GLU A 748 143.003 167.422 140.815 1.00103.61 C -ATOM 5135 C GLU A 748 144.167 167.038 141.721 1.00103.61 C -ATOM 5136 O GLU A 748 144.606 165.879 141.721 1.00103.61 O -ATOM 5137 CB GLU A 748 143.517 168.102 139.548 1.00103.61 C -ATOM 5138 CG GLU A 748 142.438 168.504 138.559 1.00103.61 C -ATOM 5139 CD GLU A 748 142.110 169.982 138.630 1.00103.61 C -ATOM 5140 OE1 GLU A 748 142.806 170.711 139.367 1.00103.61 O -ATOM 5141 OE2 GLU A 748 141.159 170.416 137.947 1.00103.61 O1- -ATOM 5142 N CYS A 749 144.666 167.989 142.516 1.00 99.84 N -ATOM 5143 CA CYS A 749 145.719 167.660 143.470 1.00 99.84 C -ATOM 5144 C CYS A 749 145.190 166.778 144.592 1.00 99.84 C -ATOM 5145 O CYS A 749 145.925 165.935 145.110 1.00 99.84 O -ATOM 5146 CB CYS A 749 146.354 168.924 144.047 1.00 99.84 C -ATOM 5147 SG CYS A 749 147.728 168.586 145.186 1.00 99.84 S -ATOM 5148 N SER A 750 143.924 166.962 144.989 1.00 95.28 N -ATOM 5149 CA SER A 750 143.334 166.061 145.980 1.00 95.28 C -ATOM 5150 C SER A 750 143.236 164.630 145.451 1.00 95.28 C -ATOM 5151 O SER A 750 143.555 163.669 146.168 1.00 95.28 O -ATOM 5152 CB SER A 750 141.957 166.571 146.401 1.00 95.28 C -ATOM 5153 OG SER A 750 141.297 165.624 147.222 1.00 95.28 O -ATOM 5154 N ASN A 751 142.825 164.479 144.187 1.00 99.87 N -ATOM 5155 CA ASN A 751 142.750 163.160 143.564 1.00 99.87 C -ATOM 5156 C ASN A 751 144.129 162.537 143.386 1.00 99.87 C -ATOM 5157 O ASN A 751 144.271 161.313 143.486 1.00 99.87 O -ATOM 5158 CB ASN A 751 142.034 163.257 142.217 1.00 99.87 C -ATOM 5159 CG ASN A 751 140.582 163.671 142.357 1.00 99.87 C -ATOM 5160 OD1 ASN A 751 139.875 163.205 143.249 1.00 99.87 O -ATOM 5161 ND2 ASN A 751 140.132 164.555 141.475 1.00 99.87 N -ATOM 5162 N LEU A 752 145.150 163.354 143.113 1.00 98.98 N -ATOM 5163 CA LEU A 752 146.518 162.842 143.101 1.00 98.98 C -ATOM 5164 C LEU A 752 146.996 162.480 144.503 1.00 98.98 C -ATOM 5165 O LEU A 752 147.786 161.544 144.667 1.00 98.98 O -ATOM 5166 CB LEU A 752 147.458 163.868 142.471 1.00 98.98 C -ATOM 5167 CG LEU A 752 147.477 163.930 140.944 1.00 98.98 C -ATOM 5168 CD1 LEU A 752 148.221 165.167 140.469 1.00 98.98 C -ATOM 5169 CD2 LEU A 752 148.099 162.670 140.365 1.00 98.98 C -ATOM 5170 N LEU A 753 146.530 163.210 145.518 1.00 86.59 N -ATOM 5171 CA LEU A 753 146.933 162.980 146.899 1.00 86.59 C -ATOM 5172 C LEU A 753 146.300 161.726 147.483 1.00 86.59 C -ATOM 5173 O LEU A 753 146.840 161.165 148.443 1.00 86.59 O -ATOM 5174 CB LEU A 753 146.567 164.205 147.743 1.00 86.59 C -ATOM 5175 CG LEU A 753 147.095 164.359 149.171 1.00 86.59 C -ATOM 5176 CD1 LEU A 753 148.584 164.074 149.231 1.00 86.59 C -ATOM 5177 CD2 LEU A 753 146.795 165.754 149.690 1.00 86.59 C -ATOM 5178 N LEU A 754 145.174 161.268 146.923 1.00 89.21 N -ATOM 5179 CA LEU A 754 144.548 160.039 147.408 1.00 89.21 C -ATOM 5180 C LEU A 754 145.386 158.787 147.152 1.00 89.21 C -ATOM 5181 O LEU A 754 145.152 157.763 147.802 1.00 89.21 O -ATOM 5182 CB LEU A 754 143.167 159.856 146.774 1.00 89.21 C -ATOM 5183 CG LEU A 754 142.080 160.861 147.154 1.00 89.21 C -ATOM 5184 CD1 LEU A 754 140.761 160.492 146.495 1.00 89.21 C -ATOM 5185 CD2 LEU A 754 141.925 160.942 148.664 1.00 89.21 C -ATOM 5186 N GLN A 755 146.350 158.837 146.231 1.00 89.67 N -ATOM 5187 CA GLN A 755 147.158 157.668 145.904 1.00 89.67 C -ATOM 5188 C GLN A 755 148.300 157.419 146.883 1.00 89.67 C -ATOM 5189 O GLN A 755 148.894 156.336 146.844 1.00 89.67 O -ATOM 5190 CB GLN A 755 147.738 157.804 144.493 1.00 89.67 C -ATOM 5191 CG GLN A 755 146.799 158.438 143.482 1.00 89.67 C -ATOM 5192 CD GLN A 755 145.611 157.555 143.159 1.00 89.67 C -ATOM 5193 OE1 GLN A 755 145.738 156.335 143.068 1.00 89.67 O -ATOM 5194 NE2 GLN A 755 144.448 158.170 142.980 1.00 89.67 N -ATOM 5195 N TYR A 756 148.627 158.380 147.749 1.00 80.39 N -ATOM 5196 CA TYR A 756 149.830 158.255 148.568 1.00 80.39 C -ATOM 5197 C TYR A 756 149.652 157.309 149.752 1.00 80.39 C -ATOM 5198 O TYR A 756 150.596 156.595 150.106 1.00 80.39 O -ATOM 5199 CB TYR A 756 150.279 159.634 149.050 1.00 80.39 C -ATOM 5200 CG TYR A 756 151.152 160.349 148.046 1.00 80.39 C -ATOM 5201 CD1 TYR A 756 150.598 160.955 146.924 1.00 80.39 C -ATOM 5202 CD2 TYR A 756 152.530 160.409 148.214 1.00 80.39 C -ATOM 5203 CE1 TYR A 756 151.392 161.605 145.999 1.00 80.39 C -ATOM 5204 CE2 TYR A 756 153.333 161.058 147.294 1.00 80.39 C -ATOM 5205 CZ TYR A 756 152.758 161.654 146.190 1.00 80.39 C -ATOM 5206 OH TYR A 756 153.551 162.301 145.274 1.00 80.39 O -ATOM 5207 N GLY A 757 148.477 157.283 150.376 1.00 80.26 N -ATOM 5208 CA GLY A 757 148.245 156.333 151.447 1.00 80.26 C -ATOM 5209 C GLY A 757 147.616 156.890 152.709 1.00 80.26 C -ATOM 5210 O GLY A 757 146.691 157.706 152.647 1.00 80.26 O -ATOM 5211 N SER A 758 148.115 156.449 153.867 1.00 70.44 N -ATOM 5212 CA SER A 758 147.520 156.757 155.162 1.00 70.44 C -ATOM 5213 C SER A 758 148.343 157.760 155.964 1.00 70.44 C -ATOM 5214 O SER A 758 148.258 157.780 157.200 1.00 70.44 O -ATOM 5215 CB SER A 758 147.327 155.471 155.966 1.00 70.44 C -ATOM 5216 OG SER A 758 148.575 154.920 156.348 1.00 70.44 O -ATOM 5217 N PHE A 759 149.138 158.591 155.282 1.00 68.38 N -ATOM 5218 CA PHE A 759 149.983 159.565 155.968 1.00 68.38 C -ATOM 5219 C PHE A 759 149.152 160.633 156.669 1.00 68.38 C -ATOM 5220 O PHE A 759 149.476 161.037 157.794 1.00 68.38 O -ATOM 5221 CB PHE A 759 150.949 160.206 154.972 1.00 68.38 C -ATOM 5222 CG PHE A 759 152.212 159.421 154.760 1.00 68.38 C -ATOM 5223 CD1 PHE A 759 152.853 158.811 155.827 1.00 68.38 C -ATOM 5224 CD2 PHE A 759 152.754 159.288 153.491 1.00 68.38 C -ATOM 5225 CE1 PHE A 759 154.017 158.085 155.633 1.00 68.38 C -ATOM 5226 CE2 PHE A 759 153.918 158.565 153.288 1.00 68.38 C -ATOM 5227 CZ PHE A 759 154.550 157.964 154.361 1.00 68.38 C -ATOM 5228 N CYS A 760 148.073 161.088 156.023 1.00 69.26 N -ATOM 5229 CA CYS A 760 147.201 162.097 156.620 1.00 69.26 C -ATOM 5230 C CYS A 760 146.513 161.569 157.872 1.00 69.26 C -ATOM 5231 O CYS A 760 146.400 162.284 158.877 1.00 69.26 O -ATOM 5232 CB CYS A 760 146.164 162.558 155.597 1.00 69.26 C -ATOM 5233 SG CYS A 760 145.116 163.915 156.159 1.00 69.26 S -ATOM 5234 N THR A 761 146.073 160.308 157.839 1.00 64.11 N -ATOM 5235 CA THR A 761 145.480 159.692 159.020 1.00 64.11 C -ATOM 5236 C THR A 761 146.510 159.485 160.122 1.00 64.11 C -ATOM 5237 O THR A 761 146.173 159.615 161.306 1.00 64.11 O -ATOM 5238 CB THR A 761 144.829 158.361 158.652 1.00 64.11 C -ATOM 5239 OG1 THR A 761 145.831 157.455 158.179 1.00 64.11 O -ATOM 5240 CG2 THR A 761 143.788 158.565 157.564 1.00 64.11 C -ATOM 5241 N GLN A 762 147.762 159.187 159.751 1.00 62.05 N -ATOM 5242 CA GLN A 762 148.841 159.071 160.733 1.00 62.05 C -ATOM 5243 C GLN A 762 149.072 160.389 161.466 1.00 62.05 C -ATOM 5244 O GLN A 762 149.161 160.421 162.703 1.00 62.05 O -ATOM 5245 CB GLN A 762 150.131 158.630 160.042 1.00 62.05 C -ATOM 5246 CG GLN A 762 150.282 157.136 159.833 1.00 62.05 C -ATOM 5247 CD GLN A 762 151.629 156.777 159.228 1.00 62.05 C -ATOM 5248 OE1 GLN A 762 151.926 155.608 158.994 1.00 62.05 O -ATOM 5249 NE2 GLN A 762 152.452 157.788 158.976 1.00 62.05 N -ATOM 5250 N LEU A 763 149.155 161.493 160.716 1.00 57.15 N -ATOM 5251 CA LEU A 763 149.394 162.789 161.349 1.00 57.15 C -ATOM 5252 C LEU A 763 148.185 163.267 162.146 1.00 57.15 C -ATOM 5253 O LEU A 763 148.358 163.886 163.206 1.00 57.15 O -ATOM 5254 CB LEU A 763 149.800 163.835 160.311 1.00 57.15 C -ATOM 5255 CG LEU A 763 150.935 163.449 159.360 1.00 57.15 C -ATOM 5256 CD1 LEU A 763 151.274 164.584 158.417 1.00 57.15 C -ATOM 5257 CD2 LEU A 763 152.174 162.974 160.108 1.00 57.15 C -ATOM 5258 N LYS A 764 146.966 162.975 161.672 1.00 51.98 N -ATOM 5259 CA LYS A 764 145.768 163.308 162.440 1.00 51.98 C -ATOM 5260 C LYS A 764 145.714 162.538 163.754 1.00 51.98 C -ATOM 5261 O LYS A 764 145.371 163.107 164.797 1.00 51.98 O -ATOM 5262 CB LYS A 764 144.513 163.031 161.614 1.00 51.98 C -ATOM 5263 CG LYS A 764 144.121 164.153 160.672 1.00 51.98 C -ATOM 5264 CD LYS A 764 142.774 163.874 160.025 1.00 51.98 C -ATOM 5265 CE LYS A 764 142.333 165.027 159.140 1.00 51.98 C -ATOM 5266 NZ LYS A 764 141.103 164.694 158.371 1.00 51.98 N1+ -ATOM 5267 N ARG A 765 146.073 161.248 163.725 1.00 50.74 N -ATOM 5268 CA ARG A 765 146.093 160.439 164.940 1.00 50.74 C -ATOM 5269 C ARG A 765 147.151 160.928 165.927 1.00 50.74 C -ATOM 5270 O ARG A 765 146.884 161.016 167.134 1.00 50.74 O -ATOM 5271 CB ARG A 765 146.319 158.973 164.568 1.00 50.74 C -ATOM 5272 CG ARG A 765 146.763 158.069 165.704 1.00 50.74 C -ATOM 5273 CD ARG A 765 147.521 156.868 165.165 1.00 50.74 C -ATOM 5274 NE ARG A 765 146.790 156.210 164.088 1.00 50.74 N -ATOM 5275 CZ ARG A 765 147.347 155.443 163.161 1.00 50.74 C -ATOM 5276 NH1 ARG A 765 148.651 155.217 163.143 1.00 50.74 N1+ -ATOM 5277 NH2 ARG A 765 146.578 154.890 162.228 1.00 50.74 N -ATOM 5278 N ALA A 766 148.342 161.283 165.426 1.00 41.36 N -ATOM 5279 CA ALA A 766 149.404 161.785 166.299 1.00 41.36 C -ATOM 5280 C ALA A 766 149.032 163.121 166.939 1.00 41.36 C -ATOM 5281 O ALA A 766 149.235 163.317 168.147 1.00 41.36 O -ATOM 5282 CB ALA A 766 150.709 161.913 165.515 1.00 41.36 C -ATOM 5283 N LEU A 767 148.462 164.042 166.154 1.00 35.36 N -ATOM 5284 CA LEU A 767 148.081 165.338 166.706 1.00 35.36 C -ATOM 5285 C LEU A 767 146.890 165.227 167.651 1.00 35.36 C -ATOM 5286 O LEU A 767 146.812 165.979 168.630 1.00 35.36 O -ATOM 5287 CB LEU A 767 147.786 166.318 165.574 1.00 35.36 C -ATOM 5288 CG LEU A 767 149.042 166.803 164.850 1.00 35.36 C -ATOM 5289 CD1 LEU A 767 148.674 167.559 163.593 1.00 35.36 C -ATOM 5290 CD2 LEU A 767 149.893 167.663 165.768 1.00 35.36 C -ATOM 5291 N THR A 768 145.976 164.283 167.396 1.00 39.31 N -ATOM 5292 CA THR A 768 144.880 164.036 168.327 1.00 39.31 C -ATOM 5293 C THR A 768 145.393 163.478 169.650 1.00 39.31 C -ATOM 5294 O THR A 768 144.906 163.864 170.721 1.00 39.31 O -ATOM 5295 CB THR A 768 143.868 163.079 167.696 1.00 39.31 C -ATOM 5296 OG1 THR A 768 143.570 163.512 166.364 1.00 39.31 O -ATOM 5297 CG2 THR A 768 142.582 163.050 168.504 1.00 39.31 C -ATOM 5298 N GLY A 769 146.387 162.583 169.592 1.00 37.31 N -ATOM 5299 CA GLY A 769 146.995 162.079 170.816 1.00 37.31 C -ATOM 5300 C GLY A 769 147.699 163.159 171.617 1.00 37.31 C -ATOM 5301 O GLY A 769 147.592 163.201 172.847 1.00 37.31 O -ATOM 5302 N ILE A 770 148.405 164.063 170.926 1.00 32.16 N -ATOM 5303 CA ILE A 770 149.060 165.190 171.596 1.00 32.16 C -ATOM 5304 C ILE A 770 148.028 166.114 172.245 1.00 32.16 C -ATOM 5305 O ILE A 770 148.188 166.534 173.402 1.00 32.16 O -ATOM 5306 CB ILE A 770 149.959 165.948 170.598 1.00 32.16 C -ATOM 5307 CG1 ILE A 770 151.158 165.089 170.199 1.00 32.16 C -ATOM 5308 CG2 ILE A 770 150.443 167.271 171.177 1.00 32.16 C -ATOM 5309 CD1 ILE A 770 152.055 165.741 169.171 1.00 32.16 C -ATOM 5310 N ALA A 771 146.942 166.416 171.522 1.00 33.42 N -ATOM 5311 CA ALA A 771 145.915 167.317 172.040 1.00 33.42 C -ATOM 5312 C ALA A 771 145.156 166.714 173.218 1.00 33.42 C -ATOM 5313 O ALA A 771 144.720 167.450 174.109 1.00 33.42 O -ATOM 5314 CB ALA A 771 144.944 167.696 170.924 1.00 33.42 C -ATOM 5315 N VAL A 772 144.982 165.391 173.239 1.00 34.27 N -ATOM 5316 CA VAL A 772 144.405 164.741 174.414 1.00 34.27 C -ATOM 5317 C VAL A 772 145.390 164.779 175.582 1.00 34.27 C -ATOM 5318 O VAL A 772 145.001 165.021 176.737 1.00 34.27 O -ATOM 5319 CB VAL A 772 143.970 163.306 174.052 1.00 34.27 C -ATOM 5320 CG1 VAL A 772 143.698 162.459 175.289 1.00 34.27 C -ATOM 5321 CG2 VAL A 772 142.733 163.344 173.170 1.00 34.27 C -ATOM 5322 N GLU A 773 146.683 164.581 175.292 1.00 40.60 N -ATOM 5323 CA GLU A 773 147.706 164.534 176.334 1.00 40.60 C -ATOM 5324 C GLU A 773 147.879 165.879 177.038 1.00 40.60 C -ATOM 5325 O GLU A 773 148.166 165.905 178.240 1.00 40.60 O -ATOM 5326 CB GLU A 773 149.027 164.052 175.722 1.00 40.60 C -ATOM 5327 CG GLU A 773 150.235 164.053 176.649 1.00 40.60 C -ATOM 5328 CD GLU A 773 151.546 163.999 175.897 1.00 40.60 C -ATOM 5329 OE1 GLU A 773 151.753 163.036 175.129 1.00 40.60 O -ATOM 5330 OE2 GLU A 773 152.368 164.922 176.069 1.00 40.60 O1- -ATOM 5331 N GLN A 774 147.680 166.998 176.325 1.00 36.37 N -ATOM 5332 CA GLN A 774 147.767 168.312 176.977 1.00 36.37 C -ATOM 5333 C GLN A 774 146.676 168.502 178.033 1.00 36.37 C -ATOM 5334 O GLN A 774 146.950 168.971 179.150 1.00 36.37 O -ATOM 5335 CB GLN A 774 147.689 169.440 175.946 1.00 36.37 C -ATOM 5336 CG GLN A 774 148.710 169.372 174.832 1.00 36.37 C -ATOM 5337 CD GLN A 774 150.119 169.168 175.336 1.00 36.37 C -ATOM 5338 OE1 GLN A 774 150.648 169.986 176.083 1.00 36.37 O -ATOM 5339 NE2 GLN A 774 150.739 168.069 174.928 1.00 36.37 N -ATOM 5340 N ASP A 775 145.434 168.130 177.701 1.00 34.59 N -ATOM 5341 CA ASP A 775 144.346 168.208 178.671 1.00 34.59 C -ATOM 5342 C ASP A 775 144.539 167.221 179.814 1.00 34.59 C -ATOM 5343 O ASP A 775 144.179 167.526 180.958 1.00 34.59 O -ATOM 5344 CB ASP A 775 143.004 167.959 177.985 1.00 34.59 C -ATOM 5345 CG ASP A 775 142.634 169.059 177.014 1.00 34.59 C -ATOM 5346 OD1 ASP A 775 143.193 170.168 177.133 1.00 34.59 O -ATOM 5347 OD2 ASP A 775 141.781 168.815 176.135 1.00 34.59 O1- -ATOM 5348 N LYS A 776 145.112 166.047 179.524 1.00 35.36 N -ATOM 5349 CA LYS A 776 145.429 165.097 180.588 1.00 35.36 C -ATOM 5350 C LYS A 776 146.490 165.652 181.534 1.00 35.36 C -ATOM 5351 O LYS A 776 146.406 165.447 182.750 1.00 35.36 O -ATOM 5352 CB LYS A 776 145.889 163.768 179.993 1.00 35.36 C -ATOM 5353 CG LYS A 776 146.042 162.662 181.023 1.00 35.36 C -ATOM 5354 CD LYS A 776 146.538 161.374 180.398 1.00 35.36 C -ATOM 5355 CE LYS A 776 146.589 160.259 181.429 1.00 35.36 C -ATOM 5356 NZ LYS A 776 147.059 158.976 180.841 1.00 35.36 N1+ -ATOM 5357 N ASN A 777 147.484 166.364 180.992 1.00 31.57 N -ATOM 5358 CA ASN A 777 148.512 166.996 181.818 1.00 31.57 C -ATOM 5359 C ASN A 777 147.916 168.070 182.718 1.00 31.57 C -ATOM 5360 O ASN A 777 148.250 168.152 183.908 1.00 31.57 O -ATOM 5361 CB ASN A 777 149.601 167.601 180.933 1.00 31.57 C -ATOM 5362 CG ASN A 777 150.462 166.555 180.269 1.00 31.57 C -ATOM 5363 OD1 ASN A 777 150.354 165.366 180.564 1.00 31.57 O -ATOM 5364 ND2 ASN A 777 151.325 166.992 179.360 1.00 31.57 N -ATOM 5365 N THR A 778 147.028 168.902 182.160 1.00 30.69 N -ATOM 5366 CA THR A 778 146.379 169.947 182.953 1.00 30.69 C -ATOM 5367 C THR A 778 145.506 169.351 184.056 1.00 30.69 C -ATOM 5368 O THR A 778 145.530 169.824 185.203 1.00 30.69 O -ATOM 5369 CB THR A 778 145.556 170.858 182.039 1.00 30.69 C -ATOM 5370 OG1 THR A 778 146.412 171.431 181.043 1.00 30.69 O -ATOM 5371 CG2 THR A 778 144.909 171.983 182.828 1.00 30.69 C -ATOM 5372 N GLN A 779 144.764 168.283 183.734 1.00 34.74 N -ATOM 5373 CA GLN A 779 143.932 167.607 184.727 1.00 34.74 C -ATOM 5374 C GLN A 779 144.773 166.965 185.826 1.00 34.74 C -ATOM 5375 O GLN A 779 144.427 167.061 187.010 1.00 34.74 O -ATOM 5376 CB GLN A 779 143.058 166.553 184.046 1.00 34.74 C -ATOM 5377 CG GLN A 779 141.815 166.168 184.830 1.00 34.74 C -ATOM 5378 CD GLN A 779 140.600 166.985 184.438 1.00 34.74 C -ATOM 5379 OE1 GLN A 779 140.505 167.475 183.313 1.00 34.74 O -ATOM 5380 NE2 GLN A 779 139.662 167.134 185.366 1.00 34.74 N -ATOM 5381 N GLU A 780 145.888 166.325 185.456 1.00 37.42 N -ATOM 5382 CA GLU A 780 146.744 165.669 186.441 1.00 37.42 C -ATOM 5383 C GLU A 780 147.430 166.675 187.356 1.00 37.42 C -ATOM 5384 O GLU A 780 147.620 166.401 188.547 1.00 37.42 O -ATOM 5385 CB GLU A 780 147.789 164.802 185.743 1.00 37.42 C -ATOM 5386 CG GLU A 780 147.276 163.456 185.277 1.00 37.42 C -ATOM 5387 CD GLU A 780 148.364 162.621 184.635 1.00 37.42 C -ATOM 5388 OE1 GLU A 780 149.504 163.118 184.518 1.00 37.42 O -ATOM 5389 OE2 GLU A 780 148.081 161.467 184.251 1.00 37.42 O1- -ATOM 5390 N VAL A 781 147.825 167.832 186.821 1.00 28.84 N -ATOM 5391 CA VAL A 781 148.469 168.837 187.662 1.00 28.84 C -ATOM 5392 C VAL A 781 147.458 169.488 188.600 1.00 28.84 C -ATOM 5393 O VAL A 781 147.667 169.536 189.817 1.00 28.84 O -ATOM 5394 CB VAL A 781 149.201 169.882 186.800 1.00 28.84 C -ATOM 5395 CG1 VAL A 781 149.662 171.044 187.657 1.00 28.84 C -ATOM 5396 CG2 VAL A 781 150.403 169.252 186.131 1.00 28.84 C -ATOM 5397 N PHE A 782 146.333 169.968 188.065 1.00 30.60 N -ATOM 5398 CA PHE A 782 145.489 170.826 188.891 1.00 30.60 C -ATOM 5399 C PHE A 782 144.354 170.090 189.596 1.00 30.60 C -ATOM 5400 O PHE A 782 144.028 170.429 190.739 1.00 30.60 O -ATOM 5401 CB PHE A 782 144.929 171.972 188.049 1.00 30.60 C -ATOM 5402 CG PHE A 782 145.955 173.002 187.686 1.00 30.60 C -ATOM 5403 CD1 PHE A 782 146.371 173.936 188.622 1.00 30.60 C -ATOM 5404 CD2 PHE A 782 146.516 173.029 186.420 1.00 30.60 C -ATOM 5405 CE1 PHE A 782 147.321 174.885 188.299 1.00 30.60 C -ATOM 5406 CE2 PHE A 782 147.467 173.976 186.090 1.00 30.60 C -ATOM 5407 CZ PHE A 782 147.870 174.905 187.032 1.00 30.60 C -ATOM 5408 N ALA A 783 143.737 169.095 188.961 1.00 32.76 N -ATOM 5409 CA ALA A 783 142.570 168.428 189.544 1.00 32.76 C -ATOM 5410 C ALA A 783 143.020 167.314 190.491 1.00 32.76 C -ATOM 5411 O ALA A 783 142.863 166.120 190.232 1.00 32.76 O -ATOM 5412 CB ALA A 783 141.659 167.897 188.445 1.00 32.76 C -ATOM 5413 N GLN A 784 143.590 167.735 191.619 1.00 38.76 N -ATOM 5414 CA GLN A 784 144.024 166.821 192.667 1.00 38.76 C -ATOM 5415 C GLN A 784 143.156 166.908 193.914 1.00 38.76 C -ATOM 5416 O GLN A 784 143.468 166.264 194.921 1.00 38.76 O -ATOM 5417 CB GLN A 784 145.486 167.085 193.031 1.00 38.76 C -ATOM 5418 CG GLN A 784 146.467 166.738 191.930 1.00 38.76 C -ATOM 5419 CD GLN A 784 147.889 166.637 192.434 1.00 38.76 C -ATOM 5420 OE1 GLN A 784 148.180 166.991 193.575 1.00 38.76 O -ATOM 5421 NE2 GLN A 784 148.784 166.147 191.586 1.00 38.76 N -ATOM 5422 N VAL A 785 142.078 167.683 193.872 1.00 49.57 N -ATOM 5423 CA VAL A 785 141.199 167.862 195.018 1.00 49.57 C -ATOM 5424 C VAL A 785 139.820 167.325 194.647 1.00 49.57 C -ATOM 5425 O VAL A 785 139.441 167.284 193.472 1.00 49.57 O -ATOM 5426 CB VAL A 785 141.159 169.349 195.462 1.00 49.57 C -ATOM 5427 CG1 VAL A 785 140.357 170.219 194.494 1.00 49.57 C -ATOM 5428 CG2 VAL A 785 140.670 169.499 196.901 1.00 49.57 C -ATOM 5429 N LYS A 786 139.092 166.849 195.657 1.00 64.25 N -ATOM 5430 CA LYS A 786 137.759 166.299 195.446 1.00 64.25 C -ATOM 5431 C LYS A 786 136.681 167.371 195.552 1.00 64.25 C -ATOM 5432 O LYS A 786 135.838 167.500 194.659 1.00 64.25 O -ATOM 5433 CB LYS A 786 137.486 165.180 196.455 1.00 64.25 C -ATOM 5434 CG LYS A 786 138.648 164.227 196.664 1.00 64.25 C -ATOM 5435 CD LYS A 786 138.338 163.227 197.765 1.00 64.25 C -ATOM 5436 CE LYS A 786 139.516 162.306 198.030 1.00 64.25 C -ATOM 5437 NZ LYS A 786 139.225 161.344 199.128 1.00 64.25 N1+ -ATOM 5438 N GLN A 787 136.698 168.142 196.633 1.00 64.23 N -ATOM 5439 CA GLN A 787 135.705 169.173 196.885 1.00 64.23 C -ATOM 5440 C GLN A 787 136.350 170.547 196.781 1.00 64.23 C -ATOM 5441 O GLN A 787 137.496 170.739 197.199 1.00 64.23 O -ATOM 5442 CB GLN A 787 135.073 168.998 198.267 1.00 64.23 C -ATOM 5443 CG GLN A 787 134.528 167.606 198.524 1.00 64.23 C -ATOM 5444 CD GLN A 787 133.967 167.452 199.921 1.00 64.23 C -ATOM 5445 OE1 GLN A 787 134.161 168.312 200.779 1.00 64.23 O -ATOM 5446 NE2 GLN A 787 133.266 166.350 200.158 1.00 64.23 N -ATOM 5447 N ILE A 788 135.608 171.499 196.224 1.00 61.06 N -ATOM 5448 CA ILE A 788 136.086 172.871 196.100 1.00 61.06 C -ATOM 5449 C ILE A 788 135.923 173.546 197.457 1.00 61.06 C -ATOM 5450 O ILE A 788 134.806 173.857 197.876 1.00 61.06 O -ATOM 5451 CB ILE A 788 135.334 173.634 195.005 1.00 61.06 C -ATOM 5452 CG1 ILE A 788 135.475 172.918 193.661 1.00 61.06 C -ATOM 5453 CG2 ILE A 788 135.850 175.060 194.900 1.00 61.06 C -ATOM 5454 CD1 ILE A 788 136.902 172.793 193.182 1.00 61.06 C -ATOM 5455 N TYR A 789 137.035 173.748 198.157 1.00 58.02 N -ATOM 5456 CA TYR A 789 137.011 174.412 199.450 1.00 58.02 C -ATOM 5457 C TYR A 789 136.974 175.924 199.273 1.00 58.02 C -ATOM 5458 O TYR A 789 137.591 176.480 198.360 1.00 58.02 O -ATOM 5459 CB TYR A 789 138.235 174.025 200.281 1.00 58.02 C -ATOM 5460 CG TYR A 789 138.345 172.550 200.591 1.00 58.02 C -ATOM 5461 CD1 TYR A 789 137.577 171.972 201.592 1.00 58.02 C -ATOM 5462 CD2 TYR A 789 139.231 171.738 199.892 1.00 58.02 C -ATOM 5463 CE1 TYR A 789 137.680 170.624 201.885 1.00 58.02 C -ATOM 5464 CE2 TYR A 789 139.341 170.389 200.177 1.00 58.02 C -ATOM 5465 CZ TYR A 789 138.562 169.839 201.174 1.00 58.02 C -ATOM 5466 OH TYR A 789 138.667 168.498 201.461 1.00 58.02 O -ATOM 5467 N LYS A 790 136.242 176.591 200.161 1.00 84.99 N -ATOM 5468 CA LYS A 790 136.195 178.046 200.173 1.00 84.99 C -ATOM 5469 C LYS A 790 136.602 178.562 201.546 1.00 84.99 C -ATOM 5470 O LYS A 790 136.419 177.889 202.564 1.00 84.99 O -ATOM 5471 CB LYS A 790 134.807 178.589 199.797 1.00 84.99 C -ATOM 5472 CG LYS A 790 133.650 178.019 200.593 1.00 84.99 C -ATOM 5473 CD LYS A 790 132.348 178.697 200.195 1.00 84.99 C -ATOM 5474 CE LYS A 790 131.138 177.894 200.636 1.00 84.99 C -ATOM 5475 NZ LYS A 790 129.870 178.479 200.118 1.00 84.99 N1+ -ATOM 5476 N THR A 791 137.165 179.767 201.553 1.00 91.80 N -ATOM 5477 CA THR A 791 137.726 180.345 202.763 1.00 91.80 C -ATOM 5478 C THR A 791 136.626 180.838 203.704 1.00 91.80 C -ATOM 5479 O THR A 791 135.514 181.143 203.266 1.00 91.80 O -ATOM 5480 CB THR A 791 138.652 181.504 202.405 1.00 91.80 C -ATOM 5481 OG1 THR A 791 138.009 182.355 201.447 1.00 91.80 O -ATOM 5482 CG2 THR A 791 139.946 180.982 201.827 1.00 91.80 C -ATOM 5483 N PRO A 792 136.909 180.908 205.010 1.00100.53 N -ATOM 5484 CA PRO A 792 136.010 181.627 205.911 1.00100.53 C -ATOM 5485 C PRO A 792 136.023 183.114 205.606 1.00100.53 C -ATOM 5486 O PRO A 792 137.019 183.646 205.085 1.00100.53 O -ATOM 5487 CB PRO A 792 136.595 181.333 207.305 1.00100.53 C -ATOM 5488 CG PRO A 792 138.006 180.936 207.053 1.00100.53 C -ATOM 5489 CD PRO A 792 137.976 180.209 205.750 1.00100.53 C -ATOM 5490 N PRO A 793 134.926 183.828 205.894 1.00104.62 N -ATOM 5491 CA PRO A 793 134.863 185.259 205.541 1.00104.62 C -ATOM 5492 C PRO A 793 135.799 186.150 206.345 1.00104.62 C -ATOM 5493 O PRO A 793 136.101 187.260 205.890 1.00104.62 O -ATOM 5494 CB PRO A 793 133.395 185.622 205.805 1.00104.62 C -ATOM 5495 CG PRO A 793 132.926 184.604 206.788 1.00104.62 C -ATOM 5496 CD PRO A 793 133.646 183.341 206.438 1.00104.62 C -ATOM 5497 N ILE A 794 136.264 185.713 207.510 1.00 97.57 N -ATOM 5498 CA ILE A 794 137.192 186.495 208.319 1.00 97.57 C -ATOM 5499 C ILE A 794 138.607 186.062 207.954 1.00 97.57 C -ATOM 5500 O ILE A 794 139.004 184.922 208.208 1.00 97.57 O -ATOM 5501 CB ILE A 794 136.923 186.321 209.818 1.00 97.57 C -ATOM 5502 CG1 ILE A 794 135.448 186.593 210.125 1.00 97.57 C -ATOM 5503 CG2 ILE A 794 137.823 187.242 210.628 1.00 97.57 C -ATOM 5504 CD1 ILE A 794 135.087 186.444 211.587 1.00 97.57 C -ATOM 5505 N LYS A 795 139.372 186.976 207.358 1.00 88.92 N -ATOM 5506 CA LYS A 795 140.708 186.661 206.855 1.00 88.92 C -ATOM 5507 C LYS A 795 141.759 187.008 207.911 1.00 88.92 C -ATOM 5508 O LYS A 795 142.525 187.967 207.794 1.00 88.92 O -ATOM 5509 CB LYS A 795 140.967 187.395 205.546 1.00 88.92 C -ATOM 5510 CG LYS A 795 139.925 187.138 204.471 1.00 88.92 C -ATOM 5511 CD LYS A 795 139.909 185.679 204.060 1.00 88.92 C -ATOM 5512 CE LYS A 795 138.903 185.423 202.950 1.00 88.92 C -ATOM 5513 NZ LYS A 795 137.508 185.710 203.372 1.00 88.92 N1+ -ATOM 5514 N TYR A 796 141.783 186.193 208.963 1.00 65.77 N -ATOM 5515 CA TYR A 796 142.771 186.316 210.034 1.00 65.77 C -ATOM 5516 C TYR A 796 143.306 184.922 210.343 1.00 65.77 C -ATOM 5517 O TYR A 796 142.619 184.117 210.977 1.00 65.77 O -ATOM 5518 CB TYR A 796 142.172 186.954 211.282 1.00 65.77 C -ATOM 5519 CG TYR A 796 143.127 186.968 212.453 1.00 65.77 C -ATOM 5520 CD1 TYR A 796 144.265 187.766 212.433 1.00 65.77 C -ATOM 5521 CD2 TYR A 796 142.910 186.160 213.563 1.00 65.77 C -ATOM 5522 CE1 TYR A 796 145.148 187.778 213.497 1.00 65.77 C -ATOM 5523 CE2 TYR A 796 143.791 186.161 214.630 1.00 65.77 C -ATOM 5524 CZ TYR A 796 144.907 186.972 214.591 1.00 65.77 C -ATOM 5525 OH TYR A 796 145.784 186.978 215.651 1.00 65.77 O -ATOM 5526 N PHE A 797 144.528 184.634 209.901 1.00 52.25 N -ATOM 5527 CA PHE A 797 145.179 183.354 210.170 1.00 52.25 C -ATOM 5528 C PHE A 797 146.485 183.629 210.907 1.00 52.25 C -ATOM 5529 O PHE A 797 147.556 183.666 210.299 1.00 52.25 O -ATOM 5530 CB PHE A 797 145.418 182.581 208.871 1.00 52.25 C -ATOM 5531 CG PHE A 797 144.221 182.524 207.970 1.00 52.25 C -ATOM 5532 CD1 PHE A 797 143.187 181.639 208.227 1.00 52.25 C -ATOM 5533 CD2 PHE A 797 144.130 183.355 206.865 1.00 52.25 C -ATOM 5534 CE1 PHE A 797 142.082 181.583 207.399 1.00 52.25 C -ATOM 5535 CE2 PHE A 797 143.028 183.305 206.032 1.00 52.25 C -ATOM 5536 CZ PHE A 797 142.003 182.418 206.300 1.00 52.25 C -ATOM 5537 N GLY A 798 146.388 183.806 212.224 1.00 47.08 N -ATOM 5538 CA GLY A 798 147.558 183.971 213.071 1.00 47.08 C -ATOM 5539 C GLY A 798 148.372 185.222 212.828 1.00 47.08 C -ATOM 5540 O GLY A 798 149.540 185.273 213.220 1.00 47.08 O -ATOM 5541 N GLY A 799 147.792 186.238 212.192 1.00 43.55 N -ATOM 5542 CA GLY A 799 148.525 187.424 211.813 1.00 43.55 C -ATOM 5543 C GLY A 799 149.158 187.365 210.440 1.00 43.55 C -ATOM 5544 O GLY A 799 149.667 188.389 209.967 1.00 43.55 O -ATOM 5545 N PHE A 800 149.148 186.204 209.791 1.00 37.35 N -ATOM 5546 CA PHE A 800 149.654 186.089 208.433 1.00 37.35 C -ATOM 5547 C PHE A 800 148.681 186.740 207.455 1.00 37.35 C -ATOM 5548 O PHE A 800 147.463 186.717 207.650 1.00 37.35 O -ATOM 5549 CB PHE A 800 149.865 184.620 208.057 1.00 37.35 C -ATOM 5550 CG PHE A 800 150.971 183.933 208.823 1.00 37.35 C -ATOM 5551 CD1 PHE A 800 150.745 183.407 210.088 1.00 37.35 C -ATOM 5552 CD2 PHE A 800 152.229 183.794 208.263 1.00 37.35 C -ATOM 5553 CE1 PHE A 800 151.758 182.771 210.783 1.00 37.35 C -ATOM 5554 CE2 PHE A 800 153.247 183.158 208.952 1.00 37.35 C -ATOM 5555 CZ PHE A 800 153.009 182.647 210.214 1.00 37.35 C -ATOM 5556 N ASN A 801 149.227 187.326 206.394 1.00 51.54 N -ATOM 5557 CA ASN A 801 148.439 188.044 205.399 1.00 51.54 C -ATOM 5558 C ASN A 801 148.460 187.268 204.089 1.00 51.54 C -ATOM 5559 O ASN A 801 149.528 187.066 203.500 1.00 51.54 O -ATOM 5560 CB ASN A 801 148.976 189.461 205.197 1.00 51.54 C -ATOM 5561 CG ASN A 801 147.972 190.376 204.522 1.00 51.54 C -ATOM 5562 OD1 ASN A 801 146.843 189.977 204.239 1.00 51.54 O -ATOM 5563 ND2 ASN A 801 148.378 191.614 204.264 1.00 51.54 N -ATOM 5564 N PHE A 802 147.281 186.839 203.634 1.00 46.72 N -ATOM 5565 CA PHE A 802 147.147 186.095 202.386 1.00 46.72 C -ATOM 5566 C PHE A 802 146.262 186.815 201.378 1.00 46.72 C -ATOM 5567 O PHE A 802 145.693 186.171 200.494 1.00 46.72 O -ATOM 5568 CB PHE A 802 146.593 184.694 202.648 1.00 46.72 C -ATOM 5569 CG PHE A 802 147.448 183.869 203.551 1.00 46.72 C -ATOM 5570 CD1 PHE A 802 148.641 183.336 203.096 1.00 46.72 C -ATOM 5571 CD2 PHE A 802 147.055 183.616 204.853 1.00 46.72 C -ATOM 5572 CE1 PHE A 802 149.432 182.572 203.925 1.00 46.72 C -ATOM 5573 CE2 PHE A 802 147.839 182.851 205.686 1.00 46.72 C -ATOM 5574 CZ PHE A 802 149.032 182.333 205.220 1.00 46.72 C -ATOM 5575 N SER A 803 146.145 188.140 201.482 1.00 49.74 N -ATOM 5576 CA SER A 803 145.220 188.883 200.633 1.00 49.74 C -ATOM 5577 C SER A 803 145.687 188.981 199.186 1.00 49.74 C -ATOM 5578 O SER A 803 144.884 189.329 198.314 1.00 49.74 O -ATOM 5579 CB SER A 803 145.007 190.284 201.201 1.00 49.74 C -ATOM 5580 OG SER A 803 146.099 191.127 200.882 1.00 49.74 O -ATOM 5581 N GLN A 804 146.955 188.686 198.909 1.00 48.93 N -ATOM 5582 CA GLN A 804 147.477 188.780 197.554 1.00 48.93 C -ATOM 5583 C GLN A 804 147.466 187.453 196.811 1.00 48.93 C -ATOM 5584 O GLN A 804 147.608 187.448 195.583 1.00 48.93 O -ATOM 5585 CB GLN A 804 148.900 189.334 197.583 1.00 48.93 C -ATOM 5586 CG GLN A 804 148.999 190.691 198.243 1.00 48.93 C -ATOM 5587 CD GLN A 804 149.580 190.606 199.636 1.00 48.93 C -ATOM 5588 OE1 GLN A 804 149.778 189.516 200.171 1.00 48.93 O -ATOM 5589 NE2 GLN A 804 149.871 191.756 200.229 1.00 48.93 N -ATOM 5590 N ILE A 805 147.311 186.334 197.514 1.00 43.77 N -ATOM 5591 CA ILE A 805 147.179 185.037 196.865 1.00 43.77 C -ATOM 5592 C ILE A 805 145.763 184.481 196.952 1.00 43.77 C -ATOM 5593 O ILE A 805 145.435 183.551 196.199 1.00 43.77 O -ATOM 5594 CB ILE A 805 148.190 184.014 197.425 1.00 43.77 C -ATOM 5595 CG1 ILE A 805 147.878 183.682 198.884 1.00 43.77 C -ATOM 5596 CG2 ILE A 805 149.608 184.544 197.290 1.00 43.77 C -ATOM 5597 CD1 ILE A 805 148.865 182.723 199.513 1.00 43.77 C -ATOM 5598 N LEU A 806 144.924 185.002 197.841 1.00 54.19 N -ATOM 5599 CA LEU A 806 143.516 184.647 197.863 1.00 54.19 C -ATOM 5600 C LEU A 806 142.790 185.337 196.710 1.00 54.19 C -ATOM 5601 O LEU A 806 143.214 186.406 196.262 1.00 54.19 O -ATOM 5602 CB LEU A 806 142.895 185.053 199.195 1.00 54.19 C -ATOM 5603 CG LEU A 806 143.117 184.065 200.340 1.00 54.19 C -ATOM 5604 CD1 LEU A 806 142.373 184.524 201.574 1.00 54.19 C -ATOM 5605 CD2 LEU A 806 142.679 182.669 199.935 1.00 54.19 C -ATOM 5606 N PRO A 807 141.714 184.736 196.194 1.00 60.64 N -ATOM 5607 CA PRO A 807 140.993 185.349 195.071 1.00 60.64 C -ATOM 5608 C PRO A 807 140.313 186.656 195.446 1.00 60.64 C -ATOM 5609 O PRO A 807 139.838 186.844 196.568 1.00 60.64 O -ATOM 5610 CB PRO A 807 139.955 184.287 194.694 1.00 60.64 C -ATOM 5611 CG PRO A 807 140.530 183.025 195.169 1.00 60.64 C -ATOM 5612 CD PRO A 807 141.263 183.353 196.429 1.00 60.64 C -ATOM 5613 N ASP A 808 140.268 187.564 194.472 1.00 98.45 N -ATOM 5614 CA ASP A 808 139.631 188.858 194.647 1.00 98.45 C -ATOM 5615 C ASP A 808 138.282 188.835 193.948 1.00 98.45 C -ATOM 5616 O ASP A 808 138.240 188.733 192.713 1.00 98.45 O -ATOM 5617 CB ASP A 808 140.508 189.972 194.081 1.00 98.45 C -ATOM 5618 CG ASP A 808 139.979 191.355 194.406 1.00 98.45 C -ATOM 5619 OD1 ASP A 808 139.304 191.505 195.446 1.00 98.45 O -ATOM 5620 OD2 ASP A 808 140.240 192.293 193.624 1.00 98.45 O1- -ATOM 5621 N PRO A 809 137.163 188.912 194.678 1.00110.68 N -ATOM 5622 CA PRO A 809 135.844 188.890 194.021 1.00110.68 C -ATOM 5623 C PRO A 809 135.521 190.152 193.235 1.00110.68 C -ATOM 5624 O PRO A 809 134.564 190.135 192.448 1.00110.68 O -ATOM 5625 CB PRO A 809 134.868 188.707 195.194 1.00110.68 C -ATOM 5626 CG PRO A 809 135.720 188.268 196.359 1.00110.68 C -ATOM 5627 CD PRO A 809 137.044 188.922 196.143 1.00110.68 C -ATOM 5628 N SER A 810 136.270 191.242 193.432 1.00119.13 N -ATOM 5629 CA SER A 810 136.059 192.453 192.645 1.00119.13 C -ATOM 5630 C SER A 810 136.445 192.254 191.185 1.00119.13 C -ATOM 5631 O SER A 810 135.855 192.884 190.300 1.00119.13 O -ATOM 5632 CB SER A 810 136.849 193.613 193.249 1.00119.13 C -ATOM 5633 OG SER A 810 136.904 194.711 192.354 1.00119.13 O -ATOM 5634 N LYS A 811 137.434 191.405 190.918 1.00110.62 N -ATOM 5635 CA LYS A 811 137.774 191.056 189.549 1.00110.62 C -ATOM 5636 C LYS A 811 136.662 190.205 188.934 1.00110.62 C -ATOM 5637 O LYS A 811 136.011 189.424 189.635 1.00110.62 O -ATOM 5638 CB LYS A 811 139.097 190.294 189.506 1.00110.62 C -ATOM 5639 CG LYS A 811 140.249 190.975 190.228 1.00110.62 C -ATOM 5640 CD LYS A 811 140.807 192.134 189.420 1.00110.62 C -ATOM 5641 CE LYS A 811 142.002 192.765 190.116 1.00110.62 C -ATOM 5642 NZ LYS A 811 143.034 191.751 190.469 1.00110.62 N1+ -ATOM 5643 N PRO A 812 136.406 190.354 187.628 1.00117.73 N -ATOM 5644 CA PRO A 812 135.396 189.489 186.992 1.00117.73 C -ATOM 5645 C PRO A 812 135.833 188.039 186.884 1.00117.73 C -ATOM 5646 O PRO A 812 135.004 187.135 187.047 1.00117.73 O -ATOM 5647 CB PRO A 812 135.194 190.144 185.619 1.00117.73 C -ATOM 5648 CG PRO A 812 136.485 190.837 185.341 1.00117.73 C -ATOM 5649 CD PRO A 812 136.988 191.320 186.677 1.00117.73 C -ATOM 5650 N SER A 813 137.109 187.788 186.612 1.00 96.04 N -ATOM 5651 CA SER A 813 137.672 186.450 186.712 1.00 96.04 C -ATOM 5652 C SER A 813 138.284 186.291 188.096 1.00 96.04 C -ATOM 5653 O SER A 813 139.102 187.117 188.514 1.00 96.04 O -ATOM 5654 CB SER A 813 138.724 186.216 185.627 1.00 96.04 C -ATOM 5655 OG SER A 813 139.169 184.871 185.629 1.00 96.04 O -ATOM 5656 N LYS A 814 137.892 185.231 188.804 1.00 81.89 N -ATOM 5657 CA LYS A 814 138.280 185.048 190.204 1.00 81.89 C -ATOM 5658 C LYS A 814 139.750 184.643 190.276 1.00 81.89 C -ATOM 5659 O LYS A 814 140.107 183.481 190.479 1.00 81.89 O -ATOM 5660 CB LYS A 814 137.380 184.020 190.879 1.00 81.89 C -ATOM 5661 CG LYS A 814 135.923 184.443 190.962 1.00 81.89 C -ATOM 5662 CD LYS A 814 135.081 183.387 191.654 1.00 81.89 C -ATOM 5663 CE LYS A 814 133.623 183.804 191.724 1.00 81.89 C -ATOM 5664 NZ LYS A 814 132.798 182.784 192.425 1.00 81.89 N1+ -ATOM 5665 N ARG A 815 140.617 185.641 190.121 1.00 56.48 N -ATOM 5666 CA ARG A 815 142.060 185.465 190.129 1.00 56.48 C -ATOM 5667 C ARG A 815 142.666 186.421 191.143 1.00 56.48 C -ATOM 5668 O ARG A 815 142.172 187.537 191.325 1.00 56.48 O -ATOM 5669 CB ARG A 815 142.659 185.726 188.743 1.00 56.48 C -ATOM 5670 CG ARG A 815 142.362 184.648 187.719 1.00 56.48 C -ATOM 5671 CD ARG A 815 143.518 184.482 186.755 1.00 56.48 C -ATOM 5672 NE ARG A 815 143.792 185.717 186.031 1.00 56.48 N -ATOM 5673 CZ ARG A 815 143.344 185.985 184.813 1.00 56.48 C -ATOM 5674 NH1 ARG A 815 142.580 185.129 184.154 1.00 56.48 N1+ -ATOM 5675 NH2 ARG A 815 143.667 187.142 184.242 1.00 56.48 N -ATOM 5676 N SER A 816 143.736 185.981 191.799 1.00 50.06 N -ATOM 5677 CA SER A 816 144.403 186.822 192.778 1.00 50.06 C -ATOM 5678 C SER A 816 145.274 187.867 192.082 1.00 50.06 C -ATOM 5679 O SER A 816 145.422 187.880 190.856 1.00 50.06 O -ATOM 5680 CB SER A 816 145.241 185.976 193.734 1.00 50.06 C -ATOM 5681 OG SER A 816 146.254 185.268 193.052 1.00 50.06 O -ATOM 5682 N PHE A 817 145.849 188.761 192.892 1.00 46.55 N -ATOM 5683 CA PHE A 817 146.681 189.838 192.361 1.00 46.55 C -ATOM 5684 C PHE A 817 147.971 189.294 191.752 1.00 46.55 C -ATOM 5685 O PHE A 817 148.408 189.760 190.691 1.00 46.55 O -ATOM 5686 CB PHE A 817 146.978 190.852 193.468 1.00 46.55 C -ATOM 5687 CG PHE A 817 148.011 191.881 193.100 1.00 46.55 C -ATOM 5688 CD1 PHE A 817 147.770 192.791 192.083 1.00 46.55 C -ATOM 5689 CD2 PHE A 817 149.213 191.952 193.788 1.00 46.55 C -ATOM 5690 CE1 PHE A 817 148.716 193.745 191.746 1.00 46.55 C -ATOM 5691 CE2 PHE A 817 150.164 192.903 193.458 1.00 46.55 C -ATOM 5692 CZ PHE A 817 149.914 193.801 192.435 1.00 46.55 C -ATOM 5693 N ILE A 818 148.575 188.290 192.392 1.00 40.69 N -ATOM 5694 CA ILE A 818 149.791 187.683 191.857 1.00 40.69 C -ATOM 5695 C ILE A 818 149.490 186.902 190.579 1.00 40.69 C -ATOM 5696 O ILE A 818 150.284 186.919 189.632 1.00 40.69 O -ATOM 5697 CB ILE A 818 150.465 186.812 192.935 1.00 40.69 C -ATOM 5698 CG1 ILE A 818 150.700 187.647 194.199 1.00 40.69 C -ATOM 5699 CG2 ILE A 818 151.778 186.220 192.431 1.00 40.69 C -ATOM 5700 CD1 ILE A 818 151.594 186.994 195.238 1.00 40.69 C -ATOM 5701 N GLU A 819 148.330 186.236 190.516 1.00 43.44 N -ATOM 5702 CA GLU A 819 147.929 185.556 189.284 1.00 43.44 C -ATOM 5703 C GLU A 819 147.647 186.547 188.161 1.00 43.44 C -ATOM 5704 O GLU A 819 147.932 186.260 186.993 1.00 43.44 O -ATOM 5705 CB GLU A 819 146.705 184.674 189.527 1.00 43.44 C -ATOM 5706 CG GLU A 819 146.952 183.481 190.429 1.00 43.44 C -ATOM 5707 CD GLU A 819 145.700 182.656 190.650 1.00 43.44 C -ATOM 5708 OE1 GLU A 819 144.619 183.089 190.201 1.00 43.44 O -ATOM 5709 OE2 GLU A 819 145.794 181.577 191.270 1.00 43.44 O1- -ATOM 5710 N ASP A 820 147.090 187.715 188.494 1.00 51.52 N -ATOM 5711 CA ASP A 820 146.891 188.758 187.491 1.00 51.52 C -ATOM 5712 C ASP A 820 148.222 189.296 186.982 1.00 51.52 C -ATOM 5713 O ASP A 820 148.368 189.568 185.783 1.00 51.52 O -ATOM 5714 CB ASP A 820 146.038 189.889 188.065 1.00 51.52 C -ATOM 5715 CG ASP A 820 144.554 189.652 187.873 1.00 51.52 C -ATOM 5716 OD1 ASP A 820 144.189 188.918 186.931 1.00 51.52 O -ATOM 5717 OD2 ASP A 820 143.753 190.202 188.657 1.00 51.52 O1- -ATOM 5718 N LEU A 821 149.205 189.439 187.878 1.00 42.12 N -ATOM 5719 CA LEU A 821 150.551 189.825 187.457 1.00 42.12 C -ATOM 5720 C LEU A 821 151.177 188.774 186.546 1.00 42.12 C -ATOM 5721 O LEU A 821 151.762 189.115 185.511 1.00 42.12 O -ATOM 5722 CB LEU A 821 151.440 190.062 188.676 1.00 42.12 C -ATOM 5723 CG LEU A 821 151.147 191.290 189.535 1.00 42.12 C -ATOM 5724 CD1 LEU A 821 152.152 191.387 190.668 1.00 42.12 C -ATOM 5725 CD2 LEU A 821 151.164 192.553 188.692 1.00 42.12 C -ATOM 5726 N LEU A 822 151.042 187.492 186.904 1.00 41.05 N -ATOM 5727 CA LEU A 822 151.601 186.410 186.093 1.00 41.05 C -ATOM 5728 C LEU A 822 150.911 186.297 184.740 1.00 41.05 C -ATOM 5729 O LEU A 822 151.542 185.899 183.755 1.00 41.05 O -ATOM 5730 CB LEU A 822 151.499 185.079 186.839 1.00 41.05 C -ATOM 5731 CG LEU A 822 152.351 184.879 188.092 1.00 41.05 C -ATOM 5732 CD1 LEU A 822 151.967 183.587 188.787 1.00 41.05 C -ATOM 5733 CD2 LEU A 822 153.828 184.886 187.753 1.00 41.05 C -ATOM 5734 N PHE A 823 149.622 186.635 184.672 1.00 46.17 N -ATOM 5735 CA PHE A 823 148.944 186.680 183.383 1.00 46.17 C -ATOM 5736 C PHE A 823 149.369 187.894 182.569 1.00 46.17 C -ATOM 5737 O PHE A 823 149.417 187.824 181.336 1.00 46.17 O -ATOM 5738 CB PHE A 823 147.430 186.674 183.588 1.00 46.17 C -ATOM 5739 CG PHE A 823 146.817 185.307 183.517 1.00 46.17 C -ATOM 5740 CD1 PHE A 823 147.082 184.361 184.497 1.00 46.17 C -ATOM 5741 CD2 PHE A 823 145.978 184.965 182.468 1.00 46.17 C -ATOM 5742 CE1 PHE A 823 146.520 183.098 184.432 1.00 46.17 C -ATOM 5743 CE2 PHE A 823 145.413 183.704 182.396 1.00 46.17 C -ATOM 5744 CZ PHE A 823 145.684 182.770 183.380 1.00 46.17 C -ATOM 5745 N ASN A 824 149.680 189.011 183.232 1.00 44.06 N -ATOM 5746 CA ASN A 824 150.102 190.205 182.509 1.00 44.06 C -ATOM 5747 C ASN A 824 151.535 190.111 181.995 1.00 44.06 C -ATOM 5748 O ASN A 824 151.863 190.761 180.996 1.00 44.06 O -ATOM 5749 CB ASN A 824 149.950 191.442 183.395 1.00 44.06 C -ATOM 5750 CG ASN A 824 148.504 191.855 183.572 1.00 44.06 C -ATOM 5751 OD1 ASN A 824 147.613 191.347 182.892 1.00 44.06 O -ATOM 5752 ND2 ASN A 824 148.262 192.787 184.487 1.00 44.06 N -ATOM 5753 N LYS A 825 152.403 189.336 182.656 1.00 47.50 N -ATOM 5754 CA LYS A 825 153.788 189.248 182.192 1.00 47.50 C -ATOM 5755 C LYS A 825 153.905 188.432 180.910 1.00 47.50 C -ATOM 5756 O LYS A 825 154.681 188.786 180.015 1.00 47.50 O -ATOM 5757 CB LYS A 825 154.696 188.660 183.276 1.00 47.50 C -ATOM 5758 CG LYS A 825 154.811 189.457 184.579 1.00 47.50 C -ATOM 5759 CD LYS A 825 155.527 190.796 184.424 1.00 47.50 C -ATOM 5760 CE LYS A 825 154.570 191.984 184.489 1.00 47.50 C -ATOM 5761 NZ LYS A 825 155.293 193.282 184.429 1.00 47.50 N1+ -ATOM 5762 N VAL A 826 153.152 187.342 180.796 1.00 50.96 N -ATOM 5763 CA VAL A 826 153.208 186.510 179.599 1.00 50.96 C -ATOM 5764 C VAL A 826 152.353 187.152 178.515 1.00 50.96 C -ATOM 5765 O VAL A 826 151.153 187.379 178.705 1.00 50.96 O -ATOM 5766 CB VAL A 826 152.750 185.074 179.893 1.00 50.96 C -ATOM 5767 CG1 VAL A 826 152.447 184.327 178.601 1.00 50.96 C -ATOM 5768 CG2 VAL A 826 153.819 184.336 180.657 1.00 50.96 C -ATOM 5769 N THR A 827 152.976 187.461 177.380 1.00 65.72 N -ATOM 5770 CA THR A 827 152.259 187.911 176.189 1.00 65.72 C -ATOM 5771 C THR A 827 151.791 186.658 175.463 1.00 65.72 C -ATOM 5772 O THR A 827 152.593 185.885 174.937 1.00 65.72 O -ATOM 5773 CB THR A 827 153.146 188.778 175.306 1.00 65.72 C -ATOM 5774 OG1 THR A 827 154.355 188.072 175.001 1.00 65.72 O -ATOM 5775 CG2 THR A 827 153.488 190.080 176.014 1.00 65.72 C -ATOM 5776 N LEU A 828 150.474 186.442 175.471 1.00 84.96 N -ATOM 5777 CA LEU A 828 149.862 185.257 174.881 1.00 84.96 C -ATOM 5778 C LEU A 828 150.076 185.201 173.373 1.00 84.96 C -ATOM 5779 O LEU A 828 150.214 184.108 172.813 1.00 84.96 O -ATOM 5780 CB LEU A 828 148.370 185.211 175.215 1.00 84.96 C -ATOM 5781 CG LEU A 828 147.694 183.848 175.072 1.00 84.96 C -ATOM 5782 CD1 LEU A 828 148.378 182.826 175.965 1.00 84.96 C -ATOM 5783 CD2 LEU A 828 146.219 183.953 175.419 1.00 84.96 C -ATOM 5784 N ALA A 829 150.115 186.375 172.733 1.00119.58 N -ATOM 5785 CA ALA A 829 150.430 186.582 171.303 1.00119.58 C -ATOM 5786 C ALA A 829 149.388 185.836 170.470 1.00119.58 C -ATOM 5787 O ALA A 829 148.198 186.180 170.553 1.00119.58 O -ATOM 5788 CB ALA A 829 151.887 186.212 171.028 1.00119.58 C -ATOM 5789 N ASP A 830 149.778 184.857 169.655 1.00142.03 N -ATOM 5790 CA ASP A 830 148.819 184.071 168.892 1.00142.03 C -ATOM 5791 C ASP A 830 147.976 183.204 169.823 1.00142.03 C -ATOM 5792 O ASP A 830 148.372 182.905 170.953 1.00142.03 O -ATOM 5793 CB ASP A 830 149.543 183.201 167.864 1.00142.03 C -ATOM 5794 CG ASP A 830 150.067 184.003 166.687 1.00142.03 C -ATOM 5795 OD1 ASP A 830 149.658 185.174 166.533 1.00142.03 O -ATOM 5796 OD2 ASP A 830 150.891 183.465 165.918 1.00142.03 O1- -ATOM 5797 N ALA A 831 146.782 182.840 169.336 1.00158.72 N -ATOM 5798 CA ALA A 831 145.695 182.168 170.061 1.00158.72 C -ATOM 5799 C ALA A 831 145.168 182.990 171.231 1.00158.72 C -ATOM 5800 O ALA A 831 144.561 182.434 172.153 1.00158.72 O -ATOM 5801 CB ALA A 831 146.071 180.757 170.539 1.00158.72 C -ATOM 5802 N GLY A 832 145.381 184.304 171.224 1.00167.75 N -ATOM 5803 CA GLY A 832 144.708 185.153 172.190 1.00167.75 C -ATOM 5804 C GLY A 832 143.246 185.328 171.821 1.00167.75 C -ATOM 5805 O GLY A 832 142.909 185.602 170.666 1.00167.75 O -ATOM 5806 N PHE A 833 142.377 185.188 172.832 1.00164.50 N -ATOM 5807 CA PHE A 833 140.908 185.097 172.703 1.00164.50 C -ATOM 5808 C PHE A 833 140.616 183.946 171.736 1.00164.50 C -ATOM 5809 O PHE A 833 141.211 182.870 171.883 1.00164.50 O -ATOM 5810 CB PHE A 833 140.318 186.458 172.329 1.00164.50 C -ATOM 5811 CG PHE A 833 138.828 186.553 172.520 1.00164.50 C -ATOM 5812 CD1 PHE A 833 138.246 186.200 173.729 1.00164.50 C -ATOM 5813 CD2 PHE A 833 138.012 186.991 171.487 1.00164.50 C -ATOM 5814 CE1 PHE A 833 136.875 186.284 173.906 1.00164.50 C -ATOM 5815 CE2 PHE A 833 136.640 187.078 171.656 1.00164.50 C -ATOM 5816 CZ PHE A 833 136.071 186.724 172.867 1.00164.50 C -ATOM 5817 N ILE A 834 139.732 184.115 170.757 1.00149.30 N -ATOM 5818 CA ILE A 834 139.497 183.112 169.727 1.00149.30 C -ATOM 5819 C ILE A 834 139.396 183.815 168.377 1.00149.30 C -ATOM 5820 O ILE A 834 138.811 184.899 168.274 1.00149.30 O -ATOM 5821 CB ILE A 834 138.243 182.258 170.032 1.00149.30 C -ATOM 5822 CG1 ILE A 834 138.060 181.153 168.984 1.00149.30 C -ATOM 5823 CG2 ILE A 834 136.986 183.113 170.237 1.00149.30 C -ATOM 5824 CD1 ILE A 834 137.007 180.152 169.326 1.00149.30 C -ATOM 5825 N LYS A 835 140.032 183.234 167.360 1.00116.51 N -ATOM 5826 CA LYS A 835 139.898 183.716 165.986 1.00116.51 C -ATOM 5827 C LYS A 835 138.766 182.954 165.294 1.00116.51 C -ATOM 5828 O LYS A 835 138.974 182.075 164.454 1.00116.51 O -ATOM 5829 CB LYS A 835 141.220 183.573 165.241 1.00116.51 C -ATOM 5830 CG LYS A 835 142.183 184.737 165.440 1.00116.51 C -ATOM 5831 CD LYS A 835 141.606 186.037 164.898 1.00116.51 C -ATOM 5832 CE LYS A 835 142.554 187.207 165.120 1.00116.51 C -ATOM 5833 NZ LYS A 835 142.868 187.414 166.562 1.00116.51 N1+ -ATOM 5834 N GLN A 836 137.542 183.310 165.682 1.00129.82 N -ATOM 5835 CA GLN A 836 136.350 182.764 165.047 1.00129.82 C -ATOM 5836 C GLN A 836 136.222 183.289 163.625 1.00129.82 C -ATOM 5837 O GLN A 836 136.716 184.368 163.290 1.00129.82 O -ATOM 5838 CB GLN A 836 135.095 183.127 165.840 1.00129.82 C -ATOM 5839 CG GLN A 836 134.960 182.421 167.172 1.00129.82 C -ATOM 5840 CD GLN A 836 133.697 182.814 167.914 1.00129.82 C -ATOM 5841 OE1 GLN A 836 132.940 183.675 167.466 1.00129.82 O -ATOM 5842 NE2 GLN A 836 133.465 182.182 169.058 1.00129.82 N -ATOM 5843 N TYR A 837 135.565 182.505 162.777 1.00114.25 N -ATOM 5844 CA TYR A 837 135.452 182.892 161.377 1.00114.25 C -ATOM 5845 C TYR A 837 134.404 183.982 161.210 1.00114.25 C -ATOM 5846 O TYR A 837 133.388 184.009 161.909 1.00114.25 O -ATOM 5847 CB TYR A 837 135.128 181.688 160.492 1.00114.25 C -ATOM 5848 CG TYR A 837 136.313 180.778 160.214 1.00114.25 C -ATOM 5849 CD1 TYR A 837 136.224 179.778 159.262 1.00114.25 C -ATOM 5850 CD2 TYR A 837 137.519 180.921 160.899 1.00114.25 C -ATOM 5851 CE1 TYR A 837 137.293 178.960 159.000 1.00114.25 C -ATOM 5852 CE2 TYR A 837 138.582 180.096 160.653 1.00114.25 C -ATOM 5853 CZ TYR A 837 138.468 179.115 159.702 1.00114.25 C -ATOM 5854 OH TYR A 837 139.535 178.286 159.443 1.00114.25 O -ATOM 5855 N GLY A 838 134.665 184.889 160.275 1.00146.10 N -ATOM 5856 CA GLY A 838 133.941 186.139 160.196 1.00146.10 C -ATOM 5857 C GLY A 838 134.870 187.272 160.570 1.00146.10 C -ATOM 5858 O GLY A 838 134.809 188.367 160.002 1.00146.10 O -ATOM 5859 N ASP A 839 135.749 187.000 161.539 1.00151.88 N -ATOM 5860 CA ASP A 839 136.747 187.980 161.956 1.00151.88 C -ATOM 5861 C ASP A 839 137.901 188.053 160.961 1.00151.88 C -ATOM 5862 O ASP A 839 138.443 189.136 160.711 1.00151.88 O -ATOM 5863 CB ASP A 839 137.247 187.629 163.357 1.00151.88 C -ATOM 5864 CG ASP A 839 136.183 187.830 164.419 1.00151.88 C -ATOM 5865 OD1 ASP A 839 135.315 188.708 164.233 1.00151.88 O -ATOM 5866 OD2 ASP A 839 136.194 187.089 165.424 1.00151.88 O1- -ATOM 5867 N CYS A 840 138.310 186.908 160.405 1.00153.58 N -ATOM 5868 CA CYS A 840 139.261 186.919 159.292 1.00153.58 C -ATOM 5869 C CYS A 840 138.625 187.189 157.933 1.00153.58 C -ATOM 5870 O CYS A 840 139.353 187.369 156.950 1.00153.58 O -ATOM 5871 CB CYS A 840 140.079 185.627 159.245 1.00153.58 C -ATOM 5872 SG CYS A 840 141.214 185.407 160.607 1.00153.58 S -ATOM 5873 N LEU A 841 137.295 187.193 157.829 1.00161.56 N -ATOM 5874 CA LEU A 841 136.689 187.610 156.566 1.00161.56 C -ATOM 5875 C LEU A 841 136.912 189.097 156.314 1.00161.56 C -ATOM 5876 O LEU A 841 137.127 189.513 155.169 1.00161.56 O -ATOM 5877 CB LEU A 841 135.207 187.245 156.536 1.00161.56 C -ATOM 5878 CG LEU A 841 134.948 185.739 156.672 1.00161.56 C -ATOM 5879 CD1 LEU A 841 133.476 185.416 156.458 1.00161.56 C -ATOM 5880 CD2 LEU A 841 135.824 184.915 155.722 1.00161.56 C -ATOM 5881 N GLY A 842 136.868 189.911 157.365 1.00176.08 N -ATOM 5882 CA GLY A 842 137.344 191.280 157.277 1.00176.08 C -ATOM 5883 C GLY A 842 138.858 191.347 157.227 1.00176.08 C -ATOM 5884 O GLY A 842 139.532 190.735 158.061 1.00176.08 O -ATOM 5885 N ASP A 843 139.411 192.084 156.264 1.00178.94 N -ATOM 5886 CA ASP A 843 140.852 192.141 156.068 1.00178.94 C -ATOM 5887 C ASP A 843 141.322 193.582 155.928 1.00178.94 C -ATOM 5888 O ASP A 843 140.618 194.434 155.380 1.00178.94 O -ATOM 5889 CB ASP A 843 141.279 191.342 154.829 1.00178.94 C -ATOM 5890 CG ASP A 843 142.741 190.945 154.868 1.00178.94 C -ATOM 5891 OD1 ASP A 843 143.373 191.105 155.933 1.00178.94 O -ATOM 5892 OD2 ASP A 843 143.258 190.473 153.833 1.00178.94 O1- -ATOM 5893 N ILE A 844 142.530 193.842 156.432 1.00188.03 N -ATOM 5894 CA ILE A 844 143.200 195.126 156.284 1.00188.03 C -ATOM 5895 C ILE A 844 144.603 194.877 155.739 1.00188.03 C -ATOM 5896 O ILE A 844 144.946 193.765 155.333 1.00188.03 O -ATOM 5897 CB ILE A 844 143.255 195.929 157.602 1.00188.03 C -ATOM 5898 CG1 ILE A 844 143.830 195.080 158.736 1.00188.03 C -ATOM 5899 CG2 ILE A 844 141.877 196.461 157.969 1.00188.03 C -ATOM 5900 CD1 ILE A 844 144.477 195.900 159.834 1.00188.03 C -ATOM 5901 N ALA A 845 145.405 195.947 155.713 1.00179.76 N -ATOM 5902 CA ALA A 845 146.734 195.886 155.105 1.00179.76 C -ATOM 5903 C ALA A 845 147.682 194.986 155.892 1.00179.76 C -ATOM 5904 O ALA A 845 148.433 194.199 155.303 1.00179.76 O -ATOM 5905 CB ALA A 845 147.314 197.294 154.977 1.00179.76 C -ATOM 5906 N ALA A 846 147.667 195.086 157.218 1.00174.38 N -ATOM 5907 CA ALA A 846 148.481 194.234 158.075 1.00174.38 C -ATOM 5908 C ALA A 846 147.606 193.138 158.670 1.00174.38 C -ATOM 5909 O ALA A 846 146.633 193.428 159.372 1.00174.38 O -ATOM 5910 CB ALA A 846 149.146 195.048 159.186 1.00174.38 C -ATOM 5911 N ARG A 847 147.963 191.885 158.403 1.00142.54 N -ATOM 5912 CA ARG A 847 147.134 190.741 158.758 1.00142.54 C -ATOM 5913 C ARG A 847 147.835 189.903 159.820 1.00142.54 C -ATOM 5914 O ARG A 847 149.057 189.726 159.778 1.00142.54 O -ATOM 5915 CB ARG A 847 146.815 189.896 157.510 1.00142.54 C -ATOM 5916 CG ARG A 847 145.952 188.666 157.762 1.00142.54 C -ATOM 5917 CD ARG A 847 145.124 188.299 156.546 1.00142.54 C -ATOM 5918 NE ARG A 847 145.949 187.873 155.423 1.00142.54 N -ATOM 5919 CZ ARG A 847 145.482 187.623 154.208 1.00142.54 C -ATOM 5920 NH1 ARG A 847 144.197 187.753 153.921 1.00142.54 N1+ -ATOM 5921 NH2 ARG A 847 146.324 187.231 153.257 1.00142.54 N -ATOM 5922 N ASP A 848 147.052 189.409 160.781 1.00121.19 N -ATOM 5923 CA ASP A 848 147.586 188.610 161.876 1.00121.19 C -ATOM 5924 C ASP A 848 148.099 187.260 161.385 1.00121.19 C -ATOM 5925 O ASP A 848 147.567 186.675 160.434 1.00121.19 O -ATOM 5926 CB ASP A 848 146.512 188.409 162.944 1.00121.19 C -ATOM 5927 CG ASP A 848 146.075 189.713 163.581 1.00121.19 C -ATOM 5928 OD1 ASP A 848 146.699 190.754 163.288 1.00121.19 O -ATOM 5929 OD2 ASP A 848 145.105 189.700 164.367 1.00121.19 O1- -ATOM 5930 N LEU A 849 149.153 186.773 162.047 1.00 94.90 N -ATOM 5931 CA LEU A 849 149.789 185.523 161.642 1.00 94.90 C -ATOM 5932 C LEU A 849 148.900 184.323 161.944 1.00 94.90 C -ATOM 5933 O LEU A 849 148.908 183.336 161.198 1.00 94.90 O -ATOM 5934 CB LEU A 849 151.149 185.368 162.328 1.00 94.90 C -ATOM 5935 CG LEU A 849 152.408 186.038 161.753 1.00 94.90 C -ATOM 5936 CD1 LEU A 849 152.702 185.524 160.346 1.00 94.90 C -ATOM 5937 CD2 LEU A 849 152.376 187.568 161.784 1.00 94.90 C -ATOM 5938 N ILE A 850 148.126 184.392 163.034 1.00 96.45 N -ATOM 5939 CA ILE A 850 147.131 183.359 163.316 1.00 96.45 C -ATOM 5940 C ILE A 850 146.054 183.339 162.236 1.00 96.45 C -ATOM 5941 O ILE A 850 145.609 182.270 161.805 1.00 96.45 O -ATOM 5942 CB ILE A 850 146.538 183.542 164.731 1.00 96.45 C -ATOM 5943 CG1 ILE A 850 145.520 182.435 165.025 1.00 96.45 C -ATOM 5944 CG2 ILE A 850 145.994 184.955 164.970 1.00 96.45 C -ATOM 5945 CD1 ILE A 850 145.051 182.377 166.437 1.00 96.45 C -ATOM 5946 N CYS A 851 145.679 184.515 161.731 1.00 99.76 N -ATOM 5947 CA CYS A 851 144.693 184.609 160.662 1.00 99.76 C -ATOM 5948 C CYS A 851 145.244 184.040 159.351 1.00 99.76 C -ATOM 5949 O CYS A 851 144.535 183.335 158.617 1.00 99.76 O -ATOM 5950 CB CYS A 851 144.281 186.076 160.529 1.00 99.76 C -ATOM 5951 SG CYS A 851 142.712 186.486 159.760 1.00 99.76 S -ATOM 5952 N ALA A 852 146.525 184.301 159.067 1.00 83.45 N -ATOM 5953 CA ALA A 852 147.158 183.772 157.858 1.00 83.45 C -ATOM 5954 C ALA A 852 147.307 182.252 157.914 1.00 83.45 C -ATOM 5955 O ALA A 852 147.010 181.550 156.939 1.00 83.45 O -ATOM 5956 CB ALA A 852 148.515 184.439 157.646 1.00 83.45 C -ATOM 5957 N GLN A 853 147.765 181.719 159.052 1.00 70.93 N -ATOM 5958 CA GLN A 853 147.873 180.271 159.194 1.00 70.93 C -ATOM 5959 C GLN A 853 146.514 179.595 159.333 1.00 70.93 C -ATOM 5960 O GLN A 853 146.410 178.385 159.104 1.00 70.93 O -ATOM 5961 CB GLN A 853 148.763 179.921 160.389 1.00 70.93 C -ATOM 5962 CG GLN A 853 148.133 180.115 161.745 1.00 70.93 C -ATOM 5963 CD GLN A 853 149.160 180.413 162.815 1.00 70.93 C -ATOM 5964 OE1 GLN A 853 150.326 180.668 162.516 1.00 70.93 O -ATOM 5965 NE2 GLN A 853 148.729 180.400 164.069 1.00 70.93 N -ATOM 5966 N LYS A 854 145.477 180.353 159.693 1.00 75.57 N -ATOM 5967 CA LYS A 854 144.118 179.834 159.667 1.00 75.57 C -ATOM 5968 C LYS A 854 143.614 179.721 158.236 1.00 75.57 C -ATOM 5969 O LYS A 854 142.881 178.784 157.900 1.00 75.57 O -ATOM 5970 CB LYS A 854 143.217 180.749 160.492 1.00 75.57 C -ATOM 5971 CG LYS A 854 142.082 180.062 161.208 1.00 75.57 C -ATOM 5972 CD LYS A 854 142.588 179.149 162.310 1.00 75.57 C -ATOM 5973 CE LYS A 854 141.433 178.478 163.035 1.00 75.57 C -ATOM 5974 NZ LYS A 854 140.658 177.572 162.148 1.00 75.57 N1+ -ATOM 5975 N PHE A 855 143.990 180.681 157.382 1.00 81.93 N -ATOM 5976 CA PHE A 855 143.742 180.530 155.949 1.00 81.93 C -ATOM 5977 C PHE A 855 144.559 179.394 155.347 1.00 81.93 C -ATOM 5978 O PHE A 855 144.127 178.775 154.368 1.00 81.93 O -ATOM 5979 CB PHE A 855 144.055 181.821 155.196 1.00 81.93 C -ATOM 5980 CG PHE A 855 143.121 182.951 155.497 1.00 81.93 C -ATOM 5981 CD1 PHE A 855 141.816 182.710 155.901 1.00 81.93 C -ATOM 5982 CD2 PHE A 855 143.543 184.261 155.341 1.00 81.93 C -ATOM 5983 CE1 PHE A 855 140.958 183.759 156.161 1.00 81.93 C -ATOM 5984 CE2 PHE A 855 142.692 185.311 155.600 1.00 81.93 C -ATOM 5985 CZ PHE A 855 141.401 185.061 156.008 1.00 81.93 C -ATOM 5986 N LYS A 856 145.733 179.109 155.906 1.00 59.38 N -ATOM 5987 CA LYS A 856 146.589 178.052 155.378 1.00 59.38 C -ATOM 5988 C LYS A 856 146.176 176.657 155.832 1.00 59.38 C -ATOM 5989 O LYS A 856 146.779 175.678 155.381 1.00 59.38 O -ATOM 5990 CB LYS A 856 148.047 178.311 155.766 1.00 59.38 C -ATOM 5991 CG LYS A 856 148.919 178.829 154.627 1.00 59.38 C -ATOM 5992 CD LYS A 856 148.299 180.030 153.929 1.00 59.38 C -ATOM 5993 CE LYS A 856 148.966 180.295 152.590 1.00 59.38 C -ATOM 5994 NZ LYS A 856 148.330 181.433 151.872 1.00 59.38 N1+ -ATOM 5995 N GLY A 857 145.178 176.537 156.701 1.00 52.93 N -ATOM 5996 CA GLY A 857 144.676 175.244 157.115 1.00 52.93 C -ATOM 5997 C GLY A 857 145.175 174.732 158.446 1.00 52.93 C -ATOM 5998 O GLY A 857 144.901 173.575 158.782 1.00 52.93 O -ATOM 5999 N LEU A 858 145.896 175.547 159.211 1.00 45.48 N -ATOM 6000 CA LEU A 858 146.413 175.155 160.517 1.00 45.48 C -ATOM 6001 C LEU A 858 145.503 175.752 161.584 1.00 45.48 C -ATOM 6002 O LEU A 858 145.425 176.977 161.724 1.00 45.48 O -ATOM 6003 CB LEU A 858 147.850 175.638 160.693 1.00 45.48 C -ATOM 6004 CG LEU A 858 148.832 175.264 159.582 1.00 45.48 C -ATOM 6005 CD1 LEU A 858 150.143 176.009 159.757 1.00 45.48 C -ATOM 6006 CD2 LEU A 858 149.064 173.769 159.547 1.00 45.48 C -ATOM 6007 N THR A 859 144.818 174.896 162.334 1.00 42.00 N -ATOM 6008 CA THR A 859 143.865 175.340 163.337 1.00 42.00 C -ATOM 6009 C THR A 859 144.426 175.118 164.735 1.00 42.00 C -ATOM 6010 O THR A 859 145.258 174.236 164.965 1.00 42.00 O -ATOM 6011 CB THR A 859 142.529 174.604 163.192 1.00 42.00 C -ATOM 6012 OG1 THR A 859 142.655 173.279 163.721 1.00 42.00 O -ATOM 6013 CG2 THR A 859 142.129 174.515 161.728 1.00 42.00 C -ATOM 6014 N VAL A 860 143.952 175.932 165.673 1.00 35.32 N -ATOM 6015 CA VAL A 860 144.333 175.839 167.077 1.00 35.32 C -ATOM 6016 C VAL A 860 143.074 175.524 167.872 1.00 35.32 C -ATOM 6017 O VAL A 860 142.079 176.255 167.787 1.00 35.32 O -ATOM 6018 CB VAL A 860 145.004 177.131 167.571 1.00 35.32 C -ATOM 6019 CG1 VAL A 860 144.953 177.233 169.088 1.00 35.32 C -ATOM 6020 CG2 VAL A 860 146.442 177.193 167.083 1.00 35.32 C -ATOM 6021 N LEU A 861 143.111 174.417 168.635 1.00 35.50 N -ATOM 6022 CA LEU A 861 141.978 173.992 169.440 1.00 35.50 C -ATOM 6023 C LEU A 861 142.042 174.615 170.832 1.00 35.50 C -ATOM 6024 O LEU A 861 143.129 174.784 171.393 1.00 35.50 O -ATOM 6025 CB LEU A 861 141.954 172.470 169.558 1.00 35.50 C -ATOM 6026 CG LEU A 861 142.042 171.696 168.243 1.00 35.50 C -ATOM 6027 CD1 LEU A 861 142.043 170.200 168.504 1.00 35.50 C -ATOM 6028 CD2 LEU A 861 140.899 172.079 167.320 1.00 35.50 C -ATOM 6029 N PRO A 862 140.898 174.977 171.409 1.00 33.38 N -ATOM 6030 CA PRO A 862 140.896 175.552 172.755 1.00 33.38 C -ATOM 6031 C PRO A 862 141.155 174.485 173.803 1.00 33.38 C -ATOM 6032 O PRO A 862 140.883 173.298 173.569 1.00 33.38 O -ATOM 6033 CB PRO A 862 139.480 176.129 172.882 1.00 33.38 C -ATOM 6034 CG PRO A 862 138.661 175.243 172.020 1.00 33.38 C -ATOM 6035 CD PRO A 862 139.539 174.925 170.840 1.00 33.38 C -ATOM 6036 N PRO A 863 141.695 174.859 174.961 1.00 32.16 N -ATOM 6037 CA PRO A 863 141.832 173.891 176.053 1.00 32.16 C -ATOM 6038 C PRO A 863 140.480 173.546 176.655 1.00 32.16 C -ATOM 6039 O PRO A 863 139.514 174.308 176.567 1.00 32.16 O -ATOM 6040 CB PRO A 863 142.722 174.618 177.065 1.00 32.16 C -ATOM 6041 CG PRO A 863 142.474 176.060 176.801 1.00 32.16 C -ATOM 6042 CD PRO A 863 142.258 176.173 175.319 1.00 32.16 C -ATOM 6043 N LEU A 864 140.422 172.359 177.263 1.00 34.36 N -ATOM 6044 CA LEU A 864 139.187 171.911 177.899 1.00 34.36 C -ATOM 6045 C LEU A 864 138.869 172.735 179.140 1.00 34.36 C -ATOM 6046 O LEU A 864 137.708 173.091 179.374 1.00 34.36 O -ATOM 6047 CB LEU A 864 139.290 170.425 178.248 1.00 34.36 C -ATOM 6048 CG LEU A 864 138.148 169.815 179.064 1.00 34.36 C -ATOM 6049 CD1 LEU A 864 136.827 169.936 178.326 1.00 34.36 C -ATOM 6050 CD2 LEU A 864 138.443 168.362 179.400 1.00 34.36 C -ATOM 6051 N LEU A 865 139.882 173.066 179.933 1.00 37.48 N -ATOM 6052 CA LEU A 865 139.688 173.755 181.201 1.00 37.48 C -ATOM 6053 C LEU A 865 139.907 175.252 181.016 1.00 37.48 C -ATOM 6054 O LEU A 865 140.967 175.680 180.547 1.00 37.48 O -ATOM 6055 CB LEU A 865 140.626 173.196 182.270 1.00 37.48 C -ATOM 6056 CG LEU A 865 140.128 171.920 182.953 1.00 37.48 C -ATOM 6057 CD1 LEU A 865 141.194 171.322 183.853 1.00 37.48 C -ATOM 6058 CD2 LEU A 865 138.863 172.211 183.739 1.00 37.48 C -ATOM 6059 N THR A 866 138.898 176.035 181.382 1.00 45.45 N -ATOM 6060 CA THR A 866 138.979 177.487 181.337 1.00 45.45 C -ATOM 6061 C THR A 866 139.926 177.965 182.442 1.00 45.45 C -ATOM 6062 O THR A 866 140.099 177.295 183.466 1.00 45.45 O -ATOM 6063 CB THR A 866 137.556 178.063 181.483 1.00 45.45 C -ATOM 6064 OG1 THR A 866 136.748 177.569 180.410 1.00 45.45 O -ATOM 6065 CG2 THR A 866 137.495 179.594 181.400 1.00 45.45 C -ATOM 6066 N ASP A 867 140.588 179.108 182.201 1.00 49.36 N -ATOM 6067 CA ASP A 867 141.483 179.699 183.194 1.00 49.36 C -ATOM 6068 C ASP A 867 140.755 180.068 184.482 1.00 49.36 C -ATOM 6069 O ASP A 867 141.361 180.050 185.558 1.00 49.36 O -ATOM 6070 CB ASP A 867 142.169 180.933 182.609 1.00 49.36 C -ATOM 6071 CG ASP A 867 143.003 180.609 181.388 1.00 49.36 C -ATOM 6072 OD1 ASP A 867 143.103 179.416 181.035 1.00 49.36 O -ATOM 6073 OD2 ASP A 867 143.554 181.549 180.776 1.00 49.36 O1- -ATOM 6074 N GLU A 868 139.458 180.380 184.396 1.00 56.84 N -ATOM 6075 CA GLU A 868 138.648 180.554 185.599 1.00 56.84 C -ATOM 6076 C GLU A 868 138.536 179.253 186.387 1.00 56.84 C -ATOM 6077 O GLU A 868 138.595 179.260 187.622 1.00 56.84 O -ATOM 6078 CB GLU A 868 137.261 181.069 185.220 1.00 56.84 C -ATOM 6079 CG GLU A 868 136.439 181.559 186.396 1.00 56.84 C -ATOM 6080 CD GLU A 868 135.339 182.511 185.974 1.00 56.84 C -ATOM 6081 OE1 GLU A 868 135.275 182.848 184.774 1.00 56.84 O -ATOM 6082 OE2 GLU A 868 134.536 182.920 186.840 1.00 56.84 O1- -ATOM 6083 N MET A 869 138.393 178.123 185.688 1.00 47.74 N -ATOM 6084 CA MET A 869 138.332 176.829 186.364 1.00 47.74 C -ATOM 6085 C MET A 869 139.680 176.455 186.972 1.00 47.74 C -ATOM 6086 O MET A 869 139.733 175.859 188.057 1.00 47.74 O -ATOM 6087 CB MET A 869 137.869 175.751 185.386 1.00 47.74 C -ATOM 6088 CG MET A 869 136.547 176.062 184.713 1.00 47.74 C -ATOM 6089 SD MET A 869 136.006 174.742 183.616 1.00 47.74 S -ATOM 6090 CE MET A 869 134.241 175.032 183.600 1.00 47.74 C -ATOM 6091 N ILE A 870 140.775 176.800 186.287 1.00 36.74 N -ATOM 6092 CA ILE A 870 142.113 176.578 186.837 1.00 36.74 C -ATOM 6093 C ILE A 870 142.325 177.426 188.088 1.00 36.74 C -ATOM 6094 O ILE A 870 142.884 176.958 189.091 1.00 36.74 O -ATOM 6095 CB ILE A 870 143.181 176.865 185.764 1.00 36.74 C -ATOM 6096 CG1 ILE A 870 142.955 175.985 184.537 1.00 36.74 C -ATOM 6097 CG2 ILE A 870 144.574 176.614 186.302 1.00 36.74 C -ATOM 6098 CD1 ILE A 870 142.970 174.513 184.846 1.00 36.74 C -ATOM 6099 N ALA A 871 141.860 178.678 188.053 1.00 42.60 N -ATOM 6100 CA ALA A 871 141.937 179.546 189.222 1.00 42.60 C -ATOM 6101 C ALA A 871 141.074 179.035 190.368 1.00 42.60 C -ATOM 6102 O ALA A 871 141.458 179.176 191.532 1.00 42.60 O -ATOM 6103 CB ALA A 871 141.533 180.968 188.841 1.00 42.60 C -ATOM 6104 N GLN A 872 139.924 178.426 190.068 1.00 49.70 N -ATOM 6105 CA GLN A 872 139.104 177.847 191.130 1.00 49.70 C -ATOM 6106 C GLN A 872 139.748 176.597 191.726 1.00 49.70 C -ATOM 6107 O GLN A 872 139.636 176.363 192.935 1.00 49.70 O -ATOM 6108 CB GLN A 872 137.695 177.554 190.614 1.00 49.70 C -ATOM 6109 CG GLN A 872 136.866 178.816 190.415 1.00 49.70 C -ATOM 6110 CD GLN A 872 135.393 178.534 190.206 1.00 49.70 C -ATOM 6111 OE1 GLN A 872 134.869 177.528 190.681 1.00 49.70 O -ATOM 6112 NE2 GLN A 872 134.714 179.432 189.502 1.00 49.70 N -ATOM 6113 N TYR A 873 140.441 175.796 190.902 1.00 40.12 N -ATOM 6114 CA TYR A 873 141.232 174.679 191.431 1.00 40.12 C -ATOM 6115 C TYR A 873 142.338 175.159 192.363 1.00 40.12 C -ATOM 6116 O TYR A 873 142.536 174.594 193.447 1.00 40.12 O -ATOM 6117 CB TYR A 873 141.853 173.852 190.304 1.00 40.12 C -ATOM 6118 CG TYR A 873 140.906 173.044 189.450 1.00 40.12 C -ATOM 6119 CD1 TYR A 873 139.597 172.806 189.847 1.00 40.12 C -ATOM 6120 CD2 TYR A 873 141.341 172.483 188.256 1.00 40.12 C -ATOM 6121 CE1 TYR A 873 138.742 172.050 189.067 1.00 40.12 C -ATOM 6122 CE2 TYR A 873 140.492 171.728 187.466 1.00 40.12 C -ATOM 6123 CZ TYR A 873 139.192 171.515 187.879 1.00 40.12 C -ATOM 6124 OH TYR A 873 138.333 170.767 187.106 1.00 40.12 O -ATOM 6125 N THR A 874 143.081 176.193 191.950 1.00 34.85 N -ATOM 6126 CA THR A 874 144.152 176.703 192.807 1.00 34.85 C -ATOM 6127 C THR A 874 143.600 177.367 194.062 1.00 34.85 C -ATOM 6128 O THR A 874 144.214 177.264 195.131 1.00 34.85 O -ATOM 6129 CB THR A 874 145.049 177.683 192.049 1.00 34.85 C -ATOM 6130 OG1 THR A 874 144.286 178.823 191.638 1.00 34.85 O -ATOM 6131 CG2 THR A 874 145.682 177.017 190.842 1.00 34.85 C -ATOM 6132 N SER A 875 142.437 178.016 193.958 1.00 36.63 N -ATOM 6133 CA SER A 875 141.779 178.587 195.128 1.00 36.63 C -ATOM 6134 C SER A 875 141.348 177.507 196.109 1.00 36.63 C -ATOM 6135 O SER A 875 141.523 177.667 197.321 1.00 36.63 O -ATOM 6136 CB SER A 875 140.571 179.409 194.693 1.00 36.63 C -ATOM 6137 OG SER A 875 139.669 179.580 195.771 1.00 36.63 O -ATOM 6138 N ALA A 876 140.791 176.402 195.600 1.00 37.58 N -ATOM 6139 CA ALA A 876 140.387 175.296 196.463 1.00 37.58 C -ATOM 6140 C ALA A 876 141.586 174.649 197.142 1.00 37.58 C -ATOM 6141 O ALA A 876 141.540 174.366 198.346 1.00 37.58 O -ATOM 6142 CB ALA A 876 139.607 174.259 195.658 1.00 37.58 C -ATOM 6143 N LEU A 877 142.675 174.437 196.391 1.00 32.60 N -ATOM 6144 CA LEU A 877 143.884 173.849 196.967 1.00 32.60 C -ATOM 6145 C LEU A 877 144.502 174.751 198.027 1.00 32.60 C -ATOM 6146 O LEU A 877 144.893 174.279 199.102 1.00 32.60 O -ATOM 6147 CB LEU A 877 144.908 173.566 195.870 1.00 32.60 C -ATOM 6148 CG LEU A 877 144.662 172.363 194.967 1.00 32.60 C -ATOM 6149 CD1 LEU A 877 145.519 172.470 193.721 1.00 32.60 C -ATOM 6150 CD2 LEU A 877 144.946 171.073 195.713 1.00 32.60 C -ATOM 6151 N LEU A 878 144.570 176.057 197.757 1.00 32.71 N -ATOM 6152 CA LEU A 878 145.216 176.971 198.689 1.00 32.71 C -ATOM 6153 C LEU A 878 144.351 177.192 199.927 1.00 32.71 C -ATOM 6154 O LEU A 878 144.876 177.292 201.043 1.00 32.71 O -ATOM 6155 CB LEU A 878 145.548 178.277 197.957 1.00 32.71 C -ATOM 6156 CG LEU A 878 146.383 179.418 198.545 1.00 32.71 C -ATOM 6157 CD1 LEU A 878 147.039 180.160 197.392 1.00 32.71 C -ATOM 6158 CD2 LEU A 878 145.559 180.396 199.361 1.00 32.71 C -ATOM 6159 N ALA A 879 143.024 177.233 199.755 1.00 33.51 N -ATOM 6160 CA ALA A 879 142.120 177.352 200.894 1.00 33.51 C -ATOM 6161 C ALA A 879 142.157 176.105 201.767 1.00 33.51 C -ATOM 6162 O ALA A 879 142.127 176.207 203.001 1.00 33.51 O -ATOM 6163 CB ALA A 879 140.698 177.613 200.404 1.00 33.51 C -ATOM 6164 N GLY A 880 142.225 174.924 201.142 1.00 35.28 N -ATOM 6165 CA GLY A 880 142.365 173.698 201.907 1.00 35.28 C -ATOM 6166 C GLY A 880 143.681 173.628 202.656 1.00 35.28 C -ATOM 6167 O GLY A 880 143.719 173.197 203.809 1.00 35.28 O -ATOM 6168 N THR A 881 144.768 174.083 202.018 1.00 35.74 N -ATOM 6169 CA THR A 881 146.071 174.124 202.677 1.00 35.74 C -ATOM 6170 C THR A 881 146.063 175.066 203.876 1.00 35.74 C -ATOM 6171 O THR A 881 146.561 174.708 204.951 1.00 35.74 O -ATOM 6172 CB THR A 881 147.150 174.549 201.679 1.00 35.74 C -ATOM 6173 OG1 THR A 881 147.082 173.718 200.514 1.00 35.74 O -ATOM 6174 CG2 THR A 881 148.533 174.424 202.296 1.00 35.74 C -ATOM 6175 N ILE A 882 145.452 176.245 203.724 1.00 34.52 N -ATOM 6176 CA ILE A 882 145.413 177.226 204.808 1.00 34.52 C -ATOM 6177 C ILE A 882 144.555 176.723 205.967 1.00 34.52 C -ATOM 6178 O ILE A 882 144.978 176.753 207.129 1.00 34.52 O -ATOM 6179 CB ILE A 882 144.918 178.586 204.279 1.00 34.52 C -ATOM 6180 CG1 ILE A 882 146.030 179.282 203.493 1.00 34.52 C -ATOM 6181 CG2 ILE A 882 144.431 179.483 205.415 1.00 34.52 C -ATOM 6182 CD1 ILE A 882 145.690 180.693 203.058 1.00 34.52 C -ATOM 6183 N THR A 883 143.357 176.220 205.672 1.00 40.61 N -ATOM 6184 CA THR A 883 142.431 175.858 206.737 1.00 40.61 C -ATOM 6185 C THR A 883 142.641 174.456 207.299 1.00 40.61 C -ATOM 6186 O THR A 883 142.053 174.142 208.339 1.00 40.61 O -ATOM 6187 CB THR A 883 140.984 175.987 206.250 1.00 40.61 C -ATOM 6188 OG1 THR A 883 140.814 175.242 205.039 1.00 40.61 O -ATOM 6189 CG2 THR A 883 140.633 177.445 206.003 1.00 40.61 C -ATOM 6190 N SER A 884 143.451 173.602 206.664 1.00 39.02 N -ATOM 6191 CA SER A 884 143.602 172.251 207.189 1.00 39.02 C -ATOM 6192 C SER A 884 145.021 171.703 207.204 1.00 39.02 C -ATOM 6193 O SER A 884 145.227 170.650 207.815 1.00 39.02 O -ATOM 6194 CB SER A 884 142.711 171.279 206.401 1.00 39.02 C -ATOM 6195 OG SER A 884 142.980 171.345 205.013 1.00 39.02 O -ATOM 6196 N GLY A 885 145.999 172.345 206.576 1.00 39.00 N -ATOM 6197 CA GLY A 885 147.339 171.779 206.549 1.00 39.00 C -ATOM 6198 C GLY A 885 147.438 170.674 205.522 1.00 39.00 C -ATOM 6199 O GLY A 885 147.007 170.834 204.378 1.00 39.00 O -ATOM 6200 N TRP A 886 148.012 169.543 205.926 1.00 43.53 N -ATOM 6201 CA TRP A 886 148.202 168.402 205.041 1.00 43.53 C -ATOM 6202 C TRP A 886 147.092 167.365 205.146 1.00 43.53 C -ATOM 6203 O TRP A 886 147.147 166.350 204.446 1.00 43.53 O -ATOM 6204 CB TRP A 886 149.556 167.736 205.322 1.00 43.53 C -ATOM 6205 CG TRP A 886 149.819 167.413 206.771 1.00 43.53 C -ATOM 6206 CD1 TRP A 886 149.157 166.505 207.549 1.00 43.53 C -ATOM 6207 CD2 TRP A 886 150.823 167.998 207.608 1.00 43.53 C -ATOM 6208 NE1 TRP A 886 149.685 166.491 208.816 1.00 43.53 N -ATOM 6209 CE2 TRP A 886 150.709 167.399 208.878 1.00 43.53 C -ATOM 6210 CE3 TRP A 886 151.806 168.970 207.407 1.00 43.53 C -ATOM 6211 CZ2 TRP A 886 151.542 167.741 209.942 1.00 43.53 C -ATOM 6212 CZ3 TRP A 886 152.631 169.308 208.464 1.00 43.53 C -ATOM 6213 CH2 TRP A 886 152.494 168.695 209.715 1.00 43.53 C -ATOM 6214 N THR A 887 146.096 167.589 206.007 1.00 40.95 N -ATOM 6215 CA THR A 887 145.097 166.559 206.274 1.00 40.95 C -ATOM 6216 C THR A 887 144.108 166.407 205.127 1.00 40.95 C -ATOM 6217 O THR A 887 143.551 165.319 204.934 1.00 40.95 O -ATOM 6218 CB THR A 887 144.354 166.875 207.569 1.00 40.95 C -ATOM 6219 OG1 THR A 887 143.382 167.898 207.325 1.00 40.95 O -ATOM 6220 CG2 THR A 887 145.327 167.355 208.633 1.00 40.95 C -ATOM 6221 N PHE A 888 143.874 167.471 204.360 1.00 37.54 N -ATOM 6222 CA PHE A 888 142.962 167.385 203.227 1.00 37.54 C -ATOM 6223 C PHE A 888 143.564 166.630 202.049 1.00 37.54 C -ATOM 6224 O PHE A 888 142.819 166.194 201.165 1.00 37.54 O -ATOM 6225 CB PHE A 888 142.521 168.787 202.795 1.00 37.54 C -ATOM 6226 CG PHE A 888 143.471 169.468 201.852 1.00 37.54 C -ATOM 6227 CD1 PHE A 888 144.714 169.898 202.288 1.00 37.54 C -ATOM 6228 CD2 PHE A 888 143.112 169.697 200.532 1.00 37.54 C -ATOM 6229 CE1 PHE A 888 145.588 170.532 201.424 1.00 37.54 C -ATOM 6230 CE2 PHE A 888 143.982 170.330 199.663 1.00 37.54 C -ATOM 6231 CZ PHE A 888 145.220 170.748 200.111 1.00 37.54 C -ATOM 6232 N GLY A 889 144.888 166.465 202.017 1.00 41.50 N -ATOM 6233 CA GLY A 889 145.496 165.606 201.018 1.00 41.50 C -ATOM 6234 C GLY A 889 145.465 164.140 201.389 1.00 41.50 C -ATOM 6235 O GLY A 889 145.561 163.276 200.512 1.00 41.50 O -ATOM 6236 N ALA A 890 145.340 163.836 202.680 1.00 41.43 N -ATOM 6237 CA ALA A 890 145.247 162.457 203.142 1.00 41.43 C -ATOM 6238 C ALA A 890 143.809 161.979 203.276 1.00 41.43 C -ATOM 6239 O ALA A 890 143.557 160.771 203.205 1.00 41.43 O -ATOM 6240 CB ALA A 890 145.963 162.299 204.485 1.00 41.43 C -ATOM 6241 N GLY A 891 142.866 162.895 203.472 1.00 47.67 N -ATOM 6242 CA GLY A 891 141.469 162.534 203.609 1.00 47.67 C -ATOM 6243 C GLY A 891 140.572 163.753 203.634 1.00 47.67 C -ATOM 6244 O GLY A 891 140.763 164.684 202.845 1.00 47.67 O -ATOM 6245 N ALA A 892 139.586 163.759 204.526 1.00 49.73 N -ATOM 6246 CA ALA A 892 138.754 164.938 204.700 1.00 49.73 C -ATOM 6247 C ALA A 892 139.539 166.038 205.407 1.00 49.73 C -ATOM 6248 O ALA A 892 140.544 165.791 206.080 1.00 49.73 O -ATOM 6249 CB ALA A 892 137.491 164.596 205.488 1.00 49.73 C -ATOM 6250 N ALA A 893 139.069 167.271 205.244 1.00 47.68 N -ATOM 6251 CA ALA A 893 139.768 168.430 205.784 1.00 47.68 C -ATOM 6252 C ALA A 893 139.535 168.526 207.287 1.00 47.68 C -ATOM 6253 O ALA A 893 138.389 168.614 207.741 1.00 47.68 O -ATOM 6254 CB ALA A 893 139.305 169.705 205.084 1.00 47.68 C -ATOM 6255 N LEU A 894 140.622 168.510 208.053 1.00 47.01 N -ATOM 6256 CA LEU A 894 140.582 168.673 209.502 1.00 47.01 C -ATOM 6257 C LEU A 894 141.007 170.100 209.822 1.00 47.01 C -ATOM 6258 O LEU A 894 142.158 170.473 209.580 1.00 47.01 O -ATOM 6259 CB LEU A 894 141.506 167.669 210.187 1.00 47.01 C -ATOM 6260 CG LEU A 894 141.195 166.181 210.047 1.00 47.01 C -ATOM 6261 CD1 LEU A 894 142.414 165.351 210.407 1.00 47.01 C -ATOM 6262 CD2 LEU A 894 140.038 165.819 210.940 1.00 47.01 C -ATOM 6263 N GLN A 895 140.085 170.893 210.366 1.00 48.92 N -ATOM 6264 CA GLN A 895 140.392 172.283 210.672 1.00 48.92 C -ATOM 6265 C GLN A 895 141.368 172.382 211.841 1.00 48.92 C -ATOM 6266 O GLN A 895 141.394 171.534 212.736 1.00 48.92 O -ATOM 6267 CB GLN A 895 139.112 173.070 210.966 1.00 48.92 C -ATOM 6268 CG GLN A 895 138.394 172.714 212.257 1.00 48.92 C -ATOM 6269 CD GLN A 895 137.182 171.836 212.023 1.00 48.92 C -ATOM 6270 OE1 GLN A 895 137.015 171.263 210.947 1.00 48.92 O -ATOM 6271 NE2 GLN A 895 136.322 171.734 213.029 1.00 48.92 N -ATOM 6272 N ILE A 896 142.199 173.418 211.801 1.00 41.77 N -ATOM 6273 CA ILE A 896 143.265 173.618 212.779 1.00 41.77 C -ATOM 6274 C ILE A 896 143.605 175.106 212.798 1.00 41.77 C -ATOM 6275 O ILE A 896 143.532 175.765 211.750 1.00 41.77 O -ATOM 6276 CB ILE A 896 144.484 172.729 212.454 1.00 41.77 C -ATOM 6277 CG1 ILE A 896 145.611 172.900 213.478 1.00 41.77 C -ATOM 6278 CG2 ILE A 896 144.985 172.952 211.029 1.00 41.77 C -ATOM 6279 CD1 ILE A 896 146.755 171.944 213.286 1.00 41.77 C -ATOM 6280 N PRO A 897 143.886 175.694 213.964 1.00 40.22 N -ATOM 6281 CA PRO A 897 144.425 177.059 213.988 1.00 40.22 C -ATOM 6282 C PRO A 897 145.771 177.136 213.282 1.00 40.22 C -ATOM 6283 O PRO A 897 146.581 176.207 213.337 1.00 40.22 O -ATOM 6284 CB PRO A 897 144.549 177.362 215.483 1.00 40.22 C -ATOM 6285 CG PRO A 897 143.505 176.511 216.110 1.00 40.22 C -ATOM 6286 CD PRO A 897 143.475 175.246 215.305 1.00 40.22 C -ATOM 6287 N PHE A 898 145.994 178.265 212.608 1.00 32.43 N -ATOM 6288 CA PHE A 898 147.113 178.372 211.681 1.00 32.43 C -ATOM 6289 C PHE A 898 148.445 178.491 212.410 1.00 32.43 C -ATOM 6290 O PHE A 898 149.464 177.995 211.914 1.00 32.43 O -ATOM 6291 CB PHE A 898 146.879 179.555 210.746 1.00 32.43 C -ATOM 6292 CG PHE A 898 147.745 179.546 209.529 1.00 32.43 C -ATOM 6293 CD1 PHE A 898 147.528 178.615 208.528 1.00 32.43 C -ATOM 6294 CD2 PHE A 898 148.733 180.499 209.356 1.00 32.43 C -ATOM 6295 CE1 PHE A 898 148.310 178.603 207.395 1.00 32.43 C -ATOM 6296 CE2 PHE A 898 149.510 180.502 208.218 1.00 32.43 C -ATOM 6297 CZ PHE A 898 149.302 179.545 207.240 1.00 32.43 C -ATOM 6298 N ALA A 899 148.451 179.117 213.591 1.00 37.10 N -ATOM 6299 CA ALA A 899 149.660 179.158 214.409 1.00 37.10 C -ATOM 6300 C ALA A 899 150.053 177.767 214.891 1.00 37.10 C -ATOM 6301 O ALA A 899 151.238 177.418 214.890 1.00 37.10 O -ATOM 6302 CB ALA A 899 149.457 180.100 215.594 1.00 37.10 C -ATOM 6303 N MET A 900 149.068 176.951 215.282 1.00 39.21 N -ATOM 6304 CA MET A 900 149.349 175.577 215.694 1.00 39.21 C -ATOM 6305 C MET A 900 149.819 174.729 214.518 1.00 39.21 C -ATOM 6306 O MET A 900 150.718 173.888 214.670 1.00 39.21 O -ATOM 6307 CB MET A 900 148.107 174.960 216.330 1.00 39.21 C -ATOM 6308 CG MET A 900 147.445 175.834 217.375 1.00 39.21 C -ATOM 6309 SD MET A 900 146.180 174.940 218.293 1.00 39.21 S -ATOM 6310 CE MET A 900 147.007 173.376 218.577 1.00 39.21 C -ATOM 6311 N GLN A 901 149.224 174.945 213.340 1.00 33.54 N -ATOM 6312 CA GLN A 901 149.672 174.253 212.136 1.00 33.54 C -ATOM 6313 C GLN A 901 151.115 174.600 211.809 1.00 33.54 C -ATOM 6314 O GLN A 901 151.927 173.711 211.527 1.00 33.54 O -ATOM 6315 CB GLN A 901 148.767 174.606 210.962 1.00 33.54 C -ATOM 6316 CG GLN A 901 149.238 174.036 209.644 1.00 33.54 C -ATOM 6317 CD GLN A 901 148.466 174.585 208.473 1.00 33.54 C -ATOM 6318 OE1 GLN A 901 147.312 174.984 208.611 1.00 33.54 O -ATOM 6319 NE2 GLN A 901 149.100 174.615 207.308 1.00 33.54 N -ATOM 6320 N MET A 902 151.467 175.882 211.915 1.00 31.47 N -ATOM 6321 CA MET A 902 152.840 176.304 211.676 1.00 31.47 C -ATOM 6322 C MET A 902 153.782 175.785 212.753 1.00 31.47 C -ATOM 6323 O MET A 902 154.970 175.571 212.485 1.00 31.47 O -ATOM 6324 CB MET A 902 152.895 177.831 211.609 1.00 31.47 C -ATOM 6325 CG MET A 902 154.129 178.390 210.930 1.00 31.47 C -ATOM 6326 SD MET A 902 154.101 178.252 209.150 1.00 31.47 S -ATOM 6327 CE MET A 902 152.351 178.472 208.826 1.00 31.47 C -ATOM 6328 N ALA A 903 153.273 175.594 213.973 1.00 35.61 N -ATOM 6329 CA ALA A 903 154.072 174.999 215.038 1.00 35.61 C -ATOM 6330 C ALA A 903 154.449 173.559 214.713 1.00 35.61 C -ATOM 6331 O ALA A 903 155.601 173.153 214.904 1.00 35.61 O -ATOM 6332 CB ALA A 903 153.312 175.075 216.360 1.00 35.61 C -ATOM 6333 N TYR A 904 153.503 172.775 214.191 1.00 42.94 N -ATOM 6334 CA TYR A 904 153.896 171.434 213.753 1.00 42.94 C -ATOM 6335 C TYR A 904 154.713 171.443 212.462 1.00 42.94 C -ATOM 6336 O TYR A 904 155.482 170.500 212.232 1.00 42.94 O -ATOM 6337 CB TYR A 904 152.687 170.507 213.629 1.00 42.94 C -ATOM 6338 CG TYR A 904 152.086 170.224 214.979 1.00 42.94 C -ATOM 6339 CD1 TYR A 904 152.651 169.270 215.818 1.00 42.94 C -ATOM 6340 CD2 TYR A 904 150.963 170.900 215.417 1.00 42.94 C -ATOM 6341 CE1 TYR A 904 152.118 169.017 217.061 1.00 42.94 C -ATOM 6342 CE2 TYR A 904 150.423 170.659 216.653 1.00 42.94 C -ATOM 6343 CZ TYR A 904 151.001 169.716 217.467 1.00 42.94 C -ATOM 6344 OH TYR A 904 150.459 169.479 218.698 1.00 42.94 O -ATOM 6345 N ARG A 905 154.591 172.485 211.631 1.00 27.91 N -ATOM 6346 CA ARG A 905 155.530 172.639 210.518 1.00 27.91 C -ATOM 6347 C ARG A 905 156.955 172.876 211.014 1.00 27.91 C -ATOM 6348 O ARG A 905 157.912 172.359 210.425 1.00 27.91 O -ATOM 6349 CB ARG A 905 155.104 173.774 209.585 1.00 27.91 C -ATOM 6350 CG ARG A 905 153.755 173.598 208.910 1.00 27.91 C -ATOM 6351 CD ARG A 905 153.832 172.723 207.678 1.00 27.91 C -ATOM 6352 NE ARG A 905 152.581 172.749 206.929 1.00 27.91 N -ATOM 6353 CZ ARG A 905 152.439 172.289 205.694 1.00 27.91 C -ATOM 6354 NH1 ARG A 905 153.454 171.757 205.034 1.00 27.91 N1+ -ATOM 6355 NH2 ARG A 905 151.250 172.368 205.105 1.00 27.91 N -ATOM 6356 N PHE A 906 157.120 173.667 212.082 1.00 26.30 N -ATOM 6357 CA PHE A 906 158.442 173.807 212.696 1.00 26.30 C -ATOM 6358 C PHE A 906 158.898 172.508 213.344 1.00 26.30 C -ATOM 6359 O PHE A 906 160.090 172.183 213.315 1.00 26.30 O -ATOM 6360 CB PHE A 906 158.470 174.931 213.731 1.00 26.30 C -ATOM 6361 CG PHE A 906 158.694 176.297 213.151 1.00 26.30 C -ATOM 6362 CD1 PHE A 906 158.858 176.479 211.787 1.00 26.30 C -ATOM 6363 CD2 PHE A 906 158.822 177.391 213.987 1.00 26.30 C -ATOM 6364 CE1 PHE A 906 159.082 177.740 211.267 1.00 26.30 C -ATOM 6365 CE2 PHE A 906 159.045 178.651 213.475 1.00 26.30 C -ATOM 6366 CZ PHE A 906 159.179 178.826 212.113 1.00 26.30 C -ATOM 6367 N ASN A 907 157.973 171.757 213.943 1.00 30.97 N -ATOM 6368 CA ASN A 907 158.319 170.441 214.471 1.00 30.97 C -ATOM 6369 C ASN A 907 158.708 169.449 213.381 1.00 30.97 C -ATOM 6370 O ASN A 907 159.376 168.456 213.686 1.00 30.97 O -ATOM 6371 CB ASN A 907 157.163 169.871 215.292 1.00 30.97 C -ATOM 6372 CG ASN A 907 157.086 170.470 216.680 1.00 30.97 C -ATOM 6373 OD1 ASN A 907 156.108 171.127 217.033 1.00 30.97 O -ATOM 6374 ND2 ASN A 907 158.122 170.243 217.478 1.00 30.97 N -ATOM 6375 N GLY A 908 158.315 169.690 212.133 1.00 28.76 N -ATOM 6376 CA GLY A 908 158.784 168.876 211.031 1.00 28.76 C -ATOM 6377 C GLY A 908 160.226 169.129 210.628 1.00 28.76 C -ATOM 6378 O GLY A 908 160.858 168.254 210.029 1.00 28.76 O -ATOM 6379 N ILE A 909 160.768 170.311 210.942 1.00 29.54 N -ATOM 6380 CA ILE A 909 162.135 170.649 210.552 1.00 29.54 C -ATOM 6381 C ILE A 909 163.116 170.584 211.716 1.00 29.54 C -ATOM 6382 O ILE A 909 164.302 170.889 211.532 1.00 29.54 O -ATOM 6383 CB ILE A 909 162.203 172.035 209.874 1.00 29.54 C -ATOM 6384 CG1 ILE A 909 162.021 173.162 210.893 1.00 29.54 C -ATOM 6385 CG2 ILE A 909 161.162 172.134 208.773 1.00 29.54 C -ATOM 6386 CD1 ILE A 909 161.959 174.545 210.286 1.00 29.54 C -ATOM 6387 N GLY A 910 162.667 170.181 212.902 1.00 28.23 N -ATOM 6388 CA GLY A 910 163.562 169.995 214.026 1.00 28.23 C -ATOM 6389 C GLY A 910 163.669 171.154 214.991 1.00 28.23 C -ATOM 6390 O GLY A 910 164.504 171.101 215.902 1.00 28.23 O -ATOM 6391 N VAL A 911 162.864 172.198 214.824 1.00 27.94 N -ATOM 6392 CA VAL A 911 162.828 173.329 215.745 1.00 27.94 C -ATOM 6393 C VAL A 911 161.563 173.207 216.583 1.00 27.94 C -ATOM 6394 O VAL A 911 160.481 172.943 216.044 1.00 27.94 O -ATOM 6395 CB VAL A 911 162.873 174.665 214.982 1.00 27.94 C -ATOM 6396 CG1 VAL A 911 162.862 175.845 215.940 1.00 27.94 C -ATOM 6397 CG2 VAL A 911 164.097 174.718 214.082 1.00 27.94 C -ATOM 6398 N THR A 912 161.697 173.368 217.899 1.00 36.47 N -ATOM 6399 CA THR A 912 160.561 173.192 218.795 1.00 36.47 C -ATOM 6400 C THR A 912 159.535 174.305 218.603 1.00 36.47 C -ATOM 6401 O THR A 912 159.855 175.410 218.158 1.00 36.47 O -ATOM 6402 CB THR A 912 161.021 173.155 220.252 1.00 36.47 C -ATOM 6403 OG1 THR A 912 161.739 174.355 220.561 1.00 36.47 O -ATOM 6404 CG2 THR A 912 161.917 171.951 220.500 1.00 36.47 C -ATOM 6405 N GLN A 913 158.284 173.990 218.953 1.00 37.95 N -ATOM 6406 CA GLN A 913 157.160 174.889 218.703 1.00 37.95 C -ATOM 6407 C GLN A 913 157.206 176.137 219.579 1.00 37.95 C -ATOM 6408 O GLN A 913 156.588 177.155 219.240 1.00 37.95 O -ATOM 6409 CB GLN A 913 155.856 174.120 218.914 1.00 37.95 C -ATOM 6410 CG GLN A 913 155.855 173.284 220.184 1.00 37.95 C -ATOM 6411 CD GLN A 913 154.656 172.363 220.285 1.00 37.95 C -ATOM 6412 OE1 GLN A 913 153.938 172.148 219.310 1.00 37.95 O -ATOM 6413 NE2 GLN A 913 154.451 171.790 221.464 1.00 37.95 N -ATOM 6414 N ASN A 914 157.933 176.076 220.699 1.00 42.80 N -ATOM 6415 CA ASN A 914 158.063 177.219 221.598 1.00 42.80 C -ATOM 6416 C ASN A 914 158.766 178.410 220.947 1.00 42.80 C -ATOM 6417 O ASN A 914 158.483 179.565 221.299 1.00 42.80 O -ATOM 6418 CB ASN A 914 158.756 176.755 222.890 1.00 42.80 C -ATOM 6419 CG ASN A 914 160.193 176.236 222.677 1.00 42.80 C -ATOM 6420 OD1 ASN A 914 160.772 176.308 221.593 1.00 42.80 O -ATOM 6421 ND2 ASN A 914 160.753 175.665 223.732 1.00 42.80 N -ATOM 6422 N VAL A 915 159.667 178.140 219.994 1.00 38.69 N -ATOM 6423 CA VAL A 915 160.325 179.197 219.227 1.00 38.69 C -ATOM 6424 C VAL A 915 159.301 179.998 218.434 1.00 38.69 C -ATOM 6425 O VAL A 915 159.352 181.234 218.394 1.00 38.69 O -ATOM 6426 CB VAL A 915 161.403 178.587 218.308 1.00 38.69 C -ATOM 6427 CG1 VAL A 915 162.073 179.661 217.464 1.00 38.69 C -ATOM 6428 CG2 VAL A 915 162.434 177.833 219.128 1.00 38.69 C -ATOM 6429 N LEU A 916 158.338 179.311 217.816 1.00 36.78 N -ATOM 6430 CA LEU A 916 157.270 180.012 217.113 1.00 36.78 C -ATOM 6431 C LEU A 916 156.329 180.709 218.080 1.00 36.78 C -ATOM 6432 O LEU A 916 155.909 181.845 217.827 1.00 36.78 O -ATOM 6433 CB LEU A 916 156.489 179.041 216.237 1.00 36.78 C -ATOM 6434 CG LEU A 916 155.574 179.576 215.136 1.00 36.78 C -ATOM 6435 CD1 LEU A 916 155.434 178.416 214.277 1.00 36.78 C -ATOM 6436 CD2 LEU A 916 154.162 180.003 215.553 1.00 36.78 C -ATOM 6437 N TYR A 917 155.960 180.040 219.176 1.00 34.43 N -ATOM 6438 CA TYR A 917 154.977 180.627 220.082 1.00 34.43 C -ATOM 6439 C TYR A 917 155.535 181.821 220.845 1.00 34.43 C -ATOM 6440 O TYR A 917 154.760 182.581 221.434 1.00 34.43 O -ATOM 6441 CB TYR A 917 154.443 179.576 221.055 1.00 34.43 C -ATOM 6442 CG TYR A 917 153.511 178.577 220.406 1.00 34.43 C -ATOM 6443 CD1 TYR A 917 152.419 178.999 219.656 1.00 34.43 C -ATOM 6444 CD2 TYR A 917 153.711 177.213 220.561 1.00 34.43 C -ATOM 6445 CE1 TYR A 917 151.568 178.084 219.061 1.00 34.43 C -ATOM 6446 CE2 TYR A 917 152.867 176.294 219.976 1.00 34.43 C -ATOM 6447 CZ TYR A 917 151.797 176.733 219.230 1.00 34.43 C -ATOM 6448 OH TYR A 917 150.959 175.811 218.651 1.00 34.43 O -ATOM 6449 N GLU A 918 156.854 182.012 220.842 1.00 44.88 N -ATOM 6450 CA GLU A 918 157.411 183.267 221.326 1.00 44.88 C -ATOM 6451 C GLU A 918 157.628 184.298 220.216 1.00 44.88 C -ATOM 6452 O GLU A 918 157.576 185.503 220.485 1.00 44.88 O -ATOM 6453 CB GLU A 918 158.721 182.998 222.065 1.00 44.88 C -ATOM 6454 CG GLU A 918 158.528 182.182 223.329 1.00 44.88 C -ATOM 6455 CD GLU A 918 159.722 181.313 223.648 1.00 44.88 C -ATOM 6456 OE1 GLU A 918 160.666 181.278 222.831 1.00 44.88 O -ATOM 6457 OE2 GLU A 918 159.713 180.657 224.710 1.00 44.88 O1- -ATOM 6458 N ASN A 919 157.873 183.868 218.972 1.00 40.27 N -ATOM 6459 CA ASN A 919 158.269 184.769 217.889 1.00 40.27 C -ATOM 6460 C ASN A 919 157.245 184.832 216.753 1.00 40.27 C -ATOM 6461 O ASN A 919 157.619 185.000 215.584 1.00 40.27 O -ATOM 6462 CB ASN A 919 159.633 184.365 217.331 1.00 40.27 C -ATOM 6463 CG ASN A 919 160.701 184.256 218.404 1.00 40.27 C -ATOM 6464 OD1 ASN A 919 160.579 184.832 219.483 1.00 40.27 O -ATOM 6465 ND2 ASN A 919 161.757 183.510 218.107 1.00 40.27 N -ATOM 6466 N GLN A 920 155.955 184.724 217.090 1.00 41.17 N -ATOM 6467 CA GLN A 920 154.900 184.628 216.080 1.00 41.17 C -ATOM 6468 C GLN A 920 154.764 185.913 215.268 1.00 41.17 C -ATOM 6469 O GLN A 920 154.588 185.866 214.042 1.00 41.17 O -ATOM 6470 CB GLN A 920 153.575 184.282 216.757 1.00 41.17 C -ATOM 6471 CG GLN A 920 152.426 184.027 215.804 1.00 41.17 C -ATOM 6472 CD GLN A 920 151.174 183.576 216.524 1.00 41.17 C -ATOM 6473 OE1 GLN A 920 151.218 183.210 217.698 1.00 41.17 O -ATOM 6474 NE2 GLN A 920 150.048 183.598 215.823 1.00 41.17 N -ATOM 6475 N LYS A 921 154.851 187.068 215.936 1.00 42.29 N -ATOM 6476 CA LYS A 921 154.732 188.353 215.251 1.00 42.29 C -ATOM 6477 C LYS A 921 155.899 188.590 214.300 1.00 42.29 C -ATOM 6478 O LYS A 921 155.706 189.099 213.188 1.00 42.29 O -ATOM 6479 CB LYS A 921 154.642 189.479 216.280 1.00 42.29 C -ATOM 6480 CG LYS A 921 153.380 189.443 217.128 1.00 42.29 C -ATOM 6481 CD LYS A 921 153.411 190.491 218.233 1.00 42.29 C -ATOM 6482 CE LYS A 921 153.702 191.882 217.689 1.00 42.29 C -ATOM 6483 NZ LYS A 921 152.645 192.340 216.748 1.00 42.29 N1+ -ATOM 6484 N LEU A 922 157.111 188.214 214.720 1.00 41.88 N -ATOM 6485 CA LEU A 922 158.286 188.351 213.863 1.00 41.88 C -ATOM 6486 C LEU A 922 158.195 187.440 212.643 1.00 41.88 C -ATOM 6487 O LEU A 922 158.542 187.853 211.527 1.00 41.88 O -ATOM 6488 CB LEU A 922 159.550 188.052 214.668 1.00 41.88 C -ATOM 6489 CG LEU A 922 160.878 188.036 213.913 1.00 41.88 C -ATOM 6490 CD1 LEU A 922 161.183 189.414 213.357 1.00 41.88 C -ATOM 6491 CD2 LEU A 922 161.998 187.562 214.823 1.00 41.88 C -ATOM 6492 N ILE A 923 157.709 186.206 212.836 1.00 36.28 N -ATOM 6493 CA ILE A 923 157.539 185.275 211.718 1.00 36.28 C -ATOM 6494 C ILE A 923 156.502 185.799 210.726 1.00 36.28 C -ATOM 6495 O ILE A 923 156.718 185.766 209.503 1.00 36.28 O -ATOM 6496 CB ILE A 923 157.175 183.876 212.252 1.00 36.28 C -ATOM 6497 CG1 ILE A 923 158.389 183.243 212.930 1.00 36.28 C -ATOM 6498 CG2 ILE A 923 156.671 182.963 211.145 1.00 36.28 C -ATOM 6499 CD1 ILE A 923 158.039 182.131 213.876 1.00 36.28 C -ATOM 6500 N ALA A 924 155.383 186.328 211.238 1.00 37.84 N -ATOM 6501 CA ALA A 924 154.342 186.879 210.372 1.00 37.84 C -ATOM 6502 C ALA A 924 154.831 188.105 209.604 1.00 37.84 C -ATOM 6503 O ALA A 924 154.528 188.256 208.412 1.00 37.84 O -ATOM 6504 CB ALA A 924 153.104 187.224 211.198 1.00 37.84 C -ATOM 6505 N ASN A 925 155.600 188.980 210.265 1.00 41.28 N -ATOM 6506 CA ASN A 925 156.132 190.167 209.599 1.00 41.28 C -ATOM 6507 C ASN A 925 157.137 189.799 208.512 1.00 41.28 C -ATOM 6508 O ASN A 925 157.133 190.403 207.430 1.00 41.28 O -ATOM 6509 CB ASN A 925 156.771 191.100 210.626 1.00 41.28 C -ATOM 6510 CG ASN A 925 155.744 191.856 211.443 1.00 41.28 C -ATOM 6511 OD1 ASN A 925 154.551 191.822 211.146 1.00 41.28 O -ATOM 6512 ND2 ASN A 925 156.204 192.543 212.482 1.00 41.28 N -ATOM 6513 N GLN A 926 157.991 188.801 208.775 1.00 39.45 N -ATOM 6514 CA GLN A 926 158.940 188.345 207.761 1.00 39.45 C -ATOM 6515 C GLN A 926 158.230 187.718 206.566 1.00 39.45 C -ATOM 6516 O GLN A 926 158.631 187.942 205.415 1.00 39.45 O -ATOM 6517 CB GLN A 926 159.929 187.355 208.375 1.00 39.45 C -ATOM 6518 CG GLN A 926 160.963 187.994 209.283 1.00 39.45 C -ATOM 6519 CD GLN A 926 161.788 186.970 210.031 1.00 39.45 C -ATOM 6520 OE1 GLN A 926 161.658 185.768 209.806 1.00 39.45 O -ATOM 6521 NE2 GLN A 926 162.644 187.441 210.929 1.00 39.45 N -ATOM 6522 N PHE A 927 157.166 186.944 206.816 1.00 38.07 N -ATOM 6523 CA PHE A 927 156.410 186.342 205.718 1.00 38.07 C -ATOM 6524 C PHE A 927 155.708 187.399 204.869 1.00 38.07 C -ATOM 6525 O PHE A 927 155.704 187.306 203.632 1.00 38.07 O -ATOM 6526 CB PHE A 927 155.396 185.338 206.264 1.00 38.07 C -ATOM 6527 CG PHE A 927 154.490 184.765 205.214 1.00 38.07 C -ATOM 6528 CD1 PHE A 927 154.979 183.873 204.273 1.00 38.07 C -ATOM 6529 CD2 PHE A 927 153.151 185.119 205.163 1.00 38.07 C -ATOM 6530 CE1 PHE A 927 154.150 183.341 203.303 1.00 38.07 C -ATOM 6531 CE2 PHE A 927 152.316 184.592 204.196 1.00 38.07 C -ATOM 6532 CZ PHE A 927 152.817 183.702 203.265 1.00 38.07 C -ATOM 6533 N ASN A 928 155.118 188.413 205.516 1.00 40.16 N -ATOM 6534 CA ASN A 928 154.461 189.490 204.776 1.00 40.16 C -ATOM 6535 C ASN A 928 155.461 190.303 203.960 1.00 40.16 C -ATOM 6536 O ASN A 928 155.167 190.694 202.821 1.00 40.16 O -ATOM 6537 CB ASN A 928 153.692 190.396 205.735 1.00 40.16 C -ATOM 6538 CG ASN A 928 152.569 189.671 206.445 1.00 40.16 C -ATOM 6539 OD1 ASN A 928 152.220 188.546 206.091 1.00 40.16 O -ATOM 6540 ND2 ASN A 928 152.001 190.311 207.459 1.00 40.16 N -ATOM 6541 N SER A 929 156.652 190.554 204.520 1.00 41.94 N -ATOM 6542 CA SER A 929 157.690 191.266 203.781 1.00 41.94 C -ATOM 6543 C SER A 929 158.181 190.460 202.582 1.00 41.94 C -ATOM 6544 O SER A 929 158.437 191.029 201.513 1.00 41.94 O -ATOM 6545 CB SER A 929 158.853 191.608 204.709 1.00 41.94 C -ATOM 6546 OG SER A 929 158.447 192.516 205.717 1.00 41.94 O -ATOM 6547 N ALA A 930 158.303 189.136 202.737 1.00 40.65 N -ATOM 6548 CA ALA A 930 158.712 188.289 201.617 1.00 40.65 C -ATOM 6549 C ALA A 930 157.663 188.273 200.508 1.00 40.65 C -ATOM 6550 O ALA A 930 158.010 188.316 199.319 1.00 40.65 O -ATOM 6551 CB ALA A 930 158.994 186.870 202.109 1.00 40.65 C -ATOM 6552 N ILE A 931 156.379 188.229 200.879 1.00 44.42 N -ATOM 6553 CA ILE A 931 155.308 188.256 199.881 1.00 44.42 C -ATOM 6554 C ILE A 931 155.283 189.599 199.147 1.00 44.42 C -ATOM 6555 O ILE A 931 155.131 189.648 197.915 1.00 44.42 O -ATOM 6556 CB ILE A 931 153.960 187.927 200.552 1.00 44.42 C -ATOM 6557 CG1 ILE A 931 153.925 186.455 200.966 1.00 44.42 C -ATOM 6558 CG2 ILE A 931 152.789 188.210 199.627 1.00 44.42 C -ATOM 6559 CD1 ILE A 931 153.951 185.486 199.801 1.00 44.42 C -ATOM 6560 N GLY A 932 155.474 190.702 199.882 1.00 47.87 N -ATOM 6561 CA GLY A 932 155.555 192.009 199.243 1.00 47.87 C -ATOM 6562 C GLY A 932 156.754 192.153 198.321 1.00 47.87 C -ATOM 6563 O GLY A 932 156.670 192.802 197.273 1.00 47.87 O -ATOM 6564 N LYS A 933 157.881 191.534 198.688 1.00 52.59 N -ATOM 6565 CA LYS A 933 159.050 191.538 197.811 1.00 52.59 C -ATOM 6566 C LYS A 933 158.802 190.730 196.542 1.00 52.59 C -ATOM 6567 O LYS A 933 159.294 191.095 195.467 1.00 52.59 O -ATOM 6568 CB LYS A 933 160.273 191.004 198.555 1.00 52.59 C -ATOM 6569 CG LYS A 933 160.911 192.006 199.504 1.00 52.59 C -ATOM 6570 CD LYS A 933 162.051 191.374 200.287 1.00 52.59 C -ATOM 6571 CE LYS A 933 162.578 192.316 201.357 1.00 52.59 C -ATOM 6572 NZ LYS A 933 163.639 191.676 202.183 1.00 52.59 N1+ -ATOM 6573 N ILE A 934 158.043 189.632 196.648 1.00 48.71 N -ATOM 6574 CA ILE A 934 157.658 188.869 195.458 1.00 48.71 C -ATOM 6575 C ILE A 934 156.773 189.706 194.540 1.00 48.71 C -ATOM 6576 O ILE A 934 156.944 189.695 193.312 1.00 48.71 O -ATOM 6577 CB ILE A 934 156.968 187.552 195.860 1.00 48.71 C -ATOM 6578 CG1 ILE A 934 157.965 186.621 196.528 1.00 48.71 C -ATOM 6579 CG2 ILE A 934 156.356 186.840 194.655 1.00 48.71 C -ATOM 6580 CD1 ILE A 934 157.322 185.405 197.058 1.00 48.71 C -ATOM 6581 N GLN A 935 155.819 190.445 195.122 1.00 56.05 N -ATOM 6582 CA GLN A 935 154.961 191.315 194.314 1.00 56.05 C -ATOM 6583 C GLN A 935 155.762 192.417 193.629 1.00 56.05 C -ATOM 6584 O GLN A 935 155.521 192.726 192.454 1.00 56.05 O -ATOM 6585 CB GLN A 935 153.852 191.931 195.166 1.00 56.05 C -ATOM 6586 CG GLN A 935 152.941 190.938 195.851 1.00 56.05 C -ATOM 6587 CD GLN A 935 152.173 191.569 196.992 1.00 56.05 C -ATOM 6588 OE1 GLN A 935 152.314 191.170 198.147 1.00 56.05 O -ATOM 6589 NE2 GLN A 935 151.354 192.565 196.673 1.00 56.05 N -ATOM 6590 N ASP A 936 156.737 192.998 194.339 1.00 60.62 N -ATOM 6591 CA ASP A 936 157.598 194.019 193.743 1.00 60.62 C -ATOM 6592 C ASP A 936 158.451 193.449 192.613 1.00 60.62 C -ATOM 6593 O ASP A 936 158.598 194.082 191.559 1.00 60.62 O -ATOM 6594 CB ASP A 936 158.488 194.646 194.815 1.00 60.62 C -ATOM 6595 CG ASP A 936 157.708 195.497 195.796 1.00 60.62 C -ATOM 6596 OD1 ASP A 936 156.542 195.829 195.498 1.00 60.62 O -ATOM 6597 OD2 ASP A 936 158.263 195.837 196.862 1.00 60.62 O1- -ATOM 6598 N SER A 937 159.003 192.246 192.807 1.00 55.85 N -ATOM 6599 CA SER A 937 159.830 191.619 191.778 1.00 55.85 C -ATOM 6600 C SER A 937 159.013 191.244 190.545 1.00 55.85 C -ATOM 6601 O SER A 937 159.481 191.408 189.412 1.00 55.85 O -ATOM 6602 CB SER A 937 160.528 190.386 192.349 1.00 55.85 C -ATOM 6603 OG SER A 937 161.207 189.668 191.335 1.00 55.85 O -ATOM 6604 N LEU A 938 157.787 190.749 190.743 1.00 56.99 N -ATOM 6605 CA LEU A 938 156.953 190.383 189.603 1.00 56.99 C -ATOM 6606 C LEU A 938 156.402 191.609 188.887 1.00 56.99 C -ATOM 6607 O LEU A 938 156.171 191.560 187.674 1.00 56.99 O -ATOM 6608 CB LEU A 938 155.814 189.466 190.048 1.00 56.99 C -ATOM 6609 CG LEU A 938 156.155 187.974 190.103 1.00 56.99 C -ATOM 6610 CD1 LEU A 938 154.967 187.163 190.588 1.00 56.99 C -ATOM 6611 CD2 LEU A 938 156.624 187.479 188.744 1.00 56.99 C -ATOM 6612 N SER A 939 156.185 192.713 189.608 1.00 60.14 N -ATOM 6613 CA SER A 939 155.774 193.944 188.942 1.00 60.14 C -ATOM 6614 C SER A 939 156.936 194.602 188.209 1.00 60.14 C -ATOM 6615 O SER A 939 156.722 195.291 187.206 1.00 60.14 O -ATOM 6616 CB SER A 939 155.166 194.915 189.953 1.00 60.14 C -ATOM 6617 OG SER A 939 153.957 194.406 190.488 1.00 60.14 O -ATOM 6618 N SER A 940 158.166 194.406 188.689 1.00 65.57 N -ATOM 6619 CA SER A 940 159.317 195.040 188.054 1.00 65.57 C -ATOM 6620 C SER A 940 159.809 194.245 186.848 1.00 65.57 C -ATOM 6621 O SER A 940 159.860 194.765 185.728 1.00 65.57 O -ATOM 6622 CB SER A 940 160.445 195.216 189.074 1.00 65.57 C -ATOM 6623 OG SER A 940 161.014 193.966 189.423 1.00 65.57 O -ATOM 6624 N THR A 941 160.176 192.983 187.055 1.00 67.18 N -ATOM 6625 CA THR A 941 160.853 192.191 186.036 1.00 67.18 C -ATOM 6626 C THR A 941 159.871 191.256 185.343 1.00 67.18 C -ATOM 6627 O THR A 941 159.144 190.507 186.004 1.00 67.18 O -ATOM 6628 CB THR A 941 161.998 191.382 186.647 1.00 67.18 C -ATOM 6629 OG1 THR A 941 161.551 190.753 187.854 1.00 67.18 O -ATOM 6630 CG2 THR A 941 163.180 192.287 186.960 1.00 67.18 C -ATOM 6631 N ALA A 942 159.854 191.307 184.012 1.00 69.05 N -ATOM 6632 CA ALA A 942 159.041 190.419 183.193 1.00 69.05 C -ATOM 6633 C ALA A 942 159.832 189.255 182.614 1.00 69.05 C -ATOM 6634 O ALA A 942 159.271 188.458 181.856 1.00 69.05 O -ATOM 6635 CB ALA A 942 158.381 191.206 182.056 1.00 69.05 C -ATOM 6636 N SER A 943 161.113 189.134 182.952 1.00 61.52 N -ATOM 6637 CA SER A 943 161.978 188.104 182.395 1.00 61.52 C -ATOM 6638 C SER A 943 161.967 186.813 183.203 1.00 61.52 C -ATOM 6639 O SER A 943 162.716 185.888 182.873 1.00 61.52 O -ATOM 6640 CB SER A 943 163.414 188.627 182.287 1.00 61.52 C -ATOM 6641 OG SER A 943 163.864 189.136 183.530 1.00 61.52 O -ATOM 6642 N ALA A 944 161.147 186.730 184.251 1.00 52.55 N -ATOM 6643 CA ALA A 944 161.126 185.536 185.088 1.00 52.55 C -ATOM 6644 C ALA A 944 160.381 184.378 184.436 1.00 52.55 C -ATOM 6645 O ALA A 944 160.751 183.217 184.648 1.00 52.55 O -ATOM 6646 CB ALA A 944 160.503 185.858 186.446 1.00 52.55 C -ATOM 6647 N LEU A 945 159.354 184.659 183.637 1.00 41.94 N -ATOM 6648 CA LEU A 945 158.474 183.617 183.100 1.00 41.94 C -ATOM 6649 C LEU A 945 158.951 183.138 181.727 1.00 41.94 C -ATOM 6650 O LEU A 945 158.193 183.004 180.752 1.00 41.94 O -ATOM 6651 CB LEU A 945 157.036 184.128 183.053 1.00 41.94 C -ATOM 6652 CG LEU A 945 156.274 184.175 184.392 1.00 41.94 C -ATOM 6653 CD1 LEU A 945 156.555 185.438 185.212 1.00 41.94 C -ATOM 6654 CD2 LEU A 945 154.780 184.001 184.207 1.00 41.94 C -ATOM 6655 N GLY A 946 160.249 182.822 181.687 1.00 45.65 N -ATOM 6656 CA GLY A 946 160.910 182.524 180.433 1.00 45.65 C -ATOM 6657 C GLY A 946 160.532 181.183 179.848 1.00 45.65 C -ATOM 6658 O GLY A 946 160.508 181.031 178.628 1.00 45.65 O -ATOM 6659 N LYS A 947 160.206 180.204 180.696 1.00 41.14 N -ATOM 6660 CA LYS A 947 159.830 178.885 180.193 1.00 41.14 C -ATOM 6661 C LYS A 947 158.475 178.920 179.492 1.00 41.14 C -ATOM 6662 O LYS A 947 158.316 178.348 178.405 1.00 41.14 O -ATOM 6663 CB LYS A 947 159.821 177.876 181.339 1.00 41.14 C -ATOM 6664 CG LYS A 947 161.030 177.980 182.252 1.00 41.14 C -ATOM 6665 CD LYS A 947 161.014 176.901 183.320 1.00 41.14 C -ATOM 6666 CE LYS A 947 162.154 177.086 184.305 1.00 41.14 C -ATOM 6667 NZ LYS A 947 162.130 176.055 185.376 1.00 41.14 N1+ -ATOM 6668 N LEU A 948 157.498 179.612 180.082 1.00 39.56 N -ATOM 6669 CA LEU A 948 156.186 179.739 179.454 1.00 39.56 C -ATOM 6670 C LEU A 948 156.256 180.611 178.205 1.00 39.56 C -ATOM 6671 O LEU A 948 155.609 180.306 177.186 1.00 39.56 O -ATOM 6672 CB LEU A 948 155.187 180.309 180.458 1.00 39.56 C -ATOM 6673 CG LEU A 948 155.315 179.777 181.888 1.00 39.56 C -ATOM 6674 CD1 LEU A 948 154.407 180.543 182.821 1.00 39.56 C -ATOM 6675 CD2 LEU A 948 155.006 178.293 181.954 1.00 39.56 C -ATOM 6676 N GLN A 949 157.052 181.690 178.260 1.00 42.61 N -ATOM 6677 CA GLN A 949 157.254 182.510 177.069 1.00 42.61 C -ATOM 6678 C GLN A 949 157.960 181.732 175.963 1.00 42.61 C -ATOM 6679 O GLN A 949 157.636 181.907 174.783 1.00 42.61 O -ATOM 6680 CB GLN A 949 158.041 183.770 177.424 1.00 42.61 C -ATOM 6681 CG GLN A 949 157.945 184.866 176.379 1.00 42.61 C -ATOM 6682 CD GLN A 949 156.514 185.285 176.109 1.00 42.61 C -ATOM 6683 OE1 GLN A 949 155.748 185.551 177.035 1.00 42.61 O -ATOM 6684 NE2 GLN A 949 156.145 185.343 174.835 1.00 42.61 N -ATOM 6685 N ASP A 950 158.885 180.839 176.326 1.00 46.62 N -ATOM 6686 CA ASP A 950 159.537 179.981 175.345 1.00 46.62 C -ATOM 6687 C ASP A 950 158.578 178.958 174.759 1.00 46.62 C -ATOM 6688 O ASP A 950 158.713 178.607 173.587 1.00 46.62 O -ATOM 6689 CB ASP A 950 160.734 179.272 175.978 1.00 46.62 C -ATOM 6690 CG ASP A 950 161.977 180.135 176.001 1.00 46.62 C -ATOM 6691 OD1 ASP A 950 161.958 181.222 175.387 1.00 46.62 O -ATOM 6692 OD2 ASP A 950 162.972 179.727 176.634 1.00 46.62 O1- -ATOM 6693 N VAL A 951 157.619 178.468 175.552 1.00 38.95 N -ATOM 6694 CA VAL A 951 156.604 177.546 175.032 1.00 38.95 C -ATOM 6695 C VAL A 951 155.753 178.233 173.965 1.00 38.95 C -ATOM 6696 O VAL A 951 155.542 177.694 172.862 1.00 38.95 O -ATOM 6697 CB VAL A 951 155.741 177.002 176.188 1.00 38.95 C -ATOM 6698 CG1 VAL A 951 154.429 176.427 175.677 1.00 38.95 C -ATOM 6699 CG2 VAL A 951 156.505 175.948 176.970 1.00 38.95 C -ATOM 6700 N VAL A 952 155.293 179.455 174.268 1.00 38.97 N -ATOM 6701 CA VAL A 952 154.493 180.225 173.310 1.00 38.97 C -ATOM 6702 C VAL A 952 155.309 180.561 172.061 1.00 38.97 C -ATOM 6703 O VAL A 952 154.822 180.433 170.925 1.00 38.97 O -ATOM 6704 CB VAL A 952 153.930 181.492 173.982 1.00 38.97 C -ATOM 6705 CG1 VAL A 952 153.102 182.304 173.000 1.00 38.97 C -ATOM 6706 CG2 VAL A 952 153.086 181.118 175.186 1.00 38.97 C -ATOM 6707 N ASN A 953 156.575 180.951 172.251 1.00 42.40 N -ATOM 6708 CA ASN A 953 157.433 181.305 171.125 1.00 42.40 C -ATOM 6709 C ASN A 953 157.775 180.092 170.267 1.00 42.40 C -ATOM 6710 O ASN A 953 157.887 180.214 169.044 1.00 42.40 O -ATOM 6711 CB ASN A 953 158.707 181.979 171.632 1.00 42.40 C -ATOM 6712 CG ASN A 953 158.458 183.384 172.137 1.00 42.40 C -ATOM 6713 OD1 ASN A 953 157.367 183.930 171.977 1.00 42.40 O -ATOM 6714 ND2 ASN A 953 159.470 183.976 172.760 1.00 42.40 N -ATOM 6715 N HIS A 954 157.935 178.915 170.883 1.00 41.81 N -ATOM 6716 CA HIS A 954 158.206 177.698 170.124 1.00 41.81 C -ATOM 6717 C HIS A 954 157.015 177.302 169.265 1.00 41.81 C -ATOM 6718 O HIS A 954 157.189 176.921 168.099 1.00 41.81 O -ATOM 6719 CB HIS A 954 158.576 176.551 171.065 1.00 41.81 C -ATOM 6720 CG HIS A 954 159.972 176.627 171.599 1.00 41.81 C -ATOM 6721 ND1 HIS A 954 160.959 177.380 171.002 1.00 41.81 N -ATOM 6722 CD2 HIS A 954 160.545 176.044 172.678 1.00 41.81 C -ATOM 6723 CE1 HIS A 954 162.080 177.257 171.690 1.00 41.81 C -ATOM 6724 NE2 HIS A 954 161.856 176.452 172.712 1.00 41.81 N -ATOM 6725 N ASN A 955 155.799 177.395 169.823 1.00 43.28 N -ATOM 6726 CA ASN A 955 154.605 177.089 169.033 1.00 43.28 C -ATOM 6727 C ASN A 955 154.428 178.071 167.876 1.00 43.28 C -ATOM 6728 O ASN A 955 154.138 177.660 166.740 1.00 43.28 O -ATOM 6729 CB ASN A 955 153.366 177.084 169.927 1.00 43.28 C -ATOM 6730 CG ASN A 955 153.471 176.083 171.062 1.00 43.28 C -ATOM 6731 OD1 ASN A 955 152.995 176.331 172.169 1.00 43.28 O -ATOM 6732 ND2 ASN A 955 154.100 174.945 170.791 1.00 43.28 N -ATOM 6733 N ALA A 956 154.644 179.368 168.138 1.00 36.51 N -ATOM 6734 CA ALA A 956 154.515 180.376 167.086 1.00 36.51 C -ATOM 6735 C ALA A 956 155.583 180.212 166.008 1.00 36.51 C -ATOM 6736 O ALA A 956 155.290 180.360 164.814 1.00 36.51 O -ATOM 6737 CB ALA A 956 154.580 181.776 167.693 1.00 36.51 C -ATOM 6738 N GLN A 957 156.818 179.887 166.407 1.00 42.93 N -ATOM 6739 CA GLN A 957 157.903 179.690 165.451 1.00 42.93 C -ATOM 6740 C GLN A 957 157.667 178.464 164.580 1.00 42.93 C -ATOM 6741 O GLN A 957 157.928 178.502 163.371 1.00 42.93 O -ATOM 6742 CB GLN A 957 159.233 179.564 166.191 1.00 42.93 C -ATOM 6743 CG GLN A 957 160.003 180.863 166.330 1.00 42.93 C -ATOM 6744 CD GLN A 957 161.238 180.710 167.195 1.00 42.93 C -ATOM 6745 OE1 GLN A 957 161.675 179.596 167.481 1.00 42.93 O -ATOM 6746 NE2 GLN A 957 161.806 181.833 167.619 1.00 42.93 N -ATOM 6747 N ALA A 958 157.171 177.371 165.176 1.00 37.34 N -ATOM 6748 CA ALA A 958 156.872 176.170 164.401 1.00 37.34 C -ATOM 6749 C ALA A 958 155.748 176.415 163.400 1.00 37.34 C -ATOM 6750 O ALA A 958 155.841 175.986 162.240 1.00 37.34 O -ATOM 6751 CB ALA A 958 156.514 175.017 165.336 1.00 37.34 C -ATOM 6752 N LEU A 959 154.697 177.135 163.817 1.00 37.33 N -ATOM 6753 CA LEU A 959 153.598 177.421 162.897 1.00 37.33 C -ATOM 6754 C LEU A 959 154.026 178.370 161.779 1.00 37.33 C -ATOM 6755 O LEU A 959 153.626 178.189 160.621 1.00 37.33 O -ATOM 6756 CB LEU A 959 152.404 177.983 163.667 1.00 37.33 C -ATOM 6757 CG LEU A 959 151.563 176.930 164.396 1.00 37.33 C -ATOM 6758 CD1 LEU A 959 150.335 177.552 165.033 1.00 37.33 C -ATOM 6759 CD2 LEU A 959 151.161 175.808 163.451 1.00 37.33 C -ATOM 6760 N ASN A 960 154.868 179.362 162.092 1.00 39.77 N -ATOM 6761 CA ASN A 960 155.330 180.287 161.058 1.00 39.77 C -ATOM 6762 C ASN A 960 156.287 179.611 160.081 1.00 39.77 C -ATOM 6763 O ASN A 960 156.265 179.914 158.881 1.00 39.77 O -ATOM 6764 CB ASN A 960 155.986 181.507 161.698 1.00 39.77 C -ATOM 6765 CG ASN A 960 154.972 182.518 162.189 1.00 39.77 C -ATOM 6766 OD1 ASN A 960 153.770 182.358 161.981 1.00 39.77 O -ATOM 6767 ND2 ASN A 960 155.451 183.569 162.844 1.00 39.77 N -ATOM 6768 N THR A 961 157.128 178.692 160.569 1.00 44.24 N -ATOM 6769 CA THR A 961 157.999 177.931 159.676 1.00 44.24 C -ATOM 6770 C THR A 961 157.191 177.016 158.760 1.00 44.24 C -ATOM 6771 O THR A 961 157.475 176.922 157.557 1.00 44.24 O -ATOM 6772 CB THR A 961 159.007 177.125 160.498 1.00 44.24 C -ATOM 6773 OG1 THR A 961 159.744 178.011 161.348 1.00 44.24 O -ATOM 6774 CG2 THR A 961 159.986 176.391 159.594 1.00 44.24 C -ATOM 6775 N LEU A 962 156.156 176.364 159.307 1.00 34.67 N -ATOM 6776 CA LEU A 962 155.293 175.516 158.489 1.00 34.67 C -ATOM 6777 C LEU A 962 154.495 176.322 157.469 1.00 34.67 C -ATOM 6778 O LEU A 962 154.181 175.808 156.390 1.00 34.67 O -ATOM 6779 CB LEU A 962 154.351 174.714 159.382 1.00 34.67 C -ATOM 6780 CG LEU A 962 153.776 173.443 158.763 1.00 34.67 C -ATOM 6781 CD1 LEU A 962 154.882 172.454 158.457 1.00 34.67 C -ATOM 6782 CD2 LEU A 962 152.754 172.836 159.702 1.00 34.67 C -ATOM 6783 N VAL A 963 154.153 177.571 157.791 1.00 39.54 N -ATOM 6784 CA VAL A 963 153.513 178.436 156.803 1.00 39.54 C -ATOM 6785 C VAL A 963 154.505 178.836 155.714 1.00 39.54 C -ATOM 6786 O VAL A 963 154.197 178.760 154.518 1.00 39.54 O -ATOM 6787 CB VAL A 963 152.891 179.660 157.500 1.00 39.54 C -ATOM 6788 CG1 VAL A 963 152.617 180.787 156.514 1.00 39.54 C -ATOM 6789 CG2 VAL A 963 151.612 179.253 158.178 1.00 39.54 C -ATOM 6790 N LYS A 964 155.722 179.229 156.103 1.00 42.59 N -ATOM 6791 CA LYS A 964 156.721 179.673 155.137 1.00 42.59 C -ATOM 6792 C LYS A 964 157.290 178.544 154.285 1.00 42.59 C -ATOM 6793 O LYS A 964 157.957 178.831 153.286 1.00 42.59 O -ATOM 6794 CB LYS A 964 157.868 180.393 155.846 1.00 42.59 C -ATOM 6795 CG LYS A 964 157.589 181.851 156.150 1.00 42.59 C -ATOM 6796 CD LYS A 964 158.781 182.506 156.822 1.00 42.59 C -ATOM 6797 CE LYS A 964 158.470 183.936 157.226 1.00 42.59 C -ATOM 6798 NZ LYS A 964 159.611 184.566 157.945 1.00 42.59 N1+ -ATOM 6799 N GLN A 965 157.053 177.281 154.642 1.00 50.66 N -ATOM 6800 CA GLN A 965 157.494 176.186 153.785 1.00 50.66 C -ATOM 6801 C GLN A 965 156.633 175.999 152.539 1.00 50.66 C -ATOM 6802 O GLN A 965 156.999 175.196 151.675 1.00 50.66 O -ATOM 6803 CB GLN A 965 157.539 174.874 154.570 1.00 50.66 C -ATOM 6804 CG GLN A 965 158.772 174.713 155.444 1.00 50.66 C -ATOM 6805 CD GLN A 965 160.021 175.291 154.805 1.00 50.66 C -ATOM 6806 OE1 GLN A 965 160.492 176.361 155.189 1.00 50.66 O -ATOM 6807 NE2 GLN A 965 160.552 174.592 153.810 1.00 50.66 N -ATOM 6808 N LEU A 966 155.505 176.705 152.421 1.00 47.60 N -ATOM 6809 CA LEU A 966 154.686 176.603 151.219 1.00 47.60 C -ATOM 6810 C LEU A 966 155.292 177.340 150.033 1.00 47.60 C -ATOM 6811 O LEU A 966 154.927 177.050 148.889 1.00 47.60 O -ATOM 6812 CB LEU A 966 153.281 177.142 151.487 1.00 47.60 C -ATOM 6813 CG LEU A 966 152.275 176.191 152.133 1.00 47.60 C -ATOM 6814 CD1 LEU A 966 150.897 176.825 152.147 1.00 47.60 C -ATOM 6815 CD2 LEU A 966 152.244 174.861 151.405 1.00 47.60 C -ATOM 6816 N SER A 967 156.202 178.282 150.275 1.00 55.54 N -ATOM 6817 CA SER A 967 156.780 179.078 149.200 1.00 55.54 C -ATOM 6818 C SER A 967 157.908 178.366 148.466 1.00 55.54 C -ATOM 6819 O SER A 967 158.365 178.871 147.435 1.00 55.54 O -ATOM 6820 CB SER A 967 157.296 180.408 149.754 1.00 55.54 C -ATOM 6821 OG SER A 967 158.547 180.240 150.396 1.00 55.54 O -ATOM 6822 N SER A 968 158.368 177.223 148.965 1.00 58.39 N -ATOM 6823 CA SER A 968 159.452 176.496 148.322 1.00 58.39 C -ATOM 6824 C SER A 968 158.955 175.789 147.069 1.00 58.39 C -ATOM 6825 O SER A 968 157.845 175.250 147.040 1.00 58.39 O -ATOM 6826 CB SER A 968 160.062 175.484 149.289 1.00 58.39 C -ATOM 6827 OG SER A 968 160.764 176.141 150.328 1.00 58.39 O -ATOM 6828 N LYS A 969 159.788 175.795 146.027 1.00 68.14 N -ATOM 6829 CA LYS A 969 159.396 175.197 144.757 1.00 68.14 C -ATOM 6830 C LYS A 969 159.671 173.700 144.709 1.00 68.14 C -ATOM 6831 O LYS A 969 158.991 172.985 143.964 1.00 68.14 O -ATOM 6832 CB LYS A 969 160.116 175.896 143.603 1.00 68.14 C -ATOM 6833 CG LYS A 969 159.697 177.341 143.397 1.00 68.14 C -ATOM 6834 CD LYS A 969 160.737 178.105 142.596 1.00 68.14 C -ATOM 6835 CE LYS A 969 160.425 179.590 142.562 1.00 68.14 C -ATOM 6836 NZ LYS A 969 158.960 179.850 142.553 1.00 68.14 N1+ -ATOM 6837 N PHE A 970 160.663 173.228 145.478 1.00 70.33 N -ATOM 6838 CA PHE A 970 161.078 171.818 145.556 1.00 70.33 C -ATOM 6839 C PHE A 970 161.461 171.243 144.193 1.00 70.33 C -ATOM 6840 O PHE A 970 161.230 170.063 143.919 1.00 70.33 O -ATOM 6841 CB PHE A 970 160.005 170.941 146.215 1.00 70.33 C -ATOM 6842 CG PHE A 970 159.714 171.304 147.640 1.00 70.33 C -ATOM 6843 CD1 PHE A 970 160.717 171.271 148.596 1.00 70.33 C -ATOM 6844 CD2 PHE A 970 158.436 171.673 148.026 1.00 70.33 C -ATOM 6845 CE1 PHE A 970 160.451 171.602 149.911 1.00 70.33 C -ATOM 6846 CE2 PHE A 970 158.162 172.006 149.339 1.00 70.33 C -ATOM 6847 CZ PHE A 970 159.171 171.970 150.283 1.00 70.33 C -ATOM 6848 N GLY A 971 162.048 172.069 143.328 1.00 77.16 N -ATOM 6849 CA GLY A 971 162.429 171.646 141.999 1.00 77.16 C -ATOM 6850 C GLY A 971 161.377 171.850 140.930 1.00 77.16 C -ATOM 6851 O GLY A 971 161.687 171.689 139.743 1.00 77.16 O -ATOM 6852 N ALA A 972 160.149 172.199 141.304 1.00 81.99 N -ATOM 6853 CA ALA A 972 159.106 172.445 140.322 1.00 81.99 C -ATOM 6854 C ALA A 972 159.269 173.835 139.710 1.00 81.99 C -ATOM 6855 O ALA A 972 160.075 174.654 140.159 1.00 81.99 O -ATOM 6856 CB ALA A 972 157.724 172.296 140.954 1.00 81.99 C -ATOM 6857 N ILE A 973 158.484 174.096 138.664 1.00 84.81 N -ATOM 6858 CA ILE A 973 158.608 175.360 137.946 1.00 84.81 C -ATOM 6859 C ILE A 973 157.980 176.512 138.725 1.00 84.81 C -ATOM 6860 O ILE A 973 158.407 177.663 138.580 1.00 84.81 O -ATOM 6861 CB ILE A 973 158.002 175.238 136.538 1.00 84.81 C -ATOM 6862 CG1 ILE A 973 156.601 174.626 136.604 1.00 84.81 C -ATOM 6863 CG2 ILE A 973 158.906 174.409 135.641 1.00 84.81 C -ATOM 6864 CD1 ILE A 973 155.776 174.859 135.359 1.00 84.81 C -ATOM 6865 N SER A 974 156.975 176.237 139.553 1.00 79.71 N -ATOM 6866 CA SER A 974 156.338 177.278 140.344 1.00 79.71 C -ATOM 6867 C SER A 974 155.747 176.662 141.602 1.00 79.71 C -ATOM 6868 O SER A 974 155.440 175.468 141.649 1.00 79.71 O -ATOM 6869 CB SER A 974 155.251 178.010 139.548 1.00 79.71 C -ATOM 6870 OG SER A 974 154.639 179.019 140.333 1.00 79.71 O -ATOM 6871 N SER A 975 155.598 177.496 142.632 1.00 78.51 N -ATOM 6872 CA SER A 975 154.980 177.045 143.873 1.00 78.51 C -ATOM 6873 C SER A 975 153.464 176.958 143.760 1.00 78.51 C -ATOM 6874 O SER A 975 152.851 176.087 144.386 1.00 78.51 O -ATOM 6875 CB SER A 975 155.369 177.974 145.023 1.00 78.51 C -ATOM 6876 OG SER A 975 154.961 179.305 144.762 1.00 78.51 O -ATOM 6877 N VAL A 976 152.847 177.838 142.977 1.00 79.83 N -ATOM 6878 CA VAL A 976 151.395 177.853 142.837 1.00 79.83 C -ATOM 6879 C VAL A 976 150.975 176.746 141.879 1.00 79.83 C -ATOM 6880 O VAL A 976 151.470 176.662 140.749 1.00 79.83 O -ATOM 6881 CB VAL A 976 150.908 179.226 142.351 1.00 79.83 C -ATOM 6882 CG1 VAL A 976 149.390 179.286 142.374 1.00 79.83 C -ATOM 6883 CG2 VAL A 976 151.500 180.329 143.211 1.00 79.83 C -ATOM 6884 N LEU A 977 150.054 175.895 142.333 1.00 86.17 N -ATOM 6885 CA LEU A 977 149.656 174.723 141.560 1.00 86.17 C -ATOM 6886 C LEU A 977 148.707 175.068 140.419 1.00 86.17 C -ATOM 6887 O LEU A 977 148.700 174.372 139.395 1.00 86.17 O -ATOM 6888 CB LEU A 977 149.006 173.686 142.474 1.00 86.17 C -ATOM 6889 CG LEU A 977 149.919 172.762 143.284 1.00 86.17 C -ATOM 6890 CD1 LEU A 977 150.497 173.424 144.531 1.00 86.17 C -ATOM 6891 CD2 LEU A 977 149.154 171.525 143.653 1.00 86.17 C -ATOM 6892 N ASN A 978 147.892 176.115 140.586 1.00 98.54 N -ATOM 6893 CA ASN A 978 146.980 176.526 139.524 1.00 98.54 C -ATOM 6894 C ASN A 978 147.733 177.064 138.317 1.00 98.54 C -ATOM 6895 O ASN A 978 147.285 176.880 137.180 1.00 98.54 O -ATOM 6896 CB ASN A 978 145.998 177.572 140.048 1.00 98.54 C -ATOM 6897 CG ASN A 978 145.221 177.086 141.252 1.00 98.54 C -ATOM 6898 OD1 ASN A 978 145.447 177.536 142.375 1.00 98.54 O -ATOM 6899 ND2 ASN A 978 144.300 176.157 141.026 1.00 98.54 N -ATOM 6900 N ASP A 979 148.884 177.705 138.544 1.00100.94 N -ATOM 6901 CA ASP A 979 149.733 178.137 137.439 1.00100.94 C -ATOM 6902 C ASP A 979 150.281 176.946 136.662 1.00100.94 C -ATOM 6903 O ASP A 979 150.309 176.969 135.427 1.00100.94 O -ATOM 6904 CB ASP A 979 150.877 179.005 137.964 1.00100.94 C -ATOM 6905 CG ASP A 979 151.478 179.888 136.889 1.00100.94 C -ATOM 6906 OD1 ASP A 979 150.876 179.995 135.801 1.00100.94 O -ATOM 6907 OD2 ASP A 979 152.554 180.473 137.131 1.00100.94 O1- -ATOM 6908 N ILE A 980 150.698 175.891 137.368 1.00 96.95 N -ATOM 6909 CA ILE A 980 151.205 174.686 136.713 1.00 96.95 C -ATOM 6910 C ILE A 980 150.100 173.998 135.919 1.00 96.95 C -ATOM 6911 O ILE A 980 150.313 173.563 134.778 1.00 96.95 O -ATOM 6912 CB ILE A 980 151.825 173.739 137.757 1.00 96.95 C -ATOM 6913 CG1 ILE A 980 152.943 174.444 138.522 1.00 96.95 C -ATOM 6914 CG2 ILE A 980 152.364 172.478 137.098 1.00 96.95 C -ATOM 6915 CD1 ILE A 980 153.529 173.607 139.634 1.00 96.95 C -ATOM 6916 N PHE A 981 148.899 173.910 136.499 1.00105.77 N -ATOM 6917 CA PHE A 981 147.780 173.275 135.808 1.00105.77 C -ATOM 6918 C PHE A 981 147.306 174.089 134.608 1.00105.77 C -ATOM 6919 O PHE A 981 146.873 173.509 133.606 1.00105.77 O -ATOM 6920 CB PHE A 981 146.624 173.042 136.779 1.00105.77 C -ATOM 6921 CG PHE A 981 146.692 171.723 137.492 1.00105.77 C -ATOM 6922 CD1 PHE A 981 146.936 170.555 136.786 1.00105.77 C -ATOM 6923 CD2 PHE A 981 146.506 171.649 138.863 1.00105.77 C -ATOM 6924 CE1 PHE A 981 146.997 169.335 137.433 1.00105.77 C -ATOM 6925 CE2 PHE A 981 146.565 170.431 139.519 1.00105.77 C -ATOM 6926 CZ PHE A 981 146.812 169.274 138.801 1.00105.77 C -ATOM 6927 N SER A 982 147.375 175.419 134.683 1.00105.05 N -ATOM 6928 CA SER A 982 146.997 176.248 133.546 1.00105.05 C -ATOM 6929 C SER A 982 148.090 176.344 132.489 1.00105.05 C -ATOM 6930 O SER A 982 147.785 176.665 131.336 1.00105.05 O -ATOM 6931 CB SER A 982 146.619 177.651 134.023 1.00105.05 C -ATOM 6932 OG SER A 982 147.709 178.281 134.673 1.00105.05 O -ATOM 6933 N ARG A 983 149.347 176.077 132.845 1.00106.34 N -ATOM 6934 CA ARG A 983 150.441 176.189 131.888 1.00106.34 C -ATOM 6935 C ARG A 983 150.809 174.874 131.219 1.00106.34 C -ATOM 6936 O ARG A 983 151.304 174.892 130.089 1.00106.34 O -ATOM 6937 CB ARG A 983 151.693 176.755 132.570 1.00106.34 C -ATOM 6938 CG ARG A 983 151.676 178.263 132.765 1.00106.34 C -ATOM 6939 CD ARG A 983 153.069 178.866 132.696 1.00106.34 C -ATOM 6940 NE ARG A 983 153.812 178.696 133.939 1.00106.34 N -ATOM 6941 CZ ARG A 983 155.114 178.452 134.004 1.00106.34 C -ATOM 6942 NH1 ARG A 983 155.853 178.346 132.912 1.00106.34 N1+ -ATOM 6943 NH2 ARG A 983 155.690 178.315 135.195 1.00106.34 N -ATOM 6944 N LEU A 984 150.579 173.736 131.866 1.00119.73 N -ATOM 6945 CA LEU A 984 151.090 172.471 131.364 1.00119.73 C -ATOM 6946 C LEU A 984 149.964 171.487 131.081 1.00119.73 C -ATOM 6947 O LEU A 984 148.856 171.597 131.613 1.00119.73 O -ATOM 6948 CB LEU A 984 152.080 171.846 132.356 1.00119.73 C -ATOM 6949 CG LEU A 984 153.374 172.617 132.611 1.00119.73 C -ATOM 6950 CD1 LEU A 984 154.327 171.784 133.447 1.00119.73 C -ATOM 6951 CD2 LEU A 984 154.028 173.015 131.301 1.00119.73 C -ATOM 6952 N ASP A 985 150.274 170.517 130.223 1.00144.00 N -ATOM 6953 CA ASP A 985 149.406 169.371 130.007 1.00144.00 C -ATOM 6954 C ASP A 985 149.465 168.451 131.225 1.00144.00 C -ATOM 6955 O ASP A 985 150.350 168.569 132.078 1.00144.00 O -ATOM 6956 CB ASP A 985 149.823 168.624 128.737 1.00144.00 C -ATOM 6957 CG ASP A 985 148.704 167.782 128.154 1.00144.00 C -ATOM 6958 OD1 ASP A 985 147.533 168.011 128.521 1.00144.00 O -ATOM 6959 OD2 ASP A 985 148.999 166.891 127.331 1.00144.00 O1- -ATOM 6960 N LYS A 986 148.503 167.523 131.294 1.00143.96 N -ATOM 6961 CA LYS A 986 148.296 166.723 132.501 1.00143.96 C -ATOM 6962 C LYS A 986 149.459 165.772 132.764 1.00143.96 C -ATOM 6963 O LYS A 986 149.855 165.580 133.921 1.00143.96 O -ATOM 6964 CB LYS A 986 146.990 165.935 132.383 1.00143.96 C -ATOM 6965 CG LYS A 986 145.724 166.757 132.095 1.00143.96 C -ATOM 6966 CD LYS A 986 145.221 167.576 133.284 1.00143.96 C -ATOM 6967 CE LYS A 986 145.558 169.060 133.148 1.00143.96 C -ATOM 6968 NZ LYS A 986 144.950 169.877 134.230 1.00143.96 N1+ -ATOM 6969 N VAL A 987 150.045 165.214 131.698 1.00147.88 N -ATOM 6970 CA VAL A 987 150.996 164.110 131.824 1.00147.88 C -ATOM 6971 C VAL A 987 152.299 164.567 132.474 1.00147.88 C -ATOM 6972 O VAL A 987 152.881 163.846 133.293 1.00147.88 O -ATOM 6973 CB VAL A 987 151.244 163.468 130.447 1.00147.88 C -ATOM 6974 CG1 VAL A 987 151.942 162.125 130.600 1.00147.88 C -ATOM 6975 CG2 VAL A 987 149.931 163.305 129.697 1.00147.88 C -ATOM 6976 N GLU A 988 152.778 165.764 132.133 1.00139.19 N -ATOM 6977 CA GLU A 988 153.954 166.306 132.805 1.00139.19 C -ATOM 6978 C GLU A 988 153.609 167.262 133.939 1.00139.19 C -ATOM 6979 O GLU A 988 154.467 167.519 134.794 1.00139.19 O -ATOM 6980 CB GLU A 988 154.887 167.007 131.802 1.00139.19 C -ATOM 6981 CG GLU A 988 154.463 168.389 131.295 1.00139.19 C -ATOM 6982 CD GLU A 988 153.246 168.385 130.380 1.00139.19 C -ATOM 6983 OE1 GLU A 988 152.821 167.304 129.916 1.00139.19 O -ATOM 6984 OE2 GLU A 988 152.725 169.484 130.105 1.00139.19 O1- -ATOM 6985 N ALA A 989 152.372 167.766 133.988 1.00127.04 N -ATOM 6986 CA ALA A 989 151.934 168.545 135.140 1.00127.04 C -ATOM 6987 C ALA A 989 151.846 167.684 136.393 1.00127.04 C -ATOM 6988 O ALA A 989 152.144 168.166 137.492 1.00127.04 O -ATOM 6989 CB ALA A 989 150.586 169.203 134.852 1.00127.04 C -ATOM 6990 N GLU A 990 151.453 166.413 136.244 1.00124.51 N -ATOM 6991 CA GLU A 990 151.464 165.489 137.375 1.00124.51 C -ATOM 6992 C GLU A 990 152.881 165.257 137.889 1.00124.51 C -ATOM 6993 O GLU A 990 153.102 165.176 139.103 1.00124.51 O -ATOM 6994 CB GLU A 990 150.814 164.166 136.975 1.00124.51 C -ATOM 6995 CG GLU A 990 149.298 164.223 136.901 1.00124.51 C -ATOM 6996 CD GLU A 990 148.710 163.063 136.124 1.00124.51 C -ATOM 6997 OE1 GLU A 990 149.371 162.007 136.037 1.00124.51 O -ATOM 6998 OE2 GLU A 990 147.587 163.207 135.597 1.00124.51 O1- -ATOM 6999 N VAL A 991 153.855 165.177 136.978 1.00113.76 N -ATOM 7000 CA VAL A 991 155.252 165.008 137.372 1.00113.76 C -ATOM 7001 C VAL A 991 155.771 166.264 138.067 1.00113.76 C -ATOM 7002 O VAL A 991 156.546 166.183 139.028 1.00113.76 O -ATOM 7003 CB VAL A 991 156.102 164.639 136.141 1.00113.76 C -ATOM 7004 CG1 VAL A 991 157.532 164.300 136.541 1.00113.76 C -ATOM 7005 CG2 VAL A 991 155.469 163.477 135.393 1.00113.76 C -ATOM 7006 N GLN A 992 155.346 167.442 137.600 1.00102.94 N -ATOM 7007 CA GLN A 992 155.763 168.691 138.237 1.00102.94 C -ATOM 7008 C GLN A 992 155.147 168.854 139.625 1.00102.94 C -ATOM 7009 O GLN A 992 155.784 169.404 140.531 1.00102.94 O -ATOM 7010 CB GLN A 992 155.397 169.880 137.351 1.00102.94 C -ATOM 7011 CG GLN A 992 156.304 170.062 136.150 1.00102.94 C -ATOM 7012 CD GLN A 992 157.693 170.522 136.537 1.00102.94 C -ATOM 7013 OE1 GLN A 992 157.858 171.541 137.207 1.00102.94 O -ATOM 7014 NE2 GLN A 992 158.703 169.772 136.114 1.00102.94 N -ATOM 7015 N ILE A 993 153.912 168.386 139.810 1.00 95.16 N -ATOM 7016 CA ILE A 993 153.205 168.567 141.076 1.00 95.16 C -ATOM 7017 C ILE A 993 153.525 167.460 142.087 1.00 95.16 C -ATOM 7018 O ILE A 993 153.383 167.678 143.305 1.00 95.16 O -ATOM 7019 CB ILE A 993 151.712 168.734 140.708 1.00 95.16 C -ATOM 7020 CG1 ILE A 993 151.522 170.105 140.057 1.00 95.16 C -ATOM 7021 CG2 ILE A 993 150.743 168.615 141.882 1.00 95.16 C -ATOM 7022 CD1 ILE A 993 150.205 170.284 139.378 1.00 95.16 C -ATOM 7023 N ASP A 994 154.036 166.311 141.621 1.00 89.13 N -ATOM 7024 CA ASP A 994 154.457 165.234 142.518 1.00 89.13 C -ATOM 7025 C ASP A 994 155.591 165.670 143.442 1.00 89.13 C -ATOM 7026 O ASP A 994 155.616 165.296 144.623 1.00 89.13 O -ATOM 7027 CB ASP A 994 154.885 164.022 141.690 1.00 89.13 C -ATOM 7028 CG ASP A 994 154.947 162.751 142.505 1.00 89.13 C -ATOM 7029 OD1 ASP A 994 153.875 162.217 142.857 1.00 89.13 O -ATOM 7030 OD2 ASP A 994 156.069 162.286 142.796 1.00 89.13 O1- -ATOM 7031 N ARG A 995 156.527 166.474 142.925 1.00 88.52 N -ATOM 7032 CA ARG A 995 157.625 166.989 143.741 1.00 88.52 C -ATOM 7033 C ARG A 995 157.120 167.924 144.836 1.00 88.52 C -ATOM 7034 O ARG A 995 157.590 167.858 145.980 1.00 88.52 O -ATOM 7035 CB ARG A 995 158.638 167.708 142.852 1.00 88.52 C -ATOM 7036 CG ARG A 995 159.186 166.855 141.720 1.00 88.52 C -ATOM 7037 CD ARG A 995 160.116 167.656 140.823 1.00 88.52 C -ATOM 7038 NE ARG A 995 160.582 166.873 139.685 1.00 88.52 N -ATOM 7039 CZ ARG A 995 160.949 167.390 138.520 1.00 88.52 C -ATOM 7040 NH1 ARG A 995 160.914 168.694 138.300 1.00 88.52 N1+ -ATOM 7041 NH2 ARG A 995 161.361 166.577 137.551 1.00 88.52 N -ATOM 7042 N LEU A 996 156.157 168.791 144.500 1.00 72.55 N -ATOM 7043 CA LEU A 996 155.561 169.691 145.485 1.00 72.55 C -ATOM 7044 C LEU A 996 154.818 168.921 146.567 1.00 72.55 C -ATOM 7045 O LEU A 996 154.922 169.252 147.757 1.00 72.55 O -ATOM 7046 CB LEU A 996 154.612 170.668 144.791 1.00 72.55 C -ATOM 7047 CG LEU A 996 155.215 171.891 144.107 1.00 72.55 C -ATOM 7048 CD1 LEU A 996 154.137 172.667 143.376 1.00 72.55 C -ATOM 7049 CD2 LEU A 996 155.890 172.771 145.138 1.00 72.55 C -ATOM 7050 N ILE A 997 154.071 167.885 146.166 1.00 72.96 N -ATOM 7051 CA ILE A 997 153.323 167.064 147.117 1.00 72.96 C -ATOM 7052 C ILE A 997 154.274 166.338 148.064 1.00 72.96 C -ATOM 7053 O ILE A 997 154.067 166.329 149.287 1.00 72.96 O -ATOM 7054 CB ILE A 997 152.409 166.082 146.358 1.00 72.96 C -ATOM 7055 CG1 ILE A 997 151.235 166.825 145.720 1.00 72.96 C -ATOM 7056 CG2 ILE A 997 151.889 164.986 147.276 1.00 72.96 C -ATOM 7057 CD1 ILE A 997 150.307 165.929 144.928 1.00 72.96 C -ATOM 7058 N THR A 998 155.356 165.768 147.517 1.00 72.14 N -ATOM 7059 CA THR A 998 156.339 165.054 148.330 1.00 72.14 C -ATOM 7060 C THR A 998 157.053 165.991 149.303 1.00 72.14 C -ATOM 7061 O THR A 998 157.228 165.654 150.483 1.00 72.14 O -ATOM 7062 CB THR A 998 157.344 164.351 147.414 1.00 72.14 C -ATOM 7063 OG1 THR A 998 156.651 163.418 146.576 1.00 72.14 O -ATOM 7064 CG2 THR A 998 158.391 163.598 148.222 1.00 72.14 C -ATOM 7065 N GLY A 999 157.434 167.186 148.837 1.00 70.21 N -ATOM 7066 CA GLY A 999 158.109 168.135 149.711 1.00 70.21 C -ATOM 7067 C GLY A 999 157.227 168.660 150.830 1.00 70.21 C -ATOM 7068 O GLY A 999 157.669 168.764 151.982 1.00 70.21 O -ATOM 7069 N ARG A1000 155.966 168.981 150.517 1.00 52.68 N -ATOM 7070 CA ARG A1000 155.052 169.458 151.551 1.00 52.68 C -ATOM 7071 C ARG A1000 154.699 168.357 152.545 1.00 52.68 C -ATOM 7072 O ARG A1000 154.568 168.630 153.747 1.00 52.68 O -ATOM 7073 CB ARG A1000 153.797 170.040 150.903 1.00 52.68 C -ATOM 7074 CG ARG A1000 154.060 171.347 150.167 1.00 52.68 C -ATOM 7075 CD ARG A1000 152.879 171.779 149.318 1.00 52.68 C -ATOM 7076 NE ARG A1000 153.165 173.011 148.593 1.00 52.68 N -ATOM 7077 CZ ARG A1000 152.253 173.745 147.971 1.00 52.68 C -ATOM 7078 NH1 ARG A1000 150.976 173.404 147.969 1.00 52.68 N1+ -ATOM 7079 NH2 ARG A1000 152.632 174.851 147.337 1.00 52.68 N -ATOM 7080 N LEU A1001 154.586 167.109 152.075 1.00 60.99 N -ATOM 7081 CA LEU A1001 154.351 165.984 152.976 1.00 60.99 C -ATOM 7082 C LEU A1001 155.539 165.749 153.904 1.00 60.99 C -ATOM 7083 O LEU A1001 155.354 165.463 155.095 1.00 60.99 O -ATOM 7084 CB LEU A1001 154.048 164.732 152.156 1.00 60.99 C -ATOM 7085 CG LEU A1001 153.373 163.549 152.845 1.00 60.99 C -ATOM 7086 CD1 LEU A1001 152.111 163.989 153.562 1.00 60.99 C -ATOM 7087 CD2 LEU A1001 153.054 162.487 151.810 1.00 60.99 C -ATOM 7088 N GLN A1002 156.764 165.882 153.381 1.00 69.14 N -ATOM 7089 CA GLN A1002 157.956 165.722 154.211 1.00 69.14 C -ATOM 7090 C GLN A1002 158.068 166.832 155.254 1.00 69.14 C -ATOM 7091 O GLN A1002 158.441 166.572 156.407 1.00 69.14 O -ATOM 7092 CB GLN A1002 159.202 165.683 153.327 1.00 69.14 C -ATOM 7093 CG GLN A1002 160.490 165.358 154.063 1.00 69.14 C -ATOM 7094 CD GLN A1002 161.597 164.913 153.127 1.00 69.14 C -ATOM 7095 OE1 GLN A1002 161.343 164.517 151.990 1.00 69.14 O -ATOM 7096 NE2 GLN A1002 162.836 164.978 153.601 1.00 69.14 N -ATOM 7097 N SER A1003 157.733 168.071 154.868 1.00 74.85 N -ATOM 7098 CA SER A1003 157.736 169.181 155.821 1.00 74.85 C -ATOM 7099 C SER A1003 156.696 168.983 156.921 1.00 74.85 C -ATOM 7100 O SER A1003 156.963 169.257 158.102 1.00 74.85 O -ATOM 7101 CB SER A1003 157.491 170.498 155.086 1.00 74.85 C -ATOM 7102 OG SER A1003 157.276 171.557 156.000 1.00 74.85 O -ATOM 7103 N LEU A1004 155.510 168.490 156.553 1.00 74.85 N -ATOM 7104 CA LEU A1004 154.467 168.239 157.543 1.00 74.85 C -ATOM 7105 C LEU A1004 154.848 167.103 158.491 1.00 74.85 C -ATOM 7106 O LEU A1004 154.568 167.183 159.697 1.00 74.85 O -ATOM 7107 CB LEU A1004 153.153 167.943 156.823 1.00 74.85 C -ATOM 7108 CG LEU A1004 151.857 168.189 157.586 1.00 74.85 C -ATOM 7109 CD1 LEU A1004 151.801 169.629 158.030 1.00 74.85 C -ATOM 7110 CD2 LEU A1004 150.673 167.871 156.693 1.00 74.85 C -ATOM 7111 N GLN A1005 155.513 166.062 157.973 1.00 73.33 N -ATOM 7112 CA GLN A1005 156.010 164.983 158.826 1.00 73.33 C -ATOM 7113 C GLN A1005 157.085 165.475 159.790 1.00 73.33 C -ATOM 7114 O GLN A1005 157.134 165.037 160.948 1.00 73.33 O -ATOM 7115 CB GLN A1005 156.556 163.844 157.967 1.00 73.33 C -ATOM 7116 CG GLN A1005 155.503 162.884 157.451 1.00 73.33 C -ATOM 7117 CD GLN A1005 156.075 161.872 156.481 1.00 73.33 C -ATOM 7118 OE1 GLN A1005 157.290 161.685 156.407 1.00 73.33 O -ATOM 7119 NE2 GLN A1005 155.203 161.213 155.729 1.00 73.33 N -ATOM 7120 N THR A1006 157.957 166.379 159.324 1.00 74.85 N -ATOM 7121 CA THR A1006 158.973 166.973 160.194 1.00 74.85 C -ATOM 7122 C THR A1006 158.334 167.777 161.324 1.00 74.85 C -ATOM 7123 O THR A1006 158.759 167.677 162.489 1.00 74.85 O -ATOM 7124 CB THR A1006 159.907 167.856 159.362 1.00 74.85 C -ATOM 7125 OG1 THR A1006 160.557 167.057 158.366 1.00 74.85 O -ATOM 7126 CG2 THR A1006 160.968 168.510 160.232 1.00 74.85 C -ATOM 7127 N TYR A1007 157.290 168.551 160.997 1.00 74.85 N -ATOM 7128 CA TYR A1007 156.557 169.308 162.012 1.00 74.85 C -ATOM 7129 C TYR A1007 155.903 168.393 163.043 1.00 74.85 C -ATOM 7130 O TYR A1007 155.960 168.668 164.250 1.00 74.85 O -ATOM 7131 CB TYR A1007 155.500 170.188 161.345 1.00 74.85 C -ATOM 7132 CG TYR A1007 154.457 170.738 162.294 1.00 74.85 C -ATOM 7133 CD1 TYR A1007 154.772 171.746 163.196 1.00 74.85 C -ATOM 7134 CD2 TYR A1007 153.153 170.253 162.280 1.00 74.85 C -ATOM 7135 CE1 TYR A1007 153.819 172.253 164.063 1.00 74.85 C -ATOM 7136 CE2 TYR A1007 152.196 170.751 163.143 1.00 74.85 C -ATOM 7137 CZ TYR A1007 152.534 171.750 164.031 1.00 74.85 C -ATOM 7138 OH TYR A1007 151.582 172.247 164.889 1.00 74.85 O -ATOM 7139 N VAL A1008 155.296 167.292 162.586 1.00 74.85 N -ATOM 7140 CA VAL A1008 154.628 166.364 163.500 1.00 74.85 C -ATOM 7141 C VAL A1008 155.639 165.663 164.409 1.00 74.85 C -ATOM 7142 O VAL A1008 155.394 165.494 165.612 1.00 74.85 O -ATOM 7143 CB VAL A1008 153.767 165.371 162.694 1.00 74.85 C -ATOM 7144 CG1 VAL A1008 153.277 164.215 163.552 1.00 74.85 C -ATOM 7145 CG2 VAL A1008 152.574 166.099 162.101 1.00 74.85 C -ATOM 7146 N THR A1009 156.806 165.289 163.866 1.00 47.00 N -ATOM 7147 CA THR A1009 157.846 164.645 164.673 1.00 47.00 C -ATOM 7148 C THR A1009 158.395 165.585 165.748 1.00 47.00 C -ATOM 7149 O THR A1009 158.550 165.186 166.918 1.00 47.00 O -ATOM 7150 CB THR A1009 158.969 164.148 163.759 1.00 47.00 C -ATOM 7151 OG1 THR A1009 158.461 163.130 162.888 1.00 47.00 O -ATOM 7152 CG2 THR A1009 160.125 163.572 164.563 1.00 47.00 C -ATOM 7153 N GLN A1010 158.655 166.847 165.383 1.00 53.15 N -ATOM 7154 CA GLN A1010 159.144 167.805 166.373 1.00 53.15 C -ATOM 7155 C GLN A1010 158.084 168.132 167.421 1.00 53.15 C -ATOM 7156 O GLN A1010 158.419 168.330 168.599 1.00 53.15 O -ATOM 7157 CB GLN A1010 159.629 169.077 165.681 1.00 53.15 C -ATOM 7158 CG GLN A1010 160.956 168.900 164.962 1.00 53.15 C -ATOM 7159 CD GLN A1010 161.610 170.218 164.605 1.00 53.15 C -ATOM 7160 OE1 GLN A1010 161.025 171.285 164.789 1.00 53.15 O -ATOM 7161 NE2 GLN A1010 162.833 170.150 164.093 1.00 53.15 N -ATOM 7162 N GLN A1011 156.806 168.153 167.023 1.00 41.54 N -ATOM 7163 CA GLN A1011 155.730 168.343 167.991 1.00 41.54 C -ATOM 7164 C GLN A1011 155.620 167.163 168.950 1.00 41.54 C -ATOM 7165 O GLN A1011 155.321 167.356 170.132 1.00 41.54 O -ATOM 7166 CB GLN A1011 154.404 168.571 167.270 1.00 41.54 C -ATOM 7167 CG GLN A1011 154.153 170.016 166.891 1.00 41.54 C -ATOM 7168 CD GLN A1011 154.260 170.955 168.074 1.00 41.54 C -ATOM 7169 OE1 GLN A1011 155.233 171.695 168.209 1.00 41.54 O -ATOM 7170 NE2 GLN A1011 153.255 170.929 168.941 1.00 41.54 N -ATOM 7171 N LEU A1012 155.859 165.940 168.464 1.00 38.85 N -ATOM 7172 CA LEU A1012 155.849 164.768 169.342 1.00 38.85 C -ATOM 7173 C LEU A1012 156.977 164.823 170.369 1.00 38.85 C -ATOM 7174 O LEU A1012 156.771 164.496 171.549 1.00 38.85 O -ATOM 7175 CB LEU A1012 155.956 163.488 168.513 1.00 38.85 C -ATOM 7176 CG LEU A1012 154.715 163.010 167.763 1.00 38.85 C -ATOM 7177 CD1 LEU A1012 155.104 161.997 166.703 1.00 38.85 C -ATOM 7178 CD2 LEU A1012 153.717 162.405 168.730 1.00 38.85 C -ATOM 7179 N ILE A1013 158.172 165.240 169.937 1.00 34.10 N -ATOM 7180 CA ILE A1013 159.306 165.346 170.859 1.00 34.10 C -ATOM 7181 C ILE A1013 159.053 166.428 171.912 1.00 34.10 C -ATOM 7182 O ILE A1013 159.282 166.216 173.119 1.00 34.10 O -ATOM 7183 CB ILE A1013 160.602 165.600 170.067 1.00 34.10 C -ATOM 7184 CG1 ILE A1013 160.979 164.356 169.263 1.00 34.10 C -ATOM 7185 CG2 ILE A1013 161.747 165.983 170.989 1.00 34.10 C -ATOM 7186 CD1 ILE A1013 162.091 164.589 168.272 1.00 34.10 C -ATOM 7187 N ARG A1014 158.533 167.584 171.482 1.00 34.65 N -ATOM 7188 CA ARG A1014 158.201 168.642 172.433 1.00 34.65 C -ATOM 7189 C ARG A1014 157.049 168.245 173.352 1.00 34.65 C -ATOM 7190 O ARG A1014 157.014 168.671 174.511 1.00 34.65 O -ATOM 7191 CB ARG A1014 157.873 169.933 171.686 1.00 34.65 C -ATOM 7192 CG ARG A1014 158.014 171.180 172.535 1.00 34.65 C -ATOM 7193 CD ARG A1014 157.839 172.435 171.704 1.00 34.65 C -ATOM 7194 NE ARG A1014 158.991 172.673 170.843 1.00 34.65 N -ATOM 7195 CZ ARG A1014 158.916 172.940 169.547 1.00 34.65 C -ATOM 7196 NH1 ARG A1014 157.753 173.008 168.921 1.00 34.65 N1+ -ATOM 7197 NH2 ARG A1014 160.037 173.146 168.861 1.00 34.65 N -ATOM 7198 N ALA A1015 156.123 167.410 172.867 1.00 35.56 N -ATOM 7199 CA ALA A1015 155.051 166.897 173.713 1.00 35.56 C -ATOM 7200 C ALA A1015 155.590 165.979 174.798 1.00 35.56 C -ATOM 7201 O ALA A1015 155.111 166.017 175.937 1.00 35.56 O -ATOM 7202 CB ALA A1015 154.015 166.166 172.860 1.00 35.56 C -ATOM 7203 N ALA A1016 156.585 165.150 174.463 1.00 38.49 N -ATOM 7204 CA ALA A1016 157.226 164.310 175.475 1.00 38.49 C -ATOM 7205 C ALA A1016 157.935 165.151 176.534 1.00 38.49 C -ATOM 7206 O ALA A1016 157.848 164.855 177.737 1.00 38.49 O -ATOM 7207 CB ALA A1016 158.208 163.346 174.811 1.00 38.49 C -ATOM 7208 N GLU A1017 158.621 166.216 176.102 1.00 40.16 N -ATOM 7209 CA GLU A1017 159.298 167.115 177.042 1.00 40.16 C -ATOM 7210 C GLU A1017 158.304 167.820 177.971 1.00 40.16 C -ATOM 7211 O GLU A1017 158.513 167.894 179.194 1.00 40.16 O -ATOM 7212 CB GLU A1017 160.124 168.135 176.259 1.00 40.16 C -ATOM 7213 CG GLU A1017 160.573 169.344 177.055 1.00 40.16 C -ATOM 7214 CD GLU A1017 161.490 170.247 176.256 1.00 40.16 C -ATOM 7215 OE1 GLU A1017 162.507 169.749 175.732 1.00 40.16 O -ATOM 7216 OE2 GLU A1017 161.191 171.455 176.148 1.00 40.16 O1- -ATOM 7217 N ILE A1018 157.202 168.321 177.404 1.00 34.42 N -ATOM 7218 CA ILE A1018 156.185 169.018 178.189 1.00 34.42 C -ATOM 7219 C ILE A1018 155.476 168.052 179.139 1.00 34.42 C -ATOM 7220 O ILE A1018 155.147 168.412 180.275 1.00 34.42 O -ATOM 7221 CB ILE A1018 155.213 169.745 177.235 1.00 34.42 C -ATOM 7222 CG1 ILE A1018 155.913 170.944 176.594 1.00 34.42 C -ATOM 7223 CG2 ILE A1018 153.952 170.228 177.933 1.00 34.42 C -ATOM 7224 CD1 ILE A1018 156.331 172.008 177.582 1.00 34.42 C -ATOM 7225 N ARG A1019 155.276 166.799 178.710 1.00 38.86 N -ATOM 7226 CA ARG A1019 154.676 165.789 179.580 1.00 38.86 C -ATOM 7227 C ARG A1019 155.579 165.453 180.762 1.00 38.86 C -ATOM 7228 O ARG A1019 155.091 165.263 181.885 1.00 38.86 O -ATOM 7229 CB ARG A1019 154.362 164.531 178.771 1.00 38.86 C -ATOM 7230 CG ARG A1019 153.702 163.418 179.565 1.00 38.86 C -ATOM 7231 CD ARG A1019 153.561 162.166 178.723 1.00 38.86 C -ATOM 7232 NE ARG A1019 154.834 161.769 178.135 1.00 38.86 N -ATOM 7233 CZ ARG A1019 154.959 161.165 176.962 1.00 38.86 C -ATOM 7234 NH1 ARG A1019 153.905 160.872 176.219 1.00 38.86 N1+ -ATOM 7235 NH2 ARG A1019 156.174 160.848 176.522 1.00 38.86 N -ATOM 7236 N ALA A1020 156.896 165.381 180.530 1.00 35.88 N -ATOM 7237 CA ALA A1020 157.833 165.171 181.634 1.00 35.88 C -ATOM 7238 C ALA A1020 157.808 166.336 182.621 1.00 35.88 C -ATOM 7239 O ALA A1020 157.812 166.128 183.845 1.00 35.88 O -ATOM 7240 CB ALA A1020 159.245 164.960 181.091 1.00 35.88 C -ATOM 7241 N SER A1021 157.749 167.571 182.103 1.00 30.89 N -ATOM 7242 CA SER A1021 157.650 168.736 182.984 1.00 30.89 C -ATOM 7243 C SER A1021 156.331 168.767 183.753 1.00 30.89 C -ATOM 7244 O SER A1021 156.303 169.177 184.919 1.00 30.89 O -ATOM 7245 CB SER A1021 157.818 170.022 182.178 1.00 30.89 C -ATOM 7246 OG SER A1021 157.745 171.157 183.021 1.00 30.89 O -ATOM 7247 N ALA A1022 155.241 168.312 183.131 1.00 32.21 N -ATOM 7248 CA ALA A1022 153.948 168.278 183.810 1.00 32.21 C -ATOM 7249 C ALA A1022 153.913 167.210 184.896 1.00 32.21 C -ATOM 7250 O ALA A1022 153.290 167.410 185.946 1.00 32.21 O -ATOM 7251 CB ALA A1022 152.830 168.043 182.797 1.00 32.21 C -ATOM 7252 N ASN A1023 154.566 166.067 184.657 1.00 33.68 N -ATOM 7253 CA ASN A1023 154.678 165.044 185.696 1.00 33.68 C -ATOM 7254 C ASN A1023 155.501 165.543 186.876 1.00 33.68 C -ATOM 7255 O ASN A1023 155.158 165.279 188.038 1.00 33.68 O -ATOM 7256 CB ASN A1023 155.292 163.770 185.120 1.00 33.68 C -ATOM 7257 CG ASN A1023 154.316 162.987 184.272 1.00 33.68 C -ATOM 7258 OD1 ASN A1023 153.103 163.154 184.388 1.00 33.68 O -ATOM 7259 ND2 ASN A1023 154.841 162.121 183.414 1.00 33.68 N -ATOM 7260 N LEU A1024 156.582 166.283 186.594 1.00 30.00 N -ATOM 7261 CA LEU A1024 157.367 166.896 187.665 1.00 30.00 C -ATOM 7262 C LEU A1024 156.546 167.919 188.448 1.00 30.00 C -ATOM 7263 O LEU A1024 156.632 167.979 189.681 1.00 30.00 O -ATOM 7264 CB LEU A1024 158.622 167.547 187.086 1.00 30.00 C -ATOM 7265 CG LEU A1024 159.513 168.327 188.054 1.00 30.00 C -ATOM 7266 CD1 LEU A1024 160.008 167.427 189.174 1.00 30.00 C -ATOM 7267 CD2 LEU A1024 160.679 168.955 187.315 1.00 30.00 C -ATOM 7268 N ALA A1025 155.727 168.713 187.749 1.00 30.03 N -ATOM 7269 CA ALA A1025 154.889 169.707 188.419 1.00 30.03 C -ATOM 7270 C ALA A1025 153.814 169.054 189.282 1.00 30.03 C -ATOM 7271 O ALA A1025 153.521 169.536 190.383 1.00 30.03 O -ATOM 7272 CB ALA A1025 154.255 170.637 187.387 1.00 30.03 C -ATOM 7273 N ALA A1026 153.219 167.958 188.801 1.00 27.84 N -ATOM 7274 CA ALA A1026 152.219 167.241 189.589 1.00 27.84 C -ATOM 7275 C ALA A1026 152.837 166.597 190.825 1.00 27.84 C -ATOM 7276 O ALA A1026 152.225 166.597 191.903 1.00 27.84 O -ATOM 7277 CB ALA A1026 151.526 166.187 188.727 1.00 27.84 C -ATOM 7278 N THR A1027 154.054 166.053 190.687 1.00 32.05 N -ATOM 7279 CA THR A1027 154.762 165.501 191.840 1.00 32.05 C -ATOM 7280 C THR A1027 155.100 166.586 192.858 1.00 32.05 C -ATOM 7281 O THR A1027 154.961 166.373 194.071 1.00 32.05 O -ATOM 7282 CB THR A1027 156.031 164.786 191.376 1.00 32.05 C -ATOM 7283 OG1 THR A1027 155.700 163.852 190.342 1.00 32.05 O -ATOM 7284 CG2 THR A1027 156.681 164.037 192.525 1.00 32.05 C -ATOM 7285 N LYS A1028 155.524 167.762 192.379 1.00 31.95 N -ATOM 7286 CA LYS A1028 155.828 168.880 193.270 1.00 31.95 C -ATOM 7287 C LYS A1028 154.583 169.364 194.002 1.00 31.95 C -ATOM 7288 O LYS A1028 154.642 169.662 195.201 1.00 31.95 O -ATOM 7289 CB LYS A1028 156.456 170.025 192.479 1.00 31.95 C -ATOM 7290 CG LYS A1028 157.912 169.806 192.136 1.00 31.95 C -ATOM 7291 CD LYS A1028 158.707 171.089 192.231 1.00 31.95 C -ATOM 7292 CE LYS A1028 160.179 170.813 192.007 1.00 31.95 C -ATOM 7293 NZ LYS A1028 161.041 171.765 192.747 1.00 31.95 N1+ -ATOM 7294 N MET A1029 153.444 169.421 193.299 1.00 35.10 N -ATOM 7295 CA MET A1029 152.176 169.791 193.925 1.00 35.10 C -ATOM 7296 C MET A1029 151.780 168.799 195.011 1.00 35.10 C -ATOM 7297 O MET A1029 151.472 169.196 196.143 1.00 35.10 O -ATOM 7298 CB MET A1029 151.068 169.868 192.875 1.00 35.10 C -ATOM 7299 CG MET A1029 149.783 170.503 193.385 1.00 35.10 C -ATOM 7300 SD MET A1029 148.902 171.469 192.144 1.00 35.10 S -ATOM 7301 CE MET A1029 149.947 172.903 191.985 1.00 35.10 C -ATOM 7302 N SER A1030 151.822 167.499 194.691 1.00 32.58 N -ATOM 7303 CA SER A1030 151.379 166.477 195.635 1.00 32.58 C -ATOM 7304 C SER A1030 152.305 166.359 196.839 1.00 32.58 C -ATOM 7305 O SER A1030 151.841 166.050 197.941 1.00 32.58 O -ATOM 7306 CB SER A1030 151.264 165.123 194.936 1.00 32.58 C -ATOM 7307 OG SER A1030 150.336 165.174 193.868 1.00 32.58 O -ATOM 7308 N GLU A1031 153.604 166.601 196.663 1.00 31.26 N -ATOM 7309 CA GLU A1031 154.540 166.434 197.764 1.00 31.26 C -ATOM 7310 C GLU A1031 154.886 167.730 198.484 1.00 31.26 C -ATOM 7311 O GLU A1031 155.578 167.675 199.506 1.00 31.26 O -ATOM 7312 CB GLU A1031 155.825 165.771 197.264 1.00 31.26 C -ATOM 7313 CG GLU A1031 155.593 164.385 196.701 1.00 31.26 C -ATOM 7314 CD GLU A1031 156.874 163.695 196.305 1.00 31.26 C -ATOM 7315 OE1 GLU A1031 157.956 164.176 196.698 1.00 31.26 O -ATOM 7316 OE2 GLU A1031 156.796 162.670 195.599 1.00 31.26 O1- -ATOM 7317 N CYS A1032 154.433 168.883 198.000 1.00 31.86 N -ATOM 7318 CA CYS A1032 154.758 170.094 198.743 1.00 31.86 C -ATOM 7319 C CYS A1032 153.541 170.934 199.095 1.00 31.86 C -ATOM 7320 O CYS A1032 153.524 171.550 200.162 1.00 31.86 O -ATOM 7321 CB CYS A1032 155.772 170.928 197.947 1.00 31.86 C -ATOM 7322 SG CYS A1032 157.394 170.137 197.838 1.00 31.86 S -ATOM 7323 N VAL A1033 152.528 170.990 198.229 1.00 29.01 N -ATOM 7324 CA VAL A1033 151.319 171.719 198.595 1.00 29.01 C -ATOM 7325 C VAL A1033 150.472 170.897 199.556 1.00 29.01 C -ATOM 7326 O VAL A1033 149.938 171.423 200.539 1.00 29.01 O -ATOM 7327 CB VAL A1033 150.533 172.114 197.333 1.00 29.01 C -ATOM 7328 CG1 VAL A1033 149.373 173.025 197.693 1.00 29.01 C -ATOM 7329 CG2 VAL A1033 151.452 172.794 196.340 1.00 29.01 C -ATOM 7330 N LEU A1034 150.355 169.598 199.302 1.00 31.32 N -ATOM 7331 CA LEU A1034 149.504 168.710 200.080 1.00 31.32 C -ATOM 7332 C LEU A1034 150.209 168.120 201.294 1.00 31.32 C -ATOM 7333 O LEU A1034 149.606 167.312 202.007 1.00 31.32 O -ATOM 7334 CB LEU A1034 148.980 167.579 199.188 1.00 31.32 C -ATOM 7335 CG LEU A1034 147.564 167.705 198.621 1.00 31.32 C -ATOM 7336 CD1 LEU A1034 147.403 168.964 197.785 1.00 31.32 C -ATOM 7337 CD2 LEU A1034 147.222 166.478 197.793 1.00 31.32 C -ATOM 7338 N GLY A1035 151.451 168.489 201.542 1.00 34.45 N -ATOM 7339 CA GLY A1035 152.185 167.985 202.686 1.00 34.45 C -ATOM 7340 C GLY A1035 153.402 168.833 202.965 1.00 34.45 C -ATOM 7341 O GLY A1035 153.436 170.025 202.652 1.00 34.45 O -ATOM 7342 N GLN A1036 154.411 168.214 203.572 1.00 26.39 N -ATOM 7343 CA GLN A1036 155.688 168.862 203.833 1.00 26.39 C -ATOM 7344 C GLN A1036 156.801 167.910 203.426 1.00 26.39 C -ATOM 7345 O GLN A1036 156.810 166.749 203.845 1.00 26.39 O -ATOM 7346 CB GLN A1036 155.825 169.252 205.307 1.00 26.39 C -ATOM 7347 CG GLN A1036 157.173 169.840 205.668 1.00 26.39 C -ATOM 7348 CD GLN A1036 157.301 170.122 207.146 1.00 26.39 C -ATOM 7349 OE1 GLN A1036 156.596 169.537 207.965 1.00 26.39 O -ATOM 7350 NE2 GLN A1036 158.197 171.033 207.497 1.00 26.39 N -ATOM 7351 N SER A1037 157.734 168.400 202.617 1.00 31.43 N -ATOM 7352 CA SER A1037 158.756 167.561 202.006 1.00 31.43 C -ATOM 7353 C SER A1037 160.055 167.651 202.793 1.00 31.43 C -ATOM 7354 O SER A1037 160.512 168.749 203.127 1.00 31.43 O -ATOM 7355 CB SER A1037 158.993 167.971 200.553 1.00 31.43 C -ATOM 7356 OG SER A1037 159.714 166.971 199.857 1.00 31.43 O -ATOM 7357 N LYS A1038 160.643 166.494 203.086 1.00 34.32 N -ATOM 7358 CA LYS A1038 161.940 166.414 203.742 1.00 34.32 C -ATOM 7359 C LYS A1038 163.095 166.319 202.755 1.00 34.32 C -ATOM 7360 O LYS A1038 164.251 166.248 203.183 1.00 34.32 O -ATOM 7361 CB LYS A1038 161.979 165.212 204.691 1.00 34.32 C -ATOM 7362 CG LYS A1038 160.929 165.247 205.787 1.00 34.32 C -ATOM 7363 CD LYS A1038 161.386 166.102 206.957 1.00 34.32 C -ATOM 7364 CE LYS A1038 162.550 165.451 207.688 1.00 34.32 C -ATOM 7365 NZ LYS A1038 162.959 166.228 208.891 1.00 34.32 N1+ -ATOM 7366 N ARG A1039 162.812 166.309 201.455 1.00 28.73 N -ATOM 7367 CA ARG A1039 163.865 166.213 200.453 1.00 28.73 C -ATOM 7368 C ARG A1039 164.604 167.541 200.339 1.00 28.73 C -ATOM 7369 O ARG A1039 163.984 168.606 200.274 1.00 28.73 O -ATOM 7370 CB ARG A1039 163.269 165.808 199.106 1.00 28.73 C -ATOM 7371 CG ARG A1039 162.414 164.552 199.176 1.00 28.73 C -ATOM 7372 CD ARG A1039 161.570 164.355 197.926 1.00 28.73 C -ATOM 7373 NE ARG A1039 162.374 164.102 196.738 1.00 28.73 N -ATOM 7374 CZ ARG A1039 161.886 164.033 195.507 1.00 28.73 C -ATOM 7375 NH1 ARG A1039 160.595 164.186 195.267 1.00 28.73 N1+ -ATOM 7376 NH2 ARG A1039 162.714 163.801 194.493 1.00 28.73 N -ATOM 7377 N VAL A1040 165.931 167.473 200.321 1.00 32.25 N -ATOM 7378 CA VAL A1040 166.762 168.672 200.316 1.00 32.25 C -ATOM 7379 C VAL A1040 166.751 169.286 198.923 1.00 32.25 C -ATOM 7380 O VAL A1040 166.966 168.587 197.925 1.00 32.25 O -ATOM 7381 CB VAL A1040 168.193 168.343 200.767 1.00 32.25 C -ATOM 7382 CG1 VAL A1040 168.996 169.617 200.958 1.00 32.25 C -ATOM 7383 CG2 VAL A1040 168.164 167.529 202.050 1.00 32.25 C -ATOM 7384 N ASP A1041 166.469 170.594 198.862 1.00 35.26 N -ATOM 7385 CA ASP A1041 166.428 171.414 197.646 1.00 35.26 C -ATOM 7386 C ASP A1041 165.406 170.923 196.623 1.00 35.26 C -ATOM 7387 O ASP A1041 165.532 171.214 195.430 1.00 35.26 O -ATOM 7388 CB ASP A1041 167.811 171.535 196.990 1.00 35.26 C -ATOM 7389 CG ASP A1041 168.758 172.408 197.785 1.00 35.26 C -ATOM 7390 OD1 ASP A1041 168.450 172.705 198.958 1.00 35.26 O -ATOM 7391 OD2 ASP A1041 169.809 172.800 197.236 1.00 35.26 O1- -ATOM 7392 N PHE A1042 164.388 170.181 197.062 1.00 32.48 N -ATOM 7393 CA PHE A1042 163.309 169.804 196.158 1.00 32.48 C -ATOM 7394 C PHE A1042 162.287 170.924 196.032 1.00 32.48 C -ATOM 7395 O PHE A1042 161.831 171.239 194.929 1.00 32.48 O -ATOM 7396 CB PHE A1042 162.635 168.520 196.638 1.00 32.48 C -ATOM 7397 CG PHE A1042 161.568 168.016 195.712 1.00 32.48 C -ATOM 7398 CD1 PHE A1042 161.847 167.780 194.375 1.00 32.48 C -ATOM 7399 CD2 PHE A1042 160.285 167.779 196.177 1.00 32.48 C -ATOM 7400 CE1 PHE A1042 160.865 167.317 193.519 1.00 32.48 C -ATOM 7401 CE2 PHE A1042 159.299 167.316 195.328 1.00 32.48 C -ATOM 7402 CZ PHE A1042 159.590 167.085 193.997 1.00 32.48 C -ATOM 7403 N CYS A1043 161.917 171.538 197.154 1.00 41.62 N -ATOM 7404 CA CYS A1043 160.940 172.625 197.178 1.00 41.62 C -ATOM 7405 C CYS A1043 161.562 173.794 197.936 1.00 41.62 C -ATOM 7406 O CYS A1043 161.363 173.939 199.144 1.00 41.62 O -ATOM 7407 CB CYS A1043 159.636 172.162 197.810 1.00 41.62 C -ATOM 7408 SG CYS A1043 158.491 171.371 196.661 1.00 41.62 S -ATOM 7409 N GLY A1044 162.315 174.626 197.220 1.00 36.88 N -ATOM 7410 CA GLY A1044 162.929 175.801 197.808 1.00 36.88 C -ATOM 7411 C GLY A1044 164.208 175.520 198.569 1.00 36.88 C -ATOM 7412 O GLY A1044 164.360 174.455 199.174 1.00 36.88 O -ATOM 7413 N LYS A1045 165.139 176.470 198.542 1.00 40.11 N -ATOM 7414 CA LYS A1045 166.363 176.342 199.320 1.00 40.11 C -ATOM 7415 C LYS A1045 166.075 176.551 200.801 1.00 40.11 C -ATOM 7416 O LYS A1045 165.295 177.428 201.183 1.00 40.11 O -ATOM 7417 CB LYS A1045 167.409 177.348 198.844 1.00 40.11 C -ATOM 7418 CG LYS A1045 167.887 177.127 197.421 1.00 40.11 C -ATOM 7419 CD LYS A1045 169.229 177.802 197.190 1.00 40.11 C -ATOM 7420 CE LYS A1045 170.333 177.120 197.981 1.00 40.11 C -ATOM 7421 NZ LYS A1045 170.824 175.887 197.307 1.00 40.11 N1+ -ATOM 7422 N GLY A1046 166.714 175.743 201.636 1.00 33.66 N -ATOM 7423 CA GLY A1046 166.489 175.787 203.065 1.00 33.66 C -ATOM 7424 C GLY A1046 165.515 174.721 203.520 1.00 33.66 C -ATOM 7425 O GLY A1046 165.072 173.858 202.756 1.00 33.66 O -ATOM 7426 N TYR A1047 165.181 174.789 204.805 1.00 27.42 N -ATOM 7427 CA TYR A1047 164.251 173.838 205.398 1.00 27.42 C -ATOM 7428 C TYR A1047 162.830 174.206 204.993 1.00 27.42 C -ATOM 7429 O TYR A1047 162.365 175.315 205.276 1.00 27.42 O -ATOM 7430 CB TYR A1047 164.404 173.822 206.916 1.00 27.42 C -ATOM 7431 CG TYR A1047 165.804 173.480 207.364 1.00 27.42 C -ATOM 7432 CD1 TYR A1047 166.247 172.164 207.378 1.00 27.42 C -ATOM 7433 CD2 TYR A1047 166.686 174.475 207.769 1.00 27.42 C -ATOM 7434 CE1 TYR A1047 167.529 171.845 207.784 1.00 27.42 C -ATOM 7435 CE2 TYR A1047 167.971 174.167 208.177 1.00 27.42 C -ATOM 7436 CZ TYR A1047 168.385 172.850 208.182 1.00 27.42 C -ATOM 7437 OH TYR A1047 169.662 172.535 208.587 1.00 27.42 O -ATOM 7438 N HIS A1048 162.146 173.274 204.336 1.00 24.45 N -ATOM 7439 CA HIS A1048 160.853 173.546 203.725 1.00 24.45 C -ATOM 7440 C HIS A1048 159.753 173.675 204.769 1.00 24.45 C -ATOM 7441 O HIS A1048 159.705 172.918 205.741 1.00 24.45 O -ATOM 7442 CB HIS A1048 160.500 172.433 202.741 1.00 24.45 C -ATOM 7443 CG HIS A1048 159.157 172.592 202.102 1.00 24.45 C -ATOM 7444 ND1 HIS A1048 158.022 171.983 202.592 1.00 24.45 N -ATOM 7445 CD2 HIS A1048 158.767 173.289 201.009 1.00 24.45 C -ATOM 7446 CE1 HIS A1048 156.991 172.298 201.828 1.00 24.45 C -ATOM 7447 NE2 HIS A1048 157.417 173.087 200.859 1.00 24.45 N -ATOM 7448 N LEU A1049 158.861 174.642 204.556 1.00 23.27 N -ATOM 7449 CA LEU A1049 157.672 174.807 205.384 1.00 23.27 C -ATOM 7450 C LEU A1049 156.381 174.628 204.601 1.00 23.27 C -ATOM 7451 O LEU A1049 155.502 173.878 205.039 1.00 23.27 O -ATOM 7452 CB LEU A1049 157.679 176.182 206.073 1.00 23.27 C -ATOM 7453 CG LEU A1049 158.772 176.445 207.108 1.00 23.27 C -ATOM 7454 CD1 LEU A1049 158.647 177.854 207.657 1.00 23.27 C -ATOM 7455 CD2 LEU A1049 158.705 175.427 208.231 1.00 23.27 C -ATOM 7456 N MET A1050 156.230 175.294 203.456 1.00 39.16 N -ATOM 7457 CA MET A1050 154.974 175.232 202.716 1.00 39.16 C -ATOM 7458 C MET A1050 155.241 175.393 201.228 1.00 39.16 C -ATOM 7459 O MET A1050 156.349 175.728 200.802 1.00 39.16 O -ATOM 7460 CB MET A1050 154.018 176.349 203.107 1.00 39.16 C -ATOM 7461 CG MET A1050 153.118 176.076 204.256 1.00 39.16 C -ATOM 7462 SD MET A1050 152.527 177.720 204.631 1.00 39.16 S -ATOM 7463 CE MET A1050 153.928 178.272 205.575 1.00 39.16 C -ATOM 7464 N SER A1051 154.175 175.230 200.449 1.00 40.39 N -ATOM 7465 CA SER A1051 154.124 175.671 199.066 1.00 40.39 C -ATOM 7466 C SER A1051 152.720 176.174 198.767 1.00 40.39 C -ATOM 7467 O SER A1051 151.733 175.567 199.192 1.00 40.39 O -ATOM 7468 CB SER A1051 154.498 174.545 198.100 1.00 40.39 C -ATOM 7469 OG SER A1051 155.897 174.330 198.091 1.00 40.39 O -ATOM 7470 N PHE A1052 152.636 177.283 198.036 1.00 36.90 N -ATOM 7471 CA PHE A1052 151.372 177.844 197.592 1.00 36.90 C -ATOM 7472 C PHE A1052 151.279 177.776 196.074 1.00 36.90 C -ATOM 7473 O PHE A1052 152.217 178.197 195.382 1.00 36.90 O -ATOM 7474 CB PHE A1052 151.203 179.301 198.045 1.00 36.90 C -ATOM 7475 CG PHE A1052 151.121 179.474 199.529 1.00 36.90 C -ATOM 7476 CD1 PHE A1052 150.144 178.818 200.261 1.00 36.90 C -ATOM 7477 CD2 PHE A1052 151.997 180.319 200.190 1.00 36.90 C -ATOM 7478 CE1 PHE A1052 150.056 178.985 201.627 1.00 36.90 C -ATOM 7479 CE2 PHE A1052 151.913 180.491 201.556 1.00 36.90 C -ATOM 7480 CZ PHE A1052 150.940 179.824 202.274 1.00 36.90 C -ATOM 7481 N PRO A1053 150.189 177.254 195.523 1.00 30.58 N -ATOM 7482 CA PRO A1053 150.050 177.199 194.067 1.00 30.58 C -ATOM 7483 C PRO A1053 149.426 178.462 193.494 1.00 30.58 C -ATOM 7484 O PRO A1053 148.576 179.108 194.110 1.00 30.58 O -ATOM 7485 CB PRO A1053 149.129 175.994 193.856 1.00 30.58 C -ATOM 7486 CG PRO A1053 148.288 175.962 195.082 1.00 30.58 C -ATOM 7487 CD PRO A1053 149.133 176.491 196.211 1.00 30.58 C -ATOM 7488 N GLN A1054 149.878 178.812 192.290 1.00 31.09 N -ATOM 7489 CA GLN A1054 149.299 179.880 191.491 1.00 31.09 C -ATOM 7490 C GLN A1054 149.241 179.408 190.047 1.00 31.09 C -ATOM 7491 O GLN A1054 150.148 178.715 189.579 1.00 31.09 O -ATOM 7492 CB GLN A1054 150.117 181.182 191.573 1.00 31.09 C -ATOM 7493 CG GLN A1054 150.307 181.767 192.970 1.00 31.09 C -ATOM 7494 CD GLN A1054 149.031 182.344 193.548 1.00 31.09 C -ATOM 7495 OE1 GLN A1054 148.704 183.507 193.318 1.00 31.09 O -ATOM 7496 NE2 GLN A1054 148.308 181.536 194.314 1.00 31.09 N -ATOM 7497 N SER A1055 148.176 179.777 189.344 1.00 35.43 N -ATOM 7498 CA SER A1055 148.080 179.435 187.936 1.00 35.43 C -ATOM 7499 C SER A1055 148.952 180.372 187.105 1.00 35.43 C -ATOM 7500 O SER A1055 149.363 181.443 187.558 1.00 35.43 O -ATOM 7501 CB SER A1055 146.630 179.508 187.462 1.00 35.43 C -ATOM 7502 OG SER A1055 146.094 180.803 187.664 1.00 35.43 O -ATOM 7503 N ALA A1056 149.223 179.963 185.869 1.00 33.25 N -ATOM 7504 CA ALA A1056 150.022 180.760 184.953 1.00 33.25 C -ATOM 7505 C ALA A1056 149.668 180.344 183.535 1.00 33.25 C -ATOM 7506 O ALA A1056 149.213 179.212 183.318 1.00 33.25 O -ATOM 7507 CB ALA A1056 151.525 180.565 185.218 1.00 33.25 C -ATOM 7508 N PRO A1057 149.841 181.250 182.541 1.00 35.64 N -ATOM 7509 CA PRO A1057 149.620 180.862 181.140 1.00 35.64 C -ATOM 7510 C PRO A1057 150.521 179.721 180.700 1.00 35.64 C -ATOM 7511 O PRO A1057 151.746 179.871 180.629 1.00 35.64 O -ATOM 7512 CB PRO A1057 149.927 182.151 180.371 1.00 35.64 C -ATOM 7513 CG PRO A1057 149.598 183.228 181.334 1.00 35.64 C -ATOM 7514 CD PRO A1057 150.035 182.706 182.672 1.00 35.64 C -ATOM 7515 N HIS A1058 149.880 178.575 180.438 1.00 31.46 N -ATOM 7516 CA HIS A1058 150.529 177.296 180.135 1.00 31.46 C -ATOM 7517 C HIS A1058 151.486 176.855 181.242 1.00 31.46 C -ATOM 7518 O HIS A1058 152.547 176.294 180.967 1.00 31.46 O -ATOM 7519 CB HIS A1058 151.256 177.332 178.785 1.00 31.46 C -ATOM 7520 CG HIS A1058 150.374 177.670 177.626 1.00 31.46 C -ATOM 7521 ND1 HIS A1058 149.122 177.119 177.457 1.00 31.46 N -ATOM 7522 CD2 HIS A1058 150.565 178.500 176.574 1.00 31.46 C -ATOM 7523 CE1 HIS A1058 148.579 177.597 176.352 1.00 31.46 C -ATOM 7524 NE2 HIS A1058 149.434 178.437 175.797 1.00 31.46 N -ATOM 7525 N GLY A1059 151.121 177.081 182.501 1.00 29.54 N -ATOM 7526 CA GLY A1059 151.998 176.601 183.554 1.00 29.54 C -ATOM 7527 C GLY A1059 151.475 176.857 184.950 1.00 29.54 C -ATOM 7528 O GLY A1059 150.374 177.371 185.155 1.00 29.54 O -ATOM 7529 N VAL A1060 152.312 176.487 185.917 1.00 20.98 N -ATOM 7530 CA VAL A1060 152.013 176.639 187.333 1.00 20.98 C -ATOM 7531 C VAL A1060 153.200 177.330 187.995 1.00 20.98 C -ATOM 7532 O VAL A1060 154.333 177.280 187.500 1.00 20.98 O -ATOM 7533 CB VAL A1060 151.685 175.268 187.987 1.00 20.98 C -ATOM 7534 CG1 VAL A1060 152.939 174.443 188.233 1.00 20.98 C -ATOM 7535 CG2 VAL A1060 150.857 175.431 189.261 1.00 20.98 C -ATOM 7536 N VAL A1061 152.922 178.038 189.089 1.00 20.26 N -ATOM 7537 CA VAL A1061 153.926 178.794 189.827 1.00 20.26 C -ATOM 7538 C VAL A1061 153.785 178.434 191.299 1.00 20.26 C -ATOM 7539 O VAL A1061 152.696 178.550 191.871 1.00 20.26 O -ATOM 7540 CB VAL A1061 153.774 180.311 189.610 1.00 20.26 C -ATOM 7541 CG1 VAL A1061 154.499 181.102 190.690 1.00 20.26 C -ATOM 7542 CG2 VAL A1061 154.290 180.700 188.235 1.00 20.26 C -ATOM 7543 N PHE A1062 154.877 177.992 191.907 1.00 27.04 N -ATOM 7544 CA PHE A1062 154.907 177.636 193.316 1.00 27.04 C -ATOM 7545 C PHE A1062 155.600 178.730 194.110 1.00 27.04 C -ATOM 7546 O PHE A1062 156.700 179.165 193.747 1.00 27.04 O -ATOM 7547 CB PHE A1062 155.641 176.317 193.532 1.00 27.04 C -ATOM 7548 CG PHE A1062 154.925 175.121 192.996 1.00 27.04 C -ATOM 7549 CD1 PHE A1062 153.916 174.521 193.725 1.00 27.04 C -ATOM 7550 CD2 PHE A1062 155.279 174.582 191.771 1.00 27.04 C -ATOM 7551 CE1 PHE A1062 153.266 173.411 193.239 1.00 27.04 C -ATOM 7552 CE2 PHE A1062 154.630 173.471 191.277 1.00 27.04 C -ATOM 7553 CZ PHE A1062 153.620 172.886 192.010 1.00 27.04 C -ATOM 7554 N LEU A1063 154.957 179.164 195.190 1.00 74.85 N -ATOM 7555 CA LEU A1063 155.578 180.022 196.194 1.00 74.85 C -ATOM 7556 C LEU A1063 155.985 179.118 197.352 1.00 74.85 C -ATOM 7557 O LEU A1063 155.147 178.716 198.161 1.00 74.85 O -ATOM 7558 CB LEU A1063 154.623 181.122 196.645 1.00 74.85 C -ATOM 7559 CG LEU A1063 153.872 181.901 195.564 1.00 74.85 C -ATOM 7560 CD1 LEU A1063 152.973 182.944 196.200 1.00 74.85 C -ATOM 7561 CD2 LEU A1063 154.844 182.556 194.600 1.00 74.85 C -ATOM 7562 N HIS A1064 157.269 178.781 197.412 1.00 39.42 N -ATOM 7563 CA HIS A1064 157.799 177.883 198.430 1.00 39.42 C -ATOM 7564 C HIS A1064 158.171 178.689 199.666 1.00 39.42 C -ATOM 7565 O HIS A1064 159.044 179.558 199.596 1.00 39.42 O -ATOM 7566 CB HIS A1064 159.031 177.139 197.915 1.00 39.42 C -ATOM 7567 CG HIS A1064 158.762 176.227 196.761 1.00 39.42 C -ATOM 7568 ND1 HIS A1064 157.784 175.257 196.785 1.00 39.42 N -ATOM 7569 CD2 HIS A1064 159.359 176.128 195.550 1.00 39.42 C -ATOM 7570 CE1 HIS A1064 157.788 174.603 195.638 1.00 39.42 C -ATOM 7571 NE2 HIS A1064 158.732 175.115 194.869 1.00 39.42 N -ATOM 7572 N VAL A1065 157.537 178.388 200.793 1.00 30.92 N -ATOM 7573 CA VAL A1065 157.846 179.039 202.061 1.00 30.92 C -ATOM 7574 C VAL A1065 158.857 178.160 202.777 1.00 30.92 C -ATOM 7575 O VAL A1065 158.573 176.989 203.054 1.00 30.92 O -ATOM 7576 CB VAL A1065 156.584 179.239 202.914 1.00 30.92 C -ATOM 7577 CG1 VAL A1065 156.893 180.098 204.130 1.00 30.92 C -ATOM 7578 CG2 VAL A1065 155.467 179.845 202.083 1.00 30.92 C -ATOM 7579 N THR A1066 160.045 178.704 203.055 1.00 29.42 N -ATOM 7580 CA THR A1066 161.149 177.941 203.615 1.00 29.42 C -ATOM 7581 C THR A1066 161.798 178.700 204.767 1.00 29.42 C -ATOM 7582 O THR A1066 161.662 179.920 204.902 1.00 29.42 O -ATOM 7583 CB THR A1066 162.226 177.617 202.562 1.00 29.42 C -ATOM 7584 OG1 THR A1066 162.690 178.830 201.957 1.00 29.42 O -ATOM 7585 CG2 THR A1066 161.706 176.665 201.486 1.00 29.42 C -ATOM 7586 N TYR A1067 162.541 177.944 205.570 1.00 29.22 N -ATOM 7587 CA TYR A1067 163.172 178.403 206.800 1.00 29.22 C -ATOM 7588 C TYR A1067 164.682 178.382 206.602 1.00 29.22 C -ATOM 7589 O TYR A1067 165.238 177.353 206.205 1.00 29.22 O -ATOM 7590 CB TYR A1067 162.746 177.484 207.954 1.00 29.22 C -ATOM 7591 CG TYR A1067 163.362 177.717 209.319 1.00 29.22 C -ATOM 7592 CD1 TYR A1067 164.559 177.108 209.685 1.00 29.22 C -ATOM 7593 CD2 TYR A1067 162.705 178.488 210.269 1.00 29.22 C -ATOM 7594 CE1 TYR A1067 165.108 177.302 210.935 1.00 29.22 C -ATOM 7595 CE2 TYR A1067 163.241 178.679 211.527 1.00 29.22 C -ATOM 7596 CZ TYR A1067 164.445 178.087 211.852 1.00 29.22 C -ATOM 7597 OH TYR A1067 164.990 178.278 213.099 1.00 29.22 O -ATOM 7598 N VAL A1068 165.351 179.507 206.871 1.00 30.20 N -ATOM 7599 CA VAL A1068 166.789 179.629 206.678 1.00 30.20 C -ATOM 7600 C VAL A1068 167.421 180.162 207.958 1.00 30.20 C -ATOM 7601 O VAL A1068 167.038 181.233 208.432 1.00 30.20 O -ATOM 7602 CB VAL A1068 167.142 180.544 205.492 1.00 30.20 C -ATOM 7603 CG1 VAL A1068 168.628 180.875 205.488 1.00 30.20 C -ATOM 7604 CG2 VAL A1068 166.743 179.898 204.174 1.00 30.20 C -ATOM 7605 N PRO A1069 168.388 179.463 208.558 1.00 31.52 N -ATOM 7606 CA PRO A1069 169.077 180.013 209.735 1.00 31.52 C -ATOM 7607 C PRO A1069 169.961 181.195 209.359 1.00 31.52 C -ATOM 7608 O PRO A1069 170.616 181.193 208.314 1.00 31.52 O -ATOM 7609 CB PRO A1069 169.909 178.830 210.246 1.00 31.52 C -ATOM 7610 CG PRO A1069 169.374 177.619 209.529 1.00 31.52 C -ATOM 7611 CD PRO A1069 168.864 178.114 208.222 1.00 31.52 C -ATOM 7612 N ALA A1070 169.978 182.213 210.225 1.00 40.16 N -ATOM 7613 CA ALA A1070 170.494 183.525 209.849 1.00 40.16 C -ATOM 7614 C ALA A1070 171.748 183.948 210.607 1.00 40.16 C -ATOM 7615 O ALA A1070 172.774 184.223 209.980 1.00 40.16 O -ATOM 7616 CB ALA A1070 169.390 184.574 210.035 1.00 40.16 C -ATOM 7617 N GLN A1071 171.705 184.015 211.938 1.00 50.73 N -ATOM 7618 CA GLN A1071 172.757 184.662 212.723 1.00 50.73 C -ATOM 7619 C GLN A1071 173.495 183.621 213.556 1.00 50.73 C -ATOM 7620 O GLN A1071 172.947 183.094 214.529 1.00 50.73 O -ATOM 7621 CB GLN A1071 172.178 185.763 213.609 1.00 50.73 C -ATOM 7622 CG GLN A1071 171.659 186.965 212.834 1.00 50.73 C -ATOM 7623 CD GLN A1071 170.979 187.986 213.723 1.00 50.73 C -ATOM 7624 OE1 GLN A1071 170.882 187.804 214.936 1.00 50.73 O -ATOM 7625 NE2 GLN A1071 170.507 189.071 213.122 1.00 50.73 N -ATOM 7626 N GLU A1072 174.750 183.368 213.197 1.00 56.71 N -ATOM 7627 CA GLU A1072 175.547 182.271 213.726 1.00 56.71 C -ATOM 7628 C GLU A1072 176.372 182.717 214.931 1.00 56.71 C -ATOM 7629 O GLU A1072 176.581 183.909 215.164 1.00 56.71 O -ATOM 7630 CB GLU A1072 176.480 181.726 212.643 1.00 56.71 C -ATOM 7631 CG GLU A1072 175.780 181.045 211.482 1.00 56.71 C -ATOM 7632 CD GLU A1072 175.274 182.003 210.415 1.00 56.71 C -ATOM 7633 OE1 GLU A1072 175.521 183.220 210.537 1.00 56.71 O -ATOM 7634 OE2 GLU A1072 174.623 181.536 209.456 1.00 56.71 O1- -ATOM 7635 N LYS A1073 176.857 181.733 215.691 1.00 56.79 N -ATOM 7636 CA LYS A1073 177.730 182.009 216.823 1.00 56.79 C -ATOM 7637 C LYS A1073 178.640 180.814 217.081 1.00 56.79 C -ATOM 7638 O LYS A1073 178.208 179.659 216.986 1.00 56.79 O -ATOM 7639 CB LYS A1073 176.917 182.342 218.080 1.00 56.79 C -ATOM 7640 CG LYS A1073 177.704 183.049 219.174 1.00 56.79 C -ATOM 7641 CD LYS A1073 176.770 183.631 220.226 1.00 56.79 C -ATOM 7642 CE LYS A1073 177.534 184.110 221.450 1.00 56.79 C -ATOM 7643 NZ LYS A1073 176.617 184.552 222.537 1.00 56.79 N1+ -ATOM 7644 N ASN A1074 179.902 181.111 217.398 1.00 68.16 N -ATOM 7645 CA ASN A1074 180.885 180.092 217.749 1.00 68.16 C -ATOM 7646 C ASN A1074 180.622 179.527 219.139 1.00 68.16 C -ATOM 7647 O ASN A1074 180.232 180.256 220.055 1.00 68.16 O -ATOM 7648 CB ASN A1074 182.295 180.681 217.727 1.00 68.16 C -ATOM 7649 CG ASN A1074 183.013 180.470 216.413 1.00 68.16 C -ATOM 7650 OD1 ASN A1074 183.314 179.340 216.029 1.00 68.16 O -ATOM 7651 ND2 ASN A1074 183.318 181.564 215.726 1.00 68.16 N -ATOM 7652 N PHE A1075 180.884 178.230 219.306 1.00 54.90 N -ATOM 7653 CA PHE A1075 180.796 177.575 220.604 1.00 54.90 C -ATOM 7654 C PHE A1075 181.826 176.455 220.661 1.00 54.90 C -ATOM 7655 O PHE A1075 182.274 175.947 219.631 1.00 54.90 O -ATOM 7656 CB PHE A1075 179.390 177.016 220.865 1.00 54.90 C -ATOM 7657 CG PHE A1075 178.359 178.074 221.109 1.00 54.90 C -ATOM 7658 CD1 PHE A1075 178.353 178.796 222.292 1.00 54.90 C -ATOM 7659 CD2 PHE A1075 177.417 178.372 220.139 1.00 54.90 C -ATOM 7660 CE1 PHE A1075 177.412 179.783 222.510 1.00 54.90 C -ATOM 7661 CE2 PHE A1075 176.473 179.357 220.349 1.00 54.90 C -ATOM 7662 CZ PHE A1075 176.472 180.065 221.536 1.00 54.90 C -ATOM 7663 N THR A1076 182.195 176.073 221.880 1.00 55.56 N -ATOM 7664 CA THR A1076 183.114 174.965 222.112 1.00 55.56 C -ATOM 7665 C THR A1076 182.311 173.738 222.518 1.00 55.56 C -ATOM 7666 O THR A1076 181.547 173.786 223.485 1.00 55.56 O -ATOM 7667 CB THR A1076 184.133 175.313 223.198 1.00 55.56 C -ATOM 7668 OG1 THR A1076 184.822 176.517 222.839 1.00 55.56 O -ATOM 7669 CG2 THR A1076 185.144 174.189 223.360 1.00 55.56 C -ATOM 7670 N THR A1077 182.488 172.642 221.790 1.00 49.16 N -ATOM 7671 CA THR A1077 181.604 171.495 221.921 1.00 49.16 C -ATOM 7672 C THR A1077 182.356 170.277 222.444 1.00 49.16 C -ATOM 7673 O THR A1077 183.583 170.274 222.573 1.00 49.16 O -ATOM 7674 CB THR A1077 180.942 171.164 220.581 1.00 49.16 C -ATOM 7675 OG1 THR A1077 179.986 170.118 220.773 1.00 49.16 O -ATOM 7676 CG2 THR A1077 181.984 170.709 219.575 1.00 49.16 C -ATOM 7677 N ALA A1078 181.582 169.227 222.745 1.00 50.82 N -ATOM 7678 CA ALA A1078 182.089 167.958 223.248 1.00 50.82 C -ATOM 7679 C ALA A1078 181.055 166.887 222.954 1.00 50.82 C -ATOM 7680 O ALA A1078 179.853 167.174 223.034 1.00 50.82 O -ATOM 7681 CB ALA A1078 182.373 168.021 224.751 1.00 50.82 C -ATOM 7682 N PRO A1079 181.465 165.661 222.612 1.00 49.70 N -ATOM 7683 CA PRO A1079 180.481 164.625 222.266 1.00 49.70 C -ATOM 7684 C PRO A1079 179.735 164.043 223.459 1.00 49.70 C -ATOM 7685 O PRO A1079 178.571 163.651 223.328 1.00 49.70 O -ATOM 7686 CB PRO A1079 181.336 163.557 221.574 1.00 49.70 C -ATOM 7687 CG PRO A1079 182.698 163.745 222.132 1.00 49.70 C -ATOM 7688 CD PRO A1079 182.846 165.219 222.356 1.00 49.70 C -ATOM 7689 N ALA A1080 180.382 163.981 224.620 1.00 60.56 N -ATOM 7690 CA ALA A1080 179.776 163.395 225.807 1.00 60.56 C -ATOM 7691 C ALA A1080 180.422 164.012 227.037 1.00 60.56 C -ATOM 7692 O ALA A1080 181.429 164.718 226.943 1.00 60.56 O -ATOM 7693 CB ALA A1080 179.922 161.871 225.818 1.00 60.56 C -ATOM 7694 N ILE A1081 179.825 163.758 228.202 1.00 65.43 N -ATOM 7695 CA ILE A1081 180.296 164.334 229.460 1.00 65.43 C -ATOM 7696 C ILE A1081 180.442 163.232 230.502 1.00 65.43 C -ATOM 7697 O ILE A1081 179.515 162.445 230.711 1.00 65.43 O -ATOM 7698 CB ILE A1081 179.353 165.443 229.972 1.00 65.43 C -ATOM 7699 CG1 ILE A1081 179.310 166.615 228.993 1.00 65.43 C -ATOM 7700 CG2 ILE A1081 179.773 165.941 231.340 1.00 65.43 C -ATOM 7701 CD1 ILE A1081 178.240 167.601 229.290 1.00 65.43 C -ATOM 7702 N CYS A1082 181.607 163.172 231.148 1.00 86.48 N -ATOM 7703 CA CYS A1082 181.806 162.283 232.283 1.00 86.48 C -ATOM 7704 C CYS A1082 181.157 162.875 233.526 1.00 86.48 C -ATOM 7705 O CYS A1082 181.300 164.070 233.802 1.00 86.48 O -ATOM 7706 CB CYS A1082 183.295 162.064 232.536 1.00 86.48 C -ATOM 7707 SG CYS A1082 184.072 160.849 231.469 1.00 86.48 S -ATOM 7708 N HIS A1083 180.448 162.036 234.275 1.00 85.53 N -ATOM 7709 CA HIS A1083 179.911 162.434 235.574 1.00 85.53 C -ATOM 7710 C HIS A1083 179.782 161.173 236.413 1.00 85.53 C -ATOM 7711 O HIS A1083 178.979 160.297 236.078 1.00 85.53 O -ATOM 7712 CB HIS A1083 178.567 163.140 235.434 1.00 85.53 C -ATOM 7713 CG HIS A1083 177.820 163.269 236.723 1.00 85.53 C -ATOM 7714 ND1 HIS A1083 178.189 164.156 237.711 1.00 85.53 N -ATOM 7715 CD2 HIS A1083 176.727 162.619 237.190 1.00 85.53 C -ATOM 7716 CE1 HIS A1083 177.354 164.051 238.729 1.00 85.53 C -ATOM 7717 NE2 HIS A1083 176.457 163.125 238.438 1.00 85.53 N -ATOM 7718 N ASP A1084 180.576 161.099 237.491 1.00 91.12 N -ATOM 7719 CA ASP A1084 180.672 159.935 238.383 1.00 91.12 C -ATOM 7720 C ASP A1084 181.048 158.663 237.622 1.00 91.12 C -ATOM 7721 O ASP A1084 180.542 157.575 237.904 1.00 91.12 O -ATOM 7722 CB ASP A1084 179.387 159.731 239.193 1.00 91.12 C -ATOM 7723 CG ASP A1084 179.129 160.859 240.170 1.00 91.12 C -ATOM 7724 OD1 ASP A1084 180.108 161.481 240.633 1.00 91.12 O -ATOM 7725 OD2 ASP A1084 177.947 161.124 240.476 1.00 91.12 O1- -ATOM 7726 N GLY A1085 181.942 158.802 236.645 1.00 91.09 N -ATOM 7727 CA GLY A1085 182.508 157.668 235.948 1.00 91.09 C -ATOM 7728 C GLY A1085 181.711 157.140 234.775 1.00 91.09 C -ATOM 7729 O GLY A1085 182.188 156.226 234.090 1.00 91.09 O -ATOM 7730 N LYS A1086 180.523 157.676 234.513 1.00 77.78 N -ATOM 7731 CA LYS A1086 179.691 157.212 233.413 1.00 77.78 C -ATOM 7732 C LYS A1086 179.453 158.347 232.426 1.00 77.78 C -ATOM 7733 O LYS A1086 179.424 159.523 232.800 1.00 77.78 O -ATOM 7734 CB LYS A1086 178.356 156.653 233.920 1.00 77.78 C -ATOM 7735 CG LYS A1086 177.611 157.561 234.878 1.00 77.78 C -ATOM 7736 CD LYS A1086 176.660 156.768 235.760 1.00 77.78 C -ATOM 7737 CE LYS A1086 175.772 157.686 236.584 1.00 77.78 C -ATOM 7738 NZ LYS A1086 176.559 158.703 237.334 1.00 77.78 N1+ -ATOM 7739 N ALA A1087 179.284 157.981 231.158 1.00 64.05 N -ATOM 7740 CA ALA A1087 179.243 158.946 230.067 1.00 64.05 C -ATOM 7741 C ALA A1087 177.801 159.319 229.741 1.00 64.05 C -ATOM 7742 O ALA A1087 176.986 158.451 229.404 1.00 64.05 O -ATOM 7743 CB ALA A1087 179.942 158.387 228.830 1.00 64.05 C -ATOM 7744 N HIS A1088 177.497 160.611 229.827 1.00 58.63 N -ATOM 7745 CA HIS A1088 176.204 161.157 229.447 1.00 58.63 C -ATOM 7746 C HIS A1088 176.283 161.688 228.024 1.00 58.63 C -ATOM 7747 O HIS A1088 177.205 162.444 227.686 1.00 58.63 O -ATOM 7748 CB HIS A1088 175.780 162.279 230.397 1.00 58.63 C -ATOM 7749 CG HIS A1088 175.536 161.828 231.803 1.00 58.63 C -ATOM 7750 ND1 HIS A1088 176.552 161.441 232.649 1.00 58.63 N -ATOM 7751 CD2 HIS A1088 174.390 161.715 232.515 1.00 58.63 C -ATOM 7752 CE1 HIS A1088 176.043 161.102 233.820 1.00 58.63 C -ATOM 7753 NE2 HIS A1088 174.733 161.260 233.765 1.00 58.63 N -ATOM 7754 N PHE A1089 175.315 161.292 227.199 1.00 45.67 N -ATOM 7755 CA PHE A1089 175.148 161.707 225.819 1.00 45.67 C -ATOM 7756 C PHE A1089 173.849 162.495 225.684 1.00 45.67 C -ATOM 7757 O PHE A1089 172.867 162.187 226.368 1.00 45.67 O -ATOM 7758 CB PHE A1089 175.101 160.500 224.871 1.00 45.67 C -ATOM 7759 CG PHE A1089 176.378 159.711 224.812 1.00 45.67 C -ATOM 7760 CD1 PHE A1089 176.645 158.720 225.746 1.00 45.67 C -ATOM 7761 CD2 PHE A1089 177.304 159.946 223.810 1.00 45.67 C -ATOM 7762 CE1 PHE A1089 177.815 157.990 225.689 1.00 45.67 C -ATOM 7763 CE2 PHE A1089 178.477 159.217 223.749 1.00 45.67 C -ATOM 7764 CZ PHE A1089 178.730 158.239 224.688 1.00 45.67 C -ATOM 7765 N PRO A1090 173.806 163.511 224.820 1.00 47.63 N -ATOM 7766 CA PRO A1090 172.565 164.278 224.662 1.00 47.63 C -ATOM 7767 C PRO A1090 171.512 163.486 223.901 1.00 47.63 C -ATOM 7768 O PRO A1090 171.810 162.802 222.920 1.00 47.63 O -ATOM 7769 CB PRO A1090 173.011 165.518 223.882 1.00 47.63 C -ATOM 7770 CG PRO A1090 174.199 165.067 223.117 1.00 47.63 C -ATOM 7771 CD PRO A1090 174.890 164.040 223.972 1.00 47.63 C -ATOM 7772 N ARG A1091 170.269 163.576 224.379 1.00 51.45 N -ATOM 7773 CA ARG A1091 169.172 162.867 223.727 1.00 51.45 C -ATOM 7774 C ARG A1091 168.806 163.526 222.404 1.00 51.45 C -ATOM 7775 O ARG A1091 168.621 162.845 221.388 1.00 51.45 O -ATOM 7776 CB ARG A1091 167.963 162.805 224.660 1.00 51.45 C -ATOM 7777 CG ARG A1091 167.975 161.611 225.602 1.00 51.45 C -ATOM 7778 CD ARG A1091 166.681 161.494 226.391 1.00 51.45 C -ATOM 7779 NE ARG A1091 166.561 160.191 227.034 1.00 51.45 N -ATOM 7780 CZ ARG A1091 166.165 160.003 228.285 1.00 51.45 C -ATOM 7781 NH1 ARG A1091 165.833 161.018 229.066 1.00 51.45 N1+ -ATOM 7782 NH2 ARG A1091 166.101 158.764 228.766 1.00 51.45 N -ATOM 7783 N GLU A1092 168.699 164.855 222.397 1.00 54.84 N -ATOM 7784 CA GLU A1092 168.471 165.609 221.165 1.00 54.84 C -ATOM 7785 C GLU A1092 169.040 167.008 221.382 1.00 54.84 C -ATOM 7786 O GLU A1092 168.379 167.860 221.983 1.00 54.84 O -ATOM 7787 CB GLU A1092 166.991 165.656 220.809 1.00 54.84 C -ATOM 7788 CG GLU A1092 166.703 166.136 219.395 1.00 54.84 C -ATOM 7789 CD GLU A1092 166.634 165.001 218.389 1.00 54.84 C -ATOM 7790 OE1 GLU A1092 166.975 163.855 218.752 1.00 54.84 O -ATOM 7791 OE2 GLU A1092 166.236 165.255 217.233 1.00 54.84 O1- -ATOM 7792 N GLY A1093 170.246 167.236 220.897 1.00 51.69 N -ATOM 7793 CA GLY A1093 170.876 168.532 221.048 1.00 51.69 C -ATOM 7794 C GLY A1093 172.385 168.408 221.056 1.00 51.69 C -ATOM 7795 O GLY A1093 172.949 167.330 220.894 1.00 51.69 O -ATOM 7796 N VAL A1094 173.029 169.556 221.253 1.00 50.98 N -ATOM 7797 CA VAL A1094 174.480 169.681 221.212 1.00 50.98 C -ATOM 7798 C VAL A1094 174.954 170.116 222.591 1.00 50.98 C -ATOM 7799 O VAL A1094 174.384 171.043 223.180 1.00 50.98 O -ATOM 7800 CB VAL A1094 174.930 170.699 220.146 1.00 50.98 C -ATOM 7801 CG1 VAL A1094 176.446 170.716 220.018 1.00 50.98 C -ATOM 7802 CG2 VAL A1094 174.263 170.429 218.811 1.00 50.98 C -ATOM 7803 N PHE A1095 175.976 169.436 223.111 1.00 49.99 N -ATOM 7804 CA PHE A1095 176.694 169.933 224.278 1.00 49.99 C -ATOM 7805 C PHE A1095 177.570 171.105 223.859 1.00 49.99 C -ATOM 7806 O PHE A1095 178.452 170.950 223.008 1.00 49.99 O -ATOM 7807 CB PHE A1095 177.557 168.834 224.894 1.00 49.99 C -ATOM 7808 CG PHE A1095 176.805 167.875 225.765 1.00 49.99 C -ATOM 7809 CD1 PHE A1095 175.696 168.287 226.485 1.00 49.99 C -ATOM 7810 CD2 PHE A1095 177.232 166.562 225.889 1.00 49.99 C -ATOM 7811 CE1 PHE A1095 175.012 167.400 227.294 1.00 49.99 C -ATOM 7812 CE2 PHE A1095 176.556 165.672 226.699 1.00 49.99 C -ATOM 7813 CZ PHE A1095 175.445 166.091 227.401 1.00 49.99 C -ATOM 7814 N VAL A1096 177.335 172.279 224.445 1.00 56.93 N -ATOM 7815 CA VAL A1096 178.106 173.468 224.109 1.00 56.93 C -ATOM 7816 C VAL A1096 178.593 174.135 225.384 1.00 56.93 C -ATOM 7817 O VAL A1096 178.091 173.885 226.480 1.00 56.93 O -ATOM 7818 CB VAL A1096 177.308 174.484 223.270 1.00 56.93 C -ATOM 7819 CG1 VAL A1096 177.055 173.946 221.882 1.00 56.93 C -ATOM 7820 CG2 VAL A1096 176.015 174.829 223.970 1.00 56.93 C -ATOM 7821 N SER A1097 179.598 174.986 225.220 1.00 75.08 N -ATOM 7822 CA SER A1097 180.128 175.799 226.300 1.00 75.08 C -ATOM 7823 C SER A1097 180.197 177.246 225.846 1.00 75.08 C -ATOM 7824 O SER A1097 180.621 177.534 224.723 1.00 75.08 O -ATOM 7825 CB SER A1097 181.516 175.323 226.731 1.00 75.08 C -ATOM 7826 OG SER A1097 182.185 176.326 227.475 1.00 75.08 O -ATOM 7827 N ASN A1098 179.785 178.155 226.725 1.00 99.62 N -ATOM 7828 CA ASN A1098 179.883 179.583 226.466 1.00 99.62 C -ATOM 7829 C ASN A1098 181.213 180.161 226.930 1.00 99.62 C -ATOM 7830 O ASN A1098 181.393 181.383 226.897 1.00 99.62 O -ATOM 7831 CB ASN A1098 178.718 180.322 227.130 1.00 99.62 C -ATOM 7832 CG ASN A1098 178.828 180.354 228.642 1.00 99.62 C -ATOM 7833 OD1 ASN A1098 179.283 179.397 229.269 1.00 99.62 O -ATOM 7834 ND2 ASN A1098 178.404 181.462 229.237 1.00 99.62 N -ATOM 7835 N GLY A1099 182.141 179.310 227.359 1.00105.32 N -ATOM 7836 CA GLY A1099 183.450 179.736 227.807 1.00105.32 C -ATOM 7837 C GLY A1099 183.825 179.145 229.150 1.00105.32 C -ATOM 7838 O GLY A1099 184.985 178.788 229.374 1.00105.32 O -ATOM 7839 N THR A1100 182.853 179.034 230.050 1.00104.51 N -ATOM 7840 CA THR A1100 183.079 178.464 231.376 1.00104.51 C -ATOM 7841 C THR A1100 182.116 177.338 231.718 1.00104.51 C -ATOM 7842 O THR A1100 182.532 176.346 232.321 1.00104.51 O -ATOM 7843 CB THR A1100 182.977 179.557 232.460 1.00104.51 C -ATOM 7844 OG1 THR A1100 181.728 180.247 232.332 1.00104.51 O -ATOM 7845 CG2 THR A1100 184.126 180.553 232.352 1.00104.51 C -ATOM 7846 N HIS A1101 180.844 177.462 231.349 1.00 92.54 N -ATOM 7847 CA HIS A1101 179.810 176.524 231.761 1.00 92.54 C -ATOM 7848 C HIS A1101 179.248 175.795 230.549 1.00 92.54 C -ATOM 7849 O HIS A1101 179.215 176.335 229.441 1.00 92.54 O -ATOM 7850 CB HIS A1101 178.680 177.242 232.502 1.00 92.54 C -ATOM 7851 CG HIS A1101 179.070 177.741 233.858 1.00 92.54 C -ATOM 7852 ND1 HIS A1101 179.906 178.822 234.040 1.00 92.54 N -ATOM 7853 CD2 HIS A1101 178.737 177.310 235.097 1.00 92.54 C -ATOM 7854 CE1 HIS A1101 180.072 179.034 235.333 1.00 92.54 C -ATOM 7855 NE2 HIS A1101 179.373 178.131 235.997 1.00 92.54 N -ATOM 7856 N TRP A1102 178.794 174.567 230.776 1.00 66.48 N -ATOM 7857 CA TRP A1102 178.314 173.692 229.715 1.00 66.48 C -ATOM 7858 C TRP A1102 176.794 173.608 229.757 1.00 66.48 C -ATOM 7859 O TRP A1102 176.211 173.328 230.809 1.00 66.48 O -ATOM 7860 CB TRP A1102 178.924 172.294 229.848 1.00 66.48 C -ATOM 7861 CG TRP A1102 180.368 172.235 229.460 1.00 66.48 C -ATOM 7862 CD1 TRP A1102 181.442 172.463 230.269 1.00 66.48 C -ATOM 7863 CD2 TRP A1102 180.900 171.926 228.166 1.00 66.48 C -ATOM 7864 NE1 TRP A1102 182.609 172.318 229.560 1.00 66.48 N -ATOM 7865 CE2 TRP A1102 182.303 171.988 228.266 1.00 66.48 C -ATOM 7866 CE3 TRP A1102 180.326 171.602 226.934 1.00 66.48 C -ATOM 7867 CZ2 TRP A1102 183.140 171.740 227.182 1.00 66.48 C -ATOM 7868 CZ3 TRP A1102 181.158 171.358 225.858 1.00 66.48 C -ATOM 7869 CH2 TRP A1102 182.549 171.429 225.989 1.00 66.48 C -ATOM 7870 N PHE A1103 176.164 173.849 228.614 1.00 59.72 N -ATOM 7871 CA PHE A1103 174.731 173.683 228.420 1.00 59.72 C -ATOM 7872 C PHE A1103 174.480 172.679 227.303 1.00 59.72 C -ATOM 7873 O PHE A1103 175.406 172.208 226.635 1.00 59.72 O -ATOM 7874 CB PHE A1103 174.053 175.010 228.074 1.00 59.72 C -ATOM 7875 CG PHE A1103 174.398 176.130 228.997 1.00 59.72 C -ATOM 7876 CD1 PHE A1103 173.887 176.165 230.284 1.00 59.72 C -ATOM 7877 CD2 PHE A1103 175.222 177.159 228.574 1.00 59.72 C -ATOM 7878 CE1 PHE A1103 174.199 177.203 231.135 1.00 59.72 C -ATOM 7879 CE2 PHE A1103 175.538 178.199 229.419 1.00 59.72 C -ATOM 7880 CZ PHE A1103 175.024 178.221 230.700 1.00 59.72 C -ATOM 7881 N VAL A1104 173.205 172.367 227.091 1.00 46.57 N -ATOM 7882 CA VAL A1104 172.776 171.567 225.952 1.00 46.57 C -ATOM 7883 C VAL A1104 171.726 172.359 225.180 1.00 46.57 C -ATOM 7884 O VAL A1104 170.853 173.003 225.773 1.00 46.57 O -ATOM 7885 CB VAL A1104 172.272 170.169 226.392 1.00 46.57 C -ATOM 7886 CG1 VAL A1104 171.148 170.260 227.415 1.00 46.57 C -ATOM 7887 CG2 VAL A1104 171.853 169.325 225.194 1.00 46.57 C -ATOM 7888 N THR A1105 171.871 172.390 223.861 1.00 45.41 N -ATOM 7889 CA THR A1105 170.951 173.109 222.986 1.00 45.41 C -ATOM 7890 C THR A1105 170.289 172.139 222.019 1.00 45.41 C -ATOM 7891 O THR A1105 170.599 170.948 221.984 1.00 45.41 O -ATOM 7892 CB THR A1105 171.666 174.205 222.191 1.00 45.41 C -ATOM 7893 OG1 THR A1105 172.566 173.604 221.252 1.00 45.41 O -ATOM 7894 CG2 THR A1105 172.436 175.129 223.100 1.00 45.41 C -ATOM 7895 N GLN A1106 169.359 172.666 221.233 1.00 38.95 N -ATOM 7896 CA GLN A1106 168.933 171.988 220.023 1.00 38.95 C -ATOM 7897 C GLN A1106 169.838 172.415 218.870 1.00 38.95 C -ATOM 7898 O GLN A1106 170.600 173.378 218.968 1.00 38.95 O -ATOM 7899 CB GLN A1106 167.462 172.279 219.726 1.00 38.95 C -ATOM 7900 CG GLN A1106 167.135 173.743 219.563 1.00 38.95 C -ATOM 7901 CD GLN A1106 165.652 173.995 219.450 1.00 38.95 C -ATOM 7902 OE1 GLN A1106 164.857 173.059 219.404 1.00 38.95 O -ATOM 7903 NE2 GLN A1106 165.267 175.263 219.407 1.00 38.95 N -ATOM 7904 N ARG A1107 169.753 171.678 217.766 1.00 45.47 N -ATOM 7905 CA ARG A1107 170.778 171.788 216.735 1.00 45.47 C -ATOM 7906 C ARG A1107 170.597 173.003 215.832 1.00 45.47 C -ATOM 7907 O ARG A1107 171.591 173.549 215.340 1.00 45.47 O -ATOM 7908 CB ARG A1107 170.808 170.505 215.905 1.00 45.47 C -ATOM 7909 CG ARG A1107 171.407 169.329 216.658 1.00 45.47 C -ATOM 7910 CD ARG A1107 171.632 168.127 215.765 1.00 45.47 C -ATOM 7911 NE ARG A1107 170.398 167.383 215.545 1.00 45.47 N -ATOM 7912 CZ ARG A1107 170.154 166.174 216.033 1.00 45.47 C -ATOM 7913 NH1 ARG A1107 171.033 165.548 216.799 1.00 45.47 N1+ -ATOM 7914 NH2 ARG A1107 168.997 165.582 215.752 1.00 45.47 N -ATOM 7915 N ASN A1108 169.363 173.448 215.601 1.00 37.97 N -ATOM 7916 CA ASN A1108 169.095 174.479 214.606 1.00 37.97 C -ATOM 7917 C ASN A1108 168.758 175.841 215.199 1.00 37.97 C -ATOM 7918 O ASN A1108 168.470 176.771 214.439 1.00 37.97 O -ATOM 7919 CB ASN A1108 167.960 174.028 213.681 1.00 37.97 C -ATOM 7920 CG ASN A1108 168.321 172.795 212.882 1.00 37.97 C -ATOM 7921 OD1 ASN A1108 169.489 172.561 212.576 1.00 37.97 O -ATOM 7922 ND2 ASN A1108 167.318 171.997 212.540 1.00 37.97 N -ATOM 7923 N PHE A1109 168.791 175.990 216.521 1.00 33.91 N -ATOM 7924 CA PHE A1109 168.483 177.267 217.154 1.00 33.91 C -ATOM 7925 C PHE A1109 169.169 177.292 218.510 1.00 33.91 C -ATOM 7926 O PHE A1109 169.092 176.313 219.255 1.00 33.91 O -ATOM 7927 CB PHE A1109 166.967 177.453 217.304 1.00 33.91 C -ATOM 7928 CG PHE A1109 166.556 178.850 217.675 1.00 33.91 C -ATOM 7929 CD1 PHE A1109 166.401 179.822 216.699 1.00 33.91 C -ATOM 7930 CD2 PHE A1109 166.305 179.187 218.996 1.00 33.91 C -ATOM 7931 CE1 PHE A1109 166.017 181.108 217.035 1.00 33.91 C -ATOM 7932 CE2 PHE A1109 165.920 180.471 219.339 1.00 33.91 C -ATOM 7933 CZ PHE A1109 165.776 181.431 218.356 1.00 33.91 C -ATOM 7934 N TYR A1110 169.846 178.390 218.827 1.00 43.92 N -ATOM 7935 CA TYR A1110 170.584 178.461 220.083 1.00 43.92 C -ATOM 7936 C TYR A1110 169.610 178.737 221.221 1.00 43.92 C -ATOM 7937 O TYR A1110 169.120 179.860 221.376 1.00 43.92 O -ATOM 7938 CB TYR A1110 171.674 179.526 220.026 1.00 43.92 C -ATOM 7939 CG TYR A1110 172.409 179.663 221.338 1.00 43.92 C -ATOM 7940 CD1 TYR A1110 173.033 178.566 221.918 1.00 43.92 C -ATOM 7941 CD2 TYR A1110 172.482 180.884 221.995 1.00 43.92 C -ATOM 7942 CE1 TYR A1110 173.702 178.677 223.121 1.00 43.92 C -ATOM 7943 CE2 TYR A1110 173.155 181.008 223.198 1.00 43.92 C -ATOM 7944 CZ TYR A1110 173.764 179.901 223.754 1.00 43.92 C -ATOM 7945 OH TYR A1110 174.433 180.017 224.949 1.00 43.92 O -ATOM 7946 N GLU A1111 169.333 177.707 222.018 1.00 47.28 N -ATOM 7947 CA GLU A1111 168.458 177.818 223.183 1.00 47.28 C -ATOM 7948 C GLU A1111 169.054 176.947 224.276 1.00 47.28 C -ATOM 7949 O GLU A1111 168.701 175.768 224.412 1.00 47.28 O -ATOM 7950 CB GLU A1111 167.026 177.399 222.852 1.00 47.28 C -ATOM 7951 CG GLU A1111 166.000 177.823 223.883 1.00 47.28 C -ATOM 7952 CD GLU A1111 164.670 177.123 223.697 1.00 47.28 C -ATOM 7953 OE1 GLU A1111 164.221 177.001 222.538 1.00 47.28 O -ATOM 7954 OE2 GLU A1111 164.074 176.696 224.707 1.00 47.28 O1- -ATOM 7955 N PRO A1112 169.979 177.491 225.068 1.00 50.15 N -ATOM 7956 CA PRO A1112 170.716 176.654 226.021 1.00 50.15 C -ATOM 7957 C PRO A1112 169.870 176.268 227.223 1.00 50.15 C -ATOM 7958 O PRO A1112 169.068 177.058 227.726 1.00 50.15 O -ATOM 7959 CB PRO A1112 171.894 177.544 226.429 1.00 50.15 C -ATOM 7960 CG PRO A1112 171.380 178.929 226.270 1.00 50.15 C -ATOM 7961 CD PRO A1112 170.410 178.899 225.117 1.00 50.15 C -ATOM 7962 N GLN A1113 170.057 175.032 227.679 1.00 55.70 N -ATOM 7963 CA GLN A1113 169.373 174.529 228.857 1.00 55.70 C -ATOM 7964 C GLN A1113 170.372 173.788 229.730 1.00 55.70 C -ATOM 7965 O GLN A1113 171.410 173.306 229.260 1.00 55.70 O -ATOM 7966 CB GLN A1113 168.198 173.612 228.490 1.00 55.70 C -ATOM 7967 CG GLN A1113 167.001 174.340 227.899 1.00 55.70 C -ATOM 7968 CD GLN A1113 165.684 173.682 228.254 1.00 55.70 C -ATOM 7969 OE1 GLN A1113 165.656 172.604 228.848 1.00 55.70 O -ATOM 7970 NE2 GLN A1113 164.583 174.330 227.893 1.00 55.70 N -ATOM 7971 N ILE A1114 170.032 173.709 231.018 1.00 56.74 N -ATOM 7972 CA ILE A1114 170.897 173.092 232.016 1.00 56.74 C -ATOM 7973 C ILE A1114 170.928 171.585 231.796 1.00 56.74 C -ATOM 7974 O ILE A1114 169.883 170.940 231.640 1.00 56.74 O -ATOM 7975 CB ILE A1114 170.412 173.460 233.428 1.00 56.74 C -ATOM 7976 CG1 ILE A1114 170.821 174.894 233.768 1.00 56.74 C -ATOM 7977 CG2 ILE A1114 170.944 172.500 234.487 1.00 56.74 C -ATOM 7978 CD1 ILE A1114 172.319 175.116 233.775 1.00 56.74 C -ATOM 7979 N ILE A1115 172.134 171.021 231.765 1.00 58.37 N -ATOM 7980 CA ILE A1115 172.343 169.603 231.503 1.00 58.37 C -ATOM 7981 C ILE A1115 171.925 168.777 232.712 1.00 58.37 C -ATOM 7982 O ILE A1115 172.639 168.719 233.719 1.00 58.37 O -ATOM 7983 CB ILE A1115 173.812 169.345 231.132 1.00 58.37 C -ATOM 7984 CG1 ILE A1115 174.218 170.275 229.991 1.00 58.37 C -ATOM 7985 CG2 ILE A1115 174.023 167.893 230.762 1.00 58.37 C -ATOM 7986 CD1 ILE A1115 175.666 170.209 229.638 1.00 58.37 C -ATOM 7987 N THR A1116 170.766 168.133 232.615 1.00 64.03 N -ATOM 7988 CA THR A1116 170.217 167.291 233.665 1.00 64.03 C -ATOM 7989 C THR A1116 170.239 165.829 233.223 1.00 64.03 C -ATOM 7990 O THR A1116 170.779 165.483 232.166 1.00 64.03 O -ATOM 7991 CB THR A1116 168.799 167.742 234.026 1.00 64.03 C -ATOM 7992 OG1 THR A1116 167.905 167.421 232.953 1.00 64.03 O -ATOM 7993 CG2 THR A1116 168.757 169.239 234.289 1.00 64.03 C -ATOM 7994 N THR A1117 169.654 164.962 234.048 1.00 66.14 N -ATOM 7995 CA THR A1117 169.540 163.547 233.724 1.00 66.14 C -ATOM 7996 C THR A1117 168.330 163.233 232.855 1.00 66.14 C -ATOM 7997 O THR A1117 168.176 162.084 232.428 1.00 66.14 O -ATOM 7998 CB THR A1117 169.463 162.710 235.004 1.00 66.14 C -ATOM 7999 OG1 THR A1117 168.335 163.128 235.782 1.00 66.14 O -ATOM 8000 CG2 THR A1117 170.727 162.879 235.828 1.00 66.14 C -ATOM 8001 N ASP A1118 167.471 164.216 232.590 1.00 66.46 N -ATOM 8002 CA ASP A1118 166.277 164.000 231.782 1.00 66.46 C -ATOM 8003 C ASP A1118 166.549 164.155 230.292 1.00 66.46 C -ATOM 8004 O ASP A1118 166.013 163.390 229.483 1.00 66.46 O -ATOM 8005 CB ASP A1118 165.173 164.971 232.208 1.00 66.46 C -ATOM 8006 CG ASP A1118 164.615 164.652 233.580 1.00 66.46 C -ATOM 8007 OD1 ASP A1118 164.640 163.466 233.971 1.00 66.46 O -ATOM 8008 OD2 ASP A1118 164.154 165.586 234.267 1.00 66.46 O1- -ATOM 8009 N ASN A1119 167.369 165.130 229.911 1.00 56.25 N -ATOM 8010 CA ASN A1119 167.694 165.378 228.515 1.00 56.25 C -ATOM 8011 C ASN A1119 168.971 164.681 228.065 1.00 56.25 C -ATOM 8012 O ASN A1119 169.378 164.846 226.911 1.00 56.25 O -ATOM 8013 CB ASN A1119 167.792 166.888 228.262 1.00 56.25 C -ATOM 8014 CG ASN A1119 168.651 167.602 229.290 1.00 56.25 C -ATOM 8015 OD1 ASN A1119 169.306 166.975 230.121 1.00 56.25 O -ATOM 8016 ND2 ASN A1119 168.630 168.928 229.252 1.00 56.25 N -ATOM 8017 N THR A1120 169.615 163.919 228.947 1.00 54.23 N -ATOM 8018 CA THR A1120 170.794 163.135 228.612 1.00 54.23 C -ATOM 8019 C THR A1120 170.562 161.688 229.020 1.00 54.23 C -ATOM 8020 O THR A1120 169.768 161.395 229.917 1.00 54.23 O -ATOM 8021 CB THR A1120 172.059 163.658 229.310 1.00 54.23 C -ATOM 8022 OG1 THR A1120 171.907 163.537 230.730 1.00 54.23 O -ATOM 8023 CG2 THR A1120 172.320 165.108 228.953 1.00 54.23 C -ATOM 8024 N PHE A1121 171.268 160.779 228.354 1.00 49.59 N -ATOM 8025 CA PHE A1121 171.199 159.367 228.698 1.00 49.59 C -ATOM 8026 C PHE A1121 172.595 158.819 228.961 1.00 49.59 C -ATOM 8027 O PHE A1121 173.587 159.287 228.394 1.00 49.59 O -ATOM 8028 CB PHE A1121 170.474 158.543 227.609 1.00 49.59 C -ATOM 8029 CG PHE A1121 171.191 158.472 226.286 1.00 49.59 C -ATOM 8030 CD1 PHE A1121 171.020 159.466 225.335 1.00 49.59 C -ATOM 8031 CD2 PHE A1121 171.981 157.375 225.966 1.00 49.59 C -ATOM 8032 CE1 PHE A1121 171.660 159.392 224.110 1.00 49.59 C -ATOM 8033 CE2 PHE A1121 172.623 157.296 224.744 1.00 49.59 C -ATOM 8034 CZ PHE A1121 172.459 158.303 223.814 1.00 49.59 C -ATOM 8035 N VAL A1122 172.653 157.815 229.832 1.00 55.67 N -ATOM 8036 CA VAL A1122 173.902 157.268 230.348 1.00 55.67 C -ATOM 8037 C VAL A1122 174.255 156.017 229.558 1.00 55.67 C -ATOM 8038 O VAL A1122 173.427 155.108 229.420 1.00 55.67 O -ATOM 8039 CB VAL A1122 173.779 156.955 231.850 1.00 55.67 C -ATOM 8040 CG1 VAL A1122 175.020 156.252 232.362 1.00 55.67 C -ATOM 8041 CG2 VAL A1122 173.520 158.230 232.635 1.00 55.67 C -ATOM 8042 N SER A1123 175.480 155.966 229.036 1.00 61.27 N -ATOM 8043 CA SER A1123 175.932 154.795 228.295 1.00 61.27 C -ATOM 8044 C SER A1123 177.432 154.624 228.469 1.00 61.27 C -ATOM 8045 O SER A1123 178.196 155.563 228.231 1.00 61.27 O -ATOM 8046 CB SER A1123 175.584 154.916 226.809 1.00 61.27 C -ATOM 8047 OG SER A1123 176.069 153.800 226.083 1.00 61.27 O -ATOM 8048 N GLY A1124 177.845 153.422 228.876 1.00 80.28 N -ATOM 8049 CA GLY A1124 179.253 153.091 228.984 1.00 80.28 C -ATOM 8050 C GLY A1124 179.950 153.806 230.132 1.00 80.28 C -ATOM 8051 O GLY A1124 179.334 154.257 231.101 1.00 80.28 O -ATOM 8052 N ASN A1125 181.269 153.901 230.006 1.00 98.20 N -ATOM 8053 CA ASN A1125 182.105 154.604 230.967 1.00 98.20 C -ATOM 8054 C ASN A1125 182.990 155.614 230.232 1.00 98.20 C -ATOM 8055 O ASN A1125 182.823 155.867 229.035 1.00 98.20 O -ATOM 8056 CB ASN A1125 182.917 153.611 231.803 1.00 98.20 C -ATOM 8057 CG ASN A1125 183.659 152.602 230.955 1.00 98.20 C -ATOM 8058 OD1 ASN A1125 183.057 151.871 230.169 1.00 98.20 O -ATOM 8059 ND2 ASN A1125 184.972 152.540 231.128 1.00 98.20 N -ATOM 8060 N CYS A1126 183.940 156.194 230.967 1.00100.35 N -ATOM 8061 CA CYS A1126 184.643 157.386 230.504 1.00100.35 C -ATOM 8062 C CYS A1126 185.713 157.099 229.455 1.00100.35 C -ATOM 8063 O CYS A1126 185.925 157.925 228.561 1.00100.35 O -ATOM 8064 CB CYS A1126 185.280 158.102 231.696 1.00100.35 C -ATOM 8065 SG CYS A1126 184.155 159.173 232.607 1.00100.35 S -ATOM 8066 N ASP A1127 186.394 155.955 229.541 1.00104.44 N -ATOM 8067 CA ASP A1127 187.642 155.766 228.808 1.00104.44 C -ATOM 8068 C ASP A1127 187.455 155.499 227.319 1.00104.44 C -ATOM 8069 O ASP A1127 188.419 155.636 226.558 1.00104.44 O -ATOM 8070 CB ASP A1127 188.440 154.614 229.423 1.00104.44 C -ATOM 8071 CG ASP A1127 187.645 153.327 229.490 1.00104.44 C -ATOM 8072 OD1 ASP A1127 186.402 153.390 229.388 1.00104.44 O -ATOM 8073 OD2 ASP A1127 188.260 152.251 229.636 1.00104.44 O1- -ATOM 8074 N VAL A1128 186.257 155.126 226.882 1.00 87.03 N -ATOM 8075 CA VAL A1128 186.071 154.698 225.499 1.00 87.03 C -ATOM 8076 C VAL A1128 185.848 155.886 224.567 1.00 87.03 C -ATOM 8077 O VAL A1128 186.398 155.926 223.463 1.00 87.03 O -ATOM 8078 CB VAL A1128 184.909 153.686 225.423 1.00 87.03 C -ATOM 8079 CG1 VAL A1128 184.752 153.151 224.012 1.00 87.03 C -ATOM 8080 CG2 VAL A1128 185.134 152.546 226.400 1.00 87.03 C -ATOM 8081 N VAL A1129 185.057 156.871 224.998 1.00 69.02 N -ATOM 8082 CA VAL A1129 184.712 157.997 224.137 1.00 69.02 C -ATOM 8083 C VAL A1129 185.903 158.937 224.003 1.00 69.02 C -ATOM 8084 O VAL A1129 186.524 159.333 224.999 1.00 69.02 O -ATOM 8085 CB VAL A1129 183.481 158.730 224.697 1.00 69.02 C -ATOM 8086 CG1 VAL A1129 183.070 159.879 223.787 1.00 69.02 C -ATOM 8087 CG2 VAL A1129 182.333 157.758 224.893 1.00 69.02 C -ATOM 8088 N ILE A1130 186.227 159.300 222.763 1.00 65.91 N -ATOM 8089 CA ILE A1130 187.335 160.198 222.459 1.00 65.91 C -ATOM 8090 C ILE A1130 186.806 161.625 222.433 1.00 65.91 C -ATOM 8091 O ILE A1130 185.822 161.918 221.743 1.00 65.91 O -ATOM 8092 CB ILE A1130 187.995 159.833 221.119 1.00 65.91 C -ATOM 8093 CG1 ILE A1130 188.386 158.354 221.103 1.00 65.91 C -ATOM 8094 CG2 ILE A1130 189.211 160.708 220.863 1.00 65.91 C -ATOM 8095 CD1 ILE A1130 188.690 157.821 219.721 1.00 65.91 C -ATOM 8096 N GLY A1131 187.456 162.512 223.181 1.00 63.84 N -ATOM 8097 CA GLY A1131 187.035 163.894 223.262 1.00 63.84 C -ATOM 8098 C GLY A1131 186.092 164.213 224.398 1.00 63.84 C -ATOM 8099 O GLY A1131 185.482 165.288 224.389 1.00 63.84 O -ATOM 8100 N ILE A1132 185.951 163.315 225.373 1.00 71.39 N -ATOM 8101 CA ILE A1132 185.017 163.528 226.469 1.00 71.39 C -ATOM 8102 C ILE A1132 185.576 164.580 227.428 1.00 71.39 C -ATOM 8103 O ILE A1132 186.792 164.809 227.504 1.00 71.39 O -ATOM 8104 CB ILE A1132 184.722 162.183 227.165 1.00 71.39 C -ATOM 8105 CG1 ILE A1132 183.368 162.202 227.874 1.00 71.39 C -ATOM 8106 CG2 ILE A1132 185.839 161.775 228.122 1.00 71.39 C -ATOM 8107 CD1 ILE A1132 182.767 160.827 228.050 1.00 71.39 C -ATOM 8108 N VAL A1133 184.674 165.275 228.122 1.00 87.36 N -ATOM 8109 CA VAL A1133 185.053 166.326 229.062 1.00 87.36 C -ATOM 8110 C VAL A1133 184.462 166.002 230.427 1.00 87.36 C -ATOM 8111 O VAL A1133 183.778 164.987 230.589 1.00 87.36 O -ATOM 8112 CB VAL A1133 184.587 167.714 228.585 1.00 87.36 C -ATOM 8113 CG1 VAL A1133 185.266 168.096 227.277 1.00 87.36 C -ATOM 8114 CG2 VAL A1133 183.075 167.741 228.443 1.00 87.36 C -ATOM 8115 N ASN A1134 184.723 166.857 231.414 1.00128.33 N -ATOM 8116 CA ASN A1134 184.215 166.683 232.768 1.00128.33 C -ATOM 8117 C ASN A1134 183.287 167.836 233.119 1.00128.33 C -ATOM 8118 O ASN A1134 183.684 169.003 233.035 1.00128.33 O -ATOM 8119 CB ASN A1134 185.354 166.616 233.790 1.00128.33 C -ATOM 8120 CG ASN A1134 186.167 165.346 233.680 1.00128.33 C -ATOM 8121 OD1 ASN A1134 185.911 164.499 232.826 1.00128.33 O -ATOM 8122 ND2 ASN A1134 187.157 165.207 234.555 1.00128.33 N -ATOM 8123 N ASN A1135 182.062 167.504 233.523 1.00 96.30 N -ATOM 8124 CA ASN A1135 181.114 168.486 234.030 1.00 96.30 C -ATOM 8125 C ASN A1135 180.083 167.759 234.879 1.00 96.30 C -ATOM 8126 O ASN A1135 179.786 166.585 234.644 1.00 96.30 O -ATOM 8127 CB ASN A1135 180.426 169.260 232.898 1.00 96.30 C -ATOM 8128 CG ASN A1135 179.696 170.492 233.394 1.00 96.30 C -ATOM 8129 OD1 ASN A1135 178.487 170.630 233.208 1.00 96.30 O -ATOM 8130 ND2 ASN A1135 180.429 171.396 234.033 1.00 96.30 N -ATOM 8131 N THR A1136 179.550 168.464 235.872 1.00 90.00 N -ATOM 8132 CA THR A1136 178.511 167.892 236.715 1.00 90.00 C -ATOM 8133 C THR A1136 177.188 167.834 235.963 1.00 90.00 C -ATOM 8134 O THR A1136 176.855 168.733 235.187 1.00 90.00 O -ATOM 8135 CB THR A1136 178.346 168.711 237.995 1.00 90.00 C -ATOM 8136 OG1 THR A1136 177.726 169.965 237.684 1.00 90.00 O -ATOM 8137 CG2 THR A1136 179.700 168.967 238.639 1.00 90.00 C -ATOM 8138 N VAL A1137 176.433 166.765 236.197 1.00 79.14 N -ATOM 8139 CA VAL A1137 175.109 166.584 235.613 1.00 79.14 C -ATOM 8140 C VAL A1137 174.095 166.681 236.743 1.00 79.14 C -ATOM 8141 O VAL A1137 174.142 165.896 237.699 1.00 79.14 O -ATOM 8142 CB VAL A1137 174.994 165.245 234.869 1.00 79.14 C -ATOM 8143 CG1 VAL A1137 173.554 164.986 234.465 1.00 79.14 C -ATOM 8144 CG2 VAL A1137 175.902 165.242 233.650 1.00 79.14 C -ATOM 8145 N TYR A1138 173.188 167.648 236.638 1.00 89.26 N -ATOM 8146 CA TYR A1138 172.264 167.943 237.724 1.00 89.26 C -ATOM 8147 C TYR A1138 171.184 166.872 237.833 1.00 89.26 C -ATOM 8148 O TYR A1138 170.678 166.369 236.827 1.00 89.26 O -ATOM 8149 CB TYR A1138 171.631 169.318 237.511 1.00 89.26 C -ATOM 8150 CG TYR A1138 170.475 169.625 238.435 1.00 89.26 C -ATOM 8151 CD1 TYR A1138 170.680 169.808 239.798 1.00 89.26 C -ATOM 8152 CD2 TYR A1138 169.179 169.738 237.944 1.00 89.26 C -ATOM 8153 CE1 TYR A1138 169.625 170.090 240.649 1.00 89.26 C -ATOM 8154 CE2 TYR A1138 168.117 170.020 238.786 1.00 89.26 C -ATOM 8155 CZ TYR A1138 168.347 170.194 240.137 1.00 89.26 C -ATOM 8156 OH TYR A1138 167.295 170.475 240.977 1.00 89.26 O -ATOM 8157 N ASP A1139 170.840 166.517 239.070 1.00100.14 N -ATOM 8158 CA ASP A1139 169.775 165.565 239.344 1.00100.14 C -ATOM 8159 C ASP A1139 168.570 166.314 239.890 1.00100.14 C -ATOM 8160 O ASP A1139 168.680 166.958 240.945 1.00100.14 O -ATOM 8161 CB ASP A1139 170.243 164.503 240.340 1.00100.14 C -ATOM 8162 CG ASP A1139 169.401 163.240 240.292 1.00100.14 C -ATOM 8163 OD1 ASP A1139 168.416 163.197 239.526 1.00100.14 O -ATOM 8164 OD2 ASP A1139 169.729 162.282 241.023 1.00100.14 O1- -ATOM 8165 N PRO A1140 167.417 166.280 239.211 1.00103.51 N -ATOM 8166 CA PRO A1140 166.230 166.980 239.735 1.00103.51 C -ATOM 8167 C PRO A1140 165.645 166.360 240.996 1.00103.51 C -ATOM 8168 O PRO A1140 164.837 167.016 241.665 1.00103.51 O -ATOM 8169 CB PRO A1140 165.233 166.901 238.570 1.00103.51 C -ATOM 8170 CG PRO A1140 166.075 166.649 237.359 1.00103.51 C -ATOM 8171 CD PRO A1140 167.203 165.792 237.839 1.00103.51 C -ATOM 8172 N LEU A1141 166.010 165.123 241.336 1.00123.36 N -ATOM 8173 CA LEU A1141 165.458 164.464 242.512 1.00123.36 C -ATOM 8174 C LEU A1141 166.050 164.979 243.819 1.00123.36 C -ATOM 8175 O LEU A1141 165.442 164.781 244.876 1.00123.36 O -ATOM 8176 CB LEU A1141 165.674 162.952 242.406 1.00123.36 C -ATOM 8177 CG LEU A1141 164.714 162.046 243.177 1.00123.36 C -ATOM 8178 CD1 LEU A1141 163.292 162.240 242.678 1.00123.36 C -ATOM 8179 CD2 LEU A1141 165.137 160.591 243.056 1.00123.36 C -ATOM 8180 N GLN A1142 167.215 165.627 243.774 1.00129.09 N -ATOM 8181 CA GLN A1142 167.914 166.106 244.968 1.00129.09 C -ATOM 8182 C GLN A1142 167.180 167.185 245.781 1.00129.09 C -ATOM 8183 O GLN A1142 167.190 167.079 247.017 1.00129.09 O -ATOM 8184 CB GLN A1142 169.327 166.582 244.589 1.00129.09 C -ATOM 8185 CG GLN A1142 170.327 165.518 244.063 1.00129.09 C -ATOM 8186 CD GLN A1142 170.516 164.280 244.950 1.00129.09 C -ATOM 8187 OE1 GLN A1142 169.642 163.416 245.066 1.00129.09 O -ATOM 8188 NE2 GLN A1142 171.680 164.199 245.584 1.00129.09 N -ATOM 8189 N PRO A1143 166.564 168.235 245.196 1.00132.05 N -ATOM 8190 CA PRO A1143 165.765 169.136 246.051 1.00132.05 C -ATOM 8191 C PRO A1143 164.527 168.483 246.643 1.00132.05 C -ATOM 8192 O PRO A1143 164.084 168.895 247.723 1.00132.05 O -ATOM 8193 CB PRO A1143 165.396 170.290 245.108 1.00132.05 C -ATOM 8194 CG PRO A1143 165.458 169.702 243.767 1.00132.05 C -ATOM 8195 CD PRO A1143 166.643 168.799 243.830 1.00132.05 C -ATOM 8196 N GLU A1144 163.952 167.482 245.973 1.00136.35 N -ATOM 8197 CA GLU A1144 162.860 166.729 246.579 1.00136.35 C -ATOM 8198 C GLU A1144 163.366 165.811 247.683 1.00136.35 C -ATOM 8199 O GLU A1144 162.628 165.512 248.629 1.00136.35 O -ATOM 8200 CB GLU A1144 162.117 165.929 245.510 1.00136.35 C -ATOM 8201 CG GLU A1144 161.839 166.718 244.241 1.00136.35 C -ATOM 8202 CD GLU A1144 160.961 167.930 244.486 1.00136.35 C -ATOM 8203 OE1 GLU A1144 159.960 167.803 245.221 1.00136.35 O -ATOM 8204 OE2 GLU A1144 161.274 169.010 243.942 1.00136.35 O1- -ATOM 8205 N LEU A1145 164.617 165.354 247.578 1.00137.99 N -ATOM 8206 CA LEU A1145 165.232 164.606 248.668 1.00137.99 C -ATOM 8207 C LEU A1145 165.582 165.517 249.836 1.00137.99 C -ATOM 8208 O LEU A1145 165.662 165.055 250.980 1.00137.99 O -ATOM 8209 CB LEU A1145 166.481 163.880 248.169 1.00137.99 C -ATOM 8210 CG LEU A1145 166.822 162.546 248.838 1.00137.99 C -ATOM 8211 CD1 LEU A1145 165.634 161.596 248.791 1.00137.99 C -ATOM 8212 CD2 LEU A1145 168.044 161.916 248.187 1.00137.99 C -ATOM 8213 N ASP A1146 165.794 166.805 249.570 1.00140.49 N -ATOM 8214 CA ASP A1146 166.053 167.782 250.621 1.00140.49 C -ATOM 8215 C ASP A1146 164.779 168.309 251.271 1.00140.49 C -ATOM 8216 O ASP A1146 164.870 169.125 252.195 1.00140.49 O -ATOM 8217 CB ASP A1146 166.865 168.954 250.063 1.00140.49 C -ATOM 8218 CG ASP A1146 168.329 168.612 249.876 1.00140.49 C -ATOM 8219 OD1 ASP A1146 168.821 167.697 250.568 1.00140.49 O -ATOM 8220 OD2 ASP A1146 168.990 169.261 249.038 1.00140.49 O1- -ATOM 8221 N SER A1147 163.608 167.874 250.815 1.00139.79 N -ATOM 8222 CA SER A1147 162.341 168.317 251.386 1.00139.79 C -ATOM 8223 C SER A1147 162.102 167.703 252.762 1.00139.79 C -ATOM 8224 O SER A1147 162.723 166.705 253.129 1.00139.79 O -ATOM 8225 CB SER A1147 161.183 167.967 250.448 1.00139.79 C -ATOM 8226 OG SER A1147 159.970 168.550 250.893 1.00139.79 O -ATOM 8227 OXT SER A1147 161.281 168.190 253.539 1.00139.79 O1- -TER 8228 SER A1147 -ATOM 8229 N ALA B 27 197.036 117.271 141.352 1.00189.52 N -ATOM 8230 CA ALA B 27 196.162 117.042 142.496 1.00189.52 C -ATOM 8231 C ALA B 27 195.516 118.343 142.959 1.00189.52 C -ATOM 8232 O ALA B 27 195.566 119.353 142.259 1.00189.52 O -ATOM 8233 CB ALA B 27 196.937 116.399 143.635 1.00189.52 C -ATOM 8234 N TYR B 28 194.914 118.311 144.144 1.00178.30 N -ATOM 8235 CA TYR B 28 194.232 119.461 144.720 1.00178.30 C -ATOM 8236 C TYR B 28 194.989 119.937 145.951 1.00178.30 C -ATOM 8237 O TYR B 28 195.365 119.127 146.804 1.00178.30 O -ATOM 8238 CB TYR B 28 192.791 119.112 145.098 1.00178.30 C -ATOM 8239 CG TYR B 28 191.877 118.891 143.917 1.00178.30 C -ATOM 8240 CD1 TYR B 28 191.520 119.945 143.085 1.00178.30 C -ATOM 8241 CD2 TYR B 28 191.367 117.629 143.637 1.00178.30 C -ATOM 8242 CE1 TYR B 28 190.681 119.748 142.002 1.00178.30 C -ATOM 8243 CE2 TYR B 28 190.527 117.420 142.558 1.00178.30 C -ATOM 8244 CZ TYR B 28 190.188 118.484 141.745 1.00178.30 C -ATOM 8245 OH TYR B 28 189.353 118.283 140.670 1.00178.30 O -ATOM 8246 N THR B 29 195.212 121.247 146.042 1.00169.64 N -ATOM 8247 CA THR B 29 195.839 121.827 147.219 1.00169.64 C -ATOM 8248 C THR B 29 195.087 123.090 147.619 1.00169.64 C -ATOM 8249 O THR B 29 194.414 123.724 146.804 1.00169.64 O -ATOM 8250 CB THR B 29 197.334 122.118 146.991 1.00169.64 C -ATOM 8251 OG1 THR B 29 197.927 122.584 148.210 1.00169.64 O -ATOM 8252 CG2 THR B 29 197.537 123.150 145.896 1.00169.64 C -ATOM 8253 N ASN B 30 195.195 123.438 148.898 1.00154.10 N -ATOM 8254 CA ASN B 30 194.430 124.551 149.439 1.00154.10 C -ATOM 8255 C ASN B 30 195.010 125.887 148.978 1.00154.10 C -ATOM 8256 O ASN B 30 196.193 126.003 148.645 1.00154.10 O -ATOM 8257 CB ASN B 30 194.400 124.483 150.965 1.00154.10 C -ATOM 8258 CG ASN B 30 193.042 124.834 151.535 1.00154.10 C -ATOM 8259 OD1 ASN B 30 192.013 124.612 150.898 1.00154.10 O -ATOM 8260 ND2 ASN B 30 193.032 125.377 152.746 1.00154.10 N -ATOM 8261 N SER B 31 194.145 126.906 148.957 1.00143.52 N -ATOM 8262 CA SER B 31 194.552 128.222 148.473 1.00143.52 C -ATOM 8263 C SER B 31 195.468 128.927 149.467 1.00143.52 C -ATOM 8264 O SER B 31 196.417 129.608 149.057 1.00143.52 O -ATOM 8265 CB SER B 31 193.320 129.076 148.181 1.00143.52 C -ATOM 8266 OG SER B 31 192.517 128.483 147.176 1.00143.52 O -ATOM 8267 N PHE B 32 195.184 128.777 150.770 1.00141.48 N -ATOM 8268 CA PHE B 32 195.977 129.330 151.879 1.00141.48 C -ATOM 8269 C PHE B 32 196.104 130.853 151.799 1.00141.48 C -ATOM 8270 O PHE B 32 197.196 131.411 151.940 1.00141.48 O -ATOM 8271 CB PHE B 32 197.357 128.668 151.966 1.00141.48 C -ATOM 8272 CG PHE B 32 197.314 127.231 152.396 1.00141.48 C -ATOM 8273 CD1 PHE B 32 196.669 126.864 153.567 1.00141.48 C -ATOM 8274 CD2 PHE B 32 197.920 126.247 151.630 1.00141.48 C -ATOM 8275 CE1 PHE B 32 196.630 125.540 153.968 1.00141.48 C -ATOM 8276 CE2 PHE B 32 197.886 124.922 152.024 1.00141.48 C -ATOM 8277 CZ PHE B 32 197.241 124.568 153.196 1.00141.48 C -ATOM 8278 N THR B 33 194.959 131.515 151.575 1.00125.38 N -ATOM 8279 CA THR B 33 194.807 132.978 151.533 1.00125.38 C -ATOM 8280 C THR B 33 195.728 133.619 150.490 1.00125.38 C -ATOM 8281 O THR B 33 196.628 134.399 150.805 1.00125.38 O -ATOM 8282 CB THR B 33 195.016 133.617 152.915 1.00125.38 C -ATOM 8283 OG1 THR B 33 196.405 133.581 153.266 1.00125.38 O -ATOM 8284 CG2 THR B 33 194.200 132.893 153.978 1.00125.38 C -ATOM 8285 N ARG B 34 195.483 133.272 149.229 1.00131.39 N -ATOM 8286 CA ARG B 34 196.246 133.804 148.112 1.00131.39 C -ATOM 8287 C ARG B 34 195.297 134.360 147.061 1.00131.39 C -ATOM 8288 O ARG B 34 194.139 133.944 146.965 1.00131.39 O -ATOM 8289 CB ARG B 34 197.148 132.733 147.482 1.00131.39 C -ATOM 8290 CG ARG B 34 198.296 132.285 148.369 1.00131.39 C -ATOM 8291 CD ARG B 34 199.428 133.294 148.364 1.00131.39 C -ATOM 8292 NE ARG B 34 200.324 133.108 149.499 1.00131.39 N -ATOM 8293 CZ ARG B 34 201.459 133.769 149.674 1.00131.39 C -ATOM 8294 NH1 ARG B 34 201.878 134.667 148.797 1.00131.39 N1+ -ATOM 8295 NH2 ARG B 34 202.194 133.521 150.754 1.00131.39 N -ATOM 8296 N GLY B 35 195.797 135.312 146.279 1.00119.64 N -ATOM 8297 CA GLY B 35 195.030 135.859 145.178 1.00119.64 C -ATOM 8298 C GLY B 35 194.270 137.125 145.513 1.00119.64 C -ATOM 8299 O GLY B 35 193.082 137.242 145.200 1.00119.64 O -ATOM 8300 N VAL B 36 194.942 138.081 146.149 1.00111.17 N -ATOM 8301 CA VAL B 36 194.356 139.376 146.473 1.00111.17 C -ATOM 8302 C VAL B 36 195.120 140.439 145.698 1.00111.17 C -ATOM 8303 O VAL B 36 196.340 140.575 145.855 1.00111.17 O -ATOM 8304 CB VAL B 36 194.388 139.661 147.983 1.00111.17 C -ATOM 8305 CG1 VAL B 36 194.054 141.121 148.258 1.00111.17 C -ATOM 8306 CG2 VAL B 36 193.420 138.744 148.712 1.00111.17 C -ATOM 8307 N TYR B 37 194.407 141.186 144.862 1.00112.85 N -ATOM 8308 CA TYR B 37 194.982 142.237 144.037 1.00112.85 C -ATOM 8309 C TYR B 37 194.325 143.571 144.377 1.00112.85 C -ATOM 8310 O TYR B 37 193.409 143.648 145.199 1.00112.85 O -ATOM 8311 CB TYR B 37 194.830 141.908 142.545 1.00112.85 C -ATOM 8312 CG TYR B 37 193.413 141.622 142.085 1.00112.85 C -ATOM 8313 CD1 TYR B 37 192.591 142.645 141.625 1.00112.85 C -ATOM 8314 CD2 TYR B 37 192.906 140.327 142.090 1.00112.85 C -ATOM 8315 CE1 TYR B 37 191.302 142.392 141.199 1.00112.85 C -ATOM 8316 CE2 TYR B 37 191.615 140.064 141.665 1.00112.85 C -ATOM 8317 CZ TYR B 37 190.820 141.101 141.221 1.00112.85 C -ATOM 8318 OH TYR B 37 189.537 140.851 140.795 1.00112.85 O -ATOM 8319 N TYR B 38 194.802 144.628 143.733 1.00110.38 N -ATOM 8320 CA TYR B 38 194.169 145.932 143.867 1.00110.38 C -ATOM 8321 C TYR B 38 192.951 145.987 142.954 1.00110.38 C -ATOM 8322 O TYR B 38 193.096 145.816 141.739 1.00110.38 O -ATOM 8323 CB TYR B 38 195.144 147.047 143.514 1.00110.38 C -ATOM 8324 CG TYR B 38 196.137 147.368 144.609 1.00110.38 C -ATOM 8325 CD1 TYR B 38 197.219 146.532 144.857 1.00110.38 C -ATOM 8326 CD2 TYR B 38 195.994 148.506 145.394 1.00110.38 C -ATOM 8327 CE1 TYR B 38 198.130 146.815 145.852 1.00110.38 C -ATOM 8328 CE2 TYR B 38 196.903 148.800 146.396 1.00110.38 C -ATOM 8329 CZ TYR B 38 197.967 147.948 146.618 1.00110.38 C -ATOM 8330 OH TYR B 38 198.877 148.228 147.607 1.00110.38 O -ATOM 8331 N PRO B 39 191.745 146.212 143.488 1.00112.07 N -ATOM 8332 CA PRO B 39 190.546 146.182 142.634 1.00112.07 C -ATOM 8333 C PRO B 39 190.435 147.364 141.688 1.00112.07 C -ATOM 8334 O PRO B 39 189.740 147.254 140.670 1.00112.07 O -ATOM 8335 CB PRO B 39 189.396 146.171 143.648 1.00112.07 C -ATOM 8336 CG PRO B 39 189.957 146.860 144.845 1.00112.07 C -ATOM 8337 CD PRO B 39 191.421 146.508 144.894 1.00112.07 C -ATOM 8338 N ASP B 40 191.096 148.479 141.983 1.00120.01 N -ATOM 8339 CA ASP B 40 191.074 149.645 141.114 1.00120.01 C -ATOM 8340 C ASP B 40 192.342 150.449 141.356 1.00120.01 C -ATOM 8341 O ASP B 40 193.054 150.243 142.342 1.00120.01 O -ATOM 8342 CB ASP B 40 189.824 150.501 141.349 1.00120.01 C -ATOM 8343 CG ASP B 40 189.391 151.254 140.106 1.00120.01 C -ATOM 8344 OD1 ASP B 40 190.217 152.004 139.544 1.00120.01 O -ATOM 8345 OD2 ASP B 40 188.225 151.092 139.688 1.00120.01 O1- -ATOM 8346 N LYS B 41 192.619 151.375 140.441 1.00128.91 N -ATOM 8347 CA LYS B 41 193.806 152.226 140.532 1.00128.91 C -ATOM 8348 C LYS B 41 193.499 153.491 141.338 1.00128.91 C -ATOM 8349 O LYS B 41 193.628 154.620 140.867 1.00128.91 O -ATOM 8350 CB LYS B 41 194.318 152.560 139.136 1.00128.91 C -ATOM 8351 CG LYS B 41 194.642 151.332 138.297 1.00128.91 C -ATOM 8352 CD LYS B 41 195.132 151.711 136.909 1.00128.91 C -ATOM 8353 CE LYS B 41 195.565 150.481 136.127 1.00128.91 C -ATOM 8354 NZ LYS B 41 196.083 150.831 134.776 1.00128.91 N1+ -ATOM 8355 N VAL B 42 193.084 153.273 142.585 1.00127.60 N -ATOM 8356 CA VAL B 42 192.713 154.339 143.508 1.00127.60 C -ATOM 8357 C VAL B 42 193.529 154.164 144.781 1.00127.60 C -ATOM 8358 O VAL B 42 193.536 153.079 145.372 1.00127.60 O -ATOM 8359 CB VAL B 42 191.203 154.322 143.821 1.00127.60 C -ATOM 8360 CG1 VAL B 42 190.867 155.304 144.933 1.00127.60 C -ATOM 8361 CG2 VAL B 42 190.390 154.637 142.573 1.00127.60 C -ATOM 8362 N PHE B 43 194.216 155.224 145.199 1.00133.65 N -ATOM 8363 CA PHE B 43 195.062 155.164 146.384 1.00133.65 C -ATOM 8364 C PHE B 43 194.218 155.398 147.631 1.00133.65 C -ATOM 8365 O PHE B 43 193.664 156.486 147.818 1.00133.65 O -ATOM 8366 CB PHE B 43 196.181 156.199 146.296 1.00133.65 C -ATOM 8367 CG PHE B 43 196.897 156.430 147.597 1.00133.65 C -ATOM 8368 CD1 PHE B 43 197.669 155.426 148.162 1.00133.65 C -ATOM 8369 CD2 PHE B 43 196.792 157.645 148.259 1.00133.65 C -ATOM 8370 CE1 PHE B 43 198.332 155.630 149.360 1.00133.65 C -ATOM 8371 CE2 PHE B 43 197.452 157.857 149.458 1.00133.65 C -ATOM 8372 CZ PHE B 43 198.223 156.847 150.008 1.00133.65 C -ATOM 8373 N ARG B 44 194.121 154.385 148.484 1.00121.26 N -ATOM 8374 CA ARG B 44 193.443 154.500 149.766 1.00121.26 C -ATOM 8375 C ARG B 44 194.440 154.219 150.879 1.00121.26 C -ATOM 8376 O ARG B 44 195.243 153.287 150.782 1.00121.26 O -ATOM 8377 CB ARG B 44 192.252 153.542 149.854 1.00121.26 C -ATOM 8378 CG ARG B 44 191.168 153.826 148.826 1.00121.26 C -ATOM 8379 CD ARG B 44 189.885 153.079 149.142 1.00121.26 C -ATOM 8380 NE ARG B 44 188.913 153.188 148.061 1.00121.26 N -ATOM 8381 CZ ARG B 44 188.875 152.390 147.003 1.00121.26 C -ATOM 8382 NH1 ARG B 44 189.744 151.405 146.849 1.00121.26 N1+ -ATOM 8383 NH2 ARG B 44 187.942 152.585 146.076 1.00121.26 N -ATOM 8384 N SER B 45 194.401 155.039 151.928 1.00134.68 N -ATOM 8385 CA SER B 45 195.374 154.960 153.010 1.00134.68 C -ATOM 8386 C SER B 45 194.652 154.844 154.343 1.00134.68 C -ATOM 8387 O SER B 45 193.832 155.707 154.678 1.00134.68 O -ATOM 8388 CB SER B 45 196.295 156.183 153.011 1.00134.68 C -ATOM 8389 OG SER B 45 195.559 157.373 153.226 1.00134.68 O -ATOM 8390 N SER B 46 194.975 153.782 155.092 1.00128.92 N -ATOM 8391 CA SER B 46 194.525 153.545 156.470 1.00128.92 C -ATOM 8392 C SER B 46 192.999 153.507 156.577 1.00128.92 C -ATOM 8393 O SER B 46 192.378 154.292 157.297 1.00128.92 O -ATOM 8394 CB SER B 46 195.120 154.585 157.429 1.00128.92 C -ATOM 8395 OG SER B 46 196.522 154.422 157.549 1.00128.92 O -ATOM 8396 N VAL B 47 192.397 152.569 155.846 1.00108.84 N -ATOM 8397 CA VAL B 47 190.943 152.454 155.814 1.00108.84 C -ATOM 8398 C VAL B 47 190.571 151.002 155.530 1.00108.84 C -ATOM 8399 O VAL B 47 191.315 150.262 154.881 1.00108.84 O -ATOM 8400 CB VAL B 47 190.331 153.446 154.783 1.00108.84 C -ATOM 8401 CG1 VAL B 47 190.588 153.013 153.340 1.00108.84 C -ATOM 8402 CG2 VAL B 47 188.844 153.690 155.045 1.00108.84 C -ATOM 8403 N LEU B 48 189.432 150.578 156.073 1.00 91.95 N -ATOM 8404 CA LEU B 48 188.877 149.256 155.809 1.00 91.95 C -ATOM 8405 C LEU B 48 187.766 149.421 154.781 1.00 91.95 C -ATOM 8406 O LEU B 48 186.679 149.911 155.106 1.00 91.95 O -ATOM 8407 CB LEU B 48 188.354 148.614 157.093 1.00 91.95 C -ATOM 8408 CG LEU B 48 189.230 148.742 158.341 1.00 91.95 C -ATOM 8409 CD1 LEU B 48 188.547 148.101 159.537 1.00 91.95 C -ATOM 8410 CD2 LEU B 48 190.596 148.118 158.114 1.00 91.95 C -ATOM 8411 N HIS B 49 188.034 149.014 153.545 1.00 92.70 N -ATOM 8412 CA HIS B 49 187.133 149.264 152.429 1.00 92.70 C -ATOM 8413 C HIS B 49 186.537 147.953 151.937 1.00 92.70 C -ATOM 8414 O HIS B 49 187.263 146.978 151.721 1.00 92.70 O -ATOM 8415 CB HIS B 49 187.864 149.976 151.289 1.00 92.70 C -ATOM 8416 CG HIS B 49 186.988 150.304 150.121 1.00 92.70 C -ATOM 8417 ND1 HIS B 49 186.097 151.356 150.132 1.00 92.70 N -ATOM 8418 CD2 HIS B 49 186.866 149.721 148.905 1.00 92.70 C -ATOM 8419 CE1 HIS B 49 185.464 151.405 148.974 1.00 92.70 C -ATOM 8420 NE2 HIS B 49 185.912 150.424 148.212 1.00 92.70 N -ATOM 8421 N SER B 50 185.220 147.932 151.768 1.00 86.75 N -ATOM 8422 CA SER B 50 184.534 146.774 151.218 1.00 86.75 C -ATOM 8423 C SER B 50 184.399 146.923 149.710 1.00 86.75 C -ATOM 8424 O SER B 50 184.188 148.026 149.198 1.00 86.75 O -ATOM 8425 CB SER B 50 183.154 146.608 151.855 1.00 86.75 C -ATOM 8426 OG SER B 50 182.395 145.625 151.172 1.00 86.75 O -ATOM 8427 N THR B 51 184.522 145.804 149.000 1.00 89.04 N -ATOM 8428 CA THR B 51 184.433 145.819 147.548 1.00 89.04 C -ATOM 8429 C THR B 51 183.822 144.510 147.072 1.00 89.04 C -ATOM 8430 O THR B 51 183.803 143.512 147.794 1.00 89.04 O -ATOM 8431 CB THR B 51 185.806 146.038 146.899 1.00 89.04 C -ATOM 8432 OG1 THR B 51 185.665 146.069 145.473 1.00 89.04 O -ATOM 8433 CG2 THR B 51 186.771 144.926 147.287 1.00 89.04 C -ATOM 8434 N GLN B 52 183.299 144.535 145.850 1.00 91.34 N -ATOM 8435 CA GLN B 52 182.759 143.352 145.192 1.00 91.34 C -ATOM 8436 C GLN B 52 183.532 143.155 143.898 1.00 91.34 C -ATOM 8437 O GLN B 52 183.500 144.023 143.019 1.00 91.34 O -ATOM 8438 CB GLN B 52 181.258 143.508 144.929 1.00 91.34 C -ATOM 8439 CG GLN B 52 180.536 142.241 144.473 1.00 91.34 C -ATOM 8440 CD GLN B 52 180.572 142.038 142.969 1.00 91.34 C -ATOM 8441 OE1 GLN B 52 180.065 142.861 142.207 1.00 91.34 O -ATOM 8442 NE2 GLN B 52 181.178 140.939 142.535 1.00 91.34 N -ATOM 8443 N ASP B 53 184.217 142.020 143.777 1.00105.93 N -ATOM 8444 CA ASP B 53 185.105 141.825 142.639 1.00105.93 C -ATOM 8445 C ASP B 53 185.307 140.335 142.411 1.00105.93 C -ATOM 8446 O ASP B 53 184.984 139.507 143.265 1.00105.93 O -ATOM 8447 CB ASP B 53 186.451 142.529 142.861 1.00105.93 C -ATOM 8448 CG ASP B 53 187.147 142.895 141.562 1.00105.93 C -ATOM 8449 OD1 ASP B 53 187.441 141.982 140.762 1.00105.93 O -ATOM 8450 OD2 ASP B 53 187.400 144.098 141.341 1.00105.93 O1- -ATOM 8451 N LEU B 54 185.834 140.005 141.234 1.00110.03 N -ATOM 8452 CA LEU B 54 186.223 138.632 140.943 1.00110.03 C -ATOM 8453 C LEU B 54 187.494 138.300 141.712 1.00110.03 C -ATOM 8454 O LEU B 54 188.570 138.824 141.405 1.00110.03 O -ATOM 8455 CB LEU B 54 186.436 138.438 139.442 1.00110.03 C -ATOM 8456 CG LEU B 54 185.256 138.026 138.549 1.00110.03 C -ATOM 8457 CD1 LEU B 54 184.686 136.686 138.995 1.00110.03 C -ATOM 8458 CD2 LEU B 54 184.162 139.088 138.470 1.00110.03 C -ATOM 8459 N PHE B 55 187.374 137.429 142.710 1.00107.39 N -ATOM 8460 CA PHE B 55 188.480 137.109 143.596 1.00107.39 C -ATOM 8461 C PHE B 55 188.556 135.601 143.775 1.00107.39 C -ATOM 8462 O PHE B 55 187.574 134.880 143.583 1.00107.39 O -ATOM 8463 CB PHE B 55 188.321 137.784 144.965 1.00107.39 C -ATOM 8464 CG PHE B 55 189.031 139.100 145.084 1.00107.39 C -ATOM 8465 CD1 PHE B 55 190.415 139.157 145.123 1.00107.39 C -ATOM 8466 CD2 PHE B 55 188.310 140.282 145.176 1.00107.39 C -ATOM 8467 CE1 PHE B 55 191.069 140.372 145.239 1.00107.39 C -ATOM 8468 CE2 PHE B 55 188.957 141.499 145.294 1.00107.39 C -ATOM 8469 CZ PHE B 55 190.338 141.543 145.325 1.00107.39 C -ATOM 8470 N LEU B 56 189.742 135.133 144.139 1.00116.78 N -ATOM 8471 CA LEU B 56 189.905 133.744 144.541 1.00116.78 C -ATOM 8472 C LEU B 56 189.367 133.569 145.955 1.00116.78 C -ATOM 8473 O LEU B 56 189.784 134.304 146.857 1.00116.78 O -ATOM 8474 CB LEU B 56 191.369 133.330 144.480 1.00116.78 C -ATOM 8475 CG LEU B 56 191.640 131.841 144.706 1.00116.78 C -ATOM 8476 CD1 LEU B 56 191.033 131.009 143.587 1.00116.78 C -ATOM 8477 CD2 LEU B 56 193.131 131.571 144.828 1.00116.78 C -ATOM 8478 N PRO B 57 188.426 132.652 146.183 1.00109.74 N -ATOM 8479 CA PRO B 57 187.935 132.420 147.546 1.00109.74 C -ATOM 8480 C PRO B 57 189.010 131.821 148.438 1.00109.74 C -ATOM 8481 O PRO B 57 189.898 131.097 147.982 1.00109.74 O -ATOM 8482 CB PRO B 57 186.772 131.440 147.345 1.00109.74 C -ATOM 8483 CG PRO B 57 186.406 131.559 145.898 1.00109.74 C -ATOM 8484 CD PRO B 57 187.683 131.865 145.187 1.00109.74 C -ATOM 8485 N PHE B 58 188.925 132.149 149.724 1.00104.94 N -ATOM 8486 CA PHE B 58 189.920 131.688 150.681 1.00104.94 C -ATOM 8487 C PHE B 58 189.764 130.197 150.947 1.00104.94 C -ATOM 8488 O PHE B 58 188.643 129.688 151.055 1.00104.94 O -ATOM 8489 CB PHE B 58 189.799 132.467 151.991 1.00104.94 C -ATOM 8490 CG PHE B 58 190.421 133.835 151.946 1.00104.94 C -ATOM 8491 CD1 PHE B 58 191.393 134.141 151.008 1.00104.94 C -ATOM 8492 CD2 PHE B 58 190.036 134.812 152.850 1.00104.94 C -ATOM 8493 CE1 PHE B 58 191.968 135.399 150.968 1.00104.94 C -ATOM 8494 CE2 PHE B 58 190.605 136.072 152.817 1.00104.94 C -ATOM 8495 CZ PHE B 58 191.572 136.365 151.874 1.00104.94 C -ATOM 8496 N PHE B 59 190.911 129.510 151.048 1.00124.88 N -ATOM 8497 CA PHE B 59 191.010 128.075 151.351 1.00124.88 C -ATOM 8498 C PHE B 59 190.240 127.218 150.346 1.00124.88 C -ATOM 8499 O PHE B 59 189.563 126.255 150.712 1.00124.88 O -ATOM 8500 CB PHE B 59 190.560 127.773 152.784 1.00124.88 C -ATOM 8501 CG PHE B 59 191.242 128.616 153.823 1.00124.88 C -ATOM 8502 CD1 PHE B 59 192.510 128.287 154.278 1.00124.88 C -ATOM 8503 CD2 PHE B 59 190.615 129.736 154.348 1.00124.88 C -ATOM 8504 CE1 PHE B 59 193.142 129.061 155.236 1.00124.88 C -ATOM 8505 CE2 PHE B 59 191.241 130.515 155.306 1.00124.88 C -ATOM 8506 CZ PHE B 59 192.506 130.176 155.750 1.00124.88 C -ATOM 8507 N SER B 60 190.338 127.574 149.070 1.00147.36 N -ATOM 8508 CA SER B 60 189.709 126.803 148.010 1.00147.36 C -ATOM 8509 C SER B 60 190.702 125.810 147.415 1.00147.36 C -ATOM 8510 O SER B 60 191.920 125.994 147.479 1.00147.36 O -ATOM 8511 CB SER B 60 189.167 127.724 146.916 1.00147.36 C -ATOM 8512 OG SER B 60 190.215 128.217 146.100 1.00147.36 O -ATOM 8513 N ASN B 61 190.162 124.745 146.828 1.00187.36 N -ATOM 8514 CA ASN B 61 190.980 123.681 146.249 1.00187.36 C -ATOM 8515 C ASN B 61 191.396 124.086 144.842 1.00187.36 C -ATOM 8516 O ASN B 61 190.613 123.986 143.895 1.00187.36 O -ATOM 8517 CB ASN B 61 190.218 122.362 146.232 1.00187.36 C -ATOM 8518 CG ASN B 61 190.041 121.771 147.613 1.00187.36 C -ATOM 8519 OD1 ASN B 61 190.545 122.306 148.601 1.00187.36 O -ATOM 8520 ND2 ASN B 61 189.325 120.656 147.690 1.00187.36 N -ATOM 8521 N VAL B 62 192.631 124.544 144.700 1.00182.08 N -ATOM 8522 CA VAL B 62 193.195 124.826 143.388 1.00182.08 C -ATOM 8523 C VAL B 62 193.871 123.561 142.877 1.00182.08 C -ATOM 8524 O VAL B 62 194.318 122.703 143.651 1.00182.08 O -ATOM 8525 CB VAL B 62 194.165 126.029 143.433 1.00182.08 C -ATOM 8526 CG1 VAL B 62 193.441 127.268 143.932 1.00182.08 C -ATOM 8527 CG2 VAL B 62 195.370 125.737 144.307 1.00182.08 C -ATOM 8528 N THR B 63 193.919 123.425 141.555 1.00197.71 N -ATOM 8529 CA THR B 63 194.430 122.218 140.920 1.00197.71 C -ATOM 8530 C THR B 63 195.933 122.353 140.714 1.00197.71 C -ATOM 8531 O THR B 63 196.394 123.311 140.085 1.00197.71 O -ATOM 8532 CB THR B 63 193.722 121.964 139.590 1.00197.71 C -ATOM 8533 OG1 THR B 63 192.312 122.158 139.755 1.00197.71 O -ATOM 8534 CG2 THR B 63 193.974 120.541 139.124 1.00197.71 C -ATOM 8535 N TRP B 64 196.689 121.395 141.241 1.00210.50 N -ATOM 8536 CA TRP B 64 198.143 121.409 141.174 1.00210.50 C -ATOM 8537 C TRP B 64 198.610 120.396 140.138 1.00210.50 C -ATOM 8538 O TRP B 64 198.192 119.234 140.165 1.00210.50 O -ATOM 8539 CB TRP B 64 198.747 121.096 142.548 1.00210.50 C -ATOM 8540 CG TRP B 64 200.179 120.606 142.545 1.00210.50 C -ATOM 8541 CD1 TRP B 64 201.250 121.168 141.901 1.00210.50 C -ATOM 8542 CD2 TRP B 64 200.690 119.462 143.240 1.00210.50 C -ATOM 8543 NE1 TRP B 64 202.386 120.438 142.145 1.00210.50 N -ATOM 8544 CE2 TRP B 64 202.071 119.386 142.964 1.00210.50 C -ATOM 8545 CE3 TRP B 64 200.112 118.491 144.064 1.00210.50 C -ATOM 8546 CZ2 TRP B 64 202.881 118.379 143.484 1.00210.50 C -ATOM 8547 CZ3 TRP B 64 200.919 117.493 144.579 1.00210.50 C -ATOM 8548 CH2 TRP B 64 202.288 117.444 144.287 1.00210.50 C -ATOM 8549 N PHE B 65 199.472 120.842 139.228 1.00222.52 N -ATOM 8550 CA PHE B 65 200.128 119.971 138.267 1.00222.52 C -ATOM 8551 C PHE B 65 201.637 120.102 138.413 1.00222.52 C -ATOM 8552 O PHE B 65 202.158 121.197 138.657 1.00222.52 O -ATOM 8553 CB PHE B 65 199.710 120.299 136.833 1.00222.52 C -ATOM 8554 CG PHE B 65 198.258 120.043 136.547 1.00222.52 C -ATOM 8555 CD1 PHE B 65 197.760 118.749 136.529 1.00222.52 C -ATOM 8556 CD2 PHE B 65 197.394 121.096 136.283 1.00222.52 C -ATOM 8557 CE1 PHE B 65 196.423 118.508 136.260 1.00222.52 C -ATOM 8558 CE2 PHE B 65 196.057 120.863 136.013 1.00222.52 C -ATOM 8559 CZ PHE B 65 195.572 119.567 136.001 1.00222.52 C -ATOM 8560 N HIS B 66 202.331 118.977 138.278 1.00231.97 N -ATOM 8561 CA HIS B 66 203.783 118.926 138.359 1.00231.97 C -ATOM 8562 C HIS B 66 204.349 118.653 136.973 1.00231.97 C -ATOM 8563 O HIS B 66 203.875 117.755 136.270 1.00231.97 O -ATOM 8564 CB HIS B 66 204.240 117.848 139.344 1.00231.97 C -ATOM 8565 CG HIS B 66 205.625 118.062 139.871 1.00231.97 C -ATOM 8566 ND1 HIS B 66 206.745 117.554 139.250 1.00231.97 N -ATOM 8567 CD2 HIS B 66 206.070 118.730 140.962 1.00231.97 C -ATOM 8568 CE1 HIS B 66 207.820 117.899 139.934 1.00231.97 C -ATOM 8569 NE2 HIS B 66 207.439 118.613 140.978 1.00231.97 N -ATOM 8570 N VAL B 67 205.357 119.426 136.587 1.00230.57 N -ATOM 8571 CA VAL B 67 205.963 119.317 135.266 1.00230.57 C -ATOM 8572 C VAL B 67 207.173 118.397 135.351 1.00230.57 C -ATOM 8573 O VAL B 67 208.011 118.536 136.250 1.00230.57 O -ATOM 8574 CB VAL B 67 206.358 120.702 134.728 1.00230.57 C -ATOM 8575 CG1 VAL B 67 206.812 120.603 133.282 1.00230.57 C -ATOM 8576 CG2 VAL B 67 205.194 121.671 134.862 1.00230.57 C -ATOM 8577 N ILE B 68 207.257 117.450 134.420 1.00213.33 N -ATOM 8578 CA ILE B 68 208.379 116.522 134.348 1.00213.33 C -ATOM 8579 C ILE B 68 209.650 117.247 133.921 1.00213.33 C -ATOM 8580 O ILE B 68 209.593 118.292 133.272 1.00213.33 O -ATOM 8581 CB ILE B 68 208.072 115.361 133.388 1.00213.33 C -ATOM 8582 CG1 ILE B 68 207.508 115.899 132.070 1.00213.33 C -ATOM 8583 CG2 ILE B 68 207.101 114.382 134.031 1.00213.33 C -ATOM 8584 CD1 ILE B 68 207.180 114.823 131.055 1.00213.33 C -ATOM 8585 N ASP B 80 203.234 117.941 131.914 1.00238.61 N -ATOM 8586 CA ASP B 80 201.984 117.876 131.166 1.00238.61 C -ATOM 8587 C ASP B 80 201.234 119.200 131.282 1.00238.61 C -ATOM 8588 O ASP B 80 201.200 119.812 132.348 1.00238.61 O -ATOM 8589 CB ASP B 80 201.114 116.718 131.665 1.00238.61 C -ATOM 8590 CG ASP B 80 199.846 116.541 130.847 1.00238.61 C -ATOM 8591 OD1 ASP B 80 199.871 116.837 129.634 1.00238.61 O -ATOM 8592 OD2 ASP B 80 198.824 116.104 131.417 1.00238.61 O1- -ATOM 8593 N ASN B 81 200.647 119.639 130.168 1.00239.26 N -ATOM 8594 CA ASN B 81 199.941 120.920 130.068 1.00239.26 C -ATOM 8595 C ASN B 81 198.575 120.809 129.381 1.00239.26 C -ATOM 8596 O ASN B 81 198.377 121.278 128.252 1.00239.26 O -ATOM 8597 CB ASN B 81 200.891 121.967 129.461 1.00239.26 C -ATOM 8598 CG ASN B 81 201.374 121.636 128.037 1.00239.26 C -ATOM 8599 OD1 ASN B 81 200.942 120.674 127.398 1.00239.26 O -ATOM 8600 ND2 ASN B 81 202.289 122.460 127.537 1.00239.26 N -ATOM 8601 N PRO B 82 197.576 120.271 130.082 1.00227.55 N -ATOM 8602 CA PRO B 82 196.275 120.019 129.455 1.00227.55 C -ATOM 8603 C PRO B 82 195.456 121.294 129.282 1.00227.55 C -ATOM 8604 O PRO B 82 195.748 122.347 129.849 1.00227.55 O -ATOM 8605 CB PRO B 82 195.594 119.061 130.435 1.00227.55 C -ATOM 8606 CG PRO B 82 196.177 119.416 131.752 1.00227.55 C -ATOM 8607 CD PRO B 82 197.594 119.851 131.495 1.00227.55 C -ATOM 8608 N VAL B 83 194.410 121.167 128.471 1.00210.86 N -ATOM 8609 CA VAL B 83 193.506 122.275 128.179 1.00210.86 C -ATOM 8610 C VAL B 83 192.462 122.364 129.284 1.00210.86 C -ATOM 8611 O VAL B 83 191.808 121.368 129.617 1.00210.86 O -ATOM 8612 CB VAL B 83 192.843 122.079 126.806 1.00210.86 C -ATOM 8613 CG1 VAL B 83 192.011 123.293 126.434 1.00210.86 C -ATOM 8614 CG2 VAL B 83 193.889 121.783 125.743 1.00210.86 C -ATOM 8615 N LEU B 84 192.293 123.557 129.849 1.00201.47 N -ATOM 8616 CA LEU B 84 191.381 123.765 130.961 1.00201.47 C -ATOM 8617 C LEU B 84 190.395 124.872 130.622 1.00201.47 C -ATOM 8618 O LEU B 84 190.737 125.803 129.890 1.00201.47 O -ATOM 8619 CB LEU B 84 192.151 124.142 132.237 1.00201.47 C -ATOM 8620 CG LEU B 84 193.178 123.127 132.739 1.00201.47 C -ATOM 8621 CD1 LEU B 84 194.074 123.751 133.798 1.00201.47 C -ATOM 8622 CD2 LEU B 84 192.485 121.885 133.276 1.00201.47 C -ATOM 8623 N PRO B 85 189.166 124.798 131.138 1.00188.94 N -ATOM 8624 CA PRO B 85 188.214 125.896 130.928 1.00188.94 C -ATOM 8625 C PRO B 85 188.648 127.163 131.649 1.00188.94 C -ATOM 8626 O PRO B 85 189.361 127.122 132.654 1.00188.94 O -ATOM 8627 CB PRO B 85 186.902 125.349 131.505 1.00188.94 C -ATOM 8628 CG PRO B 85 187.084 123.865 131.544 1.00188.94 C -ATOM 8629 CD PRO B 85 188.537 123.647 131.807 1.00188.94 C -ATOM 8630 N PHE B 86 188.222 128.304 131.102 1.00171.96 N -ATOM 8631 CA PHE B 86 188.607 129.592 131.671 1.00171.96 C -ATOM 8632 C PHE B 86 187.892 129.846 132.994 1.00171.96 C -ATOM 8633 O PHE B 86 188.517 130.280 133.970 1.00171.96 O -ATOM 8634 CB PHE B 86 188.313 130.713 130.673 1.00171.96 C -ATOM 8635 CG PHE B 86 188.850 132.053 131.090 1.00171.96 C -ATOM 8636 CD1 PHE B 86 190.169 132.190 131.494 1.00171.96 C -ATOM 8637 CD2 PHE B 86 188.035 133.175 131.076 1.00171.96 C -ATOM 8638 CE1 PHE B 86 190.667 133.423 131.881 1.00171.96 C -ATOM 8639 CE2 PHE B 86 188.526 134.412 131.460 1.00171.96 C -ATOM 8640 CZ PHE B 86 189.845 134.535 131.863 1.00171.96 C -ATOM 8641 N ASN B 87 186.579 129.571 133.032 1.00167.89 N -ATOM 8642 CA ASN B 87 185.725 129.674 134.226 1.00167.89 C -ATOM 8643 C ASN B 87 185.745 131.076 134.838 1.00167.89 C -ATOM 8644 O ASN B 87 185.764 131.229 136.063 1.00167.89 O -ATOM 8645 CB ASN B 87 186.094 128.615 135.270 1.00167.89 C -ATOM 8646 CG ASN B 87 185.615 127.229 134.887 1.00167.89 C -ATOM 8647 OD1 ASN B 87 184.901 127.058 133.898 1.00167.89 O -ATOM 8648 ND2 ASN B 87 186.006 126.230 135.669 1.00167.89 N -ATOM 8649 N ASP B 88 185.757 132.092 133.966 1.00159.68 N -ATOM 8650 CA ASP B 88 185.640 133.514 134.313 1.00159.68 C -ATOM 8651 C ASP B 88 186.771 133.973 135.239 1.00159.68 C -ATOM 8652 O ASP B 88 186.550 134.425 136.365 1.00159.68 O -ATOM 8653 CB ASP B 88 184.265 133.822 134.920 1.00159.68 C -ATOM 8654 CG ASP B 88 183.125 133.469 133.986 1.00159.68 C -ATOM 8655 OD1 ASP B 88 183.344 133.456 132.757 1.00159.68 O -ATOM 8656 OD2 ASP B 88 182.011 133.200 134.482 1.00159.68 O1- -ATOM 8657 N GLY B 89 187.991 133.849 134.744 1.00156.68 N -ATOM 8658 CA GLY B 89 189.156 134.308 135.483 1.00156.68 C -ATOM 8659 C GLY B 89 189.994 133.138 135.966 1.00156.68 C -ATOM 8660 O GLY B 89 189.468 132.121 136.434 1.00156.68 O -ATOM 8661 N VAL B 90 191.313 133.277 135.848 1.00160.60 N -ATOM 8662 CA VAL B 90 192.251 132.219 136.208 1.00160.60 C -ATOM 8663 C VAL B 90 193.358 132.824 137.061 1.00160.60 C -ATOM 8664 O VAL B 90 194.020 133.779 136.640 1.00160.60 O -ATOM 8665 CB VAL B 90 192.840 131.526 134.964 1.00160.60 C -ATOM 8666 CG1 VAL B 90 194.102 130.737 135.310 1.00160.60 C -ATOM 8667 CG2 VAL B 90 191.811 130.609 134.338 1.00160.60 C -ATOM 8668 N TYR B 91 193.553 132.274 138.256 1.00162.34 N -ATOM 8669 CA TYR B 91 194.733 132.554 139.062 1.00162.34 C -ATOM 8670 C TYR B 91 195.760 131.466 138.770 1.00162.34 C -ATOM 8671 O TYR B 91 195.547 130.295 139.101 1.00162.34 O -ATOM 8672 CB TYR B 91 194.383 132.602 140.547 1.00162.34 C -ATOM 8673 CG TYR B 91 195.584 132.491 141.457 1.00162.34 C -ATOM 8674 CD1 TYR B 91 196.516 133.518 141.537 1.00162.34 C -ATOM 8675 CD2 TYR B 91 195.785 131.358 142.238 1.00162.34 C -ATOM 8676 CE1 TYR B 91 197.618 133.421 142.367 1.00162.34 C -ATOM 8677 CE2 TYR B 91 196.884 131.252 143.072 1.00162.34 C -ATOM 8678 CZ TYR B 91 197.795 132.286 143.132 1.00162.34 C -ATOM 8679 OH TYR B 91 198.889 132.186 143.959 1.00162.34 O -ATOM 8680 N PHE B 92 196.864 131.852 138.141 1.00186.71 N -ATOM 8681 CA PHE B 92 197.926 130.935 137.753 1.00186.71 C -ATOM 8682 C PHE B 92 199.130 131.184 138.649 1.00186.71 C -ATOM 8683 O PHE B 92 199.722 132.267 138.614 1.00186.71 O -ATOM 8684 CB PHE B 92 198.293 131.129 136.281 1.00186.71 C -ATOM 8685 CG PHE B 92 199.036 129.970 135.673 1.00186.71 C -ATOM 8686 CD1 PHE B 92 200.417 129.877 135.784 1.00186.71 C -ATOM 8687 CD2 PHE B 92 198.353 128.981 134.982 1.00186.71 C -ATOM 8688 CE1 PHE B 92 201.103 128.815 135.223 1.00186.71 C -ATOM 8689 CE2 PHE B 92 199.033 127.915 134.417 1.00186.71 C -ATOM 8690 CZ PHE B 92 200.410 127.834 134.538 1.00186.71 C -ATOM 8691 N ALA B 93 199.501 130.182 139.435 1.00195.00 N -ATOM 8692 CA ALA B 93 200.692 130.261 140.261 1.00195.00 C -ATOM 8693 C ALA B 93 201.713 129.261 139.744 1.00195.00 C -ATOM 8694 O ALA B 93 201.355 128.228 139.178 1.00195.00 O -ATOM 8695 CB ALA B 93 200.376 129.989 141.735 1.00195.00 C -ATOM 8696 N SER B 94 202.990 129.581 139.920 1.00200.38 N -ATOM 8697 CA SER B 94 204.037 128.698 139.425 1.00200.38 C -ATOM 8698 C SER B 94 205.246 128.772 140.342 1.00200.38 C -ATOM 8699 O SER B 94 205.811 129.852 140.538 1.00200.38 O -ATOM 8700 CB SER B 94 204.433 129.064 137.991 1.00200.38 C -ATOM 8701 OG SER B 94 204.565 130.467 137.841 1.00200.38 O -ATOM 8702 N ILE B 95 205.637 127.627 140.892 1.00207.20 N -ATOM 8703 CA ILE B 95 206.861 127.500 141.674 1.00207.20 C -ATOM 8704 C ILE B 95 207.897 126.814 140.783 1.00207.20 C -ATOM 8705 O ILE B 95 207.691 125.690 140.294 1.00207.20 O -ATOM 8706 CB ILE B 95 206.619 126.771 143.011 1.00207.20 C -ATOM 8707 CG1 ILE B 95 207.914 126.619 143.817 1.00207.20 C -ATOM 8708 CG2 ILE B 95 205.821 125.474 142.859 1.00207.20 C -ATOM 8709 CD1 ILE B 95 208.429 127.906 144.410 1.00207.20 C -ATOM 8710 N GLU B 96 208.986 127.539 140.514 1.00217.20 N -ATOM 8711 CA GLU B 96 209.972 127.161 139.511 1.00217.20 C -ATOM 8712 C GLU B 96 211.331 127.726 139.898 1.00217.20 C -ATOM 8713 O GLU B 96 211.436 128.650 140.708 1.00217.20 O -ATOM 8714 CB GLU B 96 209.600 127.677 138.111 1.00217.20 C -ATOM 8715 CG GLU B 96 208.506 126.915 137.379 1.00217.20 C -ATOM 8716 CD GLU B 96 207.902 127.708 136.241 1.00217.20 C -ATOM 8717 OE1 GLU B 96 207.982 128.953 136.277 1.00217.20 O -ATOM 8718 OE2 GLU B 96 207.348 127.085 135.311 1.00217.20 O1- -ATOM 8719 N LYS B 97 212.377 127.152 139.304 1.00217.44 N -ATOM 8720 CA LYS B 97 213.707 127.748 139.358 1.00217.44 C -ATOM 8721 C LYS B 97 214.041 128.508 138.083 1.00217.44 C -ATOM 8722 O LYS B 97 214.814 129.473 138.126 1.00217.44 O -ATOM 8723 CB LYS B 97 214.766 126.671 139.611 1.00217.44 C -ATOM 8724 CG LYS B 97 214.615 125.428 138.751 1.00217.44 C -ATOM 8725 CD LYS B 97 215.764 124.460 138.981 1.00217.44 C -ATOM 8726 CE LYS B 97 215.649 123.241 138.081 1.00217.44 C -ATOM 8727 NZ LYS B 97 216.866 122.386 138.147 1.00217.44 N1+ -ATOM 8728 N SER B 98 213.473 128.090 136.954 1.00221.48 N -ATOM 8729 CA SER B 98 213.582 128.803 135.692 1.00221.48 C -ATOM 8730 C SER B 98 212.211 128.810 135.032 1.00221.48 C -ATOM 8731 O SER B 98 211.356 127.974 135.331 1.00221.48 O -ATOM 8732 CB SER B 98 214.627 128.170 134.764 1.00221.48 C -ATOM 8733 OG SER B 98 214.355 126.796 134.552 1.00221.48 O -ATOM 8734 N ASN B 99 212.003 129.768 134.130 1.00219.31 N -ATOM 8735 CA ASN B 99 210.694 129.972 133.507 1.00219.31 C -ATOM 8736 C ASN B 99 210.449 128.887 132.460 1.00219.31 C -ATOM 8737 O ASN B 99 210.678 129.065 131.261 1.00219.31 O -ATOM 8738 CB ASN B 99 210.605 131.366 132.897 1.00219.31 C -ATOM 8739 CG ASN B 99 210.678 132.463 133.942 1.00219.31 C -ATOM 8740 OD1 ASN B 99 210.740 132.191 135.141 1.00219.31 O -ATOM 8741 ND2 ASN B 99 210.669 133.712 133.490 1.00219.31 N -ATOM 8742 N ILE B 100 209.979 127.731 132.936 1.00233.63 N -ATOM 8743 CA ILE B 100 209.572 126.660 132.030 1.00233.63 C -ATOM 8744 C ILE B 100 208.295 127.043 131.291 1.00233.63 C -ATOM 8745 O ILE B 100 208.119 126.708 130.113 1.00233.63 O -ATOM 8746 CB ILE B 100 209.406 125.333 132.795 1.00233.63 C -ATOM 8747 CG1 ILE B 100 210.511 125.165 133.842 1.00233.63 C -ATOM 8748 CG2 ILE B 100 209.407 124.155 131.830 1.00233.63 C -ATOM 8749 CD1 ILE B 100 211.889 124.906 133.260 1.00233.63 C -ATOM 8750 N ILE B 101 207.384 127.741 131.968 1.00229.32 N -ATOM 8751 CA ILE B 101 206.158 128.208 131.329 1.00229.32 C -ATOM 8752 C ILE B 101 206.502 129.350 130.382 1.00229.32 C -ATOM 8753 O ILE B 101 206.996 130.402 130.804 1.00229.32 O -ATOM 8754 CB ILE B 101 205.123 128.647 132.372 1.00229.32 C -ATOM 8755 CG1 ILE B 101 204.714 127.467 133.261 1.00229.32 C -ATOM 8756 CG2 ILE B 101 203.920 129.303 131.693 1.00229.32 C -ATOM 8757 CD1 ILE B 101 203.707 126.523 132.628 1.00229.32 C -ATOM 8758 N ARG B 102 206.242 129.145 129.092 1.00224.53 N -ATOM 8759 CA ARG B 102 206.582 130.132 128.079 1.00224.53 C -ATOM 8760 C ARG B 102 205.440 131.088 127.768 1.00224.53 C -ATOM 8761 O ARG B 102 205.687 132.165 127.212 1.00224.53 O -ATOM 8762 CB ARG B 102 207.020 129.430 126.790 1.00224.53 C -ATOM 8763 CG ARG B 102 208.348 128.701 126.904 1.00224.53 C -ATOM 8764 CD ARG B 102 209.479 129.655 127.252 1.00224.53 C -ATOM 8765 NE ARG B 102 210.746 128.955 127.424 1.00224.53 N -ATOM 8766 CZ ARG B 102 211.590 128.679 126.439 1.00224.53 C -ATOM 8767 NH1 ARG B 102 211.334 129.031 125.190 1.00224.53 N1+ -ATOM 8768 NH2 ARG B 102 212.720 128.034 126.714 1.00224.53 N -ATOM 8769 N GLY B 103 204.206 130.719 128.092 1.00218.69 N -ATOM 8770 CA GLY B 103 203.081 131.583 127.809 1.00218.69 C -ATOM 8771 C GLY B 103 201.775 130.818 127.882 1.00218.69 C -ATOM 8772 O GLY B 103 201.711 129.696 128.391 1.00218.69 O -ATOM 8773 N TRP B 104 200.734 131.455 127.356 1.00203.22 N -ATOM 8774 CA TRP B 104 199.390 130.904 127.392 1.00203.22 C -ATOM 8775 C TRP B 104 198.726 131.085 126.034 1.00203.22 C -ATOM 8776 O TRP B 104 199.081 131.979 125.260 1.00203.22 O -ATOM 8777 CB TRP B 104 198.542 131.571 128.487 1.00203.22 C -ATOM 8778 CG TRP B 104 199.016 131.277 129.884 1.00203.22 C -ATOM 8779 CD1 TRP B 104 198.564 130.296 130.718 1.00203.22 C -ATOM 8780 CD2 TRP B 104 200.036 131.978 130.607 1.00203.22 C -ATOM 8781 NE1 TRP B 104 199.241 130.341 131.914 1.00203.22 N -ATOM 8782 CE2 TRP B 104 200.150 131.365 131.870 1.00203.22 C -ATOM 8783 CE3 TRP B 104 200.864 133.065 130.307 1.00203.22 C -ATOM 8784 CZ2 TRP B 104 201.059 131.803 132.832 1.00203.22 C -ATOM 8785 CZ3 TRP B 104 201.765 133.496 131.261 1.00203.22 C -ATOM 8786 CH2 TRP B 104 201.856 132.866 132.507 1.00203.22 C -ATOM 8787 N ILE B 105 197.766 130.211 125.747 1.00210.08 N -ATOM 8788 CA ILE B 105 196.928 130.298 124.561 1.00210.08 C -ATOM 8789 C ILE B 105 195.475 130.254 125.023 1.00210.08 C -ATOM 8790 O ILE B 105 195.130 129.528 125.963 1.00210.08 O -ATOM 8791 CB ILE B 105 197.262 129.176 123.542 1.00210.08 C -ATOM 8792 CG1 ILE B 105 196.423 129.288 122.266 1.00210.08 C -ATOM 8793 CG2 ILE B 105 197.147 127.793 124.156 1.00210.08 C -ATOM 8794 CD1 ILE B 105 196.776 130.468 121.405 1.00210.08 C -ATOM 8795 N PHE B 106 194.641 131.096 124.418 1.00198.69 N -ATOM 8796 CA PHE B 106 193.244 131.231 124.804 1.00198.69 C -ATOM 8797 C PHE B 106 192.374 131.017 123.577 1.00198.69 C -ATOM 8798 O PHE B 106 192.563 131.689 122.560 1.00198.69 O -ATOM 8799 CB PHE B 106 192.970 132.614 125.409 1.00198.69 C -ATOM 8800 CG PHE B 106 193.407 132.757 126.840 1.00198.69 C -ATOM 8801 CD1 PHE B 106 194.752 132.861 127.168 1.00198.69 C -ATOM 8802 CD2 PHE B 106 192.468 132.800 127.859 1.00198.69 C -ATOM 8803 CE1 PHE B 106 195.152 132.997 128.486 1.00198.69 C -ATOM 8804 CE2 PHE B 106 192.861 132.935 129.178 1.00198.69 C -ATOM 8805 CZ PHE B 106 194.205 133.033 129.492 1.00198.69 C -ATOM 8806 N GLY B 107 191.420 130.093 123.669 1.00199.39 N -ATOM 8807 CA GLY B 107 190.548 129.813 122.545 1.00199.39 C -ATOM 8808 C GLY B 107 189.350 128.975 122.935 1.00199.39 C -ATOM 8809 O GLY B 107 189.487 128.011 123.693 1.00199.39 O -ATOM 8810 N THR B 108 188.167 129.331 122.425 1.00198.20 N -ATOM 8811 CA THR B 108 186.953 128.623 122.819 1.00198.20 C -ATOM 8812 C THR B 108 186.854 127.244 122.175 1.00198.20 C -ATOM 8813 O THR B 108 186.180 126.360 122.717 1.00198.20 O -ATOM 8814 CB THR B 108 185.715 129.471 122.495 1.00198.20 C -ATOM 8815 OG1 THR B 108 184.533 128.788 122.934 1.00198.20 O -ATOM 8816 CG2 THR B 108 185.613 129.778 121.002 1.00198.20 C -ATOM 8817 N THR B 109 187.506 127.034 121.030 1.00211.17 N -ATOM 8818 CA THR B 109 187.497 125.732 120.371 1.00211.17 C -ATOM 8819 C THR B 109 188.908 125.298 119.997 1.00211.17 C -ATOM 8820 O THR B 109 189.187 124.095 119.930 1.00211.17 O -ATOM 8821 CB THR B 109 186.611 125.755 119.120 1.00211.17 C -ATOM 8822 OG1 THR B 109 186.944 126.892 118.313 1.00211.17 O -ATOM 8823 CG2 THR B 109 185.129 125.792 119.485 1.00211.17 C -ATOM 8824 N LEU B 110 189.787 126.284 119.759 1.00212.67 N -ATOM 8825 CA LEU B 110 191.196 126.085 119.383 1.00212.67 C -ATOM 8826 C LEU B 110 191.343 125.225 118.127 1.00212.67 C -ATOM 8827 O LEU B 110 192.236 124.380 118.032 1.00212.67 O -ATOM 8828 CB LEU B 110 192.009 125.499 120.542 1.00212.67 C -ATOM 8829 CG LEU B 110 192.186 126.396 121.768 1.00212.67 C -ATOM 8830 CD1 LEU B 110 192.472 125.563 123.008 1.00212.67 C -ATOM 8831 CD2 LEU B 110 193.293 127.405 121.529 1.00212.67 C -ATOM 8832 N ASP B 111 190.458 125.441 117.152 1.00232.16 N -ATOM 8833 CA ASP B 111 190.463 124.682 115.906 1.00232.16 C -ATOM 8834 C ASP B 111 190.958 125.507 114.723 1.00232.16 C -ATOM 8835 O ASP B 111 190.714 125.131 113.571 1.00232.16 O -ATOM 8836 CB ASP B 111 189.067 124.127 115.616 1.00232.16 C -ATOM 8837 CG ASP B 111 187.967 125.144 115.862 1.00232.16 C -ATOM 8838 OD1 ASP B 111 188.280 126.335 116.078 1.00232.16 O -ATOM 8839 OD2 ASP B 111 186.782 124.751 115.841 1.00232.16 O1- -ATOM 8840 N SER B 112 191.623 126.637 114.996 1.00231.68 N -ATOM 8841 CA SER B 112 192.187 127.568 114.012 1.00231.68 C -ATOM 8842 C SER B 112 191.138 128.139 113.057 1.00231.68 C -ATOM 8843 O SER B 112 191.464 128.512 111.926 1.00231.68 O -ATOM 8844 CB SER B 112 193.335 126.928 113.217 1.00231.68 C -ATOM 8845 OG SER B 112 194.435 126.631 114.060 1.00231.68 O -ATOM 8846 N LYS B 113 189.879 128.217 113.490 1.00240.53 N -ATOM 8847 CA LYS B 113 188.832 128.858 112.703 1.00240.53 C -ATOM 8848 C LYS B 113 188.596 130.295 113.153 1.00240.53 C -ATOM 8849 O LYS B 113 188.520 131.206 112.324 1.00240.53 O -ATOM 8850 CB LYS B 113 187.529 128.057 112.796 1.00240.53 C -ATOM 8851 CG LYS B 113 187.649 126.603 112.375 1.00240.53 C -ATOM 8852 CD LYS B 113 186.316 125.887 112.519 1.00240.53 C -ATOM 8853 CE LYS B 113 186.458 124.391 112.299 1.00240.53 C -ATOM 8854 NZ LYS B 113 185.166 123.679 112.505 1.00240.53 N1+ -ATOM 8855 N THR B 114 188.476 130.506 114.460 1.00233.59 N -ATOM 8856 CA THR B 114 188.322 131.828 115.044 1.00233.59 C -ATOM 8857 C THR B 114 189.648 132.285 115.638 1.00233.59 C -ATOM 8858 O THR B 114 190.567 131.487 115.846 1.00233.59 O -ATOM 8859 CB THR B 114 187.231 131.834 116.121 1.00233.59 C -ATOM 8860 OG1 THR B 114 187.091 133.156 116.658 1.00233.59 O -ATOM 8861 CG2 THR B 114 187.580 130.868 117.244 1.00233.59 C -ATOM 8862 N GLN B 115 189.737 133.589 115.899 1.00220.43 N -ATOM 8863 CA GLN B 115 190.964 134.178 116.421 1.00220.43 C -ATOM 8864 C GLN B 115 191.209 133.726 117.855 1.00220.43 C -ATOM 8865 O GLN B 115 190.299 133.746 118.690 1.00220.43 O -ATOM 8866 CB GLN B 115 190.890 135.702 116.352 1.00220.43 C -ATOM 8867 CG GLN B 115 191.360 136.288 115.029 1.00220.43 C -ATOM 8868 CD GLN B 115 190.354 136.096 113.911 1.00220.43 C -ATOM 8869 OE1 GLN B 115 189.162 135.909 114.157 1.00220.43 O -ATOM 8870 NE2 GLN B 115 190.832 136.139 112.673 1.00220.43 N -ATOM 8871 N SER B 116 192.442 133.314 118.138 1.00207.19 N -ATOM 8872 CA SER B 116 192.814 132.775 119.437 1.00207.19 C -ATOM 8873 C SER B 116 193.899 133.644 120.056 1.00207.19 C -ATOM 8874 O SER B 116 194.883 133.984 119.390 1.00207.19 O -ATOM 8875 CB SER B 116 193.295 131.327 119.311 1.00207.19 C -ATOM 8876 OG SER B 116 193.572 130.772 120.583 1.00207.19 O -ATOM 8877 N LEU B 117 193.719 133.996 121.328 1.00195.53 N -ATOM 8878 CA LEU B 117 194.656 134.867 122.027 1.00195.53 C -ATOM 8879 C LEU B 117 195.894 134.082 122.439 1.00195.53 C -ATOM 8880 O LEU B 117 195.797 133.111 123.196 1.00195.53 O -ATOM 8881 CB LEU B 117 193.997 135.488 123.256 1.00195.53 C -ATOM 8882 CG LEU B 117 194.921 136.400 124.066 1.00195.53 C -ATOM 8883 CD1 LEU B 117 195.355 137.602 123.239 1.00195.53 C -ATOM 8884 CD2 LEU B 117 194.275 136.832 125.373 1.00195.53 C -ATOM 8885 N LEU B 118 197.056 134.517 121.960 1.00194.34 N -ATOM 8886 CA LEU B 118 198.336 133.910 122.292 1.00194.34 C -ATOM 8887 C LEU B 118 199.210 134.942 122.988 1.00194.34 C -ATOM 8888 O LEU B 118 199.402 136.047 122.470 1.00194.34 O -ATOM 8889 CB LEU B 118 199.039 133.387 121.035 1.00194.34 C -ATOM 8890 CG LEU B 118 200.520 133.023 121.165 1.00194.34 C -ATOM 8891 CD1 LEU B 118 200.703 131.797 122.048 1.00194.34 C -ATOM 8892 CD2 LEU B 118 201.138 132.798 119.793 1.00194.34 C -ATOM 8893 N ILE B 119 199.732 134.585 124.158 1.00193.26 N -ATOM 8894 CA ILE B 119 200.685 135.410 124.886 1.00193.26 C -ATOM 8895 C ILE B 119 201.928 134.571 125.150 1.00193.26 C -ATOM 8896 O ILE B 119 201.827 133.407 125.551 1.00193.26 O -ATOM 8897 CB ILE B 119 200.084 135.966 126.197 1.00193.26 C -ATOM 8898 CG1 ILE B 119 199.324 134.884 126.970 1.00193.26 C -ATOM 8899 CG2 ILE B 119 199.146 137.118 125.904 1.00193.26 C -ATOM 8900 CD1 ILE B 119 198.810 135.345 128.320 1.00193.26 C -ATOM 8901 N VAL B 120 203.097 135.144 124.882 1.00185.72 N -ATOM 8902 CA VAL B 120 204.351 134.417 125.061 1.00185.72 C -ATOM 8903 C VAL B 120 205.401 135.397 125.574 1.00185.72 C -ATOM 8904 O VAL B 120 205.400 136.574 125.209 1.00185.72 O -ATOM 8905 CB VAL B 120 204.763 133.698 123.748 1.00185.72 C -ATOM 8906 CG1 VAL B 120 204.990 134.681 122.608 1.00185.72 C -ATOM 8907 CG2 VAL B 120 205.981 132.796 123.946 1.00185.72 C -ATOM 8908 N ASN B 121 206.257 134.929 126.479 1.00181.78 N -ATOM 8909 CA ASN B 121 207.311 135.759 127.051 1.00181.78 C -ATOM 8910 C ASN B 121 208.664 135.139 126.734 1.00181.78 C -ATOM 8911 O ASN B 121 208.946 134.013 127.158 1.00181.78 O -ATOM 8912 CB ASN B 121 207.133 135.911 128.563 1.00181.78 C -ATOM 8913 CG ASN B 121 208.183 136.811 129.186 1.00181.78 C -ATOM 8914 OD1 ASN B 121 208.646 137.767 128.564 1.00181.78 O -ATOM 8915 ND2 ASN B 121 208.565 136.508 130.421 1.00181.78 N -ATOM 8916 N ASN B 122 209.496 135.870 125.995 1.00180.99 N -ATOM 8917 CA ASN B 122 210.873 135.454 125.775 1.00180.99 C -ATOM 8918 C ASN B 122 211.755 136.086 126.858 1.00180.99 C -ATOM 8919 O ASN B 122 211.254 136.551 127.885 1.00180.99 O -ATOM 8920 CB ASN B 122 211.303 135.737 124.318 1.00180.99 C -ATOM 8921 CG ASN B 122 211.316 137.231 123.923 1.00180.99 C -ATOM 8922 OD1 ASN B 122 211.431 138.141 124.745 1.00180.99 O -ATOM 8923 ND2 ASN B 122 211.223 137.470 122.617 1.00180.99 N -ATOM 8924 N ALA B 123 213.074 136.089 126.651 1.00179.62 N -ATOM 8925 CA ALA B 123 213.990 136.672 127.625 1.00179.62 C -ATOM 8926 C ALA B 123 213.869 138.190 127.729 1.00179.62 C -ATOM 8927 O ALA B 123 214.260 138.754 128.757 1.00179.62 O -ATOM 8928 CB ALA B 123 215.431 136.294 127.279 1.00179.62 C -ATOM 8929 N THR B 124 213.344 138.865 126.705 1.00178.00 N -ATOM 8930 CA THR B 124 213.270 140.322 126.702 1.00178.00 C -ATOM 8931 C THR B 124 211.839 140.847 126.710 1.00178.00 C -ATOM 8932 O THR B 124 211.469 141.609 127.608 1.00178.00 O -ATOM 8933 CB THR B 124 214.033 140.882 125.492 1.00178.00 C -ATOM 8934 OG1 THR B 124 215.422 140.548 125.606 1.00178.00 O -ATOM 8935 CG2 THR B 124 213.888 142.395 125.420 1.00178.00 C -ATOM 8936 N ASN B 125 211.015 140.460 125.741 1.00176.20 N -ATOM 8937 CA ASN B 125 209.719 141.090 125.531 1.00176.20 C -ATOM 8938 C ASN B 125 208.591 140.070 125.632 1.00176.20 C -ATOM 8939 O ASN B 125 208.810 138.858 125.689 1.00176.20 O -ATOM 8940 CB ASN B 125 209.669 141.795 124.169 1.00176.20 C -ATOM 8941 CG ASN B 125 210.541 143.034 124.122 1.00176.20 C -ATOM 8942 OD1 ASN B 125 210.684 143.745 125.116 1.00176.20 O -ATOM 8943 ND2 ASN B 125 211.131 143.298 122.962 1.00176.20 N -ATOM 8944 N VAL B 126 207.366 140.588 125.663 1.00171.05 N -ATOM 8945 CA VAL B 126 206.154 139.777 125.700 1.00171.05 C -ATOM 8946 C VAL B 126 205.387 140.028 124.410 1.00171.05 C -ATOM 8947 O VAL B 126 205.032 141.173 124.101 1.00171.05 O -ATOM 8948 CB VAL B 126 205.288 140.099 126.929 1.00171.05 C -ATOM 8949 CG1 VAL B 126 204.168 139.081 127.072 1.00171.05 C -ATOM 8950 CG2 VAL B 126 206.140 140.140 128.191 1.00171.05 C -ATOM 8951 N VAL B 127 205.125 138.961 123.662 1.00174.67 N -ATOM 8952 CA VAL B 127 204.429 139.035 122.384 1.00174.67 C -ATOM 8953 C VAL B 127 202.995 138.573 122.585 1.00174.67 C -ATOM 8954 O VAL B 127 202.750 137.483 123.123 1.00174.67 O -ATOM 8955 CB VAL B 127 205.135 138.184 121.315 1.00174.67 C -ATOM 8956 CG1 VAL B 127 204.593 138.510 119.930 1.00174.67 C -ATOM 8957 CG2 VAL B 127 206.637 138.387 121.381 1.00174.67 C -ATOM 8958 N ILE B 128 202.047 139.407 122.161 1.00177.36 N -ATOM 8959 CA ILE B 128 200.619 139.133 122.262 1.00177.36 C -ATOM 8960 C ILE B 128 200.047 139.183 120.853 1.00177.36 C -ATOM 8961 O ILE B 128 200.147 140.214 120.176 1.00177.36 O -ATOM 8962 CB ILE B 128 199.912 140.145 123.177 1.00177.36 C -ATOM 8963 CG1 ILE B 128 200.624 140.230 124.531 1.00177.36 C -ATOM 8964 CG2 ILE B 128 198.445 139.782 123.346 1.00177.36 C -ATOM 8965 CD1 ILE B 128 200.384 141.512 125.279 1.00177.36 C -ATOM 8966 N LYS B 129 199.453 138.078 120.411 1.00183.53 N -ATOM 8967 CA LYS B 129 198.918 137.964 119.062 1.00183.53 C -ATOM 8968 C LYS B 129 197.530 137.343 119.102 1.00183.53 C -ATOM 8969 O LYS B 129 197.144 136.691 120.074 1.00183.53 O -ATOM 8970 CB LYS B 129 199.828 137.121 118.153 1.00183.53 C -ATOM 8971 CG LYS B 129 201.176 137.748 117.836 1.00183.53 C -ATOM 8972 CD LYS B 129 201.896 136.968 116.748 1.00183.53 C -ATOM 8973 CE LYS B 129 203.301 137.500 116.524 1.00183.53 C -ATOM 8974 NZ LYS B 129 203.325 138.986 116.445 1.00183.53 N1+ -ATOM 8975 N VAL B 130 196.777 137.566 118.030 1.00189.56 N -ATOM 8976 CA VAL B 130 195.484 136.928 117.831 1.00189.56 C -ATOM 8977 C VAL B 130 195.516 135.985 116.629 1.00189.56 C -ATOM 8978 O VAL B 130 194.473 135.673 116.057 1.00189.56 O -ATOM 8979 CB VAL B 130 194.361 137.970 117.693 1.00189.56 C -ATOM 8980 CG1 VAL B 130 194.144 138.690 119.014 1.00189.56 C -ATOM 8981 CG2 VAL B 130 194.688 138.959 116.583 1.00189.56 C -ATOM 8982 N CYS B 131 196.708 135.534 116.240 1.00202.47 N -ATOM 8983 CA CYS B 131 196.856 134.688 115.064 1.00202.47 C -ATOM 8984 C CYS B 131 196.291 133.296 115.317 1.00202.47 C -ATOM 8985 O CYS B 131 196.461 132.722 116.396 1.00202.47 O -ATOM 8986 CB CYS B 131 198.328 134.593 114.665 1.00202.47 C -ATOM 8987 SG CYS B 131 199.102 136.184 114.297 1.00202.47 S -ATOM 8988 N GLU B 132 195.614 132.755 114.306 1.00221.64 N -ATOM 8989 CA GLU B 132 194.969 131.453 114.414 1.00221.64 C -ATOM 8990 C GLU B 132 195.931 130.293 114.201 1.00221.64 C -ATOM 8991 O GLU B 132 195.529 129.139 114.385 1.00221.64 O -ATOM 8992 CB GLU B 132 193.823 131.356 113.406 1.00221.64 C -ATOM 8993 CG GLU B 132 192.766 132.430 113.577 1.00221.64 C -ATOM 8994 CD GLU B 132 191.681 132.356 112.523 1.00221.64 C -ATOM 8995 OE1 GLU B 132 191.796 131.515 111.607 1.00221.64 O -ATOM 8996 OE2 GLU B 132 190.715 133.142 112.609 1.00221.64 O1- -ATOM 8997 N PHE B 133 197.174 130.567 113.814 1.00216.57 N -ATOM 8998 CA PHE B 133 198.143 129.514 113.559 1.00216.57 C -ATOM 8999 C PHE B 133 198.585 128.860 114.865 1.00216.57 C -ATOM 9000 O PHE B 133 198.509 129.449 115.947 1.00216.57 O -ATOM 9001 CB PHE B 133 199.360 130.073 112.821 1.00216.57 C -ATOM 9002 CG PHE B 133 199.018 131.096 111.776 1.00216.57 C -ATOM 9003 CD1 PHE B 133 198.255 130.749 110.670 1.00216.57 C -ATOM 9004 CD2 PHE B 133 199.458 132.405 111.901 1.00216.57 C -ATOM 9005 CE1 PHE B 133 197.938 131.692 109.706 1.00216.57 C -ATOM 9006 CE2 PHE B 133 199.145 133.353 110.941 1.00216.57 C -ATOM 9007 CZ PHE B 133 198.384 132.995 109.842 1.00216.57 C -ATOM 9008 N GLN B 134 199.042 127.616 114.751 1.00218.56 N -ATOM 9009 CA GLN B 134 199.559 126.899 115.905 1.00218.56 C -ATOM 9010 C GLN B 134 200.899 127.484 116.339 1.00218.56 C -ATOM 9011 O GLN B 134 201.616 128.118 115.560 1.00218.56 O -ATOM 9012 CB GLN B 134 199.706 125.409 115.594 1.00218.56 C -ATOM 9013 CG GLN B 134 198.463 124.585 115.898 1.00218.56 C -ATOM 9014 CD GLN B 134 197.342 124.823 114.903 1.00218.56 C -ATOM 9015 OE1 GLN B 134 197.582 125.205 113.758 1.00218.56 O -ATOM 9016 NE2 GLN B 134 196.108 124.598 115.340 1.00218.56 N -ATOM 9017 N PHE B 135 201.223 127.272 117.612 1.00217.50 N -ATOM 9018 CA PHE B 135 202.444 127.826 118.181 1.00217.50 C -ATOM 9019 C PHE B 135 203.674 127.105 117.641 1.00217.50 C -ATOM 9020 O PHE B 135 203.641 125.903 117.361 1.00217.50 O -ATOM 9021 CB PHE B 135 202.394 127.759 119.714 1.00217.50 C -ATOM 9022 CG PHE B 135 202.776 126.418 120.296 1.00217.50 C -ATOM 9023 CD1 PHE B 135 202.006 125.286 120.056 1.00217.50 C -ATOM 9024 CD2 PHE B 135 203.895 126.300 121.107 1.00217.50 C -ATOM 9025 CE1 PHE B 135 202.359 124.060 120.597 1.00217.50 C -ATOM 9026 CE2 PHE B 135 204.254 125.077 121.651 1.00217.50 C -ATOM 9027 CZ PHE B 135 203.484 123.957 121.396 1.00217.50 C -ATOM 9028 N CYS B 136 204.750 127.863 117.449 1.00209.77 N -ATOM 9029 CA CYS B 136 206.011 127.280 117.015 1.00209.77 C -ATOM 9030 C CYS B 136 206.615 126.452 118.140 1.00209.77 C -ATOM 9031 O CYS B 136 206.470 126.787 119.319 1.00209.77 O -ATOM 9032 CB CYS B 136 206.985 128.375 116.582 1.00209.77 C -ATOM 9033 SG CYS B 136 206.327 129.512 115.340 1.00209.77 S -ATOM 9034 N ASN B 137 207.281 125.360 117.768 1.00210.17 N -ATOM 9035 CA ASN B 137 207.858 124.450 118.749 1.00210.17 C -ATOM 9036 C ASN B 137 209.001 125.125 119.498 1.00210.17 C -ATOM 9037 O ASN B 137 209.842 125.798 118.893 1.00210.17 O -ATOM 9038 CB ASN B 137 208.347 123.175 118.064 1.00210.17 C -ATOM 9039 CG ASN B 137 207.237 122.450 117.326 1.00210.17 C -ATOM 9040 OD1 ASN B 137 206.061 122.788 117.463 1.00210.17 O -ATOM 9041 ND2 ASN B 137 207.607 121.448 116.537 1.00210.17 N -ATOM 9042 N ASP B 138 209.009 124.958 120.818 1.00219.57 N -ATOM 9043 CA ASP B 138 209.961 125.662 121.662 1.00219.57 C -ATOM 9044 C ASP B 138 211.367 125.096 121.469 1.00219.57 C -ATOM 9045 O ASP B 138 211.529 123.887 121.274 1.00219.57 O -ATOM 9046 CB ASP B 138 209.547 125.560 123.130 1.00219.57 C -ATOM 9047 CG ASP B 138 208.310 126.380 123.442 1.00219.57 C -ATOM 9048 OD1 ASP B 138 207.909 127.200 122.590 1.00219.57 O -ATOM 9049 OD2 ASP B 138 207.741 126.209 124.539 1.00219.57 O1- -ATOM 9050 N PRO B 139 212.397 125.941 121.503 1.00209.62 N -ATOM 9051 CA PRO B 139 213.765 125.451 121.306 1.00209.62 C -ATOM 9052 C PRO B 139 214.265 124.680 122.518 1.00209.62 C -ATOM 9053 O PRO B 139 213.666 124.684 123.596 1.00209.62 O -ATOM 9054 CB PRO B 139 214.574 126.732 121.086 1.00209.62 C -ATOM 9055 CG PRO B 139 213.791 127.789 121.783 1.00209.62 C -ATOM 9056 CD PRO B 139 212.349 127.410 121.608 1.00209.62 C -ATOM 9057 N PHE B 140 215.386 123.994 122.309 1.00201.94 N -ATOM 9058 CA PHE B 140 216.020 123.218 123.365 1.00201.94 C -ATOM 9059 C PHE B 140 216.582 124.142 124.441 1.00201.94 C -ATOM 9060 O PHE B 140 217.027 125.259 124.163 1.00201.94 O -ATOM 9061 CB PHE B 140 217.142 122.347 122.792 1.00201.94 C -ATOM 9062 CG PHE B 140 216.668 121.055 122.174 1.00201.94 C -ATOM 9063 CD1 PHE B 140 215.848 121.056 121.052 1.00201.94 C -ATOM 9064 CD2 PHE B 140 217.058 119.836 122.710 1.00201.94 C -ATOM 9065 CE1 PHE B 140 215.419 119.868 120.484 1.00201.94 C -ATOM 9066 CE2 PHE B 140 216.633 118.644 122.147 1.00201.94 C -ATOM 9067 CZ PHE B 140 215.813 118.661 121.032 1.00201.94 C -ATOM 9068 N LEU B 141 216.545 123.667 125.684 1.00198.78 N -ATOM 9069 CA LEU B 141 217.048 124.457 126.800 1.00198.78 C -ATOM 9070 C LEU B 141 218.570 124.507 126.767 1.00198.78 C -ATOM 9071 O LEU B 141 219.235 123.474 126.644 1.00198.78 O -ATOM 9072 CB LEU B 141 216.563 123.873 128.127 1.00198.78 C -ATOM 9073 CG LEU B 141 216.644 124.791 129.348 1.00198.78 C -ATOM 9074 CD1 LEU B 141 215.885 126.086 129.099 1.00198.78 C -ATOM 9075 CD2 LEU B 141 216.115 124.084 130.586 1.00198.78 C -ATOM 9076 N ASP B 142 219.118 125.713 126.872 1.00194.59 N -ATOM 9077 CA ASP B 142 220.561 125.914 126.813 1.00194.59 C -ATOM 9078 C ASP B 142 221.249 125.440 128.090 1.00194.59 C -ATOM 9079 O ASP B 142 221.695 124.296 128.177 1.00194.59 O -ATOM 9080 CB ASP B 142 220.881 127.389 126.555 1.00194.59 C -ATOM 9081 CG ASP B 142 220.122 128.324 127.480 1.00194.59 C -ATOM 9082 OD1 ASP B 142 219.236 127.848 128.221 1.00194.59 O -ATOM 9083 OD2 ASP B 142 220.410 129.539 127.464 1.00194.59 O1- -ATOM 9084 N PHE B 168 195.492 142.475 115.879 1.00156.57 N -ATOM 9085 CA PHE B 168 195.779 142.784 117.275 1.00156.57 C -ATOM 9086 C PHE B 168 197.079 142.122 117.723 1.00156.57 C -ATOM 9087 O PHE B 168 197.066 141.052 118.331 1.00156.57 O -ATOM 9088 CB PHE B 168 194.619 142.342 118.170 1.00156.57 C -ATOM 9089 CG PHE B 168 194.615 142.990 119.527 1.00156.57 C -ATOM 9090 CD1 PHE B 168 194.040 144.238 119.711 1.00156.57 C -ATOM 9091 CD2 PHE B 168 195.177 142.346 120.620 1.00156.57 C -ATOM 9092 CE1 PHE B 168 194.033 144.837 120.959 1.00156.57 C -ATOM 9093 CE2 PHE B 168 195.174 142.938 121.870 1.00156.57 C -ATOM 9094 CZ PHE B 168 194.600 144.185 122.040 1.00156.57 C -ATOM 9095 N GLU B 169 198.202 142.765 117.411 1.00164.96 N -ATOM 9096 CA GLU B 169 199.524 142.286 117.791 1.00164.96 C -ATOM 9097 C GLU B 169 200.237 143.371 118.584 1.00164.96 C -ATOM 9098 O GLU B 169 200.272 144.532 118.162 1.00164.96 O -ATOM 9099 CB GLU B 169 200.346 141.892 116.560 1.00164.96 C -ATOM 9100 CG GLU B 169 199.703 140.811 115.703 1.00164.96 C -ATOM 9101 CD GLU B 169 200.650 140.249 114.661 1.00164.96 C -ATOM 9102 OE1 GLU B 169 201.810 140.709 114.599 1.00164.96 O -ATOM 9103 OE2 GLU B 169 200.235 139.347 113.903 1.00164.96 O1- -ATOM 9104 N TYR B 170 200.801 142.991 119.728 1.00165.08 N -ATOM 9105 CA TYR B 170 201.448 143.935 120.627 1.00165.08 C -ATOM 9106 C TYR B 170 202.725 143.321 121.182 1.00165.08 C -ATOM 9107 O TYR B 170 202.788 142.114 121.434 1.00165.08 O -ATOM 9108 CB TYR B 170 200.505 144.337 121.772 1.00165.08 C -ATOM 9109 CG TYR B 170 201.128 145.246 122.809 1.00165.08 C -ATOM 9110 CD1 TYR B 170 201.603 146.506 122.462 1.00165.08 C -ATOM 9111 CD2 TYR B 170 201.240 144.844 124.134 1.00165.08 C -ATOM 9112 CE1 TYR B 170 202.173 147.341 123.408 1.00165.08 C -ATOM 9113 CE2 TYR B 170 201.808 145.670 125.087 1.00165.08 C -ATOM 9114 CZ TYR B 170 202.272 146.916 124.719 1.00165.08 C -ATOM 9115 OH TYR B 170 202.838 147.740 125.664 1.00165.08 O -ATOM 9116 N VAL B 171 203.747 144.154 121.357 1.00162.39 N -ATOM 9117 CA VAL B 171 205.019 143.742 121.939 1.00162.39 C -ATOM 9118 C VAL B 171 205.264 144.606 123.169 1.00162.39 C -ATOM 9119 O VAL B 171 205.254 145.840 123.078 1.00162.39 O -ATOM 9120 CB VAL B 171 206.177 143.868 120.935 1.00162.39 C -ATOM 9121 CG1 VAL B 171 207.513 143.611 121.619 1.00162.39 C -ATOM 9122 CG2 VAL B 171 205.979 142.908 119.771 1.00162.39 C -ATOM 9123 N SER B 172 205.478 143.962 124.313 1.00161.00 N -ATOM 9124 CA SER B 172 205.731 144.679 125.558 1.00161.00 C -ATOM 9125 C SER B 172 207.210 145.018 125.710 1.00161.00 C -ATOM 9126 O SER B 172 207.980 144.926 124.754 1.00161.00 O -ATOM 9127 CB SER B 172 205.258 143.856 126.758 1.00161.00 C -ATOM 9128 OG SER B 172 203.855 143.666 126.727 1.00161.00 O -ATOM 9129 N PHE B 186 213.338 124.972 144.037 1.00206.38 N -ATOM 9130 CA PHE B 186 212.809 126.073 143.242 1.00206.38 C -ATOM 9131 C PHE B 186 212.908 127.381 144.017 1.00206.38 C -ATOM 9132 O PHE B 186 212.518 127.453 145.182 1.00206.38 O -ATOM 9133 CB PHE B 186 211.363 125.795 142.840 1.00206.38 C -ATOM 9134 CG PHE B 186 211.179 124.505 142.098 1.00206.38 C -ATOM 9135 CD1 PHE B 186 211.918 124.236 140.956 1.00206.38 C -ATOM 9136 CD2 PHE B 186 210.266 123.560 142.542 1.00206.38 C -ATOM 9137 CE1 PHE B 186 211.752 123.045 140.271 1.00206.38 C -ATOM 9138 CE2 PHE B 186 210.093 122.369 141.861 1.00206.38 C -ATOM 9139 CZ PHE B 186 210.840 122.111 140.728 1.00206.38 C -ATOM 9140 N LYS B 187 213.430 128.418 143.364 1.00184.38 N -ATOM 9141 CA LYS B 187 213.763 129.667 144.033 1.00184.38 C -ATOM 9142 C LYS B 187 212.820 130.815 143.699 1.00184.38 C -ATOM 9143 O LYS B 187 212.985 131.908 144.253 1.00184.38 O -ATOM 9144 CB LYS B 187 215.203 130.070 143.692 1.00184.38 C -ATOM 9145 CG LYS B 187 216.247 129.030 144.077 1.00184.38 C -ATOM 9146 CD LYS B 187 216.125 128.625 145.537 1.00184.38 C -ATOM 9147 CE LYS B 187 217.115 127.528 145.892 1.00184.38 C -ATOM 9148 NZ LYS B 187 217.041 127.161 147.333 1.00184.38 N1+ -ATOM 9149 N ASN B 188 211.845 130.612 142.815 1.00190.45 N -ATOM 9150 CA ASN B 188 210.950 131.682 142.400 1.00190.45 C -ATOM 9151 C ASN B 188 209.509 131.193 142.374 1.00190.45 C -ATOM 9152 O ASN B 188 209.230 130.041 142.026 1.00190.45 O -ATOM 9153 CB ASN B 188 211.336 132.229 141.017 1.00190.45 C -ATOM 9154 CG ASN B 188 210.693 133.570 140.720 1.00190.45 C -ATOM 9155 OD1 ASN B 188 210.359 134.327 141.631 1.00190.45 O -ATOM 9156 ND2 ASN B 188 210.512 133.868 139.438 1.00190.45 N -ATOM 9157 N LEU B 189 208.591 132.089 142.737 1.00181.16 N -ATOM 9158 CA LEU B 189 207.160 131.826 142.686 1.00181.16 C -ATOM 9159 C LEU B 189 206.492 133.003 141.994 1.00181.16 C -ATOM 9160 O LEU B 189 206.617 134.147 142.445 1.00181.16 O -ATOM 9161 CB LEU B 189 206.579 131.619 144.089 1.00181.16 C -ATOM 9162 CG LEU B 189 205.059 131.721 144.248 1.00181.16 C -ATOM 9163 CD1 LEU B 189 204.347 130.604 143.495 1.00181.16 C -ATOM 9164 CD2 LEU B 189 204.671 131.711 145.720 1.00181.16 C -ATOM 9165 N ARG B 190 205.784 132.719 140.909 1.00187.85 N -ATOM 9166 CA ARG B 190 205.107 133.732 140.112 1.00187.85 C -ATOM 9167 C ARG B 190 203.606 133.552 140.281 1.00187.85 C -ATOM 9168 O ARG B 190 203.069 132.484 139.968 1.00187.85 O -ATOM 9169 CB ARG B 190 205.506 133.617 138.641 1.00187.85 C -ATOM 9170 CG ARG B 190 207.008 133.506 138.424 1.00187.85 C -ATOM 9171 CD ARG B 190 207.356 133.372 136.951 1.00187.85 C -ATOM 9172 NE ARG B 190 207.057 132.039 136.444 1.00187.85 N -ATOM 9173 CZ ARG B 190 206.948 131.732 135.159 1.00187.85 C -ATOM 9174 NH1 ARG B 190 207.106 132.645 134.214 1.00187.85 N1+ -ATOM 9175 NH2 ARG B 190 206.678 130.477 134.813 1.00187.85 N -ATOM 9176 N GLU B 191 202.935 134.589 140.783 1.00161.06 N -ATOM 9177 CA GLU B 191 201.492 134.574 140.988 1.00161.06 C -ATOM 9178 C GLU B 191 200.874 135.584 140.032 1.00161.06 C -ATOM 9179 O GLU B 191 201.062 136.796 140.192 1.00161.06 O -ATOM 9180 CB GLU B 191 201.135 134.901 142.438 1.00161.06 C -ATOM 9181 CG GLU B 191 201.879 134.070 143.472 1.00161.06 C -ATOM 9182 CD GLU B 191 201.246 134.152 144.849 1.00161.06 C -ATOM 9183 OE1 GLU B 191 200.131 134.702 144.961 1.00161.06 O -ATOM 9184 OE2 GLU B 191 201.867 133.671 145.820 1.00161.06 O1- -ATOM 9185 N PHE B 192 200.143 135.086 139.040 1.00154.56 N -ATOM 9186 CA PHE B 192 199.442 135.908 138.071 1.00154.56 C -ATOM 9187 C PHE B 192 197.951 135.668 138.237 1.00154.56 C -ATOM 9188 O PHE B 192 197.529 134.590 138.659 1.00154.56 O -ATOM 9189 CB PHE B 192 199.835 135.554 136.626 1.00154.56 C -ATOM 9190 CG PHE B 192 201.301 135.702 136.319 1.00154.56 C -ATOM 9191 CD1 PHE B 192 202.093 136.620 136.989 1.00154.56 C -ATOM 9192 CD2 PHE B 192 201.886 134.907 135.346 1.00154.56 C -ATOM 9193 CE1 PHE B 192 203.438 136.746 136.692 1.00154.56 C -ATOM 9194 CE2 PHE B 192 203.229 135.023 135.045 1.00154.56 C -ATOM 9195 CZ PHE B 192 204.007 135.944 135.719 1.00154.56 C -ATOM 9196 N VAL B 193 197.148 136.672 137.907 1.00139.31 N -ATOM 9197 CA VAL B 193 195.712 136.468 137.768 1.00139.31 C -ATOM 9198 C VAL B 193 195.239 137.188 136.509 1.00139.31 C -ATOM 9199 O VAL B 193 195.660 138.317 136.217 1.00139.31 O -ATOM 9200 CB VAL B 193 194.931 136.871 139.044 1.00139.31 C -ATOM 9201 CG1 VAL B 193 195.015 138.347 139.359 1.00139.31 C -ATOM 9202 CG2 VAL B 193 193.478 136.419 138.953 1.00139.31 C -ATOM 9203 N PHE B 194 194.437 136.479 135.715 1.00142.30 N -ATOM 9204 CA PHE B 194 194.007 136.895 134.390 1.00142.30 C -ATOM 9205 C PHE B 194 192.488 136.918 134.382 1.00142.30 C -ATOM 9206 O PHE B 194 191.857 135.949 134.819 1.00142.30 O -ATOM 9207 CB PHE B 194 194.486 135.912 133.311 1.00142.30 C -ATOM 9208 CG PHE B 194 195.977 135.696 133.267 1.00142.30 C -ATOM 9209 CD1 PHE B 194 196.869 136.706 133.586 1.00142.30 C -ATOM 9210 CD2 PHE B 194 196.482 134.456 132.904 1.00142.30 C -ATOM 9211 CE1 PHE B 194 198.234 136.484 133.541 1.00142.30 C -ATOM 9212 CE2 PHE B 194 197.845 134.228 132.857 1.00142.30 C -ATOM 9213 CZ PHE B 194 198.721 135.245 133.177 1.00142.30 C -ATOM 9214 N LYS B 195 191.898 138.001 133.879 1.00130.59 N -ATOM 9215 CA LYS B 195 190.448 137.986 133.704 1.00130.59 C -ATOM 9216 C LYS B 195 190.030 138.876 132.543 1.00130.59 C -ATOM 9217 O LYS B 195 190.559 139.973 132.366 1.00130.59 O -ATOM 9218 CB LYS B 195 189.708 138.401 134.985 1.00130.59 C -ATOM 9219 CG LYS B 195 190.158 139.696 135.629 1.00130.59 C -ATOM 9220 CD LYS B 195 189.337 139.952 136.883 1.00130.59 C -ATOM 9221 CE LYS B 195 189.491 141.373 137.385 1.00130.59 C -ATOM 9222 NZ LYS B 195 188.704 141.603 138.628 1.00130.59 N1+ -ATOM 9223 N ASN B 196 189.068 138.394 131.760 1.00132.82 N -ATOM 9224 CA ASN B 196 188.554 139.108 130.595 1.00132.82 C -ATOM 9225 C ASN B 196 187.151 139.608 130.921 1.00132.82 C -ATOM 9226 O ASN B 196 186.210 138.813 131.019 1.00132.82 O -ATOM 9227 CB ASN B 196 188.546 138.201 129.365 1.00132.82 C -ATOM 9228 CG ASN B 196 188.117 138.926 128.099 1.00132.82 C -ATOM 9229 OD1 ASN B 196 188.139 140.155 128.028 1.00132.82 O -ATOM 9230 ND2 ASN B 196 187.719 138.160 127.090 1.00132.82 N -ATOM 9231 N ILE B 197 187.015 140.921 131.089 1.00131.54 N -ATOM 9232 CA ILE B 197 185.724 141.557 131.329 1.00131.54 C -ATOM 9233 C ILE B 197 185.519 142.679 130.315 1.00131.54 C -ATOM 9234 O ILE B 197 186.431 143.481 130.076 1.00131.54 O -ATOM 9235 CB ILE B 197 185.590 142.070 132.781 1.00131.54 C -ATOM 9236 CG1 ILE B 197 186.782 142.940 133.199 1.00131.54 C -ATOM 9237 CG2 ILE B 197 185.407 140.905 133.747 1.00131.54 C -ATOM 9238 CD1 ILE B 197 186.568 143.687 134.495 1.00131.54 C -ATOM 9239 N ASP B 198 184.326 142.698 129.700 1.00132.65 N -ATOM 9240 CA ASP B 198 183.893 143.703 128.714 1.00132.65 C -ATOM 9241 C ASP B 198 184.858 143.777 127.526 1.00132.65 C -ATOM 9242 O ASP B 198 185.161 144.851 127.002 1.00132.65 O -ATOM 9243 CB ASP B 198 183.701 145.076 129.374 1.00132.65 C -ATOM 9244 CG ASP B 198 182.810 146.007 128.560 1.00132.65 C -ATOM 9245 OD1 ASP B 198 181.579 145.797 128.557 1.00132.65 O -ATOM 9246 OD2 ASP B 198 183.340 146.947 127.932 1.00132.65 O1- -ATOM 9247 N GLY B 199 185.367 142.619 127.109 1.00131.71 N -ATOM 9248 CA GLY B 199 186.326 142.557 126.028 1.00131.71 C -ATOM 9249 C GLY B 199 187.739 142.954 126.396 1.00131.71 C -ATOM 9250 O GLY B 199 188.601 142.999 125.509 1.00131.71 O -ATOM 9251 N TYR B 200 188.007 143.243 127.666 1.00128.96 N -ATOM 9252 CA TYR B 200 189.322 143.668 128.125 1.00128.96 C -ATOM 9253 C TYR B 200 189.946 142.552 128.951 1.00128.96 C -ATOM 9254 O TYR B 200 189.392 142.150 129.980 1.00128.96 O -ATOM 9255 CB TYR B 200 189.229 144.956 128.943 1.00128.96 C -ATOM 9256 CG TYR B 200 188.377 146.022 128.298 1.00128.96 C -ATOM 9257 CD1 TYR B 200 188.644 146.463 127.007 1.00128.96 C -ATOM 9258 CD2 TYR B 200 187.303 146.586 128.977 1.00128.96 C -ATOM 9259 CE1 TYR B 200 187.867 147.438 126.410 1.00128.96 C -ATOM 9260 CE2 TYR B 200 186.519 147.562 128.388 1.00128.96 C -ATOM 9261 CZ TYR B 200 186.806 147.982 127.105 1.00128.96 C -ATOM 9262 OH TYR B 200 186.030 148.953 126.515 1.00128.96 O -ATOM 9263 N PHE B 201 191.083 142.051 128.485 1.00135.75 N -ATOM 9264 CA PHE B 201 191.864 141.043 129.185 1.00135.75 C -ATOM 9265 C PHE B 201 192.845 141.758 130.106 1.00135.75 C -ATOM 9266 O PHE B 201 193.653 142.573 129.647 1.00135.75 O -ATOM 9267 CB PHE B 201 192.588 140.160 128.168 1.00135.75 C -ATOM 9268 CG PHE B 201 193.335 139.008 128.770 1.00135.75 C -ATOM 9269 CD1 PHE B 201 192.659 137.887 129.225 1.00135.75 C -ATOM 9270 CD2 PHE B 201 194.719 139.029 128.841 1.00135.75 C -ATOM 9271 CE1 PHE B 201 193.350 136.816 129.766 1.00135.75 C -ATOM 9272 CE2 PHE B 201 195.416 137.961 129.376 1.00135.75 C -ATOM 9273 CZ PHE B 201 194.731 136.855 129.840 1.00135.75 C -ATOM 9274 N LYS B 202 192.764 141.466 131.400 1.00128.81 N -ATOM 9275 CA LYS B 202 193.533 142.157 132.421 1.00128.81 C -ATOM 9276 C LYS B 202 194.460 141.168 133.108 1.00128.81 C -ATOM 9277 O LYS B 202 194.031 140.074 133.504 1.00128.81 O -ATOM 9278 CB LYS B 202 192.614 142.826 133.445 1.00128.81 C -ATOM 9279 CG LYS B 202 191.689 143.876 132.851 1.00128.81 C -ATOM 9280 CD LYS B 202 190.821 144.518 133.920 1.00128.81 C -ATOM 9281 CE LYS B 202 189.813 145.480 133.309 1.00128.81 C -ATOM 9282 NZ LYS B 202 190.476 146.638 132.648 1.00128.81 N1+ -ATOM 9283 N ILE B 203 195.722 141.570 133.241 1.00125.63 N -ATOM 9284 CA ILE B 203 196.783 140.782 133.852 1.00125.63 C -ATOM 9285 C ILE B 203 197.270 141.539 135.078 1.00125.63 C -ATOM 9286 O ILE B 203 197.753 142.678 134.959 1.00125.63 O -ATOM 9287 CB ILE B 203 197.950 140.543 132.881 1.00125.63 C -ATOM 9288 CG1 ILE B 203 197.519 139.664 131.708 1.00125.63 C -ATOM 9289 CG2 ILE B 203 199.157 139.960 133.612 1.00125.63 C -ATOM 9290 CD1 ILE B 203 198.629 139.377 130.719 1.00125.63 C -ATOM 9291 N TYR B 204 197.150 140.901 136.245 1.00123.42 N -ATOM 9292 CA TYR B 204 197.725 141.378 137.495 1.00123.42 C -ATOM 9293 C TYR B 204 198.793 140.381 137.924 1.00123.42 C -ATOM 9294 O TYR B 204 198.574 139.168 137.858 1.00123.42 O -ATOM 9295 CB TYR B 204 196.664 141.534 138.613 1.00123.42 C -ATOM 9296 CG TYR B 204 195.322 142.144 138.217 1.00123.42 C -ATOM 9297 CD1 TYR B 204 194.325 141.389 137.599 1.00123.42 C -ATOM 9298 CD2 TYR B 204 195.036 143.467 138.515 1.00123.42 C -ATOM 9299 CE1 TYR B 204 193.110 141.951 137.253 1.00123.42 C -ATOM 9300 CE2 TYR B 204 193.828 144.040 138.172 1.00123.42 C -ATOM 9301 CZ TYR B 204 192.869 143.278 137.546 1.00123.42 C -ATOM 9302 OH TYR B 204 191.665 143.851 137.212 1.00123.42 O -ATOM 9303 N SER B 205 199.951 140.878 138.358 1.00131.43 N -ATOM 9304 CA SER B 205 201.110 140.011 138.532 1.00131.43 C -ATOM 9305 C SER B 205 201.855 140.324 139.822 1.00131.43 C -ATOM 9306 O SER B 205 201.818 141.449 140.326 1.00131.43 O -ATOM 9307 CB SER B 205 202.077 140.138 137.347 1.00131.43 C -ATOM 9308 OG SER B 205 202.366 141.489 137.058 1.00131.43 O -ATOM 9309 N LYS B 206 202.540 139.304 140.343 1.00142.82 N -ATOM 9310 CA LYS B 206 203.452 139.453 141.471 1.00142.82 C -ATOM 9311 C LYS B 206 204.462 138.312 141.424 1.00142.82 C -ATOM 9312 O LYS B 206 204.157 137.215 140.947 1.00142.82 O -ATOM 9313 CB LYS B 206 202.698 139.465 142.809 1.00142.82 C -ATOM 9314 CG LYS B 206 203.497 139.997 143.994 1.00142.82 C -ATOM 9315 CD LYS B 206 203.900 141.449 143.794 1.00142.82 C -ATOM 9316 CE LYS B 206 204.617 141.989 145.021 1.00142.82 C -ATOM 9317 NZ LYS B 206 204.919 143.441 144.900 1.00142.82 N1+ -ATOM 9318 N HIS B 207 205.674 138.587 141.904 1.00152.39 N -ATOM 9319 CA HIS B 207 206.749 137.604 141.951 1.00152.39 C -ATOM 9320 C HIS B 207 207.394 137.639 143.327 1.00152.39 C -ATOM 9321 O HIS B 207 207.716 138.719 143.833 1.00152.39 O -ATOM 9322 CB HIS B 207 207.804 137.885 140.875 1.00152.39 C -ATOM 9323 CG HIS B 207 207.256 137.931 139.483 1.00152.39 C -ATOM 9324 ND1 HIS B 207 207.332 136.860 138.619 1.00152.39 N -ATOM 9325 CD2 HIS B 207 206.624 138.917 138.803 1.00152.39 C -ATOM 9326 CE1 HIS B 207 206.773 137.184 137.467 1.00152.39 C -ATOM 9327 NE2 HIS B 207 206.334 138.427 137.553 1.00152.39 N -ATOM 9328 N THR B 208 207.584 136.465 143.934 1.00162.25 N -ATOM 9329 CA THR B 208 208.283 136.404 145.211 1.00162.25 C -ATOM 9330 C THR B 208 209.250 135.226 145.271 1.00162.25 C -ATOM 9331 O THR B 208 208.969 134.149 144.722 1.00162.25 O -ATOM 9332 CB THR B 208 207.294 136.356 146.398 1.00162.25 C -ATOM 9333 OG1 THR B 208 208.011 136.459 147.636 1.00162.25 O -ATOM 9334 CG2 THR B 208 206.402 135.108 146.390 1.00162.25 C -ATOM 9335 N PRO B 209 210.427 135.423 145.860 1.00163.36 N -ATOM 9336 CA PRO B 209 211.344 134.295 146.065 1.00163.36 C -ATOM 9337 C PRO B 209 211.103 133.591 147.390 1.00163.36 C -ATOM 9338 O PRO B 209 211.140 134.228 148.447 1.00163.36 O -ATOM 9339 CB PRO B 209 212.730 134.958 146.031 1.00163.36 C -ATOM 9340 CG PRO B 209 212.492 136.366 145.514 1.00163.36 C -ATOM 9341 CD PRO B 209 211.125 136.708 146.005 1.00163.36 C -ATOM 9342 N ILE B 210 210.857 132.284 147.353 1.00166.12 N -ATOM 9343 CA ILE B 210 210.771 131.468 148.558 1.00166.12 C -ATOM 9344 C ILE B 210 211.829 130.372 148.480 1.00166.12 C -ATOM 9345 O ILE B 210 211.937 129.664 147.471 1.00166.12 O -ATOM 9346 CB ILE B 210 209.351 130.899 148.772 1.00166.12 C -ATOM 9347 CG1 ILE B 210 208.794 130.232 147.510 1.00166.12 C -ATOM 9348 CG2 ILE B 210 208.410 131.993 149.255 1.00166.12 C -ATOM 9349 CD1 ILE B 210 207.522 129.447 147.750 1.00166.12 C -ATOM 9350 N ILE B 212 212.649 130.278 149.527 1.00168.27 N -ATOM 9351 CA ILE B 212 213.735 129.310 149.609 1.00168.27 C -ATOM 9352 C ILE B 212 213.626 128.416 150.833 1.00168.27 C -ATOM 9353 O ILE B 212 214.527 127.604 151.074 1.00168.27 O -ATOM 9354 CB ILE B 212 215.116 130.001 149.582 1.00168.27 C -ATOM 9355 CG1 ILE B 212 215.362 130.774 150.883 1.00168.27 C -ATOM 9356 CG2 ILE B 212 215.266 130.916 148.367 1.00168.27 C -ATOM 9357 CD1 ILE B 212 216.712 131.455 150.945 1.00168.27 C -ATOM 9358 N VAL B 213 212.547 128.533 151.610 1.00173.66 N -ATOM 9359 CA VAL B 213 212.461 127.843 152.896 1.00173.66 C -ATOM 9360 C VAL B 213 212.224 126.351 152.693 1.00173.66 C -ATOM 9361 O VAL B 213 213.025 125.514 153.125 1.00173.66 O -ATOM 9362 CB VAL B 213 211.363 128.473 153.770 1.00173.66 C -ATOM 9363 CG1 VAL B 213 211.435 127.926 155.187 1.00173.66 C -ATOM 9364 CG2 VAL B 213 211.491 129.990 153.769 1.00173.66 C -ATOM 9365 N ARG B 214 211.123 125.995 152.035 1.00182.92 N -ATOM 9366 CA ARG B 214 210.827 124.595 151.765 1.00182.92 C -ATOM 9367 C ARG B 214 210.328 124.437 150.334 1.00182.92 C -ATOM 9368 O ARG B 214 209.611 125.296 149.810 1.00182.92 O -ATOM 9369 CB ARG B 214 209.825 124.011 152.791 1.00182.92 C -ATOM 9370 CG ARG B 214 208.333 124.275 152.569 1.00182.92 C -ATOM 9371 CD ARG B 214 207.928 125.701 152.919 1.00182.92 C -ATOM 9372 NE ARG B 214 206.497 125.909 152.744 1.00182.92 N -ATOM 9373 CZ ARG B 214 205.923 126.229 151.593 1.00182.92 C -ATOM 9374 NH1 ARG B 214 206.636 126.439 150.499 1.00182.92 N1+ -ATOM 9375 NH2 ARG B 214 204.599 126.331 151.536 1.00182.92 N -ATOM 9376 N GLU B 214A 210.783 123.367 149.688 1.00198.77 N -ATOM 9377 CA GLU B 214A 210.423 123.020 148.314 1.00198.77 C -ATOM 9378 C GLU B 214A 209.096 122.271 148.113 1.00198.77 C -ATOM 9379 O GLU B 214A 208.301 122.724 147.278 1.00198.77 O -ATOM 9380 CB GLU B 214A 211.571 122.223 147.678 1.00198.77 C -ATOM 9381 CG GLU B 214A 211.499 122.115 146.165 1.00198.77 C -ATOM 9382 CD GLU B 214A 210.953 120.778 145.707 1.00198.77 C -ATOM 9383 OE1 GLU B 214A 210.807 119.874 146.556 1.00198.77 O -ATOM 9384 OE2 GLU B 214A 210.670 120.628 144.501 1.00198.77 O1- -ATOM 9385 N PRO B 214B 208.785 121.148 148.801 1.00197.96 N -ATOM 9386 CA PRO B 214B 207.642 120.338 148.338 1.00197.96 C -ATOM 9387 C PRO B 214B 206.272 120.886 148.702 1.00197.96 C -ATOM 9388 O PRO B 214B 205.290 120.504 148.050 1.00197.96 O -ATOM 9389 CB PRO B 214B 207.876 118.983 149.015 1.00197.96 C -ATOM 9390 CG PRO B 214B 208.503 119.338 150.281 1.00197.96 C -ATOM 9391 CD PRO B 214B 209.413 120.494 149.974 1.00197.96 C -ATOM 9392 N GLU B 214C 206.162 121.746 149.709 1.00195.34 N -ATOM 9393 CA GLU B 214C 204.864 122.271 150.103 1.00195.34 C -ATOM 9394 C GLU B 214C 204.379 123.318 149.105 1.00195.34 C -ATOM 9395 O GLU B 214C 205.171 123.983 148.431 1.00195.34 O -ATOM 9396 CB GLU B 214C 204.925 122.865 151.510 1.00195.34 C -ATOM 9397 CG GLU B 214C 204.999 121.827 152.622 1.00195.34 C -ATOM 9398 CD GLU B 214C 203.740 120.984 152.730 1.00195.34 C -ATOM 9399 OE1 GLU B 214C 202.639 121.511 152.464 1.00195.34 O -ATOM 9400 OE2 GLU B 214C 203.853 119.791 153.082 1.00195.34 O1- -ATOM 9401 N ASP B 215 203.059 123.457 149.020 1.00190.08 N -ATOM 9402 CA ASP B 215 202.403 124.248 147.989 1.00190.08 C -ATOM 9403 C ASP B 215 201.615 125.385 148.623 1.00190.08 C -ATOM 9404 O ASP B 215 201.027 125.210 149.696 1.00190.08 O -ATOM 9405 CB ASP B 215 201.461 123.372 147.162 1.00190.08 C -ATOM 9406 CG ASP B 215 202.169 122.196 146.519 1.00190.08 C -ATOM 9407 OD1 ASP B 215 203.391 122.294 146.277 1.00190.08 O -ATOM 9408 OD2 ASP B 215 201.504 121.173 146.255 1.00190.08 O1- -ATOM 9409 N LEU B 216 201.600 126.550 147.935 1.00170.79 N -ATOM 9410 CA LEU B 216 200.845 127.751 148.302 1.00170.79 C -ATOM 9411 C LEU B 216 201.223 128.233 149.698 1.00170.79 C -ATOM 9412 O LEU B 216 200.487 127.953 150.654 1.00170.79 O -ATOM 9413 CB LEU B 216 199.329 127.526 148.212 1.00170.79 C -ATOM 9414 CG LEU B 216 198.581 127.653 146.875 1.00170.79 C -ATOM 9415 CD1 LEU B 216 198.668 129.083 146.353 1.00170.79 C -ATOM 9416 CD2 LEU B 216 199.029 126.659 145.809 1.00170.79 C -ATOM 9417 N PRO B 217 202.386 128.878 149.858 1.00162.83 N -ATOM 9418 CA PRO B 217 202.886 129.221 151.200 1.00162.83 C -ATOM 9419 C PRO B 217 201.964 130.158 151.969 1.00162.83 C -ATOM 9420 O PRO B 217 201.362 131.075 151.407 1.00162.83 O -ATOM 9421 CB PRO B 217 204.237 129.885 150.911 1.00162.83 C -ATOM 9422 CG PRO B 217 204.099 130.421 149.528 1.00162.83 C -ATOM 9423 CD PRO B 217 203.243 129.431 148.794 1.00162.83 C -ATOM 9424 N GLN B 218 201.858 129.901 153.271 1.00159.33 N -ATOM 9425 CA GLN B 218 200.889 130.581 154.119 1.00159.33 C -ATOM 9426 C GLN B 218 201.336 132.010 154.393 1.00159.33 C -ATOM 9427 O GLN B 218 202.477 132.251 154.797 1.00159.33 O -ATOM 9428 CB GLN B 218 200.703 129.820 155.431 1.00159.33 C -ATOM 9429 CG GLN B 218 199.908 128.526 155.297 1.00159.33 C -ATOM 9430 CD GLN B 218 200.764 127.350 154.863 1.00159.33 C -ATOM 9431 OE1 GLN B 218 201.675 126.933 155.578 1.00159.33 O -ATOM 9432 NE2 GLN B 218 200.477 126.812 153.684 1.00159.33 N -ATOM 9433 N GLY B 219 200.430 132.950 154.175 1.00140.54 N -ATOM 9434 CA GLY B 219 200.746 134.354 154.314 1.00140.54 C -ATOM 9435 C GLY B 219 199.808 135.178 153.456 1.00140.54 C -ATOM 9436 O GLY B 219 198.850 134.664 152.877 1.00140.54 O -ATOM 9437 N PHE B 220 200.109 136.470 153.386 1.00120.78 N -ATOM 9438 CA PHE B 220 199.301 137.405 152.619 1.00120.78 C -ATOM 9439 C PHE B 220 200.203 138.194 151.684 1.00120.78 C -ATOM 9440 O PHE B 220 201.209 138.763 152.120 1.00120.78 O -ATOM 9441 CB PHE B 220 198.529 138.352 153.540 1.00120.78 C -ATOM 9442 CG PHE B 220 197.413 139.079 152.857 1.00120.78 C -ATOM 9443 CD1 PHE B 220 196.245 138.414 152.518 1.00120.78 C -ATOM 9444 CD2 PHE B 220 197.533 140.423 152.543 1.00120.78 C -ATOM 9445 CE1 PHE B 220 195.213 139.078 151.888 1.00120.78 C -ATOM 9446 CE2 PHE B 220 196.503 141.094 151.912 1.00120.78 C -ATOM 9447 CZ PHE B 220 195.343 140.420 151.584 1.00120.78 C -ATOM 9448 N SER B 221 199.843 138.224 150.404 1.00119.95 N -ATOM 9449 CA SER B 221 200.582 138.972 149.400 1.00119.95 C -ATOM 9450 C SER B 221 199.605 139.752 148.534 1.00119.95 C -ATOM 9451 O SER B 221 198.492 139.296 148.258 1.00119.95 O -ATOM 9452 CB SER B 221 201.438 138.049 148.523 1.00119.95 C -ATOM 9453 OG SER B 221 202.129 138.788 147.531 1.00119.95 O -ATOM 9454 N ALA B 222 200.033 140.936 148.108 1.00121.39 N -ATOM 9455 CA ALA B 222 199.211 141.828 147.305 1.00121.39 C -ATOM 9456 C ALA B 222 199.698 141.814 145.864 1.00121.39 C -ATOM 9457 O ALA B 222 200.888 142.018 145.603 1.00121.39 O -ATOM 9458 CB ALA B 222 199.244 143.253 147.862 1.00121.39 C -ATOM 9459 N LEU B 223 198.778 141.577 144.935 1.00126.02 N -ATOM 9460 CA LEU B 223 199.069 141.616 143.511 1.00126.02 C -ATOM 9461 C LEU B 223 198.753 143.001 142.964 1.00126.02 C -ATOM 9462 O LEU B 223 197.940 143.738 143.527 1.00126.02 O -ATOM 9463 CB LEU B 223 198.268 140.555 142.753 1.00126.02 C -ATOM 9464 CG LEU B 223 198.938 139.208 142.471 1.00126.02 C -ATOM 9465 CD1 LEU B 223 199.196 138.428 143.751 1.00126.02 C -ATOM 9466 CD2 LEU B 223 198.090 138.393 141.511 1.00126.02 C -ATOM 9467 N GLU B 224 199.402 143.352 141.858 1.00125.82 N -ATOM 9468 CA GLU B 224 199.335 144.706 141.335 1.00125.82 C -ATOM 9469 C GLU B 224 198.942 144.698 139.866 1.00125.82 C -ATOM 9470 O GLU B 224 199.315 143.781 139.128 1.00125.82 O -ATOM 9471 CB GLU B 224 200.686 145.414 141.510 1.00125.82 C -ATOM 9472 CG GLU B 224 201.008 145.746 142.961 1.00125.82 C -ATOM 9473 CD GLU B 224 202.483 145.989 143.196 1.00125.82 C -ATOM 9474 OE1 GLU B 224 203.033 146.938 142.598 1.00125.82 O -ATOM 9475 OE2 GLU B 224 203.093 145.232 143.978 1.00125.82 O1- -ATOM 9476 N PRO B 225 198.184 145.701 139.412 1.00125.01 N -ATOM 9477 CA PRO B 225 197.726 145.706 138.013 1.00125.01 C -ATOM 9478 C PRO B 225 198.815 146.164 137.053 1.00125.01 C -ATOM 9479 O PRO B 225 199.454 147.199 137.260 1.00125.01 O -ATOM 9480 CB PRO B 225 196.546 146.686 138.026 1.00125.01 C -ATOM 9481 CG PRO B 225 196.811 147.578 139.177 1.00125.01 C -ATOM 9482 CD PRO B 225 197.518 146.748 140.210 1.00125.01 C -ATOM 9483 N LEU B 226 199.031 145.374 136.002 1.00125.10 N -ATOM 9484 CA LEU B 226 200.006 145.714 134.972 1.00125.10 C -ATOM 9485 C LEU B 226 199.390 145.866 133.587 1.00125.10 C -ATOM 9486 O LEU B 226 199.580 146.914 132.961 1.00125.10 O -ATOM 9487 CB LEU B 226 201.149 144.684 134.947 1.00125.10 C -ATOM 9488 CG LEU B 226 202.349 144.786 135.906 1.00125.10 C -ATOM 9489 CD1 LEU B 226 203.122 146.062 135.597 1.00125.10 C -ATOM 9490 CD2 LEU B 226 202.003 144.729 137.395 1.00125.10 C -ATOM 9491 N VAL B 227 198.659 144.876 133.073 1.00126.06 N -ATOM 9492 CA VAL B 227 198.401 144.806 131.635 1.00126.06 C -ATOM 9493 C VAL B 227 196.899 144.855 131.369 1.00126.06 C -ATOM 9494 O VAL B 227 196.129 144.112 131.985 1.00126.06 O -ATOM 9495 CB VAL B 227 199.039 143.545 131.017 1.00126.06 C -ATOM 9496 CG1 VAL B 227 198.601 143.337 129.572 1.00126.06 C -ATOM 9497 CG2 VAL B 227 200.557 143.617 131.102 1.00126.06 C -ATOM 9498 N ASP B 228 196.491 145.742 130.457 1.00127.23 N -ATOM 9499 CA ASP B 228 195.139 145.785 129.914 1.00127.23 C -ATOM 9500 C ASP B 228 195.204 145.594 128.402 1.00127.23 C -ATOM 9501 O ASP B 228 196.061 146.179 127.732 1.00127.23 O -ATOM 9502 CB ASP B 228 194.448 147.115 130.246 1.00127.23 C -ATOM 9503 CG ASP B 228 192.930 147.018 130.212 1.00127.23 C -ATOM 9504 OD1 ASP B 228 192.395 146.040 129.649 1.00127.23 O -ATOM 9505 OD2 ASP B 228 192.266 147.933 130.745 1.00127.23 O1- -ATOM 9506 N LEU B 229 194.295 144.771 127.864 1.00134.74 N -ATOM 9507 CA LEU B 229 194.273 144.480 126.432 1.00134.74 C -ATOM 9508 C LEU B 229 192.846 144.382 125.904 1.00134.74 C -ATOM 9509 O LEU B 229 192.133 143.431 126.236 1.00134.74 O -ATOM 9510 CB LEU B 229 195.003 143.169 126.137 1.00134.74 C -ATOM 9511 CG LEU B 229 196.520 143.084 126.274 1.00134.74 C -ATOM 9512 CD1 LEU B 229 196.911 141.659 126.618 1.00134.74 C -ATOM 9513 CD2 LEU B 229 197.195 143.540 124.993 1.00134.74 C -ATOM 9514 N PRO B 230 192.391 145.321 125.077 1.00132.84 N -ATOM 9515 CA PRO B 230 191.030 145.206 124.495 1.00132.84 C -ATOM 9516 C PRO B 230 190.938 144.189 123.358 1.00132.84 C -ATOM 9517 O PRO B 230 191.022 144.501 122.171 1.00132.84 O -ATOM 9518 CB PRO B 230 190.750 146.630 124.010 1.00132.84 C -ATOM 9519 CG PRO B 230 192.091 147.235 123.786 1.00132.84 C -ATOM 9520 CD PRO B 230 193.030 146.611 124.767 1.00132.84 C -ATOM 9521 N ILE B 231 190.752 142.923 123.725 1.00139.58 N -ATOM 9522 CA ILE B 231 190.773 141.846 122.737 1.00139.58 C -ATOM 9523 C ILE B 231 189.393 141.589 122.127 1.00139.58 C -ATOM 9524 O ILE B 231 189.288 141.371 120.917 1.00139.58 O -ATOM 9525 CB ILE B 231 191.401 140.569 123.353 1.00139.58 C -ATOM 9526 CG1 ILE B 231 190.604 140.032 124.549 1.00139.58 C -ATOM 9527 CG2 ILE B 231 192.842 140.832 123.763 1.00139.58 C -ATOM 9528 CD1 ILE B 231 191.047 138.675 125.025 1.00139.58 C -ATOM 9529 N GLY B 232 188.322 141.640 122.919 1.00139.58 N -ATOM 9530 CA GLY B 232 186.972 141.392 122.425 1.00139.58 C -ATOM 9531 C GLY B 232 186.725 140.007 121.863 1.00139.58 C -ATOM 9532 O GLY B 232 186.035 139.871 120.845 1.00139.58 O -ATOM 9533 N ILE B 233 187.270 138.972 122.500 1.00154.08 N -ATOM 9534 CA ILE B 233 187.183 137.602 122.005 1.00154.08 C -ATOM 9535 C ILE B 233 186.347 136.775 122.972 1.00154.08 C -ATOM 9536 O ILE B 233 186.557 136.830 124.190 1.00154.08 O -ATOM 9537 CB ILE B 233 188.576 136.973 121.819 1.00154.08 C -ATOM 9538 CG1 ILE B 233 189.558 137.982 121.221 1.00154.08 C -ATOM 9539 CG2 ILE B 233 188.490 135.736 120.936 1.00154.08 C -ATOM 9540 CD1 ILE B 233 190.991 137.494 121.206 1.00154.08 C -ATOM 9541 N ASN B 234 185.403 136.010 122.428 1.00164.86 N -ATOM 9542 CA ASN B 234 184.606 135.069 123.212 1.00164.86 C -ATOM 9543 C ASN B 234 185.465 133.852 123.530 1.00164.86 C -ATOM 9544 O ASN B 234 185.592 132.934 122.717 1.00164.86 O -ATOM 9545 CB ASN B 234 183.346 134.672 122.449 1.00164.86 C -ATOM 9546 CG ASN B 234 182.499 133.666 123.204 1.00164.86 C -ATOM 9547 OD1 ASN B 234 182.405 133.710 124.430 1.00164.86 O -ATOM 9548 ND2 ASN B 234 181.874 132.751 122.471 1.00164.86 N -ATOM 9549 N ILE B 235 186.060 133.839 124.720 1.00174.32 N -ATOM 9550 CA ILE B 235 187.007 132.807 125.126 1.00174.32 C -ATOM 9551 C ILE B 235 186.401 132.028 126.285 1.00174.32 C -ATOM 9552 O ILE B 235 186.048 132.611 127.317 1.00174.32 O -ATOM 9553 CB ILE B 235 188.362 133.413 125.518 1.00174.32 C -ATOM 9554 CG1 ILE B 235 188.985 134.130 124.320 1.00174.32 C -ATOM 9555 CG2 ILE B 235 189.294 132.335 126.044 1.00174.32 C -ATOM 9556 CD1 ILE B 235 190.184 134.977 124.671 1.00174.32 C -ATOM 9557 N THR B 236 186.279 130.710 126.114 1.00187.35 N -ATOM 9558 CA THR B 236 185.772 129.832 127.159 1.00187.35 C -ATOM 9559 C THR B 236 186.782 128.784 127.606 1.00187.35 C -ATOM 9560 O THR B 236 186.463 127.979 128.489 1.00187.35 O -ATOM 9561 CB THR B 236 184.491 129.122 126.695 1.00187.35 C -ATOM 9562 OG1 THR B 236 184.773 128.329 125.535 1.00187.35 O -ATOM 9563 CG2 THR B 236 183.400 130.131 126.366 1.00187.35 C -ATOM 9564 N ARG B 237 187.982 128.765 127.030 1.00197.50 N -ATOM 9565 CA ARG B 237 188.958 127.733 127.344 1.00197.50 C -ATOM 9566 C ARG B 237 190.358 128.282 127.109 1.00197.50 C -ATOM 9567 O ARG B 237 190.561 129.198 126.307 1.00197.50 O -ATOM 9568 CB ARG B 237 188.714 126.476 126.499 1.00197.50 C -ATOM 9569 CG ARG B 237 188.873 125.165 127.241 1.00197.50 C -ATOM 9570 CD ARG B 237 188.147 124.041 126.520 1.00197.50 C -ATOM 9571 NE ARG B 237 188.785 123.690 125.256 1.00197.50 N -ATOM 9572 CZ ARG B 237 188.135 123.526 124.112 1.00197.50 C -ATOM 9573 NH1 ARG B 237 186.822 123.673 124.037 1.00197.50 N1+ -ATOM 9574 NH2 ARG B 237 188.818 123.207 123.017 1.00197.50 N -ATOM 9575 N PHE B 238 191.332 127.698 127.806 1.00203.87 N -ATOM 9576 CA PHE B 238 192.713 128.144 127.707 1.00203.87 C -ATOM 9577 C PHE B 238 193.639 126.959 127.940 1.00203.87 C -ATOM 9578 O PHE B 238 193.207 125.861 128.305 1.00203.87 O -ATOM 9579 CB PHE B 238 193.004 129.290 128.689 1.00203.87 C -ATOM 9580 CG PHE B 238 193.377 128.837 130.077 1.00203.87 C -ATOM 9581 CD1 PHE B 238 192.422 128.298 130.926 1.00203.87 C -ATOM 9582 CD2 PHE B 238 194.676 128.984 130.544 1.00203.87 C -ATOM 9583 CE1 PHE B 238 192.759 127.886 132.203 1.00203.87 C -ATOM 9584 CE2 PHE B 238 195.020 128.580 131.823 1.00203.87 C -ATOM 9585 CZ PHE B 238 194.060 128.033 132.654 1.00203.87 C -ATOM 9586 N GLN B 239 194.926 127.194 127.695 1.00222.84 N -ATOM 9587 CA GLN B 239 195.940 126.155 127.808 1.00222.84 C -ATOM 9588 C GLN B 239 197.279 126.864 127.972 1.00222.84 C -ATOM 9589 O GLN B 239 197.446 128.003 127.533 1.00222.84 O -ATOM 9590 CB GLN B 239 195.889 125.224 126.580 1.00222.84 C -ATOM 9591 CG GLN B 239 196.746 123.961 126.621 1.00222.84 C -ATOM 9592 CD GLN B 239 198.165 124.163 126.154 1.00222.84 C -ATOM 9593 OE1 GLN B 239 198.444 125.020 125.319 1.00222.84 O -ATOM 9594 NE2 GLN B 239 199.080 123.369 126.692 1.00222.84 N -ATOM 9595 N THR B 240 198.218 126.210 128.649 1.00231.00 N -ATOM 9596 CA THR B 240 199.499 126.834 128.948 1.00231.00 C -ATOM 9597 C THR B 240 200.634 126.101 128.243 1.00231.00 C -ATOM 9598 O THR B 240 200.544 124.909 127.936 1.00231.00 O -ATOM 9599 CB THR B 240 199.750 126.887 130.464 1.00231.00 C -ATOM 9600 OG1 THR B 240 201.004 127.531 130.728 1.00231.00 O -ATOM 9601 CG2 THR B 240 199.744 125.493 131.072 1.00231.00 C -ATOM 9602 N LEU B 241 201.721 126.831 128.002 1.00236.27 N -ATOM 9603 CA LEU B 241 202.819 126.356 127.177 1.00236.27 C -ATOM 9604 C LEU B 241 204.008 125.971 128.045 1.00236.27 C -ATOM 9605 O LEU B 241 204.250 126.567 129.098 1.00236.27 O -ATOM 9606 CB LEU B 241 203.247 127.426 126.167 1.00236.27 C -ATOM 9607 CG LEU B 241 202.135 128.120 125.378 1.00236.27 C -ATOM 9608 CD1 LEU B 241 202.715 129.207 124.489 1.00236.27 C -ATOM 9609 CD2 LEU B 241 201.334 127.126 124.563 1.00236.27 C -ATOM 9610 N LEU B 242 204.754 124.969 127.587 1.00243.23 N -ATOM 9611 CA LEU B 242 205.917 124.465 128.303 1.00243.23 C -ATOM 9612 C LEU B 242 207.105 124.373 127.358 1.00243.23 C -ATOM 9613 O LEU B 242 206.960 123.956 126.205 1.00243.23 O -ATOM 9614 CB LEU B 242 205.647 123.088 128.919 1.00243.23 C -ATOM 9615 CG LEU B 242 204.889 123.055 130.244 1.00243.23 C -ATOM 9616 CD1 LEU B 242 204.447 121.635 130.561 1.00243.23 C -ATOM 9617 CD2 LEU B 242 205.733 123.631 131.367 1.00243.23 C -ATOM 9618 N ALA B 243 208.278 124.761 127.855 1.00236.95 N -ATOM 9619 CA ALA B 243 209.509 124.625 127.088 1.00236.95 C -ATOM 9620 C ALA B 243 209.897 123.154 126.998 1.00236.95 C -ATOM 9621 O ALA B 243 210.107 122.496 128.022 1.00236.95 O -ATOM 9622 CB ALA B 243 210.628 125.439 127.732 1.00236.95 C -ATOM 9623 N LEU B 244 209.997 122.640 125.775 1.00223.60 N -ATOM 9624 CA LEU B 244 210.219 121.224 125.538 1.00223.60 C -ATOM 9625 C LEU B 244 211.493 121.010 124.734 1.00223.60 C -ATOM 9626 O LEU B 244 211.842 121.812 123.862 1.00223.60 O -ATOM 9627 CB LEU B 244 209.031 120.596 124.797 1.00223.60 C -ATOM 9628 CG LEU B 244 207.757 120.369 125.614 1.00223.60 C -ATOM 9629 CD1 LEU B 244 206.672 119.745 124.752 1.00223.60 C -ATOM 9630 CD2 LEU B 244 208.045 119.504 126.829 1.00223.60 C -ATOM 9631 N HIS B 245 212.186 119.917 125.038 1.00201.88 N -ATOM 9632 CA HIS B 245 213.367 119.520 124.283 1.00201.88 C -ATOM 9633 C HIS B 245 212.960 118.873 122.964 1.00201.88 C -ATOM 9634 O HIS B 245 212.595 117.698 122.926 1.00201.88 O -ATOM 9635 CB HIS B 245 214.234 118.557 125.096 1.00201.88 C -ATOM 9636 CG HIS B 245 215.051 119.224 126.158 1.00201.88 C -ATOM 9637 ND1 HIS B 245 216.077 120.098 125.868 1.00201.88 N -ATOM 9638 CD2 HIS B 245 214.997 119.143 127.509 1.00201.88 C -ATOM 9639 CE1 HIS B 245 216.620 120.525 126.993 1.00201.88 C -ATOM 9640 NE2 HIS B 245 215.982 119.963 128.004 1.00201.88 N -ATOM 9641 N ALA B 263 209.400 121.598 137.854 1.00230.22 N -ATOM 9642 CA ALA B 263 208.510 122.752 137.860 1.00230.22 C -ATOM 9643 C ALA B 263 207.129 122.354 138.364 1.00230.22 C -ATOM 9644 O ALA B 263 206.712 121.209 138.186 1.00230.22 O -ATOM 9645 CB ALA B 263 208.414 123.347 136.468 1.00230.22 C -ATOM 9646 N ALA B 264 206.413 123.286 138.994 1.00221.51 N -ATOM 9647 CA ALA B 264 205.041 122.987 139.384 1.00221.51 C -ATOM 9648 C ALA B 264 204.181 124.227 139.207 1.00221.51 C -ATOM 9649 O ALA B 264 204.656 125.349 139.398 1.00221.51 O -ATOM 9650 CB ALA B 264 204.962 122.481 140.828 1.00221.51 C -ATOM 9651 N TYR B 265 202.917 124.022 138.833 1.00217.35 N -ATOM 9652 CA TYR B 265 201.999 125.139 138.669 1.00217.35 C -ATOM 9653 C TYR B 265 200.634 124.789 139.247 1.00217.35 C -ATOM 9654 O TYR B 265 200.300 123.621 139.469 1.00217.35 O -ATOM 9655 CB TYR B 265 201.883 125.583 137.199 1.00217.35 C -ATOM 9656 CG TYR B 265 201.314 124.569 136.229 1.00217.35 C -ATOM 9657 CD1 TYR B 265 202.129 123.607 135.641 1.00217.35 C -ATOM 9658 CD2 TYR B 265 199.971 124.600 135.870 1.00217.35 C -ATOM 9659 CE1 TYR B 265 201.616 122.690 134.740 1.00217.35 C -ATOM 9660 CE2 TYR B 265 199.448 123.688 134.971 1.00217.35 C -ATOM 9661 CZ TYR B 265 200.276 122.738 134.407 1.00217.35 C -ATOM 9662 OH TYR B 265 199.760 121.827 133.515 1.00217.35 O -ATOM 9663 N TYR B 266 199.863 125.840 139.518 1.00198.29 N -ATOM 9664 CA TYR B 266 198.575 125.758 140.191 1.00198.29 C -ATOM 9665 C TYR B 266 197.574 126.620 139.442 1.00198.29 C -ATOM 9666 O TYR B 266 197.882 127.762 139.083 1.00198.29 O -ATOM 9667 CB TYR B 266 198.667 126.233 141.645 1.00198.29 C -ATOM 9668 CG TYR B 266 199.877 125.733 142.396 1.00198.29 C -ATOM 9669 CD1 TYR B 266 199.867 124.489 143.005 1.00198.29 C -ATOM 9670 CD2 TYR B 266 201.023 126.514 142.509 1.00198.29 C -ATOM 9671 CE1 TYR B 266 200.965 124.029 143.696 1.00198.29 C -ATOM 9672 CE2 TYR B 266 202.130 126.060 143.200 1.00198.29 C -ATOM 9673 CZ TYR B 266 202.092 124.816 143.791 1.00198.29 C -ATOM 9674 OH TYR B 266 203.186 124.353 144.483 1.00198.29 O -ATOM 9675 N VAL B 267 196.377 126.080 139.233 1.00184.53 N -ATOM 9676 CA VAL B 267 195.296 126.772 138.544 1.00184.53 C -ATOM 9677 C VAL B 267 194.136 126.920 139.518 1.00184.53 C -ATOM 9678 O VAL B 267 193.666 125.926 140.088 1.00184.53 O -ATOM 9679 CB VAL B 267 194.858 126.022 137.275 1.00184.53 C -ATOM 9680 CG1 VAL B 267 193.582 126.622 136.702 1.00184.53 C -ATOM 9681 CG2 VAL B 267 195.972 126.039 136.240 1.00184.53 C -ATOM 9682 N GLY B 268 193.686 128.152 139.718 1.00166.25 N -ATOM 9683 CA GLY B 268 192.501 128.411 140.510 1.00166.25 C -ATOM 9684 C GLY B 268 191.517 129.251 139.724 1.00166.25 C -ATOM 9685 O GLY B 268 191.892 130.018 138.840 1.00166.25 O -ATOM 9686 N TYR B 269 190.242 129.094 140.059 1.00159.47 N -ATOM 9687 CA TYR B 269 189.164 129.747 139.330 1.00159.47 C -ATOM 9688 C TYR B 269 188.519 130.813 140.204 1.00159.47 C -ATOM 9689 O TYR B 269 188.139 130.540 141.347 1.00159.47 O -ATOM 9690 CB TYR B 269 188.129 128.721 138.868 1.00159.47 C -ATOM 9691 CG TYR B 269 188.680 127.773 137.831 1.00159.47 C -ATOM 9692 CD1 TYR B 269 189.402 128.252 136.743 1.00159.47 C -ATOM 9693 CD2 TYR B 269 188.491 126.401 137.943 1.00159.47 C -ATOM 9694 CE1 TYR B 269 189.916 127.391 135.793 1.00159.47 C -ATOM 9695 CE2 TYR B 269 189.001 125.529 136.995 1.00159.47 C -ATOM 9696 CZ TYR B 269 189.712 126.031 135.923 1.00159.47 C -ATOM 9697 OH TYR B 269 190.221 125.172 134.977 1.00159.47 O -ATOM 9698 N LEU B 270 188.403 132.022 139.662 1.00130.13 N -ATOM 9699 CA LEU B 270 187.853 133.140 140.413 1.00130.13 C -ATOM 9700 C LEU B 270 186.342 133.013 140.564 1.00130.13 C -ATOM 9701 O LEU B 270 185.662 132.372 139.759 1.00130.13 O -ATOM 9702 CB LEU B 270 188.183 134.465 139.727 1.00130.13 C -ATOM 9703 CG LEU B 270 189.644 134.768 139.403 1.00130.13 C -ATOM 9704 CD1 LEU B 270 189.748 136.125 138.731 1.00130.13 C -ATOM 9705 CD2 LEU B 270 190.496 134.722 140.660 1.00130.13 C -ATOM 9706 N GLN B 271 185.823 133.638 141.615 1.00111.29 N -ATOM 9707 CA GLN B 271 184.396 133.753 141.859 1.00111.29 C -ATOM 9708 C GLN B 271 184.069 135.194 142.219 1.00111.29 C -ATOM 9709 O GLN B 271 184.920 135.906 142.759 1.00111.29 O -ATOM 9710 CB GLN B 271 183.947 132.818 142.993 1.00111.29 C -ATOM 9711 CG GLN B 271 183.976 131.343 142.631 1.00111.29 C -ATOM 9712 CD GLN B 271 183.573 130.451 143.787 1.00111.29 C -ATOM 9713 OE1 GLN B 271 183.277 130.930 144.882 1.00111.29 O -ATOM 9714 NE2 GLN B 271 183.560 129.145 143.550 1.00111.29 N -ATOM 9715 N PRO B 272 182.853 135.663 141.910 1.00103.64 N -ATOM 9716 CA PRO B 272 182.465 137.011 142.351 1.00103.64 C -ATOM 9717 C PRO B 272 182.231 137.066 143.853 1.00103.64 C -ATOM 9718 O PRO B 272 181.227 136.552 144.354 1.00103.64 O -ATOM 9719 CB PRO B 272 181.178 137.287 141.562 1.00103.64 C -ATOM 9720 CG PRO B 272 180.665 135.944 141.166 1.00103.64 C -ATOM 9721 CD PRO B 272 181.866 135.072 140.989 1.00103.64 C -ATOM 9722 N ARG B 273 183.156 137.688 144.581 1.00 95.17 N -ATOM 9723 CA ARG B 273 183.128 137.694 146.034 1.00 95.17 C -ATOM 9724 C ARG B 273 183.175 139.120 146.559 1.00 95.17 C -ATOM 9725 O ARG B 273 183.675 140.037 145.895 1.00 95.17 O -ATOM 9726 CB ARG B 273 184.301 136.897 146.620 1.00 95.17 C -ATOM 9727 CG ARG B 273 184.151 135.390 146.520 1.00 95.17 C -ATOM 9728 CD ARG B 273 183.047 134.882 147.430 1.00 95.17 C -ATOM 9729 NE ARG B 273 182.868 133.441 147.312 1.00 95.17 N -ATOM 9730 CZ ARG B 273 183.415 132.551 148.128 1.00 95.17 C -ATOM 9731 NH1 ARG B 273 184.193 132.920 149.131 1.00 95.17 N1+ -ATOM 9732 NH2 ARG B 273 183.179 131.257 147.930 1.00 95.17 N -ATOM 9733 N THR B 274 182.644 139.291 147.767 1.00 80.19 N -ATOM 9734 CA THR B 274 182.732 140.542 148.506 1.00 80.19 C -ATOM 9735 C THR B 274 183.888 140.433 149.492 1.00 80.19 C -ATOM 9736 O THR B 274 183.914 139.524 150.328 1.00 80.19 O -ATOM 9737 CB THR B 274 181.424 140.841 149.237 1.00 80.19 C -ATOM 9738 OG1 THR B 274 180.331 140.769 148.313 1.00 80.19 O -ATOM 9739 CG2 THR B 274 181.466 142.227 149.860 1.00 80.19 C -ATOM 9740 N PHE B 275 184.835 141.358 149.391 1.00 81.97 N -ATOM 9741 CA PHE B 275 186.053 141.336 150.185 1.00 81.97 C -ATOM 9742 C PHE B 275 186.181 142.621 150.988 1.00 81.97 C -ATOM 9743 O PHE B 275 185.879 143.710 150.490 1.00 81.97 O -ATOM 9744 CB PHE B 275 187.290 141.170 149.295 1.00 81.97 C -ATOM 9745 CG PHE B 275 187.750 139.749 149.146 1.00 81.97 C -ATOM 9746 CD1 PHE B 275 186.852 138.742 148.828 1.00 81.97 C -ATOM 9747 CD2 PHE B 275 189.087 139.422 149.320 1.00 81.97 C -ATOM 9748 CE1 PHE B 275 187.279 137.432 148.688 1.00 81.97 C -ATOM 9749 CE2 PHE B 275 189.520 138.116 149.181 1.00 81.97 C -ATOM 9750 CZ PHE B 275 188.614 137.120 148.865 1.00 81.97 C -ATOM 9751 N LEU B 276 186.640 142.489 152.227 1.00 81.36 N -ATOM 9752 CA LEU B 276 187.014 143.632 153.049 1.00 81.36 C -ATOM 9753 C LEU B 276 188.532 143.744 153.040 1.00 81.36 C -ATOM 9754 O LEU B 276 189.223 142.833 153.504 1.00 81.36 O -ATOM 9755 CB LEU B 276 186.491 143.480 154.477 1.00 81.36 C -ATOM 9756 CG LEU B 276 186.722 144.670 155.410 1.00 81.36 C -ATOM 9757 CD1 LEU B 276 185.620 145.702 155.250 1.00 81.36 C -ATOM 9758 CD2 LEU B 276 186.827 144.208 156.854 1.00 81.36 C -ATOM 9759 N LEU B 277 189.046 144.851 152.513 1.00 93.64 N -ATOM 9760 CA LEU B 277 190.477 145.058 152.352 1.00 93.64 C -ATOM 9761 C LEU B 277 190.955 146.142 153.307 1.00 93.64 C -ATOM 9762 O LEU B 277 190.315 147.191 153.442 1.00 93.64 O -ATOM 9763 CB LEU B 277 190.813 145.454 150.911 1.00 93.64 C -ATOM 9764 CG LEU B 277 190.271 144.552 149.800 1.00 93.64 C -ATOM 9765 CD1 LEU B 277 190.429 145.222 148.445 1.00 93.64 C -ATOM 9766 CD2 LEU B 277 190.970 143.205 149.815 1.00 93.64 C -ATOM 9767 N LYS B 278 192.082 145.886 153.966 1.00104.74 N -ATOM 9768 CA LYS B 278 192.688 146.846 154.878 1.00104.74 C -ATOM 9769 C LYS B 278 193.815 147.580 154.166 1.00104.74 C -ATOM 9770 O LYS B 278 194.726 146.949 153.620 1.00104.74 O -ATOM 9771 CB LYS B 278 193.219 146.145 156.129 1.00104.74 C -ATOM 9772 CG LYS B 278 194.036 147.042 157.043 1.00104.74 C -ATOM 9773 CD LYS B 278 194.387 146.334 158.338 1.00104.74 C -ATOM 9774 CE LYS B 278 195.127 147.260 159.287 1.00104.74 C -ATOM 9775 NZ LYS B 278 195.601 146.542 160.502 1.00104.74 N1+ -ATOM 9776 N TYR B 279 193.754 148.909 154.177 1.00119.12 N -ATOM 9777 CA TYR B 279 194.771 149.759 153.575 1.00119.12 C -ATOM 9778 C TYR B 279 195.535 150.448 154.696 1.00119.12 C -ATOM 9779 O TYR B 279 194.931 151.121 155.539 1.00119.12 O -ATOM 9780 CB TYR B 279 194.139 150.792 152.642 1.00119.12 C -ATOM 9781 CG TYR B 279 193.569 150.221 151.361 1.00119.12 C -ATOM 9782 CD1 TYR B 279 192.288 149.681 151.327 1.00119.12 C -ATOM 9783 CD2 TYR B 279 194.309 150.231 150.184 1.00119.12 C -ATOM 9784 CE1 TYR B 279 191.761 149.162 150.158 1.00119.12 C -ATOM 9785 CE2 TYR B 279 193.790 149.714 149.009 1.00119.12 C -ATOM 9786 CZ TYR B 279 192.517 149.182 149.003 1.00119.12 C -ATOM 9787 OH TYR B 279 191.996 148.667 147.839 1.00119.12 O -ATOM 9788 N ASN B 280 196.856 150.286 154.697 1.00142.98 N -ATOM 9789 CA ASN B 280 197.711 150.823 155.748 1.00142.98 C -ATOM 9790 C ASN B 280 198.040 152.288 155.460 1.00142.98 C -ATOM 9791 O ASN B 280 197.420 152.938 154.615 1.00142.98 O -ATOM 9792 CB ASN B 280 198.967 149.966 155.895 1.00142.98 C -ATOM 9793 CG ASN B 280 199.901 150.075 154.699 1.00142.98 C -ATOM 9794 OD1 ASN B 280 199.474 150.357 153.580 1.00142.98 O -ATOM 9795 ND2 ASN B 280 201.187 149.849 154.935 1.00142.98 N -ATOM 9796 N GLU B 281 199.034 152.825 156.172 1.00158.30 N -ATOM 9797 CA GLU B 281 199.474 154.197 155.949 1.00158.30 C -ATOM 9798 C GLU B 281 200.183 154.382 154.610 1.00158.30 C -ATOM 9799 O GLU B 281 200.277 155.516 154.128 1.00158.30 O -ATOM 9800 CB GLU B 281 200.393 154.640 157.092 1.00158.30 C -ATOM 9801 CG GLU B 281 201.738 153.918 157.151 1.00158.30 C -ATOM 9802 CD GLU B 281 201.715 152.664 158.014 1.00158.30 C -ATOM 9803 OE1 GLU B 281 200.652 152.016 158.121 1.00158.30 O -ATOM 9804 OE2 GLU B 281 202.772 152.323 158.586 1.00158.30 O1- -ATOM 9805 N ASN B 282 200.681 153.306 154.001 1.00165.93 N -ATOM 9806 CA ASN B 282 201.386 153.381 152.730 1.00165.93 C -ATOM 9807 C ASN B 282 200.550 152.879 151.558 1.00165.93 C -ATOM 9808 O ASN B 282 201.084 152.714 150.457 1.00165.93 O -ATOM 9809 CB ASN B 282 202.698 152.598 152.809 1.00165.93 C -ATOM 9810 CG ASN B 282 203.693 153.226 153.765 1.00165.93 C -ATOM 9811 OD1 ASN B 282 203.507 154.355 154.219 1.00165.93 O -ATOM 9812 ND2 ASN B 282 204.757 152.496 154.076 1.00165.93 N -ATOM 9813 N GLY B 283 199.258 152.634 151.765 1.00139.95 N -ATOM 9814 CA GLY B 283 198.407 152.182 150.683 1.00139.95 C -ATOM 9815 C GLY B 283 198.591 150.736 150.283 1.00139.95 C -ATOM 9816 O GLY B 283 198.202 150.356 149.177 1.00139.95 O -ATOM 9817 N THR B 284 199.173 149.916 151.153 1.00131.13 N -ATOM 9818 CA THR B 284 199.403 148.508 150.863 1.00131.13 C -ATOM 9819 C THR B 284 198.263 147.681 151.445 1.00131.13 C -ATOM 9820 O THR B 284 197.870 147.881 152.599 1.00131.13 O -ATOM 9821 CB THR B 284 200.745 148.056 151.445 1.00131.13 C -ATOM 9822 OG1 THR B 284 201.788 148.907 150.955 1.00131.13 O -ATOM 9823 CG2 THR B 284 201.057 146.618 151.051 1.00131.13 C -ATOM 9824 N ILE B 285 197.726 146.762 150.641 1.00117.35 N -ATOM 9825 CA ILE B 285 196.685 145.854 151.105 1.00117.35 C -ATOM 9826 C ILE B 285 197.325 144.848 152.051 1.00117.35 C -ATOM 9827 O ILE B 285 198.019 143.922 151.617 1.00117.35 O -ATOM 9828 CB ILE B 285 195.983 145.150 149.930 1.00117.35 C -ATOM 9829 CG1 ILE B 285 195.395 146.182 148.967 1.00117.35 C -ATOM 9830 CG2 ILE B 285 194.892 144.222 150.438 1.00117.35 C -ATOM 9831 CD1 ILE B 285 194.866 145.584 147.683 1.00117.35 C -ATOM 9832 N THR B 286 197.103 145.032 153.352 1.00117.68 N -ATOM 9833 CA THR B 286 197.784 144.233 154.362 1.00117.68 C -ATOM 9834 C THR B 286 196.966 143.042 154.835 1.00117.68 C -ATOM 9835 O THR B 286 197.546 142.054 155.300 1.00117.68 O -ATOM 9836 CB THR B 286 198.147 145.105 155.566 1.00117.68 C -ATOM 9837 OG1 THR B 286 196.999 145.858 155.974 1.00117.68 O -ATOM 9838 CG2 THR B 286 199.270 146.064 155.207 1.00117.68 C -ATOM 9839 N ASP B 287 195.640 143.109 154.737 1.00104.80 N -ATOM 9840 CA ASP B 287 194.800 142.000 155.163 1.00104.80 C -ATOM 9841 C ASP B 287 193.479 142.057 154.410 1.00104.80 C -ATOM 9842 O ASP B 287 193.044 143.125 153.966 1.00104.80 O -ATOM 9843 CB ASP B 287 194.557 142.029 156.677 1.00104.80 C -ATOM 9844 CG ASP B 287 194.179 140.669 157.233 1.00104.80 C -ATOM 9845 OD1 ASP B 287 194.076 139.707 156.443 1.00104.80 O -ATOM 9846 OD2 ASP B 287 193.988 140.561 158.463 1.00104.80 O1- -ATOM 9847 N ALA B 288 192.847 140.892 154.275 1.00 93.06 N -ATOM 9848 CA ALA B 288 191.570 140.778 153.591 1.00 93.06 C -ATOM 9849 C ALA B 288 190.668 139.817 154.348 1.00 93.06 C -ATOM 9850 O ALA B 288 191.135 138.898 155.025 1.00 93.06 O -ATOM 9851 CB ALA B 288 191.740 140.301 152.143 1.00 93.06 C -ATOM 9852 N VAL B 289 189.364 140.047 154.224 1.00 83.29 N -ATOM 9853 CA VAL B 289 188.340 139.218 154.848 1.00 83.29 C -ATOM 9854 C VAL B 289 187.342 138.824 153.767 1.00 83.29 C -ATOM 9855 O VAL B 289 186.792 139.694 153.080 1.00 83.29 O -ATOM 9856 CB VAL B 289 187.636 139.947 156.008 1.00 83.29 C -ATOM 9857 CG1 VAL B 289 186.306 139.287 156.353 1.00 83.29 C -ATOM 9858 CG2 VAL B 289 188.534 139.981 157.231 1.00 83.29 C -ATOM 9859 N ASP B 290 187.127 137.519 153.606 1.00 82.72 N -ATOM 9860 CA ASP B 290 186.127 136.991 152.684 1.00 82.72 C -ATOM 9861 C ASP B 290 184.785 136.974 153.406 1.00 82.72 C -ATOM 9862 O ASP B 290 184.591 136.201 154.349 1.00 82.72 O -ATOM 9863 CB ASP B 290 186.519 135.595 152.208 1.00 82.72 C -ATOM 9864 CG ASP B 290 185.735 135.147 150.990 1.00 82.72 C -ATOM 9865 OD1 ASP B 290 184.964 135.960 150.438 1.00 82.72 O -ATOM 9866 OD2 ASP B 290 185.889 133.976 150.584 1.00 82.72 O1- -ATOM 9867 N CYS B 291 183.851 137.812 152.952 1.00 83.60 N -ATOM 9868 CA CYS B 291 182.615 138.044 153.691 1.00 83.60 C -ATOM 9869 C CYS B 291 181.608 136.905 153.574 1.00 83.60 C -ATOM 9870 O CYS B 291 180.587 136.941 154.268 1.00 83.60 O -ATOM 9871 CB CYS B 291 181.969 139.350 153.224 1.00 83.60 C -ATOM 9872 SG CYS B 291 183.035 140.805 153.377 1.00 83.60 S -ATOM 9873 N ALA B 292 181.855 135.903 152.728 1.00 80.16 N -ATOM 9874 CA ALA B 292 180.914 134.803 152.542 1.00 80.16 C -ATOM 9875 C ALA B 292 181.532 133.443 152.854 1.00 80.16 C -ATOM 9876 O ALA B 292 181.013 132.416 152.406 1.00 80.16 O -ATOM 9877 CB ALA B 292 180.357 134.814 151.117 1.00 80.16 C -ATOM 9878 N LEU B 293 182.627 133.410 153.613 1.00 77.16 N -ATOM 9879 CA LEU B 293 183.274 132.139 153.929 1.00 77.16 C -ATOM 9880 C LEU B 293 182.601 131.445 155.109 1.00 77.16 C -ATOM 9881 O LEU B 293 182.056 130.345 154.971 1.00 77.16 O -ATOM 9882 CB LEU B 293 184.759 132.369 154.219 1.00 77.16 C -ATOM 9883 CG LEU B 293 185.601 131.121 154.486 1.00 77.16 C -ATOM 9884 CD1 LEU B 293 185.584 130.196 153.282 1.00 77.16 C -ATOM 9885 CD2 LEU B 293 187.025 131.507 154.852 1.00 77.16 C -ATOM 9886 N ASP B 294 182.629 132.077 156.273 1.00 80.83 N -ATOM 9887 CA ASP B 294 182.099 131.532 157.512 1.00 80.83 C -ATOM 9888 C ASP B 294 181.422 132.656 158.284 1.00 80.83 C -ATOM 9889 O ASP B 294 181.651 133.836 157.988 1.00 80.83 O -ATOM 9890 CB ASP B 294 183.211 130.857 158.336 1.00 80.83 C -ATOM 9891 CG ASP B 294 184.459 131.697 158.433 1.00 80.83 C -ATOM 9892 OD1 ASP B 294 184.556 132.691 157.693 1.00 80.83 O -ATOM 9893 OD2 ASP B 294 185.342 131.363 159.250 1.00 80.83 O1- -ATOM 9894 N PRO B 295 180.526 132.322 159.233 1.00 79.99 N -ATOM 9895 CA PRO B 295 179.824 133.373 159.998 1.00 79.99 C -ATOM 9896 C PRO B 295 180.716 134.328 160.777 1.00 79.99 C -ATOM 9897 O PRO B 295 180.315 135.480 160.978 1.00 79.99 O -ATOM 9898 CB PRO B 295 178.935 132.566 160.950 1.00 79.99 C -ATOM 9899 CG PRO B 295 178.638 131.332 160.221 1.00 79.99 C -ATOM 9900 CD PRO B 295 179.791 131.042 159.302 1.00 79.99 C -ATOM 9901 N LEU B 296 181.904 133.899 161.215 1.00 72.97 N -ATOM 9902 CA LEU B 296 182.815 134.819 161.894 1.00 72.97 C -ATOM 9903 C LEU B 296 183.306 135.913 160.953 1.00 72.97 C -ATOM 9904 O LEU B 296 183.311 137.098 161.313 1.00 72.97 O -ATOM 9905 CB LEU B 296 183.998 134.053 162.481 1.00 72.97 C -ATOM 9906 CG LEU B 296 185.045 134.914 163.188 1.00 72.97 C -ATOM 9907 CD1 LEU B 296 184.423 135.651 164.363 1.00 72.97 C -ATOM 9908 CD2 LEU B 296 186.218 134.067 163.643 1.00 72.97 C -ATOM 9909 N SER B 297 183.687 135.543 159.728 1.00 73.91 N -ATOM 9910 CA SER B 297 184.106 136.551 158.763 1.00 73.91 C -ATOM 9911 C SER B 297 182.925 137.361 158.247 1.00 73.91 C -ATOM 9912 O SER B 297 183.096 138.532 157.894 1.00 73.91 O -ATOM 9913 CB SER B 297 184.857 135.902 157.606 1.00 73.91 C -ATOM 9914 OG SER B 297 186.027 135.248 158.065 1.00 73.91 O -ATOM 9915 N GLU B 298 181.723 136.771 158.208 1.00 72.03 N -ATOM 9916 CA GLU B 298 180.540 137.561 157.868 1.00 72.03 C -ATOM 9917 C GLU B 298 180.238 138.605 158.939 1.00 72.03 C -ATOM 9918 O GLU B 298 179.835 139.727 158.619 1.00 72.03 O -ATOM 9919 CB GLU B 298 179.319 136.667 157.665 1.00 72.03 C -ATOM 9920 CG GLU B 298 178.248 137.336 156.811 1.00 72.03 C -ATOM 9921 CD GLU B 298 176.993 136.505 156.677 1.00 72.03 C -ATOM 9922 OE1 GLU B 298 176.565 135.925 157.696 1.00 72.03 O -ATOM 9923 OE2 GLU B 298 176.428 136.444 155.564 1.00 72.03 O1- -ATOM 9924 N THR B 299 180.419 138.248 160.213 1.00 66.91 N -ATOM 9925 CA THR B 299 180.239 139.210 161.297 1.00 66.91 C -ATOM 9926 C THR B 299 181.318 140.286 161.257 1.00 66.91 C -ATOM 9927 O THR B 299 181.046 141.459 161.543 1.00 66.91 O -ATOM 9928 CB THR B 299 180.239 138.476 162.638 1.00 66.91 C -ATOM 9929 OG1 THR B 299 179.295 137.403 162.581 1.00 66.91 O -ATOM 9930 CG2 THR B 299 179.837 139.406 163.773 1.00 66.91 C -ATOM 9931 N LYS B 300 182.546 139.901 160.890 1.00 68.16 N -ATOM 9932 CA LYS B 300 183.617 140.876 160.687 1.00 68.16 C -ATOM 9933 C LYS B 300 183.288 141.834 159.546 1.00 68.16 C -ATOM 9934 O LYS B 300 183.587 143.032 159.623 1.00 68.16 O -ATOM 9935 CB LYS B 300 184.930 140.149 160.401 1.00 68.16 C -ATOM 9936 CG LYS B 300 185.606 139.563 161.624 1.00 68.16 C -ATOM 9937 CD LYS B 300 186.915 138.892 161.250 1.00 68.16 C -ATOM 9938 CE LYS B 300 187.528 138.176 162.439 1.00 68.16 C -ATOM 9939 NZ LYS B 300 188.879 137.639 162.125 1.00 68.16 N1+ -ATOM 9940 N CYS B 301 182.672 141.320 158.479 1.00 71.97 N -ATOM 9941 CA CYS B 301 182.282 142.158 157.350 1.00 71.97 C -ATOM 9942 C CYS B 301 181.108 143.067 157.697 1.00 71.97 C -ATOM 9943 O CYS B 301 181.044 144.203 157.215 1.00 71.97 O -ATOM 9944 CB CYS B 301 181.933 141.273 156.153 1.00 71.97 C -ATOM 9945 SG CYS B 301 181.984 142.091 154.548 1.00 71.97 S -ATOM 9946 N THR B 302 180.171 142.579 158.513 1.00 72.46 N -ATOM 9947 CA THR B 302 179.019 143.387 158.905 1.00 72.46 C -ATOM 9948 C THR B 302 179.422 144.495 159.871 1.00 72.46 C -ATOM 9949 O THR B 302 178.964 145.636 159.743 1.00 72.46 O -ATOM 9950 CB THR B 302 177.944 142.494 159.527 1.00 72.46 C -ATOM 9951 OG1 THR B 302 177.673 141.393 158.651 1.00 72.46 O -ATOM 9952 CG2 THR B 302 176.658 143.273 159.752 1.00 72.46 C -ATOM 9953 N LEU B 303 180.293 144.184 160.834 1.00 69.96 N -ATOM 9954 CA LEU B 303 180.783 145.198 161.760 1.00 69.96 C -ATOM 9955 C LEU B 303 181.794 146.143 161.127 1.00 69.96 C -ATOM 9956 O LEU B 303 182.099 147.174 161.740 1.00 69.96 O -ATOM 9957 CB LEU B 303 181.416 144.538 162.987 1.00 69.96 C -ATOM 9958 CG LEU B 303 180.539 143.704 163.923 1.00 69.96 C -ATOM 9959 CD1 LEU B 303 181.242 143.510 165.255 1.00 69.96 C -ATOM 9960 CD2 LEU B 303 179.173 144.340 164.121 1.00 69.96 C -ATOM 9961 N LYS B 304 182.306 145.811 159.930 1.00 72.18 N -ATOM 9962 CA LYS B 304 183.365 146.553 159.232 1.00 72.18 C -ATOM 9963 C LYS B 304 184.610 146.708 160.103 1.00 72.18 C -ATOM 9964 O LYS B 304 185.242 147.765 160.136 1.00 72.18 O -ATOM 9965 CB LYS B 304 182.872 147.916 158.731 1.00 72.18 C -ATOM 9966 CG LYS B 304 181.827 147.842 157.629 1.00 72.18 C -ATOM 9967 CD LYS B 304 182.465 147.532 156.285 1.00 72.18 C -ATOM 9968 CE LYS B 304 181.454 147.630 155.155 1.00 72.18 C -ATOM 9969 NZ LYS B 304 180.460 146.522 155.195 1.00 72.18 N1+ -ATOM 9970 N SER B 305 184.960 145.643 160.821 1.00 72.26 N -ATOM 9971 CA SER B 305 186.123 145.650 161.693 1.00 72.26 C -ATOM 9972 C SER B 305 186.708 144.247 161.746 1.00 72.26 C -ATOM 9973 O SER B 305 185.998 143.255 161.561 1.00 72.26 O -ATOM 9974 CB SER B 305 185.770 146.135 163.103 1.00 72.26 C -ATOM 9975 OG SER B 305 186.873 145.995 163.981 1.00 72.26 O -ATOM 9976 N PHE B 306 188.013 144.176 162.004 1.00 84.64 N -ATOM 9977 CA PHE B 306 188.717 142.901 162.033 1.00 84.64 C -ATOM 9978 C PHE B 306 188.633 142.199 163.382 1.00 84.64 C -ATOM 9979 O PHE B 306 188.986 141.018 163.467 1.00 84.64 O -ATOM 9980 CB PHE B 306 190.187 143.102 161.655 1.00 84.64 C -ATOM 9981 CG PHE B 306 190.426 143.211 160.174 1.00 84.64 C -ATOM 9982 CD1 PHE B 306 190.087 144.365 159.482 1.00 84.64 C -ATOM 9983 CD2 PHE B 306 190.991 142.156 159.475 1.00 84.64 C -ATOM 9984 CE1 PHE B 306 190.307 144.463 158.120 1.00 84.64 C -ATOM 9985 CE2 PHE B 306 191.213 142.249 158.113 1.00 84.64 C -ATOM 9986 CZ PHE B 306 190.871 143.403 157.436 1.00 84.64 C -ATOM 9987 N THR B 307 188.179 142.884 164.429 1.00 83.36 N -ATOM 9988 CA THR B 307 188.090 142.317 165.769 1.00 83.36 C -ATOM 9989 C THR B 307 186.646 142.408 166.240 1.00 83.36 C -ATOM 9990 O THR B 307 186.067 143.499 166.266 1.00 83.36 O -ATOM 9991 CB THR B 307 189.025 143.046 166.737 1.00 83.36 C -ATOM 9992 OG1 THR B 307 190.386 142.804 166.359 1.00 83.36 O -ATOM 9993 CG2 THR B 307 188.811 142.559 168.162 1.00 83.36 C -ATOM 9994 N VAL B 308 186.071 141.267 166.610 1.00 75.27 N -ATOM 9995 CA VAL B 308 184.675 141.174 167.021 1.00 75.27 C -ATOM 9996 C VAL B 308 184.639 140.946 168.525 1.00 75.27 C -ATOM 9997 O VAL B 308 185.232 139.984 169.029 1.00 75.27 O -ATOM 9998 CB VAL B 308 183.942 140.051 166.269 1.00 75.27 C -ATOM 9999 CG1 VAL B 308 182.585 139.775 166.894 1.00 75.27 C -ATOM 10000 CG2 VAL B 308 183.788 140.413 164.804 1.00 75.27 C -ATOM 10001 N GLU B 309 183.948 141.830 169.242 1.00 73.59 N -ATOM 10002 CA GLU B 309 183.810 141.698 170.683 1.00 73.59 C -ATOM 10003 C GLU B 309 182.769 140.635 171.034 1.00 73.59 C -ATOM 10004 O GLU B 309 182.075 140.090 170.173 1.00 73.59 O -ATOM 10005 CB GLU B 309 183.434 143.038 171.313 1.00 73.59 C -ATOM 10006 CG GLU B 309 184.514 144.101 171.212 1.00 73.59 C -ATOM 10007 CD GLU B 309 184.274 145.080 170.082 1.00 73.59 C -ATOM 10008 OE1 GLU B 309 183.633 144.694 169.082 1.00 73.59 O -ATOM 10009 OE2 GLU B 309 184.730 146.238 170.194 1.00 73.59 O1- -ATOM 10010 N LYS B 310 182.674 140.342 172.328 1.00 67.28 N -ATOM 10011 CA LYS B 310 181.766 139.312 172.814 1.00 67.28 C -ATOM 10012 C LYS B 310 180.320 139.788 172.744 1.00 67.28 C -ATOM 10013 O LYS B 310 180.005 140.906 173.161 1.00 67.28 O -ATOM 10014 CB LYS B 310 182.125 138.941 174.251 1.00 67.28 C -ATOM 10015 CG LYS B 310 181.241 137.876 174.858 1.00 67.28 C -ATOM 10016 CD LYS B 310 181.712 137.514 176.245 1.00 67.28 C -ATOM 10017 CE LYS B 310 181.115 136.199 176.686 1.00 67.28 C -ATOM 10018 NZ LYS B 310 181.821 135.663 177.880 1.00 67.28 N1+ -ATOM 10019 N GLY B 311 179.443 138.945 172.218 1.00 61.87 N -ATOM 10020 CA GLY B 311 178.031 139.262 172.199 1.00 61.87 C -ATOM 10021 C GLY B 311 177.324 138.542 171.067 1.00 61.87 C -ATOM 10022 O GLY B 311 177.882 137.656 170.420 1.00 61.87 O -ATOM 10023 N ILE B 312 176.078 138.956 170.842 1.00 53.85 N -ATOM 10024 CA ILE B 312 175.243 138.430 169.769 1.00 53.85 C -ATOM 10025 C ILE B 312 175.138 139.496 168.680 1.00 53.85 C -ATOM 10026 O ILE B 312 174.998 140.692 168.973 1.00 53.85 O -ATOM 10027 CB ILE B 312 173.864 137.968 170.291 1.00 53.85 C -ATOM 10028 CG1 ILE B 312 173.096 137.188 169.216 1.00 53.85 C -ATOM 10029 CG2 ILE B 312 173.024 139.112 170.905 1.00 53.85 C -ATOM 10030 CD1 ILE B 312 171.886 136.438 169.756 1.00 53.85 C -ATOM 10031 N TYR B 313 175.322 139.077 167.431 1.00 55.73 N -ATOM 10032 CA TYR B 313 175.295 139.979 166.288 1.00 55.73 C -ATOM 10033 C TYR B 313 174.428 139.396 165.183 1.00 55.73 C -ATOM 10034 O TYR B 313 174.520 138.206 164.873 1.00 55.73 O -ATOM 10035 CB TYR B 313 176.711 140.248 165.757 1.00 55.73 C -ATOM 10036 CG TYR B 313 177.660 140.829 166.783 1.00 55.73 C -ATOM 10037 CD1 TYR B 313 177.755 142.204 166.966 1.00 55.73 C -ATOM 10038 CD2 TYR B 313 178.465 140.006 167.563 1.00 55.73 C -ATOM 10039 CE1 TYR B 313 178.622 142.744 167.900 1.00 55.73 C -ATOM 10040 CE2 TYR B 313 179.334 140.538 168.501 1.00 55.73 C -ATOM 10041 CZ TYR B 313 179.408 141.906 168.663 1.00 55.73 C -ATOM 10042 OH TYR B 313 180.271 142.442 169.592 1.00 55.73 O -ATOM 10043 N GLN B 314 173.600 140.247 164.583 1.00 60.71 N -ATOM 10044 CA GLN B 314 172.724 139.862 163.485 1.00 60.71 C -ATOM 10045 C GLN B 314 173.393 140.219 162.164 1.00 60.71 C -ATOM 10046 O GLN B 314 173.851 141.352 161.983 1.00 60.71 O -ATOM 10047 CB GLN B 314 171.369 140.560 163.610 1.00 60.71 C -ATOM 10048 CG GLN B 314 170.457 140.398 162.412 1.00 60.71 C -ATOM 10049 CD GLN B 314 169.168 141.176 162.568 1.00 60.71 C -ATOM 10050 OE1 GLN B 314 168.873 141.694 163.645 1.00 60.71 O -ATOM 10051 NE2 GLN B 314 168.394 141.266 161.493 1.00 60.71 N -ATOM 10052 N THR B 315 173.452 139.253 161.246 1.00 65.17 N -ATOM 10053 CA THR B 315 174.182 139.417 159.996 1.00 65.17 C -ATOM 10054 C THR B 315 173.267 139.493 158.781 1.00 65.17 C -ATOM 10055 O THR B 315 173.343 140.456 158.013 1.00 65.17 O -ATOM 10056 CB THR B 315 175.192 138.274 159.820 1.00 65.17 C -ATOM 10057 OG1 THR B 315 174.499 137.020 159.797 1.00 65.17 O -ATOM 10058 CG2 THR B 315 176.203 138.276 160.953 1.00 65.17 C -ATOM 10059 N SER B 316 172.406 138.501 158.573 1.00 82.64 N -ATOM 10060 CA SER B 316 171.584 138.458 157.369 1.00 82.64 C -ATOM 10061 C SER B 316 170.285 137.727 157.686 1.00 82.64 C -ATOM 10062 O SER B 316 169.954 137.484 158.850 1.00 82.64 O -ATOM 10063 CB SER B 316 172.350 137.799 156.216 1.00 82.64 C -ATOM 10064 OG SER B 316 171.552 137.730 155.047 1.00 82.64 O -ATOM 10065 N ASN B 317 169.549 137.370 156.640 1.00 92.79 N -ATOM 10066 CA ASN B 317 168.286 136.661 156.762 1.00 92.79 C -ATOM 10067 C ASN B 317 168.419 135.251 156.202 1.00 92.79 C -ATOM 10068 O ASN B 317 169.404 134.906 155.544 1.00 92.79 O -ATOM 10069 CB ASN B 317 167.165 137.424 156.048 1.00 92.79 C -ATOM 10070 CG ASN B 317 167.565 137.881 154.660 1.00 92.79 C -ATOM 10071 OD1 ASN B 317 168.709 137.705 154.240 1.00 92.79 O -ATOM 10072 ND2 ASN B 317 166.623 138.480 153.942 1.00 92.79 N -ATOM 10073 N PHE B 318 167.406 134.428 156.475 1.00117.16 N -ATOM 10074 CA PHE B 318 167.466 133.023 156.073 1.00117.16 C -ATOM 10075 C PHE B 318 167.160 132.912 154.579 1.00117.16 C -ATOM 10076 O PHE B 318 168.025 132.515 153.791 1.00117.16 O -ATOM 10077 CB PHE B 318 166.476 132.203 156.910 1.00117.16 C -ATOM 10078 CG PHE B 318 166.680 130.706 156.843 1.00117.16 C -ATOM 10079 CD1 PHE B 318 167.815 130.145 156.265 1.00117.16 C -ATOM 10080 CD2 PHE B 318 165.705 129.856 157.335 1.00117.16 C -ATOM 10081 CE1 PHE B 318 167.981 128.773 156.213 1.00117.16 C -ATOM 10082 CE2 PHE B 318 165.863 128.484 157.271 1.00117.16 C -ATOM 10083 CZ PHE B 318 167.001 127.944 156.710 1.00117.16 C -ATOM 10084 N ARG B 319 165.930 133.272 154.189 1.00136.35 N -ATOM 10085 CA ARG B 319 165.483 133.439 152.799 1.00136.35 C -ATOM 10086 C ARG B 319 165.671 132.160 151.973 1.00136.35 C -ATOM 10087 O ARG B 319 166.545 132.069 151.108 1.00136.35 O -ATOM 10088 CB ARG B 319 166.179 134.628 152.126 1.00136.35 C -ATOM 10089 CG ARG B 319 165.343 135.896 152.116 1.00136.35 C -ATOM 10090 CD ARG B 319 164.038 135.705 151.354 1.00136.35 C -ATOM 10091 NE ARG B 319 164.239 135.144 150.024 1.00136.35 N -ATOM 10092 CZ ARG B 319 163.525 134.148 149.517 1.00136.35 C -ATOM 10093 NH1 ARG B 319 162.557 133.570 150.209 1.00136.35 N1+ -ATOM 10094 NH2 ARG B 319 163.787 133.722 148.285 1.00136.35 N -ATOM 10095 N VAL B 320 164.863 131.152 152.314 1.00145.63 N -ATOM 10096 CA VAL B 320 164.803 129.935 151.508 1.00145.63 C -ATOM 10097 C VAL B 320 164.309 130.279 150.110 1.00145.63 C -ATOM 10098 O VAL B 320 163.333 131.020 149.942 1.00145.63 O -ATOM 10099 CB VAL B 320 163.906 128.889 152.187 1.00145.63 C -ATOM 10100 CG1 VAL B 320 164.049 127.538 151.503 1.00145.63 C -ATOM 10101 CG2 VAL B 320 164.249 128.778 153.663 1.00145.63 C -ATOM 10102 N GLN B 321 165.001 129.760 149.095 1.00169.60 N -ATOM 10103 CA GLN B 321 164.751 130.144 147.716 1.00169.60 C -ATOM 10104 C GLN B 321 164.242 128.956 146.907 1.00169.60 C -ATOM 10105 O GLN B 321 164.620 127.811 147.175 1.00169.60 O -ATOM 10106 CB GLN B 321 166.027 130.694 147.064 1.00169.60 C -ATOM 10107 CG GLN B 321 166.644 131.870 147.800 1.00169.60 C -ATOM 10108 CD GLN B 321 167.844 132.447 147.079 1.00169.60 C -ATOM 10109 OE1 GLN B 321 167.844 132.579 145.855 1.00169.60 O -ATOM 10110 NE2 GLN B 321 168.880 132.791 147.835 1.00169.60 N -ATOM 10111 N PRO B 322 163.387 129.191 145.915 1.00184.06 N -ATOM 10112 CA PRO B 322 162.910 128.103 145.062 1.00184.06 C -ATOM 10113 C PRO B 322 163.849 127.840 143.889 1.00184.06 C -ATOM 10114 O PRO B 322 164.724 128.643 143.559 1.00184.06 O -ATOM 10115 CB PRO B 322 161.564 128.636 144.564 1.00184.06 C -ATOM 10116 CG PRO B 322 161.804 130.093 144.438 1.00184.06 C -ATOM 10117 CD PRO B 322 162.685 130.454 145.615 1.00184.06 C -ATOM 10118 N THR B 323 163.645 126.680 143.261 1.00199.85 N -ATOM 10119 CA THR B 323 164.349 126.320 142.037 1.00199.85 C -ATOM 10120 C THR B 323 163.426 125.886 140.908 1.00199.85 C -ATOM 10121 O THR B 323 163.908 125.697 139.786 1.00199.85 O -ATOM 10122 CB THR B 323 165.358 125.187 142.296 1.00199.85 C -ATOM 10123 OG1 THR B 323 164.698 124.090 142.940 1.00199.85 O -ATOM 10124 CG2 THR B 323 166.520 125.667 143.160 1.00199.85 C -ATOM 10125 N GLU B 324 162.128 125.731 141.159 1.00190.71 N -ATOM 10126 CA GLU B 324 161.191 125.183 140.192 1.00190.71 C -ATOM 10127 C GLU B 324 160.103 126.199 139.877 1.00190.71 C -ATOM 10128 O GLU B 324 159.742 127.029 140.716 1.00190.71 O -ATOM 10129 CB GLU B 324 160.556 123.891 140.718 1.00190.71 C -ATOM 10130 CG GLU B 324 161.562 122.895 141.265 1.00190.71 C -ATOM 10131 CD GLU B 324 160.965 121.972 142.303 1.00190.71 C -ATOM 10132 OE1 GLU B 324 159.866 121.429 142.063 1.00190.71 O -ATOM 10133 OE2 GLU B 324 161.598 121.791 143.363 1.00190.71 O1- -ATOM 10134 N SER B 325 159.577 126.121 138.657 1.00181.56 N -ATOM 10135 CA SER B 325 158.527 127.020 138.198 1.00181.56 C -ATOM 10136 C SER B 325 157.327 126.200 137.752 1.00181.56 C -ATOM 10137 O SER B 325 157.472 125.252 136.975 1.00181.56 O -ATOM 10138 CB SER B 325 159.019 127.911 137.051 1.00181.56 C -ATOM 10139 OG SER B 325 158.929 127.242 135.805 1.00181.56 O -ATOM 10140 N ILE B 326 156.149 126.566 138.249 1.00170.12 N -ATOM 10141 CA ILE B 326 154.887 125.957 137.849 1.00170.12 C -ATOM 10142 C ILE B 326 154.087 127.003 137.090 1.00170.12 C -ATOM 10143 O ILE B 326 153.941 128.138 137.556 1.00170.12 O -ATOM 10144 CB ILE B 326 154.094 125.432 139.060 1.00170.12 C -ATOM 10145 CG1 ILE B 326 154.980 124.557 139.947 1.00170.12 C -ATOM 10146 CG2 ILE B 326 152.868 124.660 138.598 1.00170.12 C -ATOM 10147 CD1 ILE B 326 155.523 123.334 139.244 1.00170.12 C -ATOM 10148 N VAL B 327 153.606 126.637 135.906 1.00166.22 N -ATOM 10149 CA VAL B 327 152.755 127.499 135.096 1.00166.22 C -ATOM 10150 C VAL B 327 151.441 126.767 134.892 1.00166.22 C -ATOM 10151 O VAL B 327 151.437 125.637 134.388 1.00166.22 O -ATOM 10152 CB VAL B 327 153.397 127.829 133.736 1.00166.22 C -ATOM 10153 CG1 VAL B 327 152.506 128.777 132.951 1.00166.22 C -ATOM 10154 CG2 VAL B 327 154.800 128.382 133.904 1.00166.22 C -ATOM 10155 N ARG B 328 150.325 127.395 135.280 1.00166.91 N -ATOM 10156 CA ARG B 328 149.046 126.712 135.178 1.00166.91 C -ATOM 10157 C ARG B 328 147.987 127.606 134.548 1.00166.91 C -ATOM 10158 O ARG B 328 147.831 128.775 134.914 1.00166.91 O -ATOM 10159 CB ARG B 328 148.614 126.179 136.550 1.00166.91 C -ATOM 10160 CG ARG B 328 147.322 125.415 136.517 1.00166.91 C -ATOM 10161 CD ARG B 328 147.497 124.154 135.668 1.00166.91 C -ATOM 10162 NE ARG B 328 148.514 123.211 136.101 1.00166.91 N -ATOM 10163 CZ ARG B 328 148.334 122.278 137.020 1.00166.91 C -ATOM 10164 NH1 ARG B 328 147.218 122.204 137.733 1.00166.91 N1+ -ATOM 10165 NH2 ARG B 328 149.303 121.399 137.236 1.00166.91 N -ATOM 10166 N PHE B 329 147.264 127.024 133.599 1.00158.00 N -ATOM 10167 CA PHE B 329 146.311 127.702 132.736 1.00158.00 C -ATOM 10168 C PHE B 329 145.213 126.704 132.400 1.00158.00 C -ATOM 10169 O PHE B 329 145.427 125.491 132.506 1.00158.00 O -ATOM 10170 CB PHE B 329 147.001 128.204 131.457 1.00158.00 C -ATOM 10171 CG PHE B 329 147.664 129.551 131.599 1.00158.00 C -ATOM 10172 CD1 PHE B 329 146.927 130.681 131.927 1.00158.00 C -ATOM 10173 CD2 PHE B 329 149.037 129.678 131.430 1.00158.00 C -ATOM 10174 CE1 PHE B 329 147.546 131.919 132.053 1.00158.00 C -ATOM 10175 CE2 PHE B 329 149.661 130.908 131.564 1.00158.00 C -ATOM 10176 CZ PHE B 329 148.914 132.029 131.876 1.00158.00 C -ATOM 10177 N PRO B 330 144.018 127.173 132.040 1.00165.44 N -ATOM 10178 CA PRO B 330 143.006 126.254 131.503 1.00165.44 C -ATOM 10179 C PRO B 330 143.423 125.706 130.145 1.00165.44 C -ATOM 10180 O PRO B 330 144.193 126.329 129.410 1.00165.44 O -ATOM 10181 CB PRO B 330 141.750 127.127 131.389 1.00165.44 C -ATOM 10182 CG PRO B 330 141.979 128.257 132.333 1.00165.44 C -ATOM 10183 CD PRO B 330 143.457 128.511 132.302 1.00165.44 C -ATOM 10184 N ASN B 331 142.914 124.517 129.816 1.00184.13 N -ATOM 10185 CA ASN B 331 143.304 123.846 128.582 1.00184.13 C -ATOM 10186 C ASN B 331 142.434 124.221 127.391 1.00184.13 C -ATOM 10187 O ASN B 331 142.507 123.549 126.357 1.00184.13 O -ATOM 10188 CB ASN B 331 143.294 122.322 128.747 1.00184.13 C -ATOM 10189 CG ASN B 331 142.051 121.802 129.447 1.00184.13 C -ATOM 10190 OD1 ASN B 331 141.021 122.475 129.511 1.00184.13 O -ATOM 10191 ND2 ASN B 331 142.159 120.574 129.970 1.00184.13 N -ATOM 10192 N ILE B 332 141.616 125.264 127.500 1.00163.52 N -ATOM 10193 CA ILE B 332 140.887 125.722 126.326 1.00163.52 C -ATOM 10194 C ILE B 332 141.853 126.577 125.521 1.00163.52 C -ATOM 10195 O ILE B 332 141.914 127.802 125.680 1.00163.52 O -ATOM 10196 CB ILE B 332 139.603 126.487 126.697 1.00163.52 C -ATOM 10197 CG1 ILE B 332 138.777 125.680 127.701 1.00163.52 C -ATOM 10198 CG2 ILE B 332 138.773 126.773 125.449 1.00163.52 C -ATOM 10199 CD1 ILE B 332 138.288 124.346 127.164 1.00163.52 C -ATOM 10200 N THR B 333 142.633 125.916 124.667 1.00156.35 N -ATOM 10201 CA THR B 333 143.585 126.587 123.797 1.00156.35 C -ATOM 10202 C THR B 333 142.870 127.276 122.640 1.00156.35 C -ATOM 10203 O THR B 333 143.376 128.281 122.120 1.00156.35 O -ATOM 10204 CB THR B 333 144.619 125.548 123.316 1.00156.35 C -ATOM 10205 OG1 THR B 333 145.283 124.991 124.457 1.00156.35 O -ATOM 10206 CG2 THR B 333 145.703 126.149 122.417 1.00156.35 C -ATOM 10207 N ASN B 334 141.660 126.806 122.309 1.00155.16 N -ATOM 10208 CA ASN B 334 140.842 127.273 121.186 1.00155.16 C -ATOM 10209 C ASN B 334 141.612 127.130 119.870 1.00155.16 C -ATOM 10210 O ASN B 334 142.073 128.100 119.266 1.00155.16 O -ATOM 10211 CB ASN B 334 140.328 128.706 121.400 1.00155.16 C -ATOM 10212 CG ASN B 334 138.986 128.744 122.105 1.00155.16 C -ATOM 10213 OD1 ASN B 334 138.199 127.802 122.017 1.00155.16 O -ATOM 10214 ND2 ASN B 334 138.720 129.837 122.812 1.00155.16 N -ATOM 10215 N LEU B 335 141.811 125.862 119.501 1.00160.25 N -ATOM 10216 CA LEU B 335 142.390 125.491 118.216 1.00160.25 C -ATOM 10217 C LEU B 335 141.553 126.063 117.081 1.00160.25 C -ATOM 10218 O LEU B 335 140.397 125.669 116.892 1.00160.25 O -ATOM 10219 CB LEU B 335 142.488 123.969 118.093 1.00160.25 C -ATOM 10220 CG LEU B 335 143.239 123.238 119.208 1.00160.25 C -ATOM 10221 CD1 LEU B 335 142.927 121.751 119.178 1.00160.25 C -ATOM 10222 CD2 LEU B 335 144.736 123.471 119.092 1.00160.25 C -ATOM 10223 N CYS B 336 142.128 127.010 116.343 1.00180.09 N -ATOM 10224 CA CYS B 336 141.397 127.723 115.311 1.00180.09 C -ATOM 10225 C CYS B 336 141.105 126.799 114.129 1.00180.09 C -ATOM 10226 O CYS B 336 141.906 125.915 113.812 1.00180.09 O -ATOM 10227 CB CYS B 336 142.198 128.935 114.843 1.00180.09 C -ATOM 10228 SG CYS B 336 142.511 130.186 116.116 1.00180.09 S -ATOM 10229 N PRO B 337 139.953 126.976 113.460 1.00196.39 N -ATOM 10230 CA PRO B 337 139.617 126.087 112.337 1.00196.39 C -ATOM 10231 C PRO B 337 140.444 126.351 111.087 1.00196.39 C -ATOM 10232 O PRO B 337 139.940 126.889 110.096 1.00196.39 O -ATOM 10233 CB PRO B 337 138.129 126.375 112.099 1.00196.39 C -ATOM 10234 CG PRO B 337 137.933 127.763 112.591 1.00196.39 C -ATOM 10235 CD PRO B 337 138.859 127.918 113.763 1.00196.39 C -ATOM 10236 N PHE B 338 141.722 125.968 111.127 1.00205.09 N -ATOM 10237 CA PHE B 338 142.567 126.021 109.942 1.00205.09 C -ATOM 10238 C PHE B 338 142.271 124.884 108.975 1.00205.09 C -ATOM 10239 O PHE B 338 142.644 124.974 107.801 1.00205.09 O -ATOM 10240 CB PHE B 338 144.044 125.982 110.341 1.00205.09 C -ATOM 10241 CG PHE B 338 144.582 127.304 110.809 1.00205.09 C -ATOM 10242 CD1 PHE B 338 145.035 128.246 109.897 1.00205.09 C -ATOM 10243 CD2 PHE B 338 144.639 127.604 112.163 1.00205.09 C -ATOM 10244 CE1 PHE B 338 145.534 129.465 110.325 1.00205.09 C -ATOM 10245 CE2 PHE B 338 145.136 128.820 112.599 1.00205.09 C -ATOM 10246 CZ PHE B 338 145.584 129.752 111.678 1.00205.09 C -ATOM 10247 N ASP B 339 141.611 123.821 109.446 1.00214.00 N -ATOM 10248 CA ASP B 339 141.273 122.698 108.579 1.00214.00 C -ATOM 10249 C ASP B 339 140.184 123.065 107.579 1.00214.00 C -ATOM 10250 O ASP B 339 140.116 122.474 106.495 1.00214.00 O -ATOM 10251 CB ASP B 339 140.838 121.502 109.425 1.00214.00 C -ATOM 10252 CG ASP B 339 142.003 120.830 110.125 1.00214.00 C -ATOM 10253 OD1 ASP B 339 143.163 121.131 109.774 1.00214.00 O -ATOM 10254 OD2 ASP B 339 141.759 120.002 111.028 1.00214.00 O1- -ATOM 10255 N GLU B 340 139.329 124.031 107.920 1.00219.09 N -ATOM 10256 CA GLU B 340 138.313 124.504 106.989 1.00219.09 C -ATOM 10257 C GLU B 340 138.885 125.417 105.913 1.00219.09 C -ATOM 10258 O GLU B 340 138.220 125.646 104.897 1.00219.09 O -ATOM 10259 CB GLU B 340 137.203 125.235 107.748 1.00219.09 C -ATOM 10260 CG GLU B 340 136.560 124.412 108.851 1.00219.09 C -ATOM 10261 CD GLU B 340 135.223 124.972 109.293 1.00219.09 C -ATOM 10262 OE1 GLU B 340 134.896 126.111 108.899 1.00219.09 O -ATOM 10263 OE2 GLU B 340 134.500 124.274 110.033 1.00219.09 O1- -ATOM 10264 N VAL B 341 140.093 125.941 106.112 1.00221.24 N -ATOM 10265 CA VAL B 341 140.737 126.805 105.129 1.00221.24 C -ATOM 10266 C VAL B 341 141.792 126.006 104.377 1.00221.24 C -ATOM 10267 O VAL B 341 141.754 125.907 103.145 1.00221.24 O -ATOM 10268 CB VAL B 341 141.362 128.043 105.796 1.00221.24 C -ATOM 10269 CG1 VAL B 341 142.132 128.861 104.772 1.00221.24 C -ATOM 10270 CG2 VAL B 341 140.291 128.885 106.468 1.00221.24 C -ATOM 10271 N PHE B 342 142.738 125.433 105.114 1.00221.70 N -ATOM 10272 CA PHE B 342 143.823 124.664 104.517 1.00221.70 C -ATOM 10273 C PHE B 342 143.334 123.297 104.047 1.00221.70 C -ATOM 10274 O PHE B 342 144.059 122.305 104.132 1.00221.70 O -ATOM 10275 CB PHE B 342 144.973 124.494 105.513 1.00221.70 C -ATOM 10276 CG PHE B 342 145.840 125.714 105.661 1.00221.70 C -ATOM 10277 CD1 PHE B 342 145.431 126.784 106.443 1.00221.70 C -ATOM 10278 CD2 PHE B 342 147.070 125.785 105.024 1.00221.70 C -ATOM 10279 CE1 PHE B 342 146.230 127.906 106.582 1.00221.70 C -ATOM 10280 CE2 PHE B 342 147.875 126.903 105.160 1.00221.70 C -ATOM 10281 CZ PHE B 342 147.455 127.964 105.941 1.00221.70 C -ATOM 10282 N VAL B 350 138.726 133.187 92.967 1.00266.34 N -ATOM 10283 CA VAL B 350 139.836 134.021 92.524 1.00266.34 C -ATOM 10284 C VAL B 350 139.549 135.484 92.841 1.00266.34 C -ATOM 10285 O VAL B 350 140.384 136.185 93.413 1.00266.34 O -ATOM 10286 CB VAL B 350 140.111 133.830 91.021 1.00266.34 C -ATOM 10287 CG1 VAL B 350 141.307 134.665 90.585 1.00266.34 C -ATOM 10288 CG2 VAL B 350 140.338 132.360 90.706 1.00266.34 C -ATOM 10289 N TYR B 351 138.357 135.943 92.466 1.00274.57 N -ATOM 10290 CA TYR B 351 137.953 137.327 92.679 1.00274.57 C -ATOM 10291 C TYR B 351 137.099 137.488 93.930 1.00274.57 C -ATOM 10292 O TYR B 351 137.381 138.350 94.767 1.00274.57 O -ATOM 10293 CB TYR B 351 137.209 137.845 91.443 1.00274.57 C -ATOM 10294 CG TYR B 351 138.023 137.708 90.176 1.00274.57 C -ATOM 10295 CD1 TYR B 351 139.000 138.642 89.850 1.00274.57 C -ATOM 10296 CD2 TYR B 351 137.821 136.638 89.310 1.00274.57 C -ATOM 10297 CE1 TYR B 351 139.753 138.514 88.697 1.00274.57 C -ATOM 10298 CE2 TYR B 351 138.568 136.502 88.155 1.00274.57 C -ATOM 10299 CZ TYR B 351 139.531 137.443 87.853 1.00274.57 C -ATOM 10300 OH TYR B 351 140.275 137.310 86.704 1.00274.57 O -ATOM 10301 N ALA B 352 136.060 136.671 94.075 1.00281.82 N -ATOM 10302 CA ALA B 352 135.334 136.566 95.337 1.00281.82 C -ATOM 10303 C ALA B 352 136.193 135.738 96.282 1.00281.82 C -ATOM 10304 O ALA B 352 136.348 134.528 96.099 1.00281.82 O -ATOM 10305 CB ALA B 352 133.962 135.936 95.124 1.00281.82 C -ATOM 10306 N TRP B 353 136.771 136.395 97.286 1.00269.58 N -ATOM 10307 CA TRP B 353 137.717 135.736 98.176 1.00269.58 C -ATOM 10308 C TRP B 353 137.039 134.728 99.094 1.00269.58 C -ATOM 10309 O TRP B 353 135.872 134.869 99.468 1.00269.58 O -ATOM 10310 CB TRP B 353 138.464 136.755 99.037 1.00269.58 C -ATOM 10311 CG TRP B 353 139.562 137.463 98.332 1.00269.58 C -ATOM 10312 CD1 TRP B 353 139.905 137.340 97.023 1.00269.58 C -ATOM 10313 CD2 TRP B 353 140.510 138.365 98.914 1.00269.58 C -ATOM 10314 NE1 TRP B 353 140.995 138.125 96.743 1.00269.58 N -ATOM 10315 CE2 TRP B 353 141.384 138.768 97.888 1.00269.58 C -ATOM 10316 CE3 TRP B 353 140.695 138.882 100.201 1.00269.58 C -ATOM 10317 CZ2 TRP B 353 142.430 139.662 98.106 1.00269.58 C -ATOM 10318 CZ3 TRP B 353 141.733 139.771 100.416 1.00269.58 C -ATOM 10319 CH2 TRP B 353 142.586 140.153 99.373 1.00269.58 C -ATOM 10320 N ASN B 354 137.799 133.698 99.453 1.00269.07 N -ATOM 10321 CA ASN B 354 137.464 132.819 100.570 1.00269.07 C -ATOM 10322 C ASN B 354 138.123 133.317 101.853 1.00269.07 C -ATOM 10323 O ASN B 354 138.800 132.577 102.565 1.00269.07 O -ATOM 10324 CB ASN B 354 137.887 131.389 100.254 1.00269.07 C -ATOM 10325 CG ASN B 354 137.409 130.928 98.891 1.00269.07 C -ATOM 10326 OD1 ASN B 354 137.981 131.292 97.864 1.00269.07 O -ATOM 10327 ND2 ASN B 354 136.356 130.119 98.876 1.00269.07 N -ATOM 10328 N ARG B 355 137.922 134.600 102.148 1.00260.64 N -ATOM 10329 CA ARG B 355 138.549 135.243 103.297 1.00260.64 C -ATOM 10330 C ARG B 355 137.746 134.899 104.543 1.00260.64 C -ATOM 10331 O ARG B 355 136.596 135.326 104.689 1.00260.64 O -ATOM 10332 CB ARG B 355 138.626 136.753 103.086 1.00260.64 C -ATOM 10333 CG ARG B 355 139.083 137.535 104.310 1.00260.64 C -ATOM 10334 CD ARG B 355 139.357 138.992 103.968 1.00260.64 C -ATOM 10335 NE ARG B 355 140.767 139.240 103.692 1.00260.64 N -ATOM 10336 CZ ARG B 355 141.400 140.368 103.989 1.00260.64 C -ATOM 10337 NH1 ARG B 355 140.777 141.376 104.575 1.00260.64 N1+ -ATOM 10338 NH2 ARG B 355 142.691 140.485 103.690 1.00260.64 N -ATOM 10339 N LYS B 356 138.347 134.124 105.438 1.00239.98 N -ATOM 10340 CA LYS B 356 137.698 133.688 106.666 1.00239.98 C -ATOM 10341 C LYS B 356 138.301 134.460 107.830 1.00239.98 C -ATOM 10342 O LYS B 356 139.514 134.396 108.059 1.00239.98 O -ATOM 10343 CB LYS B 356 137.866 132.182 106.864 1.00239.98 C -ATOM 10344 CG LYS B 356 137.492 131.361 105.641 1.00239.98 C -ATOM 10345 CD LYS B 356 136.765 130.083 106.021 1.00239.98 C -ATOM 10346 CE LYS B 356 136.530 129.207 104.801 1.00239.98 C -ATOM 10347 NZ LYS B 356 135.893 127.910 105.157 1.00239.98 N1+ -ATOM 10348 N ARG B 357 137.456 135.188 108.559 1.00220.35 N -ATOM 10349 CA ARG B 357 137.903 135.977 109.706 1.00220.35 C -ATOM 10350 C ARG B 357 138.158 135.030 110.874 1.00220.35 C -ATOM 10351 O ARG B 357 137.309 134.804 111.740 1.00220.35 O -ATOM 10352 CB ARG B 357 136.879 137.048 110.061 1.00220.35 C -ATOM 10353 CG ARG B 357 137.046 138.346 109.292 1.00220.35 C -ATOM 10354 CD ARG B 357 136.083 139.408 109.793 1.00220.35 C -ATOM 10355 NE ARG B 357 136.329 140.705 109.175 1.00220.35 N -ATOM 10356 CZ ARG B 357 135.605 141.792 109.404 1.00220.35 C -ATOM 10357 NH1 ARG B 357 134.574 141.774 110.233 1.00220.35 N1+ -ATOM 10358 NH2 ARG B 357 135.923 142.925 108.785 1.00220.35 N -ATOM 10359 N ILE B 358 139.361 134.463 110.887 1.00203.68 N -ATOM 10360 CA ILE B 358 139.773 133.575 111.969 1.00203.68 C -ATOM 10361 C ILE B 358 140.097 134.441 113.182 1.00203.68 C -ATOM 10362 O ILE B 358 141.107 135.150 113.201 1.00203.68 O -ATOM 10363 CB ILE B 358 140.968 132.708 111.561 1.00203.68 C -ATOM 10364 CG1 ILE B 358 140.605 131.826 110.364 1.00203.68 C -ATOM 10365 CG2 ILE B 358 141.435 131.864 112.729 1.00203.68 C -ATOM 10366 CD1 ILE B 358 141.748 130.963 109.869 1.00203.68 C -ATOM 10367 N SER B 359 139.234 134.394 114.194 1.00180.95 N -ATOM 10368 CA SER B 359 139.365 135.255 115.359 1.00180.95 C -ATOM 10369 C SER B 359 138.770 134.544 116.566 1.00180.95 C -ATOM 10370 O SER B 359 138.220 133.444 116.452 1.00180.95 O -ATOM 10371 CB SER B 359 138.688 136.608 115.122 1.00180.95 C -ATOM 10372 OG SER B 359 137.332 136.440 114.746 1.00180.95 O -ATOM 10373 N ASN B 360 138.904 135.196 117.731 1.00161.24 N -ATOM 10374 CA ASN B 360 138.425 134.713 119.034 1.00161.24 C -ATOM 10375 C ASN B 360 139.012 133.350 119.398 1.00161.24 C -ATOM 10376 O ASN B 360 138.365 132.542 120.069 1.00161.24 O -ATOM 10377 CB ASN B 360 136.893 134.675 119.097 1.00161.24 C -ATOM 10378 CG ASN B 360 136.273 136.055 118.993 1.00161.24 C -ATOM 10379 OD1 ASN B 360 136.782 137.021 119.560 1.00161.24 O -ATOM 10380 ND2 ASN B 360 135.167 136.153 118.264 1.00161.24 N -ATOM 10381 N CYS B 361 140.245 133.096 118.965 1.00164.16 N -ATOM 10382 CA CYS B 361 140.917 131.831 119.220 1.00164.16 C -ATOM 10383 C CYS B 361 142.416 132.051 119.092 1.00164.16 C -ATOM 10384 O CYS B 361 142.869 133.010 118.462 1.00164.16 O -ATOM 10385 CB CYS B 361 140.437 130.734 118.258 1.00164.16 C -ATOM 10386 SG CYS B 361 140.713 131.051 116.495 1.00164.16 S -ATOM 10387 N VAL B 362 143.182 131.151 119.700 1.00160.57 N -ATOM 10388 CA VAL B 362 144.638 131.201 119.638 1.00160.57 C -ATOM 10389 C VAL B 362 145.096 130.301 118.499 1.00160.57 C -ATOM 10390 O VAL B 362 144.823 129.095 118.499 1.00160.57 O -ATOM 10391 CB VAL B 362 145.271 130.776 120.972 1.00160.57 C -ATOM 10392 CG1 VAL B 362 146.785 130.695 120.842 1.00160.57 C -ATOM 10393 CG2 VAL B 362 144.876 131.743 122.078 1.00160.57 C -ATOM 10394 N ALA B 363 145.792 130.885 117.529 1.00168.99 N -ATOM 10395 CA ALA B 363 146.181 130.159 116.330 1.00168.99 C -ATOM 10396 C ALA B 363 147.449 129.351 116.568 1.00168.99 C -ATOM 10397 O ALA B 363 148.418 129.842 117.155 1.00168.99 O -ATOM 10398 CB ALA B 363 146.385 131.127 115.166 1.00168.99 C -ATOM 10399 N ASP B 364 147.435 128.105 116.107 1.00177.07 N -ATOM 10400 CA ASP B 364 148.576 127.201 116.210 1.00177.07 C -ATOM 10401 C ASP B 364 149.072 126.909 114.797 1.00177.07 C -ATOM 10402 O ASP B 364 148.529 126.043 114.105 1.00177.07 O -ATOM 10403 CB ASP B 364 148.199 125.919 116.946 1.00177.07 C -ATOM 10404 CG ASP B 364 147.966 126.144 118.427 1.00177.07 C -ATOM 10405 OD1 ASP B 364 148.131 127.291 118.891 1.00177.07 O -ATOM 10406 OD2 ASP B 364 147.624 125.170 119.130 1.00177.07 O1- -ATOM 10407 N TYR B 365 150.105 127.637 114.375 1.00191.13 N -ATOM 10408 CA TYR B 365 150.733 127.407 113.081 1.00191.13 C -ATOM 10409 C TYR B 365 151.753 126.277 113.119 1.00191.13 C -ATOM 10410 O TYR B 365 152.297 125.919 112.067 1.00191.13 O -ATOM 10411 CB TYR B 365 151.409 128.688 112.581 1.00191.13 C -ATOM 10412 CG TYR B 365 150.482 129.876 112.428 1.00191.13 C -ATOM 10413 CD1 TYR B 365 150.260 130.755 113.484 1.00191.13 C -ATOM 10414 CD2 TYR B 365 149.835 130.122 111.222 1.00191.13 C -ATOM 10415 CE1 TYR B 365 149.423 131.844 113.344 1.00191.13 C -ATOM 10416 CE2 TYR B 365 148.990 131.209 111.074 1.00191.13 C -ATOM 10417 CZ TYR B 365 148.789 132.064 112.139 1.00191.13 C -ATOM 10418 OH TYR B 365 147.952 133.145 112.000 1.00191.13 O -ATOM 10419 N SER B 366 152.019 125.712 114.303 1.00196.91 N -ATOM 10420 CA SER B 366 152.968 124.610 114.423 1.00196.91 C -ATOM 10421 C SER B 366 152.458 123.347 113.741 1.00196.91 C -ATOM 10422 O SER B 366 153.265 122.534 113.279 1.00196.91 O -ATOM 10423 CB SER B 366 153.266 124.329 115.895 1.00196.91 C -ATOM 10424 OG SER B 366 152.071 124.095 116.620 1.00196.91 O -ATOM 10425 N VAL B 367 151.135 123.178 113.656 1.00200.90 N -ATOM 10426 CA VAL B 367 150.553 122.047 112.934 1.00200.90 C -ATOM 10427 C VAL B 367 150.880 122.137 111.446 1.00200.90 C -ATOM 10428 O VAL B 367 151.344 121.168 110.830 1.00200.90 O -ATOM 10429 CB VAL B 367 149.033 121.994 113.173 1.00200.90 C -ATOM 10430 CG1 VAL B 367 148.393 120.896 112.339 1.00200.90 C -ATOM 10431 CG2 VAL B 367 148.734 121.792 114.647 1.00200.90 C -ATOM 10432 N LEU B 368 150.668 123.317 110.857 1.00206.92 N -ATOM 10433 CA LEU B 368 150.983 123.524 109.448 1.00206.92 C -ATOM 10434 C LEU B 368 152.485 123.486 109.195 1.00206.92 C -ATOM 10435 O LEU B 368 152.920 123.058 108.120 1.00206.92 O -ATOM 10436 CB LEU B 368 150.402 124.855 108.978 1.00206.92 C -ATOM 10437 CG LEU B 368 148.965 125.139 109.418 1.00206.92 C -ATOM 10438 CD1 LEU B 368 148.586 126.589 109.148 1.00206.92 C -ATOM 10439 CD2 LEU B 368 147.996 124.189 108.729 1.00206.92 C -ATOM 10440 N TYR B 369 153.286 123.927 110.167 1.00212.92 N -ATOM 10441 CA TYR B 369 154.735 123.890 110.003 1.00212.92 C -ATOM 10442 C TYR B 369 155.291 122.473 110.112 1.00212.92 C -ATOM 10443 O TYR B 369 156.269 122.144 109.430 1.00212.92 O -ATOM 10444 CB TYR B 369 155.402 124.801 111.034 1.00212.92 C -ATOM 10445 CG TYR B 369 155.627 126.213 110.544 1.00212.92 C -ATOM 10446 CD1 TYR B 369 154.571 126.970 110.048 1.00212.92 C -ATOM 10447 CD2 TYR B 369 156.891 126.791 110.580 1.00212.92 C -ATOM 10448 CE1 TYR B 369 154.765 128.263 109.599 1.00212.92 C -ATOM 10449 CE2 TYR B 369 157.096 128.086 110.131 1.00212.92 C -ATOM 10450 CZ TYR B 369 156.027 128.815 109.642 1.00212.92 C -ATOM 10451 OH TYR B 369 156.214 130.102 109.194 1.00212.92 O -ATOM 10452 N ASN B 370 154.695 121.623 110.951 1.00204.75 N -ATOM 10453 CA ASN B 370 155.274 120.318 111.248 1.00204.75 C -ATOM 10454 C ASN B 370 154.689 119.167 110.440 1.00204.75 C -ATOM 10455 O ASN B 370 155.394 118.177 110.219 1.00204.75 O -ATOM 10456 CB ASN B 370 155.123 120.001 112.741 1.00204.75 C -ATOM 10457 CG ASN B 370 156.001 120.879 113.615 1.00204.75 C -ATOM 10458 OD1 ASN B 370 156.807 121.663 113.115 1.00204.75 O -ATOM 10459 ND2 ASN B 370 155.851 120.747 114.929 1.00204.75 N -ATOM 10460 N LEU B 371 153.433 119.242 110.002 1.00206.88 N -ATOM 10461 CA LEU B 371 152.902 118.134 109.214 1.00206.88 C -ATOM 10462 C LEU B 371 153.464 118.136 107.791 1.00206.88 C -ATOM 10463 O LEU B 371 153.984 119.138 107.290 1.00206.88 O -ATOM 10464 CB LEU B 371 151.368 118.138 109.196 1.00206.88 C -ATOM 10465 CG LEU B 371 150.555 117.500 110.340 1.00206.88 C -ATOM 10466 CD1 LEU B 371 150.828 115.997 110.373 1.00206.88 C -ATOM 10467 CD2 LEU B 371 150.805 118.097 111.721 1.00206.88 C -ATOM 10468 N ALA B 372 153.358 116.964 107.157 1.00210.65 N -ATOM 10469 CA ALA B 372 154.069 116.669 105.911 1.00210.65 C -ATOM 10470 C ALA B 372 153.709 117.525 104.691 1.00210.65 C -ATOM 10471 O ALA B 372 154.648 118.016 104.038 1.00210.65 O -ATOM 10472 CB ALA B 372 153.902 115.178 105.588 1.00210.65 C -ATOM 10473 N PRO B 373 152.431 117.725 104.296 1.00220.19 N -ATOM 10474 CA PRO B 373 152.198 118.227 102.925 1.00220.19 C -ATOM 10475 C PRO B 373 152.554 119.690 102.706 1.00220.19 C -ATOM 10476 O PRO B 373 153.048 120.031 101.627 1.00220.19 O -ATOM 10477 CB PRO B 373 150.694 117.984 102.710 1.00220.19 C -ATOM 10478 CG PRO B 373 150.290 117.038 103.779 1.00220.19 C -ATOM 10479 CD PRO B 373 151.127 117.452 104.933 1.00220.19 C -ATOM 10480 N PHE B 374 152.336 120.560 103.688 1.00221.95 N -ATOM 10481 CA PHE B 374 152.592 121.981 103.489 1.00221.95 C -ATOM 10482 C PHE B 374 154.092 122.260 103.479 1.00221.95 C -ATOM 10483 O PHE B 374 154.831 121.780 104.345 1.00221.95 O -ATOM 10484 CB PHE B 374 151.888 122.794 104.570 1.00221.95 C -ATOM 10485 CG PHE B 374 150.397 122.635 104.552 1.00221.95 C -ATOM 10486 CD1 PHE B 374 149.682 122.867 103.385 1.00221.95 C -ATOM 10487 CD2 PHE B 374 149.713 122.233 105.688 1.00221.95 C -ATOM 10488 CE1 PHE B 374 148.309 122.712 103.355 1.00221.95 C -ATOM 10489 CE2 PHE B 374 148.338 122.078 105.665 1.00221.95 C -ATOM 10490 CZ PHE B 374 147.637 122.315 104.495 1.00221.95 C -ATOM 10491 N PHE B 375 154.539 123.033 102.489 1.00225.21 N -ATOM 10492 CA PHE B 375 155.959 123.171 102.187 1.00225.21 C -ATOM 10493 C PHE B 375 156.487 124.582 102.393 1.00225.21 C -ATOM 10494 O PHE B 375 157.494 124.759 103.085 1.00225.21 O -ATOM 10495 CB PHE B 375 156.226 122.721 100.741 1.00225.21 C -ATOM 10496 CG PHE B 375 157.681 122.678 100.378 1.00225.21 C -ATOM 10497 CD1 PHE B 375 158.545 121.807 101.026 1.00225.21 C -ATOM 10498 CD2 PHE B 375 158.187 123.508 99.388 1.00225.21 C -ATOM 10499 CE1 PHE B 375 159.889 121.765 100.695 1.00225.21 C -ATOM 10500 CE2 PHE B 375 159.529 123.471 99.050 1.00225.21 C -ATOM 10501 CZ PHE B 375 160.381 122.598 99.705 1.00225.21 C -ATOM 10502 N THR B 376 155.851 125.593 101.806 1.00229.92 N -ATOM 10503 CA THR B 376 156.355 126.960 101.873 1.00229.92 C -ATOM 10504 C THR B 376 155.909 127.623 103.170 1.00229.92 C -ATOM 10505 O THR B 376 154.741 127.520 103.555 1.00229.92 O -ATOM 10506 CB THR B 376 155.878 127.778 100.672 1.00229.92 C -ATOM 10507 OG1 THR B 376 154.514 128.171 100.869 1.00229.92 O -ATOM 10508 CG2 THR B 376 155.991 126.964 99.391 1.00229.92 C -ATOM 10509 N PHE B 377 156.842 128.304 103.837 1.00224.61 N -ATOM 10510 CA PHE B 377 156.573 128.958 105.116 1.00224.61 C -ATOM 10511 C PHE B 377 157.166 130.361 105.140 1.00224.61 C -ATOM 10512 O PHE B 377 157.798 130.769 106.120 1.00224.61 O -ATOM 10513 CB PHE B 377 157.110 128.134 106.285 1.00224.61 C -ATOM 10514 CG PHE B 377 156.566 126.738 106.341 1.00224.61 C -ATOM 10515 CD1 PHE B 377 155.214 126.519 106.555 1.00224.61 C -ATOM 10516 CD2 PHE B 377 157.403 125.645 106.181 1.00224.61 C -ATOM 10517 CE1 PHE B 377 154.705 125.238 106.601 1.00224.61 C -ATOM 10518 CE2 PHE B 377 156.900 124.357 106.231 1.00224.61 C -ATOM 10519 CZ PHE B 377 155.549 124.154 106.441 1.00224.61 C -ATOM 10520 N LYS B 378 156.975 131.116 104.061 1.00219.00 N -ATOM 10521 CA LYS B 378 157.430 132.499 104.029 1.00219.00 C -ATOM 10522 C LYS B 378 156.537 133.371 104.903 1.00219.00 C -ATOM 10523 O LYS B 378 155.321 133.175 104.967 1.00219.00 O -ATOM 10524 CB LYS B 378 157.435 133.027 102.595 1.00219.00 C -ATOM 10525 CG LYS B 378 158.373 132.284 101.662 1.00219.00 C -ATOM 10526 CD LYS B 378 158.393 132.919 100.281 1.00219.00 C -ATOM 10527 CE LYS B 378 159.313 132.163 99.338 1.00219.00 C -ATOM 10528 NZ LYS B 378 159.438 132.846 98.021 1.00219.00 N1+ -ATOM 10529 N CYS B 379 157.151 134.337 105.585 1.00218.11 N -ATOM 10530 CA CYS B 379 156.427 135.248 106.458 1.00218.11 C -ATOM 10531 C CYS B 379 157.006 136.648 106.333 1.00218.11 C -ATOM 10532 O CYS B 379 158.222 136.818 106.216 1.00218.11 O -ATOM 10533 CB CYS B 379 156.480 134.787 107.918 1.00218.11 C -ATOM 10534 SG CYS B 379 155.345 133.439 108.293 1.00218.11 S -ATOM 10535 N TYR B 380 156.125 137.645 106.361 1.00216.74 N -ATOM 10536 CA TYR B 380 156.508 139.043 106.234 1.00216.74 C -ATOM 10537 C TYR B 380 155.859 139.842 107.353 1.00216.74 C -ATOM 10538 O TYR B 380 154.739 139.539 107.774 1.00216.74 O -ATOM 10539 CB TYR B 380 156.100 139.606 104.868 1.00216.74 C -ATOM 10540 CG TYR B 380 156.417 138.675 103.720 1.00216.74 C -ATOM 10541 CD1 TYR B 380 157.723 138.519 103.269 1.00216.74 C -ATOM 10542 CD2 TYR B 380 155.413 137.941 103.098 1.00216.74 C -ATOM 10543 CE1 TYR B 380 158.021 137.663 102.223 1.00216.74 C -ATOM 10544 CE2 TYR B 380 155.700 137.082 102.050 1.00216.74 C -ATOM 10545 CZ TYR B 380 157.005 136.949 101.618 1.00216.74 C -ATOM 10546 OH TYR B 380 157.297 136.098 100.577 1.00216.74 O -ATOM 10547 N GLY B 381 156.569 140.854 107.837 1.00203.85 N -ATOM 10548 CA GLY B 381 156.127 141.664 108.962 1.00203.85 C -ATOM 10549 C GLY B 381 156.552 141.116 110.310 1.00203.85 C -ATOM 10550 O GLY B 381 156.991 141.871 111.180 1.00203.85 O -ATOM 10551 N VAL B 382 156.424 139.802 110.497 1.00201.85 N -ATOM 10552 CA VAL B 382 156.859 139.120 111.706 1.00201.85 C -ATOM 10553 C VAL B 382 157.749 137.953 111.304 1.00201.85 C -ATOM 10554 O VAL B 382 157.765 137.521 110.149 1.00201.85 O -ATOM 10555 CB VAL B 382 155.675 138.622 112.564 1.00201.85 C -ATOM 10556 CG1 VAL B 382 154.944 139.794 113.200 1.00201.85 C -ATOM 10557 CG2 VAL B 382 154.725 137.788 111.721 1.00201.85 C -ATOM 10558 N SER B 383 158.509 137.455 112.275 1.00202.07 N -ATOM 10559 CA SER B 383 159.361 136.301 112.035 1.00202.07 C -ATOM 10560 C SER B 383 158.507 135.045 111.874 1.00202.07 C -ATOM 10561 O SER B 383 157.473 134.910 112.536 1.00202.07 O -ATOM 10562 CB SER B 383 160.354 136.121 113.183 1.00202.07 C -ATOM 10563 OG SER B 383 161.323 135.132 112.881 1.00202.07 O -ATOM 10564 N PRO B 384 158.898 134.119 110.989 1.00203.52 N -ATOM 10565 CA PRO B 384 158.103 132.892 110.807 1.00203.52 C -ATOM 10566 C PRO B 384 158.131 131.944 111.998 1.00203.52 C -ATOM 10567 O PRO B 384 157.263 131.066 112.083 1.00203.52 O -ATOM 10568 CB PRO B 384 158.735 132.241 109.568 1.00203.52 C -ATOM 10569 CG PRO B 384 160.100 132.834 109.472 1.00203.52 C -ATOM 10570 CD PRO B 384 159.978 134.230 109.993 1.00203.52 C -ATOM 10571 N THR B 385 159.091 132.082 112.911 1.00199.41 N -ATOM 10572 CA THR B 385 159.182 131.200 114.067 1.00199.41 C -ATOM 10573 C THR B 385 158.435 131.723 115.289 1.00199.41 C -ATOM 10574 O THR B 385 158.296 130.985 116.270 1.00199.41 O -ATOM 10575 CB THR B 385 160.650 130.966 114.439 1.00199.41 C -ATOM 10576 OG1 THR B 385 161.252 132.208 114.824 1.00199.41 O -ATOM 10577 CG2 THR B 385 161.412 130.385 113.257 1.00199.41 C -ATOM 10578 N LYS B 386 157.951 132.964 115.258 1.00190.67 N -ATOM 10579 CA LYS B 386 157.265 133.565 116.395 1.00190.67 C -ATOM 10580 C LYS B 386 155.749 133.463 116.303 1.00190.67 C -ATOM 10581 O LYS B 386 155.059 133.973 117.196 1.00190.67 O -ATOM 10582 CB LYS B 386 157.663 135.038 116.534 1.00190.67 C -ATOM 10583 CG LYS B 386 159.153 135.279 116.689 1.00190.67 C -ATOM 10584 CD LYS B 386 159.453 136.768 116.751 1.00190.67 C -ATOM 10585 CE LYS B 386 160.948 137.033 116.789 1.00190.67 C -ATOM 10586 NZ LYS B 386 161.249 138.489 116.705 1.00190.67 N1+ -ATOM 10587 N LEU B 387 155.228 132.805 115.257 1.00187.44 N -ATOM 10588 CA LEU B 387 153.797 132.832 114.951 1.00187.44 C -ATOM 10589 C LEU B 387 152.963 132.194 116.055 1.00187.44 C -ATOM 10590 O LEU B 387 151.926 132.741 116.455 1.00187.44 O -ATOM 10591 CB LEU B 387 153.539 132.120 113.625 1.00187.44 C -ATOM 10592 CG LEU B 387 154.265 132.596 112.370 1.00187.44 C -ATOM 10593 CD1 LEU B 387 153.794 131.781 111.179 1.00187.44 C -ATOM 10594 CD2 LEU B 387 154.026 134.077 112.141 1.00187.44 C -ATOM 10595 N ASN B 388 153.429 131.063 116.595 1.00178.38 N -ATOM 10596 CA ASN B 388 152.745 130.396 117.697 1.00178.38 C -ATOM 10597 C ASN B 388 152.753 131.222 118.979 1.00178.38 C -ATOM 10598 O ASN B 388 151.936 130.965 119.870 1.00178.38 O -ATOM 10599 CB ASN B 388 153.380 129.029 117.958 1.00178.38 C -ATOM 10600 CG ASN B 388 153.271 128.098 116.767 1.00178.38 C -ATOM 10601 OD1 ASN B 388 152.176 127.694 116.377 1.00178.38 O -ATOM 10602 ND2 ASN B 388 154.412 127.751 116.181 1.00178.38 N -ATOM 10603 N ASP B 389 153.650 132.200 119.094 1.00174.62 N -ATOM 10604 CA ASP B 389 153.652 133.111 120.226 1.00174.62 C -ATOM 10605 C ASP B 389 152.876 134.394 119.953 1.00174.62 C -ATOM 10606 O ASP B 389 152.812 135.258 120.834 1.00174.62 O -ATOM 10607 CB ASP B 389 155.092 133.457 120.620 1.00174.62 C -ATOM 10608 CG ASP B 389 155.863 132.255 121.131 1.00174.62 C -ATOM 10609 OD1 ASP B 389 155.231 131.328 121.680 1.00174.62 O -ATOM 10610 OD2 ASP B 389 157.103 132.238 120.984 1.00174.62 O1- -ATOM 10611 N LEU B 390 152.285 134.543 118.769 1.00171.16 N -ATOM 10612 CA LEU B 390 151.692 135.807 118.361 1.00171.16 C -ATOM 10613 C LEU B 390 150.169 135.718 118.357 1.00171.16 C -ATOM 10614 O LEU B 390 149.588 134.720 117.920 1.00171.16 O -ATOM 10615 CB LEU B 390 152.214 136.218 116.979 1.00171.16 C -ATOM 10616 CG LEU B 390 151.771 137.553 116.382 1.00171.16 C -ATOM 10617 CD1 LEU B 390 152.246 138.694 117.259 1.00171.16 C -ATOM 10618 CD2 LEU B 390 152.345 137.699 114.985 1.00171.16 C -ATOM 10619 N CYS B 391 149.529 136.781 118.846 1.00169.56 N -ATOM 10620 CA CYS B 391 148.080 136.868 118.952 1.00169.56 C -ATOM 10621 C CYS B 391 147.546 137.866 117.933 1.00169.56 C -ATOM 10622 O CYS B 391 148.239 138.812 117.546 1.00169.56 O -ATOM 10623 CB CYS B 391 147.646 137.283 120.365 1.00169.56 C -ATOM 10624 SG CYS B 391 147.839 135.995 121.619 1.00169.56 S -ATOM 10625 N PHE B 392 146.305 137.647 117.499 1.00179.69 N -ATOM 10626 CA PHE B 392 145.720 138.412 116.409 1.00179.69 C -ATOM 10627 C PHE B 392 144.317 138.877 116.768 1.00179.69 C -ATOM 10628 O PHE B 392 143.589 138.206 117.505 1.00179.69 O -ATOM 10629 CB PHE B 392 145.644 137.588 115.116 1.00179.69 C -ATOM 10630 CG PHE B 392 146.939 136.935 114.732 1.00179.69 C -ATOM 10631 CD1 PHE B 392 147.879 137.624 113.985 1.00179.69 C -ATOM 10632 CD2 PHE B 392 147.209 135.624 115.103 1.00179.69 C -ATOM 10633 CE1 PHE B 392 149.071 137.025 113.626 1.00179.69 C -ATOM 10634 CE2 PHE B 392 148.400 135.018 114.747 1.00179.69 C -ATOM 10635 CZ PHE B 392 149.332 135.719 114.006 1.00179.69 C -ATOM 10636 N THR B 393 143.947 140.043 116.235 1.00179.71 N -ATOM 10637 CA THR B 393 142.545 140.446 116.226 1.00179.71 C -ATOM 10638 C THR B 393 141.769 139.697 115.149 1.00179.71 C -ATOM 10639 O THR B 393 140.611 139.321 115.360 1.00179.71 O -ATOM 10640 CB THR B 393 142.427 141.956 116.012 1.00179.71 C -ATOM 10641 OG1 THR B 393 143.305 142.361 114.953 1.00179.71 O -ATOM 10642 CG2 THR B 393 142.789 142.708 117.285 1.00179.71 C -ATOM 10643 N ASN B 394 142.395 139.477 113.993 1.00200.01 N -ATOM 10644 CA ASN B 394 141.799 138.733 112.893 1.00200.01 C -ATOM 10645 C ASN B 394 142.912 138.115 112.060 1.00200.01 C -ATOM 10646 O ASN B 394 143.922 138.766 111.783 1.00200.01 O -ATOM 10647 CB ASN B 394 140.923 139.630 112.008 1.00200.01 C -ATOM 10648 CG ASN B 394 139.469 139.636 112.438 1.00200.01 C -ATOM 10649 OD1 ASN B 394 138.814 138.595 112.463 1.00200.01 O -ATOM 10650 ND2 ASN B 394 138.958 140.813 112.779 1.00200.01 N -ATOM 10651 N VAL B 395 142.721 136.860 111.666 1.00210.79 N -ATOM 10652 CA VAL B 395 143.644 136.159 110.782 1.00210.79 C -ATOM 10653 C VAL B 395 142.942 136.015 109.439 1.00210.79 C -ATOM 10654 O VAL B 395 142.082 135.144 109.264 1.00210.79 O -ATOM 10655 CB VAL B 395 144.062 134.795 111.342 1.00210.79 C -ATOM 10656 CG1 VAL B 395 145.176 134.199 110.496 1.00210.79 C -ATOM 10657 CG2 VAL B 395 144.485 134.918 112.792 1.00210.79 C -ATOM 10658 N TYR B 396 143.306 136.865 108.485 1.00233.84 N -ATOM 10659 CA TYR B 396 142.686 136.849 107.162 1.00233.84 C -ATOM 10660 C TYR B 396 143.378 135.786 106.319 1.00233.84 C -ATOM 10661 O TYR B 396 144.461 136.011 105.776 1.00233.84 O -ATOM 10662 CB TYR B 396 142.773 138.226 106.516 1.00233.84 C -ATOM 10663 CG TYR B 396 142.078 139.306 107.313 1.00233.84 C -ATOM 10664 CD1 TYR B 396 140.719 139.220 107.596 1.00233.84 C -ATOM 10665 CD2 TYR B 396 142.781 140.407 107.790 1.00233.84 C -ATOM 10666 CE1 TYR B 396 140.077 140.204 108.328 1.00233.84 C -ATOM 10667 CE2 TYR B 396 142.148 141.396 108.523 1.00233.84 C -ATOM 10668 CZ TYR B 396 140.797 141.288 108.789 1.00233.84 C -ATOM 10669 OH TYR B 396 140.162 142.268 109.517 1.00233.84 O -ATOM 10670 N ALA B 397 142.748 134.620 106.212 1.00236.35 N -ATOM 10671 CA ALA B 397 143.285 133.498 105.454 1.00236.35 C -ATOM 10672 C ALA B 397 142.577 133.426 104.108 1.00236.35 C -ATOM 10673 O ALA B 397 141.345 133.349 104.053 1.00236.35 O -ATOM 10674 CB ALA B 397 143.113 132.190 106.225 1.00236.35 C -ATOM 10675 N ASP B 398 143.354 133.450 103.029 1.00244.81 N -ATOM 10676 CA ASP B 398 142.831 133.438 101.664 1.00244.81 C -ATOM 10677 C ASP B 398 143.399 132.215 100.948 1.00244.81 C -ATOM 10678 O ASP B 398 144.448 132.293 100.304 1.00244.81 O -ATOM 10679 CB ASP B 398 143.186 134.733 100.933 1.00244.81 C -ATOM 10680 CG ASP B 398 142.968 135.965 101.789 1.00244.81 C -ATOM 10681 OD1 ASP B 398 141.853 136.127 102.329 1.00244.81 O -ATOM 10682 OD2 ASP B 398 143.912 136.771 101.924 1.00244.81 O1- -ATOM 10683 N SER B 399 142.698 131.088 101.058 1.00242.60 N -ATOM 10684 CA SER B 399 143.109 129.861 100.387 1.00242.60 C -ATOM 10685 C SER B 399 142.816 129.980 98.897 1.00242.60 C -ATOM 10686 O SER B 399 141.661 130.162 98.496 1.00242.60 O -ATOM 10687 CB SER B 399 142.388 128.656 100.988 1.00242.60 C -ATOM 10688 OG SER B 399 141.004 128.916 101.143 1.00242.60 O -ATOM 10689 N PHE B 400 143.860 129.876 98.078 1.00247.88 N -ATOM 10690 CA PHE B 400 143.771 130.128 96.648 1.00247.88 C -ATOM 10691 C PHE B 400 144.390 128.973 95.876 1.00247.88 C -ATOM 10692 O PHE B 400 145.039 128.090 96.443 1.00247.88 O -ATOM 10693 CB PHE B 400 144.477 131.437 96.275 1.00247.88 C -ATOM 10694 CG PHE B 400 143.559 132.615 96.179 1.00247.88 C -ATOM 10695 CD1 PHE B 400 142.820 133.029 97.276 1.00247.88 C -ATOM 10696 CD2 PHE B 400 143.440 133.315 94.990 1.00247.88 C -ATOM 10697 CE1 PHE B 400 141.975 134.116 97.185 1.00247.88 C -ATOM 10698 CE2 PHE B 400 142.603 134.402 94.893 1.00247.88 C -ATOM 10699 CZ PHE B 400 141.868 134.802 95.990 1.00247.88 C -ATOM 10700 N VAL B 401 144.179 128.989 94.562 1.00246.46 N -ATOM 10701 CA VAL B 401 144.830 128.073 93.632 1.00246.46 C -ATOM 10702 C VAL B 401 145.606 128.932 92.644 1.00246.46 C -ATOM 10703 O VAL B 401 145.014 129.556 91.753 1.00246.46 O -ATOM 10704 CB VAL B 401 143.828 127.162 92.911 1.00246.46 C -ATOM 10705 CG1 VAL B 401 144.553 126.257 91.927 1.00246.46 C -ATOM 10706 CG2 VAL B 401 143.038 126.337 93.917 1.00246.46 C -ATOM 10707 N ILE B 402 146.928 128.977 92.805 1.00239.79 N -ATOM 10708 CA ILE B 402 147.792 129.891 92.066 1.00239.79 C -ATOM 10709 C ILE B 402 148.819 129.078 91.287 1.00239.79 C -ATOM 10710 O ILE B 402 149.438 128.159 91.838 1.00239.79 O -ATOM 10711 CB ILE B 402 148.491 130.894 93.005 1.00239.79 C -ATOM 10712 CG1 ILE B 402 147.486 131.559 93.949 1.00239.79 C -ATOM 10713 CG2 ILE B 402 149.245 131.950 92.217 1.00239.79 C -ATOM 10714 CD1 ILE B 402 146.483 132.439 93.241 1.00239.79 C -ATOM 10715 N ARG B 403 148.984 129.411 90.007 1.00230.07 N -ATOM 10716 CA ARG B 403 150.058 128.862 89.190 1.00230.07 C -ATOM 10717 C ARG B 403 151.412 129.320 89.729 1.00230.07 C -ATOM 10718 O ARG B 403 151.553 130.442 90.222 1.00230.07 O -ATOM 10719 CB ARG B 403 149.868 129.300 87.734 1.00230.07 C -ATOM 10720 CG ARG B 403 150.875 128.764 86.725 1.00230.07 C -ATOM 10721 CD ARG B 403 150.541 129.249 85.323 1.00230.07 C -ATOM 10722 NE ARG B 403 151.714 129.306 84.459 1.00230.07 N -ATOM 10723 CZ ARG B 403 151.769 129.985 83.321 1.00230.07 C -ATOM 10724 NH1 ARG B 403 150.731 130.675 82.876 1.00230.07 N1+ -ATOM 10725 NH2 ARG B 403 152.894 129.973 82.612 1.00230.07 N -ATOM 10726 N GLY B 404 152.412 128.427 89.631 1.00223.31 N -ATOM 10727 CA GLY B 404 153.698 128.639 90.287 1.00223.31 C -ATOM 10728 C GLY B 404 154.472 129.847 89.794 1.00223.31 C -ATOM 10729 O GLY B 404 155.170 130.504 90.578 1.00223.31 O -ATOM 10730 N ASP B 405 154.347 130.169 88.502 1.00221.17 N -ATOM 10731 CA ASP B 405 154.940 131.389 87.964 1.00221.17 C -ATOM 10732 C ASP B 405 154.319 132.643 88.563 1.00221.17 C -ATOM 10733 O ASP B 405 154.968 133.694 88.581 1.00221.17 O -ATOM 10734 CB ASP B 405 154.800 131.417 86.441 1.00221.17 C -ATOM 10735 CG ASP B 405 155.797 130.511 85.747 1.00221.17 C -ATOM 10736 OD1 ASP B 405 156.648 129.919 86.443 1.00221.17 O -ATOM 10737 OD2 ASP B 405 155.731 130.392 84.506 1.00221.17 O1- -ATOM 10738 N GLU B 406 153.080 132.556 89.049 1.00222.44 N -ATOM 10739 CA GLU B 406 152.472 133.628 89.820 1.00222.44 C -ATOM 10740 C GLU B 406 152.620 133.438 91.325 1.00222.44 C -ATOM 10741 O GLU B 406 152.414 134.399 92.073 1.00222.44 O -ATOM 10742 CB GLU B 406 150.988 133.758 89.461 1.00222.44 C -ATOM 10743 CG GLU B 406 150.733 134.504 88.160 1.00222.44 C -ATOM 10744 CD GLU B 406 150.837 133.611 86.938 1.00222.44 C -ATOM 10745 OE1 GLU B 406 150.975 132.381 87.102 1.00222.44 O -ATOM 10746 OE2 GLU B 406 150.781 134.141 85.809 1.00222.44 O1- -ATOM 10747 N VAL B 407 152.954 132.225 91.782 1.00217.92 N -ATOM 10748 CA VAL B 407 153.348 132.025 93.177 1.00217.92 C -ATOM 10749 C VAL B 407 154.654 132.755 93.458 1.00217.92 C -ATOM 10750 O VAL B 407 154.834 133.357 94.527 1.00217.92 O -ATOM 10751 CB VAL B 407 153.450 130.518 93.494 1.00217.92 C -ATOM 10752 CG1 VAL B 407 154.041 130.262 94.879 1.00217.92 C -ATOM 10753 CG2 VAL B 407 152.094 129.876 93.408 1.00217.92 C -ATOM 10754 N ARG B 408 155.568 132.754 92.479 1.00212.52 N -ATOM 10755 CA ARG B 408 156.821 133.496 92.609 1.00212.52 C -ATOM 10756 C ARG B 408 156.616 135.007 92.692 1.00212.52 C -ATOM 10757 O ARG B 408 157.512 135.713 93.166 1.00212.52 O -ATOM 10758 CB ARG B 408 157.748 133.173 91.436 1.00212.52 C -ATOM 10759 CG ARG B 408 158.173 131.719 91.349 1.00212.52 C -ATOM 10760 CD ARG B 408 158.777 131.412 89.989 1.00212.52 C -ATOM 10761 NE ARG B 408 158.791 129.982 89.704 1.00212.52 N -ATOM 10762 CZ ARG B 408 159.094 129.457 88.525 1.00212.52 C -ATOM 10763 NH1 ARG B 408 159.405 130.218 87.488 1.00212.52 N1+ -ATOM 10764 NH2 ARG B 408 159.086 128.135 88.382 1.00212.52 N -ATOM 10765 N GLN B 409 155.468 135.518 92.245 1.00212.74 N -ATOM 10766 CA GLN B 409 155.169 136.942 92.312 1.00212.74 C -ATOM 10767 C GLN B 409 154.459 137.357 93.596 1.00212.74 C -ATOM 10768 O GLN B 409 154.272 138.559 93.816 1.00212.74 O -ATOM 10769 CB GLN B 409 154.314 137.353 91.109 1.00212.74 C -ATOM 10770 CG GLN B 409 154.785 136.761 89.795 1.00212.74 C -ATOM 10771 CD GLN B 409 153.712 136.789 88.727 1.00212.74 C -ATOM 10772 OE1 GLN B 409 152.573 137.177 88.986 1.00212.74 O -ATOM 10773 NE2 GLN B 409 154.070 136.376 87.516 1.00212.74 N -ATOM 10774 N ILE B 410 154.059 136.411 94.445 1.00207.13 N -ATOM 10775 CA ILE B 410 153.380 136.740 95.699 1.00207.13 C -ATOM 10776 C ILE B 410 154.455 137.136 96.709 1.00207.13 C -ATOM 10777 O ILE B 410 155.075 136.283 97.346 1.00207.13 O -ATOM 10778 CB ILE B 410 152.517 135.584 96.211 1.00207.13 C -ATOM 10779 CG1 ILE B 410 151.519 135.148 95.139 1.00207.13 C -ATOM 10780 CG2 ILE B 410 151.769 135.996 97.473 1.00207.13 C -ATOM 10781 CD1 ILE B 410 150.679 133.952 95.530 1.00207.13 C -ATOM 10782 N ALA B 411 154.676 138.439 96.850 1.00205.34 N -ATOM 10783 CA ALA B 411 155.676 138.984 97.756 1.00205.34 C -ATOM 10784 C ALA B 411 155.299 140.427 98.061 1.00205.34 C -ATOM 10785 O ALA B 411 154.567 141.054 97.285 1.00205.34 O -ATOM 10786 CB ALA B 411 157.085 138.907 97.141 1.00205.34 C -ATOM 10787 N PRO B 412 155.754 140.974 99.192 1.00209.86 N -ATOM 10788 CA PRO B 412 155.527 142.403 99.464 1.00209.86 C -ATOM 10789 C PRO B 412 156.317 143.280 98.503 1.00209.86 C -ATOM 10790 O PRO B 412 157.549 143.265 98.495 1.00209.86 O -ATOM 10791 CB PRO B 412 156.009 142.572 100.912 1.00209.86 C -ATOM 10792 CG PRO B 412 156.861 141.377 101.182 1.00209.86 C -ATOM 10793 CD PRO B 412 156.235 140.275 100.397 1.00209.86 C -ATOM 10794 N GLY B 413 155.594 144.046 97.687 1.00203.39 N -ATOM 10795 CA GLY B 413 156.200 144.986 96.769 1.00203.39 C -ATOM 10796 C GLY B 413 156.583 144.432 95.414 1.00203.39 C -ATOM 10797 O GLY B 413 157.064 145.198 94.569 1.00203.39 O -ATOM 10798 N GLN B 414 156.388 143.139 95.171 1.00202.66 N -ATOM 10799 CA GLN B 414 156.743 142.544 93.890 1.00202.66 C -ATOM 10800 C GLN B 414 155.560 142.597 92.932 1.00202.66 C -ATOM 10801 O GLN B 414 154.415 142.351 93.323 1.00202.66 O -ATOM 10802 CB GLN B 414 157.207 141.095 94.065 1.00202.66 C -ATOM 10803 CG GLN B 414 157.914 140.529 92.837 1.00202.66 C -ATOM 10804 CD GLN B 414 158.352 139.089 93.010 1.00202.66 C -ATOM 10805 OE1 GLN B 414 158.060 138.456 94.021 1.00202.66 O -ATOM 10806 NE2 GLN B 414 159.057 138.563 92.016 1.00202.66 N -ATOM 10807 N THR B 415 155.848 142.922 91.675 1.00205.38 N -ATOM 10808 CA THR B 415 154.844 142.970 90.625 1.00205.38 C -ATOM 10809 C THR B 415 154.668 141.577 90.017 1.00205.38 C -ATOM 10810 O THR B 415 155.152 140.575 90.550 1.00205.38 O -ATOM 10811 CB THR B 415 155.236 143.999 89.567 1.00205.38 C -ATOM 10812 OG1 THR B 415 156.414 143.557 88.882 1.00205.38 O -ATOM 10813 CG2 THR B 415 155.512 145.348 90.215 1.00205.38 C -ATOM 10814 N GLY B 416 153.969 141.502 88.893 1.00210.18 N -ATOM 10815 CA GLY B 416 153.734 140.260 88.195 1.00210.18 C -ATOM 10816 C GLY B 416 152.315 140.207 87.677 1.00210.18 C -ATOM 10817 O GLY B 416 151.587 141.196 87.720 1.00210.18 O -ATOM 10818 N ASN B 417 151.915 139.019 87.212 1.00220.08 N -ATOM 10819 CA ASN B 417 150.606 138.853 86.582 1.00220.08 C -ATOM 10820 C ASN B 417 149.472 139.005 87.590 1.00220.08 C -ATOM 10821 O ASN B 417 148.653 139.924 87.483 1.00220.08 O -ATOM 10822 CB ASN B 417 150.524 137.492 85.890 1.00220.08 C -ATOM 10823 CG ASN B 417 151.335 137.437 84.616 1.00220.08 C -ATOM 10824 OD1 ASN B 417 151.111 138.217 83.691 1.00220.08 O -ATOM 10825 ND2 ASN B 417 152.285 136.512 84.558 1.00220.08 N -ATOM 10826 N ILE B 418 149.413 138.112 88.582 1.00222.41 N -ATOM 10827 CA ILE B 418 148.379 138.211 89.610 1.00222.41 C -ATOM 10828 C ILE B 418 148.632 139.416 90.508 1.00222.41 C -ATOM 10829 O ILE B 418 147.704 140.172 90.828 1.00222.41 O -ATOM 10830 CB ILE B 418 148.290 136.891 90.402 1.00222.41 C -ATOM 10831 CG1 ILE B 418 147.579 135.833 89.557 1.00222.41 C -ATOM 10832 CG2 ILE B 418 147.585 137.073 91.746 1.00222.41 C -ATOM 10833 CD1 ILE B 418 147.415 134.508 90.240 1.00222.41 C -ATOM 10834 N ALA B 419 149.901 139.666 90.851 1.00214.49 N -ATOM 10835 CA ALA B 419 150.262 140.778 91.724 1.00214.49 C -ATOM 10836 C ALA B 419 150.037 142.146 91.084 1.00214.49 C -ATOM 10837 O ALA B 419 150.067 143.154 91.797 1.00214.49 O -ATOM 10838 CB ALA B 419 151.722 140.648 92.161 1.00214.49 C -ATOM 10839 N ASP B 420 149.819 142.211 89.769 1.00220.23 N -ATOM 10840 CA ASP B 420 149.494 143.460 89.095 1.00220.23 C -ATOM 10841 C ASP B 420 148.057 143.547 88.610 1.00220.23 C -ATOM 10842 O ASP B 420 147.508 144.649 88.557 1.00220.23 O -ATOM 10843 CB ASP B 420 150.426 143.680 87.898 1.00220.23 C -ATOM 10844 CG ASP B 420 151.735 144.319 88.295 1.00220.23 C -ATOM 10845 OD1 ASP B 420 151.830 144.808 89.441 1.00220.23 O -ATOM 10846 OD2 ASP B 420 152.663 144.340 87.461 1.00220.23 O1- -ATOM 10847 N TYR B 421 147.428 142.426 88.260 1.00238.62 N -ATOM 10848 CA TYR B 421 146.116 142.459 87.638 1.00238.62 C -ATOM 10849 C TYR B 421 144.998 141.929 88.520 1.00238.62 C -ATOM 10850 O TYR B 421 143.855 142.354 88.349 1.00238.62 O -ATOM 10851 CB TYR B 421 146.143 141.671 86.321 1.00238.62 C -ATOM 10852 CG TYR B 421 147.182 142.170 85.333 1.00238.62 C -ATOM 10853 CD1 TYR B 421 147.399 143.533 85.149 1.00238.62 C -ATOM 10854 CD2 TYR B 421 147.957 141.278 84.598 1.00238.62 C -ATOM 10855 CE1 TYR B 421 148.351 143.994 84.249 1.00238.62 C -ATOM 10856 CE2 TYR B 421 148.913 141.730 83.697 1.00238.62 C -ATOM 10857 CZ TYR B 421 149.104 143.088 83.528 1.00238.62 C -ATOM 10858 OH TYR B 421 150.050 143.541 82.635 1.00238.62 O -ATOM 10859 N ASN B 422 145.277 141.024 89.461 1.00240.26 N -ATOM 10860 CA ASN B 422 144.219 140.494 90.331 1.00240.26 C -ATOM 10861 C ASN B 422 144.122 141.306 91.621 1.00240.26 C -ATOM 10862 O ASN B 422 143.125 141.994 91.857 1.00240.26 O -ATOM 10863 CB ASN B 422 144.472 139.014 90.625 1.00240.26 C -ATOM 10864 CG ASN B 422 144.202 138.129 89.427 1.00240.26 C -ATOM 10865 OD1 ASN B 422 145.098 137.851 88.633 1.00240.26 O -ATOM 10866 ND2 ASN B 422 142.961 137.672 89.295 1.00240.26 N -ATOM 10867 N TYR B 423 145.177 141.274 92.433 1.00244.05 N -ATOM 10868 CA TYR B 423 145.198 141.969 93.713 1.00244.05 C -ATOM 10869 C TYR B 423 146.634 142.359 94.030 1.00244.05 C -ATOM 10870 O TYR B 423 147.583 141.788 93.489 1.00244.05 O -ATOM 10871 CB TYR B 423 144.616 141.108 94.844 1.00244.05 C -ATOM 10872 CG TYR B 423 143.123 141.264 95.032 1.00244.05 C -ATOM 10873 CD1 TYR B 423 142.230 140.392 94.417 1.00244.05 C -ATOM 10874 CD2 TYR B 423 142.606 142.286 95.819 1.00244.05 C -ATOM 10875 CE1 TYR B 423 140.863 140.537 94.577 1.00244.05 C -ATOM 10876 CE2 TYR B 423 141.242 142.431 95.995 1.00244.05 C -ATOM 10877 CZ TYR B 423 140.375 141.555 95.370 1.00244.05 C -ATOM 10878 OH TYR B 423 139.017 141.697 95.536 1.00244.05 O -ATOM 10879 N LYS B 424 146.786 143.337 94.920 1.00223.57 N -ATOM 10880 CA LYS B 424 148.087 143.896 95.259 1.00223.57 C -ATOM 10881 C LYS B 424 148.388 143.718 96.741 1.00223.57 C -ATOM 10882 O LYS B 424 147.480 143.619 97.573 1.00223.57 O -ATOM 10883 CB LYS B 424 148.164 145.385 94.899 1.00223.57 C -ATOM 10884 CG LYS B 424 148.938 145.695 93.629 1.00223.57 C -ATOM 10885 CD LYS B 424 150.434 145.777 93.889 1.00223.57 C -ATOM 10886 CE LYS B 424 151.185 146.206 92.638 1.00223.57 C -ATOM 10887 NZ LYS B 424 152.661 146.137 92.820 1.00223.57 N1+ -ATOM 10888 N LEU B 425 149.683 143.683 97.058 1.00217.34 N -ATOM 10889 CA LEU B 425 150.192 143.599 98.414 1.00217.34 C -ATOM 10890 C LEU B 425 151.138 144.763 98.689 1.00217.34 C -ATOM 10891 O LEU B 425 151.925 145.136 97.813 1.00217.34 O -ATOM 10892 CB LEU B 425 150.932 142.270 98.643 1.00217.34 C -ATOM 10893 CG LEU B 425 150.082 140.996 98.631 1.00217.34 C -ATOM 10894 CD1 LEU B 425 150.922 139.789 99.020 1.00217.34 C -ATOM 10895 CD2 LEU B 425 148.880 141.135 99.553 1.00217.34 C -ATOM 10896 N PRO B 426 151.089 145.355 99.880 1.00219.54 N -ATOM 10897 CA PRO B 426 151.937 146.515 100.170 1.00219.54 C -ATOM 10898 C PRO B 426 153.378 146.105 100.442 1.00219.54 C -ATOM 10899 O PRO B 426 153.695 144.936 100.663 1.00219.54 O -ATOM 10900 CB PRO B 426 151.289 147.121 101.418 1.00219.54 C -ATOM 10901 CG PRO B 426 150.665 145.961 102.104 1.00219.54 C -ATOM 10902 CD PRO B 426 150.220 145.009 101.021 1.00219.54 C -ATOM 10903 N ASP B 427 154.260 147.109 100.413 1.00216.47 N -ATOM 10904 CA ASP B 427 155.666 146.877 100.730 1.00216.47 C -ATOM 10905 C ASP B 427 155.862 146.568 102.209 1.00216.47 C -ATOM 10906 O ASP B 427 156.826 145.887 102.578 1.00216.47 O -ATOM 10907 CB ASP B 427 156.501 148.093 100.324 1.00216.47 C -ATOM 10908 CG ASP B 427 157.936 147.731 99.988 1.00216.47 C -ATOM 10909 OD1 ASP B 427 158.306 146.547 100.132 1.00216.47 O -ATOM 10910 OD2 ASP B 427 158.696 148.634 99.579 1.00216.47 O1- -ATOM 10911 N ASP B 428 154.962 147.050 103.063 1.00221.28 N -ATOM 10912 CA ASP B 428 154.985 146.785 104.500 1.00221.28 C -ATOM 10913 C ASP B 428 153.949 145.739 104.889 1.00221.28 C -ATOM 10914 O ASP B 428 153.285 145.862 105.923 1.00221.28 O -ATOM 10915 CB ASP B 428 154.764 148.078 105.279 1.00221.28 C -ATOM 10916 CG ASP B 428 155.811 149.128 104.972 1.00221.28 C -ATOM 10917 OD1 ASP B 428 156.970 148.751 104.701 1.00221.28 O -ATOM 10918 OD2 ASP B 428 155.476 150.331 104.999 1.00221.28 O1- -ATOM 10919 N PHE B 429 153.783 144.715 104.052 1.00225.32 N -ATOM 10920 CA PHE B 429 152.765 143.696 104.270 1.00225.32 C -ATOM 10921 C PHE B 429 153.114 142.826 105.472 1.00225.32 C -ATOM 10922 O PHE B 429 154.241 142.337 105.595 1.00225.32 O -ATOM 10923 CB PHE B 429 152.616 142.833 103.017 1.00225.32 C -ATOM 10924 CG PHE B 429 151.764 141.610 103.214 1.00225.32 C -ATOM 10925 CD1 PHE B 429 150.435 141.725 103.598 1.00225.32 C -ATOM 10926 CD2 PHE B 429 152.293 140.344 103.009 1.00225.32 C -ATOM 10927 CE1 PHE B 429 149.650 140.599 103.777 1.00225.32 C -ATOM 10928 CE2 PHE B 429 151.513 139.213 103.186 1.00225.32 C -ATOM 10929 CZ PHE B 429 150.190 139.341 103.570 1.00225.32 C -ATOM 10930 N THR B 430 152.141 142.636 106.357 1.00223.60 N -ATOM 10931 CA THR B 430 152.289 141.801 107.545 1.00223.60 C -ATOM 10932 C THR B 430 151.451 140.545 107.331 1.00223.60 C -ATOM 10933 O THR B 430 150.221 140.586 107.427 1.00223.60 O -ATOM 10934 CB THR B 430 151.858 142.553 108.801 1.00223.60 C -ATOM 10935 OG1 THR B 430 150.501 142.992 108.655 1.00223.60 O -ATOM 10936 CG2 THR B 430 152.752 143.762 109.030 1.00223.60 C -ATOM 10937 N GLY B 431 152.115 139.433 107.039 1.00222.87 N -ATOM 10938 CA GLY B 431 151.399 138.193 106.806 1.00222.87 C -ATOM 10939 C GLY B 431 152.346 137.077 106.427 1.00222.87 C -ATOM 10940 O GLY B 431 153.563 137.264 106.330 1.00222.87 O -ATOM 10941 N CYS B 432 151.759 135.900 106.209 1.00225.67 N -ATOM 10942 CA CYS B 432 152.502 134.704 105.844 1.00225.67 C -ATOM 10943 C CYS B 432 151.832 134.019 104.661 1.00225.67 C -ATOM 10944 O CYS B 432 150.615 134.108 104.477 1.00225.67 O -ATOM 10945 CB CYS B 432 152.608 133.722 107.020 1.00225.67 C -ATOM 10946 SG CYS B 432 153.534 134.348 108.440 1.00225.67 S -ATOM 10947 N VAL B 433 152.643 133.332 103.860 1.00226.95 N -ATOM 10948 CA VAL B 433 152.186 132.641 102.657 1.00226.95 C -ATOM 10949 C VAL B 433 152.578 131.174 102.775 1.00226.95 C -ATOM 10950 O VAL B 433 153.763 130.854 102.934 1.00226.95 O -ATOM 10951 CB VAL B 433 152.776 133.268 101.383 1.00226.95 C -ATOM 10952 CG1 VAL B 433 152.450 132.417 100.166 1.00226.95 C -ATOM 10953 CG2 VAL B 433 152.256 134.686 101.195 1.00226.95 C -ATOM 10954 N ILE B 434 151.588 130.286 102.699 1.00229.43 N -ATOM 10955 CA ILE B 434 151.803 128.843 102.744 1.00229.43 C -ATOM 10956 C ILE B 434 151.246 128.238 101.462 1.00229.43 C -ATOM 10957 O ILE B 434 150.077 128.458 101.125 1.00229.43 O -ATOM 10958 CB ILE B 434 151.150 128.206 103.986 1.00229.43 C -ATOM 10959 CG1 ILE B 434 151.729 128.819 105.265 1.00229.43 C -ATOM 10960 CG2 ILE B 434 151.345 126.694 103.976 1.00229.43 C -ATOM 10961 CD1 ILE B 434 151.235 128.174 106.543 1.00229.43 C -ATOM 10962 N ALA B 435 152.081 127.478 100.751 1.00232.16 N -ATOM 10963 CA ALA B 435 151.716 126.947 99.446 1.00232.16 C -ATOM 10964 C ALA B 435 152.226 125.522 99.284 1.00232.16 C -ATOM 10965 O ALA B 435 153.238 125.135 99.875 1.00232.16 O -ATOM 10966 CB ALA B 435 152.273 127.820 98.316 1.00232.16 C -ATOM 10967 N TRP B 436 151.507 124.752 98.466 1.00234.78 N -ATOM 10968 CA TRP B 436 151.893 123.400 98.078 1.00234.78 C -ATOM 10969 C TRP B 436 151.135 123.014 96.816 1.00234.78 C -ATOM 10970 O TRP B 436 150.001 123.452 96.604 1.00234.78 O -ATOM 10971 CB TRP B 436 151.636 122.388 99.205 1.00234.78 C -ATOM 10972 CG TRP B 436 152.039 120.986 98.861 1.00234.78 C -ATOM 10973 CD1 TRP B 436 153.301 120.532 98.604 1.00234.78 C -ATOM 10974 CD2 TRP B 436 151.179 119.843 98.790 1.00234.78 C -ATOM 10975 NE1 TRP B 436 153.274 119.182 98.348 1.00234.78 N -ATOM 10976 CE2 TRP B 436 151.984 118.735 98.458 1.00234.78 C -ATOM 10977 CE3 TRP B 436 149.804 119.650 98.966 1.00234.78 C -ATOM 10978 CZ2 TRP B 436 151.460 117.453 98.296 1.00234.78 C -ATOM 10979 CZ3 TRP B 436 149.285 118.378 98.799 1.00234.78 C -ATOM 10980 CH2 TRP B 436 150.112 117.296 98.470 1.00234.78 C -ATOM 10981 N ASN B 437 151.786 122.199 95.982 1.00239.76 N -ATOM 10982 CA ASN B 437 151.200 121.733 94.730 1.00239.76 C -ATOM 10983 C ASN B 437 149.977 120.862 94.990 1.00239.76 C -ATOM 10984 O ASN B 437 150.011 119.950 95.821 1.00239.76 O -ATOM 10985 CB ASN B 437 152.235 120.947 93.928 1.00239.76 C -ATOM 10986 CG ASN B 437 153.415 121.797 93.505 1.00239.76 C -ATOM 10987 OD1 ASN B 437 154.543 121.577 93.944 1.00239.76 O -ATOM 10988 ND2 ASN B 437 153.161 122.762 92.632 1.00239.76 N -ATOM 10989 N SER B 438 148.904 121.133 94.257 1.00244.24 N -ATOM 10990 CA SER B 438 147.615 120.470 94.412 1.00244.24 C -ATOM 10991 C SER B 438 147.094 120.032 93.052 1.00244.24 C -ATOM 10992 O SER B 438 145.985 120.379 92.642 1.00244.24 O -ATOM 10993 CB SER B 438 146.615 121.380 95.121 1.00244.24 C -ATOM 10994 OG SER B 438 146.350 122.544 94.358 1.00244.24 O -ATOM 10995 N ASN B 439 147.946 119.313 92.311 1.00245.36 N -ATOM 10996 CA ASN B 439 147.609 118.876 90.957 1.00245.36 C -ATOM 10997 C ASN B 439 146.422 117.920 90.948 1.00245.36 C -ATOM 10998 O ASN B 439 145.518 118.054 90.116 1.00245.36 O -ATOM 10999 CB ASN B 439 148.824 118.215 90.308 1.00245.36 C -ATOM 11000 CG ASN B 439 149.867 119.218 89.878 1.00245.36 C -ATOM 11001 OD1 ASN B 439 149.691 119.927 88.888 1.00245.36 O -ATOM 11002 ND2 ASN B 439 150.962 119.290 90.626 1.00245.36 N -ATOM 11003 N LYS B 440 146.389 116.972 91.887 1.00246.92 N -ATOM 11004 CA LYS B 440 145.315 115.986 91.942 1.00246.92 C -ATOM 11005 C LYS B 440 143.982 116.573 92.390 1.00246.92 C -ATOM 11006 O LYS B 440 142.951 115.912 92.226 1.00246.92 O -ATOM 11007 CB LYS B 440 145.714 114.838 92.871 1.00246.92 C -ATOM 11008 CG LYS B 440 146.835 113.969 92.326 1.00246.92 C -ATOM 11009 CD LYS B 440 147.107 112.779 93.230 1.00246.92 C -ATOM 11010 CE LYS B 440 148.252 111.932 92.697 1.00246.92 C -ATOM 11011 NZ LYS B 440 148.608 110.825 93.626 1.00246.92 N1+ -ATOM 11012 N LEU B 441 143.971 117.787 92.947 1.00248.16 N -ATOM 11013 CA LEU B 441 142.739 118.432 93.373 1.00248.16 C -ATOM 11014 C LEU B 441 142.326 119.609 92.500 1.00248.16 C -ATOM 11015 O LEU B 441 141.148 119.977 92.511 1.00248.16 O -ATOM 11016 CB LEU B 441 142.867 118.917 94.825 1.00248.16 C -ATOM 11017 CG LEU B 441 143.521 117.948 95.813 1.00248.16 C -ATOM 11018 CD1 LEU B 441 143.736 118.618 97.160 1.00248.16 C -ATOM 11019 CD2 LEU B 441 142.684 116.687 95.967 1.00248.16 C -ATOM 11020 N ASP B 442 143.256 120.204 91.747 1.00248.21 N -ATOM 11021 CA ASP B 442 142.965 121.390 90.950 1.00248.21 C -ATOM 11022 C ASP B 442 143.439 121.275 89.505 1.00248.21 C -ATOM 11023 O ASP B 442 143.518 122.297 88.813 1.00248.21 O -ATOM 11024 CB ASP B 442 143.590 122.637 91.591 1.00248.21 C -ATOM 11025 CG ASP B 442 143.167 122.828 93.035 1.00248.21 C -ATOM 11026 OD1 ASP B 442 141.960 122.701 93.324 1.00248.21 O -ATOM 11027 OD2 ASP B 442 144.043 123.108 93.880 1.00248.21 O1- -ATOM 11028 N SER B 443 143.757 120.074 89.030 1.00244.13 N -ATOM 11029 CA SER B 443 144.175 119.860 87.652 1.00244.13 C -ATOM 11030 C SER B 443 143.192 118.916 86.978 1.00244.13 C -ATOM 11031 O SER B 443 142.841 117.873 87.540 1.00244.13 O -ATOM 11032 CB SER B 443 145.595 119.290 87.584 1.00244.13 C -ATOM 11033 OG SER B 443 146.545 120.235 88.046 1.00244.13 O -ATOM 11034 N LYS B 444 142.753 119.282 85.778 1.00239.13 N -ATOM 11035 CA LYS B 444 141.762 118.516 85.041 1.00239.13 C -ATOM 11036 C LYS B 444 142.299 118.174 83.660 1.00239.13 C -ATOM 11037 O LYS B 444 143.239 118.800 83.161 1.00239.13 O -ATOM 11038 CB LYS B 444 140.438 119.284 84.915 1.00239.13 C -ATOM 11039 CG LYS B 444 139.764 119.579 86.244 1.00239.13 C -ATOM 11040 CD LYS B 444 138.374 120.156 86.043 1.00239.13 C -ATOM 11041 CE LYS B 444 137.699 120.436 87.375 1.00239.13 C -ATOM 11042 NZ LYS B 444 136.310 120.941 87.197 1.00239.13 N1+ -ATOM 11043 N VAL B 445 141.692 117.153 83.053 1.00237.27 N -ATOM 11044 CA VAL B 445 142.046 116.762 81.695 1.00237.27 C -ATOM 11045 C VAL B 445 141.561 117.827 80.721 1.00237.27 C -ATOM 11046 O VAL B 445 140.444 118.350 80.856 1.00237.27 O -ATOM 11047 CB VAL B 445 141.452 115.381 81.365 1.00237.27 C -ATOM 11048 CG1 VAL B 445 142.079 114.810 80.100 1.00237.27 C -ATOM 11049 CG2 VAL B 445 141.644 114.429 82.536 1.00237.27 C -ATOM 11050 N SER B 446 142.420 118.159 79.744 1.00243.64 N -ATOM 11051 CA SER B 446 142.207 119.229 78.757 1.00243.64 C -ATOM 11052 C SER B 446 141.975 120.582 79.429 1.00243.64 C -ATOM 11053 O SER B 446 141.166 121.394 78.973 1.00243.64 O -ATOM 11054 CB SER B 446 141.070 118.894 77.785 1.00243.64 C -ATOM 11055 OG SER B 446 139.810 119.234 78.339 1.00243.64 O -ATOM 11056 N GLY B 447 142.692 120.826 80.523 1.00243.99 N -ATOM 11057 CA GLY B 447 142.664 122.117 81.181 1.00243.99 C -ATOM 11058 C GLY B 447 141.627 122.259 82.275 1.00243.99 C -ATOM 11059 O GLY B 447 140.534 121.689 82.189 1.00243.99 O -ATOM 11060 N ASN B 448 141.963 123.021 83.312 1.00248.12 N -ATOM 11061 CA ASN B 448 141.036 123.354 84.386 1.00248.12 C -ATOM 11062 C ASN B 448 140.545 124.780 84.171 1.00248.12 C -ATOM 11063 O ASN B 448 141.340 125.725 84.201 1.00248.12 O -ATOM 11064 CB ASN B 448 141.707 123.211 85.753 1.00248.12 C -ATOM 11065 CG ASN B 448 140.713 123.237 86.901 1.00248.12 C -ATOM 11066 OD1 ASN B 448 139.500 123.252 86.691 1.00248.12 O -ATOM 11067 ND2 ASN B 448 141.227 123.247 88.125 1.00248.12 N -ATOM 11068 N TYR B 449 139.239 124.931 83.958 1.00250.79 N -ATOM 11069 CA TYR B 449 138.643 126.225 83.655 1.00250.79 C -ATOM 11070 C TYR B 449 137.814 126.779 84.807 1.00250.79 C -ATOM 11071 O TYR B 449 137.074 127.749 84.615 1.00250.79 O -ATOM 11072 CB TYR B 449 137.789 126.124 82.389 1.00250.79 C -ATOM 11073 CG TYR B 449 138.544 125.576 81.199 1.00250.79 C -ATOM 11074 CD1 TYR B 449 139.513 126.338 80.556 1.00250.79 C -ATOM 11075 CD2 TYR B 449 138.293 124.294 80.723 1.00250.79 C -ATOM 11076 CE1 TYR B 449 140.210 125.841 79.468 1.00250.79 C -ATOM 11077 CE2 TYR B 449 138.985 123.787 79.635 1.00250.79 C -ATOM 11078 CZ TYR B 449 139.941 124.565 79.013 1.00250.79 C -ATOM 11079 OH TYR B 449 140.631 124.066 77.931 1.00250.79 O -ATOM 11080 N ASN B 450 137.918 126.188 85.999 1.00248.57 N -ATOM 11081 CA ASN B 450 137.202 126.707 87.158 1.00248.57 C -ATOM 11082 C ASN B 450 137.849 127.959 87.733 1.00248.57 C -ATOM 11083 O ASN B 450 137.185 128.702 88.464 1.00248.57 O -ATOM 11084 CB ASN B 450 137.105 125.633 88.244 1.00248.57 C -ATOM 11085 CG ASN B 450 136.114 124.541 87.895 1.00248.57 C -ATOM 11086 OD1 ASN B 450 136.464 123.551 87.252 1.00248.57 O -ATOM 11087 ND2 ASN B 450 134.868 124.714 88.319 1.00248.57 N -ATOM 11088 N TYR B 451 139.118 128.209 87.423 1.00254.19 N -ATOM 11089 CA TYR B 451 139.833 129.389 87.892 1.00254.19 C -ATOM 11090 C TYR B 451 140.188 130.252 86.691 1.00254.19 C -ATOM 11091 O TYR B 451 140.823 129.775 85.744 1.00254.19 O -ATOM 11092 CB TYR B 451 141.091 128.996 88.670 1.00254.19 C -ATOM 11093 CG TYR B 451 140.854 127.899 89.682 1.00254.19 C -ATOM 11094 CD1 TYR B 451 140.003 128.099 90.763 1.00254.19 C -ATOM 11095 CD2 TYR B 451 141.471 126.660 89.551 1.00254.19 C -ATOM 11096 CE1 TYR B 451 139.779 127.097 91.692 1.00254.19 C -ATOM 11097 CE2 TYR B 451 141.253 125.651 90.474 1.00254.19 C -ATOM 11098 CZ TYR B 451 140.406 125.876 91.541 1.00254.19 C -ATOM 11099 OH TYR B 451 140.187 124.878 92.462 1.00254.19 O -ATOM 11100 N LEU B 452 139.778 131.516 86.732 1.00264.96 N -ATOM 11101 CA LEU B 452 140.035 132.468 85.663 1.00264.96 C -ATOM 11102 C LEU B 452 140.854 133.626 86.210 1.00264.96 C -ATOM 11103 O LEU B 452 140.616 134.095 87.327 1.00264.96 O -ATOM 11104 CB LEU B 452 138.725 132.978 85.053 1.00264.96 C -ATOM 11105 CG LEU B 452 137.918 131.936 84.272 1.00264.96 C -ATOM 11106 CD1 LEU B 452 136.665 132.545 83.667 1.00264.96 C -ATOM 11107 CD2 LEU B 452 138.770 131.298 83.188 1.00264.96 C -ATOM 11108 N TYR B 453 141.821 134.081 85.420 1.00262.33 N -ATOM 11109 CA TYR B 453 142.780 135.085 85.850 1.00262.33 C -ATOM 11110 C TYR B 453 142.749 136.248 84.870 1.00262.33 C -ATOM 11111 O TYR B 453 142.061 136.208 83.847 1.00262.33 O -ATOM 11112 CB TYR B 453 144.193 134.492 85.954 1.00262.33 C -ATOM 11113 CG TYR B 453 144.291 133.297 86.882 1.00262.33 C -ATOM 11114 CD1 TYR B 453 144.544 133.465 88.239 1.00262.33 C -ATOM 11115 CD2 TYR B 453 144.128 132.001 86.401 1.00262.33 C -ATOM 11116 CE1 TYR B 453 144.634 132.375 89.093 1.00262.33 C -ATOM 11117 CE2 TYR B 453 144.215 130.905 87.247 1.00262.33 C -ATOM 11118 CZ TYR B 453 144.468 131.099 88.591 1.00262.33 C -ATOM 11119 OH TYR B 453 144.556 130.015 89.436 1.00262.33 O -ATOM 11120 N ARG B 454 143.494 137.302 85.190 1.00268.46 N -ATOM 11121 CA ARG B 454 143.502 138.511 84.380 1.00268.46 C -ATOM 11122 C ARG B 454 144.901 138.770 83.842 1.00268.46 C -ATOM 11123 O ARG B 454 145.876 138.756 84.600 1.00268.46 O -ATOM 11124 CB ARG B 454 143.013 139.720 85.180 1.00268.46 C -ATOM 11125 CG ARG B 454 141.518 139.921 85.077 1.00268.46 C -ATOM 11126 CD ARG B 454 141.041 141.118 85.855 1.00268.46 C -ATOM 11127 NE ARG B 454 139.714 140.891 86.413 1.00268.46 N -ATOM 11128 CZ ARG B 454 138.885 141.848 86.804 1.00268.46 C -ATOM 11129 NH1 ARG B 454 139.160 143.127 86.605 1.00268.46 N1+ -ATOM 11130 NH2 ARG B 454 137.749 141.514 87.404 1.00268.46 N -ATOM 11131 N LEU B 455 144.990 139.003 82.534 1.00264.83 N -ATOM 11132 CA LEU B 455 146.227 139.427 81.897 1.00264.83 C -ATOM 11133 C LEU B 455 146.142 140.844 81.348 1.00264.83 C -ATOM 11134 O LEU B 455 147.126 141.334 80.782 1.00264.83 O -ATOM 11135 CB LEU B 455 146.612 138.454 80.773 1.00264.83 C -ATOM 11136 CG LEU B 455 146.738 136.984 81.184 1.00264.83 C -ATOM 11137 CD1 LEU B 455 147.022 136.102 79.975 1.00264.83 C -ATOM 11138 CD2 LEU B 455 147.815 136.812 82.246 1.00264.83 C -ATOM 11139 N PHE B 456 144.997 141.511 81.496 1.00271.31 N -ATOM 11140 CA PHE B 456 144.816 142.888 81.066 1.00271.31 C -ATOM 11141 C PHE B 456 144.144 143.677 82.184 1.00271.31 C -ATOM 11142 O PHE B 456 143.302 143.147 82.915 1.00271.31 O -ATOM 11143 CB PHE B 456 143.963 142.979 79.782 1.00271.31 C -ATOM 11144 CG PHE B 456 144.391 142.031 78.689 1.00271.31 C -ATOM 11145 CD1 PHE B 456 145.447 142.348 77.844 1.00271.31 C -ATOM 11146 CD2 PHE B 456 143.721 140.831 78.496 1.00271.31 C -ATOM 11147 CE1 PHE B 456 145.836 141.476 76.835 1.00271.31 C -ATOM 11148 CE2 PHE B 456 144.102 139.956 77.490 1.00271.31 C -ATOM 11149 CZ PHE B 456 145.161 140.279 76.658 1.00271.31 C -ATOM 11150 N ARG B 457 144.535 144.945 82.315 1.00253.81 N -ATOM 11151 CA ARG B 457 143.914 145.885 83.242 1.00253.81 C -ATOM 11152 C ARG B 457 144.205 147.299 82.744 1.00253.81 C -ATOM 11153 O ARG B 457 145.246 147.549 82.131 1.00253.81 O -ATOM 11154 CB ARG B 457 144.415 145.684 84.689 1.00253.81 C -ATOM 11155 CG ARG B 457 143.764 146.612 85.730 1.00253.81 C -ATOM 11156 CD ARG B 457 142.266 146.399 85.958 1.00253.81 C -ATOM 11157 NE ARG B 457 141.948 145.064 86.445 1.00253.81 N -ATOM 11158 CZ ARG B 457 142.004 144.732 87.729 1.00253.81 C -ATOM 11159 NH1 ARG B 457 142.298 145.624 88.659 1.00253.81 N1+ -ATOM 11160 NH2 ARG B 457 141.768 143.476 88.091 1.00253.81 N -ATOM 11161 N LYS B 458 143.255 148.211 82.994 1.00244.62 N -ATOM 11162 CA LYS B 458 143.392 149.611 82.601 1.00244.62 C -ATOM 11163 C LYS B 458 144.556 150.295 83.319 1.00244.62 C -ATOM 11164 O LYS B 458 145.304 151.063 82.701 1.00244.62 O -ATOM 11165 CB LYS B 458 142.080 150.339 82.899 1.00244.62 C -ATOM 11166 CG LYS B 458 140.952 150.018 81.926 1.00244.62 C -ATOM 11167 CD LYS B 458 139.768 150.955 82.113 1.00244.62 C -ATOM 11168 CE LYS B 458 138.740 150.793 81.003 1.00244.62 C -ATOM 11169 NZ LYS B 458 137.653 151.805 81.114 1.00244.62 N1+ -ATOM 11170 N SER B 459 144.726 150.035 84.616 1.00231.61 N -ATOM 11171 CA SER B 459 145.768 150.693 85.396 1.00231.61 C -ATOM 11172 C SER B 459 146.175 149.803 86.563 1.00231.61 C -ATOM 11173 O SER B 459 145.365 149.043 87.096 1.00231.61 O -ATOM 11174 CB SER B 459 145.298 152.057 85.911 1.00231.61 C -ATOM 11175 OG SER B 459 144.083 151.928 86.629 1.00231.61 O -ATOM 11176 N ASN B 460 147.435 149.944 86.981 1.00221.22 N -ATOM 11177 CA ASN B 460 148.009 149.091 88.017 1.00221.22 C -ATOM 11178 C ASN B 460 147.356 149.342 89.373 1.00221.22 C -ATOM 11179 O ASN B 460 146.910 150.450 89.682 1.00221.22 O -ATOM 11180 CB ASN B 460 149.517 149.316 88.118 1.00221.22 C -ATOM 11181 CG ASN B 460 150.297 148.507 87.101 1.00221.22 C -ATOM 11182 OD1 ASN B 460 150.034 147.321 86.899 1.00221.22 O -ATOM 11183 ND2 ASN B 460 151.254 149.150 86.443 1.00221.22 N -ATOM 11184 N LEU B 461 147.324 148.295 90.190 1.00226.26 N -ATOM 11185 CA LEU B 461 146.485 148.256 91.376 1.00226.26 C -ATOM 11186 C LEU B 461 147.190 148.810 92.609 1.00226.26 C -ATOM 11187 O LEU B 461 148.387 149.106 92.610 1.00226.26 O -ATOM 11188 CB LEU B 461 146.027 146.828 91.660 1.00226.26 C -ATOM 11189 CG LEU B 461 144.806 146.332 90.899 1.00226.26 C -ATOM 11190 CD1 LEU B 461 144.715 144.822 91.006 1.00226.26 C -ATOM 11191 CD2 LEU B 461 143.559 146.999 91.457 1.00226.26 C -ATOM 11192 N LYS B 462 146.407 148.936 93.673 1.00228.13 N -ATOM 11193 CA LYS B 462 146.792 149.328 95.016 1.00228.13 C -ATOM 11194 C LYS B 462 146.302 148.250 95.973 1.00228.13 C -ATOM 11195 O LYS B 462 145.324 147.561 95.665 1.00228.13 O -ATOM 11196 CB LYS B 462 146.181 150.695 95.370 1.00228.13 C -ATOM 11197 CG LYS B 462 146.690 151.833 94.489 1.00228.13 C -ATOM 11198 CD LYS B 462 146.236 153.198 94.985 1.00228.13 C -ATOM 11199 CE LYS B 462 146.771 154.309 94.089 1.00228.13 C -ATOM 11200 NZ LYS B 462 146.346 155.663 94.540 1.00228.13 N1+ -ATOM 11201 N PRO B 463 146.983 148.046 97.110 1.00234.15 N -ATOM 11202 CA PRO B 463 146.641 146.912 97.986 1.00234.15 C -ATOM 11203 C PRO B 463 145.255 147.009 98.612 1.00234.15 C -ATOM 11204 O PRO B 463 144.794 148.094 98.979 1.00234.15 O -ATOM 11205 CB PRO B 463 147.729 146.961 99.065 1.00234.15 C -ATOM 11206 CG PRO B 463 148.865 147.645 98.413 1.00234.15 C -ATOM 11207 CD PRO B 463 148.250 148.677 97.525 1.00234.15 C -ATOM 11208 N PHE B 464 144.611 145.838 98.732 1.00243.69 N -ATOM 11209 CA PHE B 464 143.293 145.655 99.355 1.00243.69 C -ATOM 11210 C PHE B 464 142.214 146.514 98.693 1.00243.69 C -ATOM 11211 O PHE B 464 141.407 147.159 99.365 1.00243.69 O -ATOM 11212 CB PHE B 464 143.353 145.905 100.865 1.00243.69 C -ATOM 11213 CG PHE B 464 144.433 145.126 101.562 1.00243.69 C -ATOM 11214 CD1 PHE B 464 144.433 143.739 101.532 1.00243.69 C -ATOM 11215 CD2 PHE B 464 145.451 145.779 102.241 1.00243.69 C -ATOM 11216 CE1 PHE B 464 145.427 143.015 102.171 1.00243.69 C -ATOM 11217 CE2 PHE B 464 146.450 145.062 102.882 1.00243.69 C -ATOM 11218 CZ PHE B 464 146.436 143.678 102.846 1.00243.69 C -ATOM 11219 N GLU B 465 142.202 146.519 97.362 1.00244.17 N -ATOM 11220 CA GLU B 465 141.188 147.216 96.578 1.00244.17 C -ATOM 11221 C GLU B 465 140.206 146.182 96.039 1.00244.17 C -ATOM 11222 O GLU B 465 140.545 145.409 95.137 1.00244.17 O -ATOM 11223 CB GLU B 465 141.828 148.006 95.438 1.00244.17 C -ATOM 11224 CG GLU B 465 142.341 149.379 95.831 1.00244.17 C -ATOM 11225 CD GLU B 465 142.709 150.221 94.626 1.00244.17 C -ATOM 11226 OE1 GLU B 465 143.413 149.704 93.733 1.00244.17 O -ATOM 11227 OE2 GLU B 465 142.292 151.397 94.569 1.00244.17 O1- -ATOM 11228 N ARG B 466 138.987 146.184 96.578 1.00265.86 N -ATOM 11229 CA ARG B 466 137.967 145.195 96.224 1.00265.86 C -ATOM 11230 C ARG B 466 137.475 145.464 94.807 1.00265.86 C -ATOM 11231 O ARG B 466 136.619 146.321 94.583 1.00265.86 O -ATOM 11232 CB ARG B 466 136.815 145.244 97.221 1.00265.86 C -ATOM 11233 CG ARG B 466 137.217 144.993 98.667 1.00265.86 C -ATOM 11234 CD ARG B 466 137.486 143.519 98.930 1.00265.86 C -ATOM 11235 NE ARG B 466 138.080 143.302 100.244 1.00265.86 N -ATOM 11236 CZ ARG B 466 138.350 142.110 100.758 1.00265.86 C -ATOM 11237 NH1 ARG B 466 138.082 140.996 100.097 1.00265.86 N1+ -ATOM 11238 NH2 ARG B 466 138.900 142.033 101.966 1.00265.86 N -ATOM 11239 N ASP B 467 138.013 144.717 93.843 1.00261.61 N -ATOM 11240 CA ASP B 467 137.702 144.900 92.428 1.00261.61 C -ATOM 11241 C ASP B 467 137.262 143.564 91.844 1.00261.61 C -ATOM 11242 O ASP B 467 138.097 142.693 91.580 1.00261.61 O -ATOM 11243 CB ASP B 467 138.909 145.450 91.666 1.00261.61 C -ATOM 11244 CG ASP B 467 139.119 146.934 91.893 1.00261.61 C -ATOM 11245 OD1 ASP B 467 138.236 147.579 92.495 1.00261.61 O -ATOM 11246 OD2 ASP B 467 140.171 147.456 91.469 1.00261.61 O1- -ATOM 11247 N ILE B 468 135.956 143.402 91.647 1.00268.71 N -ATOM 11248 CA ILE B 468 135.386 142.239 90.973 1.00268.71 C -ATOM 11249 C ILE B 468 134.553 142.764 89.813 1.00268.71 C -ATOM 11250 O ILE B 468 133.461 143.306 90.024 1.00268.71 O -ATOM 11251 CB ILE B 468 134.533 141.371 91.910 1.00268.71 C -ATOM 11252 CG1 ILE B 468 135.357 140.881 93.103 1.00268.71 C -ATOM 11253 CG2 ILE B 468 133.949 140.185 91.154 1.00268.71 C -ATOM 11254 CD1 ILE B 468 134.545 140.136 94.141 1.00268.71 C -ATOM 11255 N SER B 469 135.062 142.612 88.592 1.00276.15 N -ATOM 11256 CA SER B 469 134.371 143.112 87.414 1.00276.15 C -ATOM 11257 C SER B 469 134.723 142.241 86.217 1.00276.15 C -ATOM 11258 O SER B 469 135.753 141.566 86.195 1.00276.15 O -ATOM 11259 CB SER B 469 134.725 144.579 87.136 1.00276.15 C -ATOM 11260 OG SER B 469 136.108 144.728 86.863 1.00276.15 O -ATOM 11261 N THR B 470 133.842 142.259 85.214 1.00287.18 N -ATOM 11262 CA THR B 470 134.050 141.493 83.989 1.00287.18 C -ATOM 11263 C THR B 470 133.837 142.348 82.745 1.00287.18 C -ATOM 11264 O THR B 470 133.561 141.806 81.669 1.00287.18 O -ATOM 11265 CB THR B 470 133.133 140.267 83.944 1.00287.18 C -ATOM 11266 OG1 THR B 470 131.811 140.639 84.354 1.00287.18 O -ATOM 11267 CG2 THR B 470 133.655 139.163 84.857 1.00287.18 C -ATOM 11268 N GLU B 471 133.954 143.667 82.871 1.00299.76 N -ATOM 11269 CA GLU B 471 133.696 144.560 81.751 1.00299.76 C -ATOM 11270 C GLU B 471 134.826 144.501 80.730 1.00299.76 C -ATOM 11271 O GLU B 471 135.988 144.256 81.063 1.00299.76 O -ATOM 11272 CB GLU B 471 133.507 145.993 82.247 1.00299.76 C -ATOM 11273 CG GLU B 471 132.268 146.182 83.105 1.00299.76 C -ATOM 11274 CD GLU B 471 131.907 147.641 83.296 1.00299.76 C -ATOM 11275 OE1 GLU B 471 132.435 148.488 82.546 1.00299.76 O -ATOM 11276 OE2 GLU B 471 131.095 147.939 84.197 1.00299.76 O1- -ATOM 11277 N ILE B 472 134.469 144.742 79.473 1.00300.29 N -ATOM 11278 CA ILE B 472 135.400 144.607 78.358 1.00300.29 C -ATOM 11279 C ILE B 472 136.365 145.786 78.353 1.00300.29 C -ATOM 11280 O ILE B 472 135.945 146.949 78.367 1.00300.29 O -ATOM 11281 CB ILE B 472 134.631 144.501 77.030 1.00300.29 C -ATOM 11282 CG1 ILE B 472 133.969 143.126 76.912 1.00300.29 C -ATOM 11283 CG2 ILE B 472 135.530 144.780 75.837 1.00300.29 C -ATOM 11284 CD1 ILE B 472 133.017 143.007 75.748 1.00300.29 C -ATOM 11285 N TYR B 473 137.663 145.486 78.341 1.00291.35 N -ATOM 11286 CA TYR B 473 138.679 146.522 78.218 1.00291.35 C -ATOM 11287 C TYR B 473 138.867 146.896 76.753 1.00291.35 C -ATOM 11288 O TYR B 473 139.119 146.032 75.905 1.00291.35 O -ATOM 11289 CB TYR B 473 140.002 146.057 78.824 1.00291.35 C -ATOM 11290 CG TYR B 473 139.903 145.680 80.283 1.00291.35 C -ATOM 11291 CD1 TYR B 473 139.225 146.493 81.184 1.00291.35 C -ATOM 11292 CD2 TYR B 473 140.488 144.514 80.761 1.00291.35 C -ATOM 11293 CE1 TYR B 473 139.131 146.155 82.523 1.00291.35 C -ATOM 11294 CE2 TYR B 473 140.398 144.168 82.096 1.00291.35 C -ATOM 11295 CZ TYR B 473 139.720 144.990 82.972 1.00291.35 C -ATOM 11296 OH TYR B 473 139.632 144.646 84.302 1.00291.35 O -ATOM 11297 N GLN B 474 138.754 148.191 76.467 1.00292.79 N -ATOM 11298 CA GLN B 474 138.789 148.716 75.109 1.00292.79 C -ATOM 11299 C GLN B 474 140.172 149.293 74.832 1.00292.79 C -ATOM 11300 O GLN B 474 140.643 150.165 75.570 1.00292.79 O -ATOM 11301 CB GLN B 474 137.714 149.786 74.919 1.00292.79 C -ATOM 11302 CG GLN B 474 136.292 149.274 75.084 1.00292.79 C -ATOM 11303 CD GLN B 474 135.253 150.367 74.930 1.00292.79 C -ATOM 11304 OE1 GLN B 474 135.588 151.542 74.778 1.00292.79 O -ATOM 11305 NE2 GLN B 474 133.981 149.985 74.969 1.00292.79 N -ATOM 11306 N ALA B 475 140.816 148.807 73.772 1.00266.86 N -ATOM 11307 CA ALA B 475 142.134 149.285 73.378 1.00266.86 C -ATOM 11308 C ALA B 475 142.158 149.960 72.017 1.00266.86 C -ATOM 11309 O ALA B 475 142.984 150.849 71.800 1.00266.86 O -ATOM 11310 CB ALA B 475 143.142 148.128 73.374 1.00266.86 C -ATOM 11311 N GLY B 476 141.277 149.562 71.097 1.00263.12 N -ATOM 11312 CA GLY B 476 141.234 150.151 69.777 1.00263.12 C -ATOM 11313 C GLY B 476 140.328 151.367 69.707 1.00263.12 C -ATOM 11314 O GLY B 476 139.648 151.738 70.664 1.00263.12 O -ATOM 11315 N ASN B 477 140.331 152.000 68.532 1.00275.17 N -ATOM 11316 CA ASN B 477 139.490 153.171 68.308 1.00275.17 C -ATOM 11317 C ASN B 477 138.019 152.808 68.155 1.00275.17 C -ATOM 11318 O ASN B 477 137.156 153.654 68.412 1.00275.17 O -ATOM 11319 CB ASN B 477 139.968 153.933 67.071 1.00275.17 C -ATOM 11320 CG ASN B 477 141.451 154.241 67.114 1.00275.17 C -ATOM 11321 OD1 ASN B 477 141.990 154.617 68.156 1.00275.17 O -ATOM 11322 ND2 ASN B 477 142.121 154.083 65.979 1.00275.17 N -ATOM 11323 N LYS B 478 137.719 151.585 67.739 1.00291.23 N -ATOM 11324 CA LYS B 478 136.332 151.165 67.585 1.00291.23 C -ATOM 11325 C LYS B 478 135.712 150.910 68.955 1.00291.23 C -ATOM 11326 O LYS B 478 136.284 150.163 69.758 1.00291.23 O -ATOM 11327 CB LYS B 478 136.249 149.905 66.726 1.00291.23 C -ATOM 11328 CG LYS B 478 136.941 150.024 65.379 1.00291.23 C -ATOM 11329 CD LYS B 478 136.792 148.745 64.570 1.00291.23 C -ATOM 11330 CE LYS B 478 137.410 148.890 63.189 1.00291.23 C -ATOM 11331 NZ LYS B 478 137.292 147.638 62.393 1.00291.23 N1+ -ATOM 11332 N PRO B 479 134.566 151.519 69.268 1.00309.81 N -ATOM 11333 CA PRO B 479 133.902 151.245 70.554 1.00309.81 C -ATOM 11334 C PRO B 479 133.308 149.843 70.568 1.00309.81 C -ATOM 11335 O PRO B 479 132.474 149.499 69.727 1.00309.81 O -ATOM 11336 CB PRO B 479 132.817 152.326 70.634 1.00309.81 C -ATOM 11337 CG PRO B 479 132.588 152.756 69.223 1.00309.81 C -ATOM 11338 CD PRO B 479 133.891 152.581 68.502 1.00309.81 C -ATOM 11339 N CYS B 480 133.751 149.031 71.528 1.00309.99 N -ATOM 11340 CA CYS B 480 133.289 147.648 71.605 1.00309.99 C -ATOM 11341 C CYS B 480 131.868 147.575 72.151 1.00309.99 C -ATOM 11342 O CYS B 480 130.948 147.131 71.452 1.00309.99 O -ATOM 11343 CB CYS B 480 134.250 146.828 72.469 1.00309.99 C -ATOM 11344 SG CYS B 480 136.004 147.136 72.143 1.00309.99 S -ATOM 11345 N ASN B 481 131.681 148.017 73.402 1.00307.31 N -ATOM 11346 CA ASN B 481 130.384 148.145 74.081 1.00307.31 C -ATOM 11347 C ASN B 481 129.630 146.812 74.146 1.00307.31 C -ATOM 11348 O ASN B 481 128.542 146.651 73.591 1.00307.31 O -ATOM 11349 CB ASN B 481 129.526 149.239 73.431 1.00307.31 C -ATOM 11350 CG ASN B 481 130.059 150.633 73.699 1.00307.31 C -ATOM 11351 OD1 ASN B 481 131.185 150.800 74.166 1.00307.31 O -ATOM 11352 ND2 ASN B 481 129.249 151.643 73.403 1.00307.31 N -ATOM 11353 N GLY B 482 130.236 145.853 74.842 1.00286.49 N -ATOM 11354 CA GLY B 482 129.618 144.563 75.063 1.00286.49 C -ATOM 11355 C GLY B 482 129.922 143.501 74.028 1.00286.49 C -ATOM 11356 O GLY B 482 129.484 142.356 74.198 1.00286.49 O -ATOM 11357 N VAL B 483 130.653 143.834 72.968 1.00285.32 N -ATOM 11358 CA VAL B 483 131.044 142.875 71.940 1.00285.32 C -ATOM 11359 C VAL B 483 132.562 142.769 71.959 1.00285.32 C -ATOM 11360 O VAL B 483 133.261 143.775 71.787 1.00285.32 O -ATOM 11361 CB VAL B 483 130.540 143.287 70.548 1.00285.32 C -ATOM 11362 CG1 VAL B 483 130.964 142.263 69.506 1.00285.32 C -ATOM 11363 CG2 VAL B 483 129.026 143.448 70.556 1.00285.32 C -ATOM 11364 N ALA B 484 133.070 141.556 72.158 1.00271.20 N -ATOM 11365 CA ALA B 484 134.499 141.344 72.318 1.00271.20 C -ATOM 11366 C ALA B 484 135.184 141.189 70.962 1.00271.20 C -ATOM 11367 O ALA B 484 134.560 141.266 69.901 1.00271.20 O -ATOM 11368 CB ALA B 484 134.758 140.126 73.201 1.00271.20 C -ATOM 11369 N GLY B 485 136.488 140.968 71.003 1.00269.27 N -ATOM 11370 CA GLY B 485 137.285 140.826 69.804 1.00269.27 C -ATOM 11371 C GLY B 485 138.707 141.276 70.073 1.00269.27 C -ATOM 11372 O GLY B 485 139.122 141.434 71.217 1.00269.27 O -ATOM 11373 N PHE B 486 139.448 141.476 68.985 1.00268.46 N -ATOM 11374 CA PHE B 486 140.805 141.995 69.095 1.00268.46 C -ATOM 11375 C PHE B 486 140.762 143.475 69.452 1.00268.46 C -ATOM 11376 O PHE B 486 140.006 144.244 68.848 1.00268.46 O -ATOM 11377 CB PHE B 486 141.568 141.768 67.792 1.00268.46 C -ATOM 11378 CG PHE B 486 141.872 140.322 67.517 1.00268.46 C -ATOM 11379 CD1 PHE B 486 142.804 139.640 68.287 1.00268.46 C -ATOM 11380 CD2 PHE B 486 141.221 139.643 66.498 1.00268.46 C -ATOM 11381 CE1 PHE B 486 143.086 138.306 68.042 1.00268.46 C -ATOM 11382 CE2 PHE B 486 141.498 138.308 66.247 1.00268.46 C -ATOM 11383 CZ PHE B 486 142.431 137.640 67.020 1.00268.46 C -ATOM 11384 N ASN B 487 141.561 143.853 70.463 1.00279.20 N -ATOM 11385 CA ASN B 487 141.515 145.157 71.147 1.00279.20 C -ATOM 11386 C ASN B 487 140.130 145.453 71.729 1.00279.20 C -ATOM 11387 O ASN B 487 139.729 146.612 71.860 1.00279.20 O -ATOM 11388 CB ASN B 487 141.985 146.304 70.241 1.00279.20 C -ATOM 11389 CG ASN B 487 143.451 146.189 69.872 1.00279.20 C -ATOM 11390 OD1 ASN B 487 144.245 145.607 70.612 1.00279.20 O -ATOM 11391 ND2 ASN B 487 143.819 146.746 68.724 1.00279.20 N -ATOM 11392 N CYS B 488 139.400 144.397 72.080 1.00288.90 N -ATOM 11393 CA CYS B 488 138.119 144.456 72.774 1.00288.90 C -ATOM 11394 C CYS B 488 138.123 143.385 73.858 1.00288.90 C -ATOM 11395 O CYS B 488 137.205 142.572 73.973 1.00288.90 O -ATOM 11396 CB CYS B 488 136.952 144.265 71.805 1.00288.90 C -ATOM 11397 SG CYS B 488 136.536 145.711 70.799 1.00288.90 S -ATOM 11398 N TYR B 489 139.186 143.372 74.657 1.00290.72 N -ATOM 11399 CA TYR B 489 139.581 142.167 75.374 1.00290.72 C -ATOM 11400 C TYR B 489 138.743 141.920 76.622 1.00290.72 C -ATOM 11401 O TYR B 489 138.410 142.847 77.366 1.00290.72 O -ATOM 11402 CB TYR B 489 141.059 142.243 75.757 1.00290.72 C -ATOM 11403 CG TYR B 489 141.998 142.195 74.573 1.00290.72 C -ATOM 11404 CD1 TYR B 489 141.940 141.147 73.661 1.00290.72 C -ATOM 11405 CD2 TYR B 489 142.942 143.195 74.367 1.00290.72 C -ATOM 11406 CE1 TYR B 489 142.796 141.095 72.574 1.00290.72 C -ATOM 11407 CE2 TYR B 489 143.803 143.152 73.283 1.00290.72 C -ATOM 11408 CZ TYR B 489 143.724 142.100 72.391 1.00290.72 C -ATOM 11409 OH TYR B 489 144.578 142.054 71.313 1.00290.72 O -ATOM 11410 N PHE B 490 138.404 140.649 76.837 1.00298.67 N -ATOM 11411 CA PHE B 490 137.862 140.215 78.112 1.00298.67 C -ATOM 11412 C PHE B 490 138.950 140.260 79.183 1.00298.67 C -ATOM 11413 O PHE B 490 140.137 140.112 78.881 1.00298.67 O -ATOM 11414 CB PHE B 490 137.315 138.791 78.017 1.00298.67 C -ATOM 11415 CG PHE B 490 135.931 138.699 77.445 1.00298.67 C -ATOM 11416 CD1 PHE B 490 134.890 139.433 77.994 1.00298.67 C -ATOM 11417 CD2 PHE B 490 135.662 137.842 76.389 1.00298.67 C -ATOM 11418 CE1 PHE B 490 133.609 139.338 77.477 1.00298.67 C -ATOM 11419 CE2 PHE B 490 134.383 137.737 75.872 1.00298.67 C -ATOM 11420 CZ PHE B 490 133.356 138.488 76.415 1.00298.67 C -ATOM 11421 N PRO B 491 138.573 140.471 80.447 1.00296.69 N -ATOM 11422 CA PRO B 491 139.561 140.310 81.522 1.00296.69 C -ATOM 11423 C PRO B 491 139.910 138.858 81.788 1.00296.69 C -ATOM 11424 O PRO B 491 141.061 138.559 82.127 1.00296.69 O -ATOM 11425 CB PRO B 491 138.874 140.951 82.738 1.00296.69 C -ATOM 11426 CG PRO B 491 137.705 141.702 82.198 1.00296.69 C -ATOM 11427 CD PRO B 491 137.294 140.994 80.953 1.00296.69 C -ATOM 11428 N LEU B 492 138.962 137.943 81.610 1.00288.32 N -ATOM 11429 CA LEU B 492 139.100 136.573 82.086 1.00288.32 C -ATOM 11430 C LEU B 492 139.802 135.717 81.038 1.00288.32 C -ATOM 11431 O LEU B 492 139.338 135.614 79.897 1.00288.32 O -ATOM 11432 CB LEU B 492 137.726 135.993 82.417 1.00288.32 C -ATOM 11433 CG LEU B 492 136.866 136.817 83.380 1.00288.32 C -ATOM 11434 CD1 LEU B 492 135.549 136.117 83.668 1.00288.32 C -ATOM 11435 CD2 LEU B 492 137.615 137.098 84.672 1.00288.32 C -ATOM 11436 N ARG B 493 140.919 135.106 81.429 1.00273.86 N -ATOM 11437 CA ARG B 493 141.603 134.110 80.619 1.00273.86 C -ATOM 11438 C ARG B 493 142.012 132.952 81.517 1.00273.86 C -ATOM 11439 O ARG B 493 142.266 133.132 82.711 1.00273.86 O -ATOM 11440 CB ARG B 493 142.830 134.691 79.901 1.00273.86 C -ATOM 11441 CG ARG B 493 142.486 135.542 78.687 1.00273.86 C -ATOM 11442 CD ARG B 493 143.731 135.961 77.923 1.00273.86 C -ATOM 11443 NE ARG B 493 143.400 136.495 76.608 1.00273.86 N -ATOM 11444 CZ ARG B 493 144.290 136.958 75.741 1.00273.86 C -ATOM 11445 NH1 ARG B 493 145.584 136.968 76.017 1.00273.86 N1+ -ATOM 11446 NH2 ARG B 493 143.872 137.422 74.566 1.00273.86 N -ATOM 11447 N SER B 494 142.073 131.761 80.931 1.00258.10 N -ATOM 11448 CA SER B 494 142.287 130.529 81.678 1.00258.10 C -ATOM 11449 C SER B 494 143.722 130.051 81.515 1.00258.10 C -ATOM 11450 O SER B 494 144.245 130.006 80.396 1.00258.10 O -ATOM 11451 CB SER B 494 141.321 129.438 81.211 1.00258.10 C -ATOM 11452 OG SER B 494 141.555 129.096 79.855 1.00258.10 O -ATOM 11453 N TYR B 495 144.357 129.696 82.634 1.00245.41 N -ATOM 11454 CA TYR B 495 145.647 129.024 82.573 1.00245.41 C -ATOM 11455 C TYR B 495 145.513 127.559 82.185 1.00245.41 C -ATOM 11456 O TYR B 495 146.490 126.979 81.694 1.00245.41 O -ATOM 11457 CB TYR B 495 146.380 129.149 83.912 1.00245.41 C -ATOM 11458 CG TYR B 495 146.956 130.526 84.169 1.00245.41 C -ATOM 11459 CD1 TYR B 495 147.146 131.428 83.127 1.00245.41 C -ATOM 11460 CD2 TYR B 495 147.319 130.921 85.452 1.00245.41 C -ATOM 11461 CE1 TYR B 495 147.672 132.687 83.356 1.00245.41 C -ATOM 11462 CE2 TYR B 495 147.847 132.179 85.692 1.00245.41 C -ATOM 11463 CZ TYR B 495 148.021 133.056 84.639 1.00245.41 C -ATOM 11464 OH TYR B 495 148.545 134.307 84.866 1.00245.41 O -ATOM 11465 N SER B 496 144.328 126.968 82.398 1.00248.22 N -ATOM 11466 CA SER B 496 143.945 125.626 81.943 1.00248.22 C -ATOM 11467 C SER B 496 144.883 124.553 82.507 1.00248.22 C -ATOM 11468 O SER B 496 145.644 123.909 81.782 1.00248.22 O -ATOM 11469 CB SER B 496 143.882 125.562 80.411 1.00248.22 C -ATOM 11470 OG SER B 496 145.176 125.422 79.851 1.00248.22 O -ATOM 11471 N PHE B 497 144.808 124.400 83.833 1.00243.86 N -ATOM 11472 CA PHE B 497 145.703 123.511 84.569 1.00243.86 C -ATOM 11473 C PHE B 497 145.526 122.054 84.154 1.00243.86 C -ATOM 11474 O PHE B 497 144.403 121.555 84.039 1.00243.86 O -ATOM 11475 CB PHE B 497 145.462 123.652 86.073 1.00243.86 C -ATOM 11476 CG PHE B 497 145.807 125.006 86.621 1.00243.86 C -ATOM 11477 CD1 PHE B 497 146.986 125.638 86.252 1.00243.86 C -ATOM 11478 CD2 PHE B 497 144.957 125.645 87.511 1.00243.86 C -ATOM 11479 CE1 PHE B 497 147.308 126.885 86.757 1.00243.86 C -ATOM 11480 CE2 PHE B 497 145.273 126.893 88.021 1.00243.86 C -ATOM 11481 CZ PHE B 497 146.450 127.513 87.643 1.00243.86 C -ATOM 11482 N ARG B 498 146.650 121.379 83.932 1.00243.62 N -ATOM 11483 CA ARG B 498 146.721 119.996 83.496 1.00243.62 C -ATOM 11484 C ARG B 498 147.706 119.240 84.375 1.00243.62 C -ATOM 11485 O ARG B 498 148.630 119.842 84.932 1.00243.62 O -ATOM 11486 CB ARG B 498 147.163 119.908 82.026 1.00243.62 C -ATOM 11487 CG ARG B 498 146.129 120.413 81.032 1.00243.62 C -ATOM 11488 CD ARG B 498 146.643 120.317 79.605 1.00243.62 C -ATOM 11489 NE ARG B 498 145.705 120.890 78.647 1.00243.62 N -ATOM 11490 CZ ARG B 498 145.497 120.416 77.426 1.00243.62 C -ATOM 11491 NH1 ARG B 498 146.147 119.355 76.977 1.00243.62 N1+ -ATOM 11492 NH2 ARG B 498 144.614 121.021 76.637 1.00243.62 N -ATOM 11493 N PRO B 499 147.528 117.921 84.534 1.00240.93 N -ATOM 11494 CA PRO B 499 148.501 117.144 85.323 1.00240.93 C -ATOM 11495 C PRO B 499 149.867 116.998 84.667 1.00240.93 C -ATOM 11496 O PRO B 499 150.821 116.615 85.355 1.00240.93 O -ATOM 11497 CB PRO B 499 147.816 115.778 85.483 1.00240.93 C -ATOM 11498 CG PRO B 499 146.809 115.720 84.382 1.00240.93 C -ATOM 11499 CD PRO B 499 146.330 117.125 84.213 1.00240.93 C -ATOM 11500 N THR B 500 149.997 117.287 83.374 1.00241.90 N -ATOM 11501 CA THR B 500 151.254 117.112 82.658 1.00241.90 C -ATOM 11502 C THR B 500 152.133 118.358 82.665 1.00241.90 C -ATOM 11503 O THR B 500 153.194 118.350 82.032 1.00241.90 O -ATOM 11504 CB THR B 500 150.981 116.694 81.209 1.00241.90 C -ATOM 11505 OG1 THR B 500 150.282 117.744 80.529 1.00241.90 O -ATOM 11506 CG2 THR B 500 150.141 115.427 81.171 1.00241.90 C -ATOM 11507 N TYR B 501 151.725 119.422 83.353 1.00239.42 N -ATOM 11508 CA TYR B 501 152.495 120.656 83.364 1.00239.42 C -ATOM 11509 C TYR B 501 153.733 120.534 84.248 1.00239.42 C -ATOM 11510 O TYR B 501 153.817 119.688 85.142 1.00239.42 O -ATOM 11511 CB TYR B 501 151.647 121.832 83.850 1.00239.42 C -ATOM 11512 CG TYR B 501 150.635 122.345 82.852 1.00239.42 C -ATOM 11513 CD1 TYR B 501 150.660 121.933 81.523 1.00239.42 C -ATOM 11514 CD2 TYR B 501 149.670 123.266 83.236 1.00239.42 C -ATOM 11515 CE1 TYR B 501 149.737 122.411 80.610 1.00239.42 C -ATOM 11516 CE2 TYR B 501 148.749 123.752 82.334 1.00239.42 C -ATOM 11517 CZ TYR B 501 148.784 123.320 81.022 1.00239.42 C -ATOM 11518 OH TYR B 501 147.864 123.803 80.121 1.00239.42 O -ATOM 11519 N GLY B 502 154.704 121.408 83.981 1.00231.61 N -ATOM 11520 CA GLY B 502 155.878 121.525 84.815 1.00231.61 C -ATOM 11521 C GLY B 502 155.599 122.321 86.075 1.00231.61 C -ATOM 11522 O GLY B 502 154.501 122.831 86.294 1.00231.61 O -ATOM 11523 N VAL B 503 156.643 122.439 86.904 1.00226.88 N -ATOM 11524 CA VAL B 503 156.513 123.017 88.242 1.00226.88 C -ATOM 11525 C VAL B 503 156.172 124.503 88.167 1.00226.88 C -ATOM 11526 O VAL B 503 155.419 125.024 89.000 1.00226.88 O -ATOM 11527 CB VAL B 503 157.802 122.764 89.047 1.00226.88 C -ATOM 11528 CG1 VAL B 503 157.613 123.123 90.517 1.00226.88 C -ATOM 11529 CG2 VAL B 503 158.241 121.315 88.901 1.00226.88 C -ATOM 11530 N GLY B 504 156.706 125.205 87.164 1.00224.31 N -ATOM 11531 CA GLY B 504 156.361 126.605 86.983 1.00224.31 C -ATOM 11532 C GLY B 504 154.928 126.820 86.537 1.00224.31 C -ATOM 11533 O GLY B 504 154.344 127.874 86.805 1.00224.31 O -ATOM 11534 N HIS B 505 154.343 125.835 85.859 1.00232.92 N -ATOM 11535 CA HIS B 505 152.949 125.889 85.444 1.00232.92 C -ATOM 11536 C HIS B 505 152.033 125.052 86.327 1.00232.92 C -ATOM 11537 O HIS B 505 150.822 125.023 86.087 1.00232.92 O -ATOM 11538 CB HIS B 505 152.816 125.440 83.985 1.00232.92 C -ATOM 11539 CG HIS B 505 153.959 125.865 83.118 1.00232.92 C -ATOM 11540 ND1 HIS B 505 154.257 127.188 82.875 1.00232.92 N -ATOM 11541 CD2 HIS B 505 154.880 125.142 82.437 1.00232.92 C -ATOM 11542 CE1 HIS B 505 155.310 127.263 82.081 1.00232.92 C -ATOM 11543 NE2 HIS B 505 155.708 126.035 81.801 1.00232.92 N -ATOM 11544 N GLN B 506 152.578 124.369 87.331 1.00236.96 N -ATOM 11545 CA GLN B 506 151.747 123.598 88.244 1.00236.96 C -ATOM 11546 C GLN B 506 150.997 124.532 89.192 1.00236.96 C -ATOM 11547 O GLN B 506 151.551 125.542 89.637 1.00236.96 O -ATOM 11548 CB GLN B 506 152.596 122.616 89.050 1.00236.96 C -ATOM 11549 CG GLN B 506 152.690 121.225 88.448 1.00236.96 C -ATOM 11550 CD GLN B 506 153.695 120.346 89.164 1.00236.96 C -ATOM 11551 OE1 GLN B 506 154.194 120.699 90.233 1.00236.96 O -ATOM 11552 NE2 GLN B 506 153.998 119.194 88.578 1.00236.96 N -ATOM 11553 N PRO B 507 149.742 124.229 89.517 1.00240.98 N -ATOM 11554 CA PRO B 507 149.021 125.045 90.498 1.00240.98 C -ATOM 11555 C PRO B 507 149.460 124.732 91.920 1.00240.98 C -ATOM 11556 O PRO B 507 149.751 123.585 92.268 1.00240.98 O -ATOM 11557 CB PRO B 507 147.555 124.658 90.270 1.00240.98 C -ATOM 11558 CG PRO B 507 147.617 123.271 89.734 1.00240.98 C -ATOM 11559 CD PRO B 507 148.886 123.183 88.927 1.00240.98 C -ATOM 11560 N TYR B 508 149.508 125.776 92.742 1.00239.22 N -ATOM 11561 CA TYR B 508 149.809 125.658 94.160 1.00239.22 C -ATOM 11562 C TYR B 508 148.572 126.029 94.966 1.00239.22 C -ATOM 11563 O TYR B 508 147.823 126.933 94.583 1.00239.22 O -ATOM 11564 CB TYR B 508 150.964 126.574 94.571 1.00239.22 C -ATOM 11565 CG TYR B 508 152.355 126.097 94.217 1.00239.22 C -ATOM 11566 CD1 TYR B 508 152.881 126.310 92.948 1.00239.22 C -ATOM 11567 CD2 TYR B 508 153.157 125.470 95.164 1.00239.22 C -ATOM 11568 CE1 TYR B 508 154.161 125.892 92.624 1.00239.22 C -ATOM 11569 CE2 TYR B 508 154.439 125.047 94.849 1.00239.22 C -ATOM 11570 CZ TYR B 508 154.935 125.262 93.578 1.00239.22 C -ATOM 11571 OH TYR B 508 156.205 124.842 93.259 1.00239.22 O -ATOM 11572 N ARG B 509 148.360 125.336 96.083 1.00237.68 N -ATOM 11573 CA ARG B 509 147.295 125.703 97.017 1.00237.68 C -ATOM 11574 C ARG B 509 147.863 126.746 97.970 1.00237.68 C -ATOM 11575 O ARG B 509 148.426 126.427 99.018 1.00237.68 O -ATOM 11576 CB ARG B 509 146.762 124.479 97.752 1.00237.68 C -ATOM 11577 CG ARG B 509 145.549 124.773 98.623 1.00237.68 C -ATOM 11578 CD ARG B 509 144.924 123.499 99.165 1.00237.68 C -ATOM 11579 NE ARG B 509 144.341 122.686 98.104 1.00237.68 N -ATOM 11580 CZ ARG B 509 143.126 122.866 97.603 1.00237.68 C -ATOM 11581 NH1 ARG B 509 142.328 123.822 98.051 1.00237.68 N1+ -ATOM 11582 NH2 ARG B 509 142.700 122.065 96.630 1.00237.68 N -ATOM 11583 N VAL B 510 147.707 128.014 97.600 1.00239.57 N -ATOM 11584 CA VAL B 510 148.323 129.132 98.307 1.00239.57 C -ATOM 11585 C VAL B 510 147.316 129.705 99.291 1.00239.57 C -ATOM 11586 O VAL B 510 146.212 130.104 98.902 1.00239.57 O -ATOM 11587 CB VAL B 510 148.802 130.217 97.330 1.00239.57 C -ATOM 11588 CG1 VAL B 510 149.487 131.346 98.084 1.00239.57 C -ATOM 11589 CG2 VAL B 510 149.728 129.625 96.299 1.00239.57 C -ATOM 11590 N VAL B 511 147.694 129.753 100.563 1.00234.85 N -ATOM 11591 CA VAL B 511 146.914 130.425 101.594 1.00234.85 C -ATOM 11592 C VAL B 511 147.733 131.614 102.075 1.00234.85 C -ATOM 11593 O VAL B 511 148.789 131.442 102.696 1.00234.85 O -ATOM 11594 CB VAL B 511 146.558 129.487 102.754 1.00234.85 C -ATOM 11595 CG1 VAL B 511 145.532 130.143 103.665 1.00234.85 C -ATOM 11596 CG2 VAL B 511 146.033 128.159 102.226 1.00234.85 C -ATOM 11597 N VAL B 512 147.251 132.821 101.790 1.00232.20 N -ATOM 11598 CA VAL B 512 147.915 134.047 102.218 1.00232.20 C -ATOM 11599 C VAL B 512 147.300 134.438 103.558 1.00232.20 C -ATOM 11600 O VAL B 512 146.206 135.001 103.616 1.00232.20 O -ATOM 11601 CB VAL B 512 147.781 135.162 101.180 1.00232.20 C -ATOM 11602 CG1 VAL B 512 148.533 136.405 101.637 1.00232.20 C -ATOM 11603 CG2 VAL B 512 148.294 134.692 99.827 1.00232.20 C -ATOM 11604 N LEU B 513 148.010 134.130 104.643 1.00226.59 N -ATOM 11605 CA LEU B 513 147.533 134.408 105.997 1.00226.59 C -ATOM 11606 C LEU B 513 147.823 135.870 106.321 1.00226.59 C -ATOM 11607 O LEU B 513 148.802 136.213 106.987 1.00226.59 O -ATOM 11608 CB LEU B 513 148.194 133.471 107.000 1.00226.59 C -ATOM 11609 CG LEU B 513 148.002 131.973 106.769 1.00226.59 C -ATOM 11610 CD1 LEU B 513 149.127 131.191 107.421 1.00226.59 C -ATOM 11611 CD2 LEU B 513 146.657 131.519 107.305 1.00226.59 C -ATOM 11612 N SER B 514 146.948 136.746 105.829 1.00226.63 N -ATOM 11613 CA SER B 514 147.097 138.175 106.070 1.00226.63 C -ATOM 11614 C SER B 514 146.783 138.497 107.526 1.00226.63 C -ATOM 11615 O SER B 514 145.776 138.037 108.073 1.00226.63 O -ATOM 11616 CB SER B 514 146.182 138.968 105.139 1.00226.63 C -ATOM 11617 OG SER B 514 146.527 138.754 103.781 1.00226.63 O -ATOM 11618 N PHE B 515 147.648 139.287 108.152 1.00214.23 N -ATOM 11619 CA PHE B 515 147.516 139.580 109.575 1.00214.23 C -ATOM 11620 C PHE B 515 146.963 140.983 109.797 1.00214.23 C -ATOM 11621 O PHE B 515 147.357 141.930 109.117 1.00214.23 O -ATOM 11622 CB PHE B 515 148.866 139.427 110.283 1.00214.23 C -ATOM 11623 CG PHE B 515 149.408 138.021 110.274 1.00214.23 C -ATOM 11624 CD1 PHE B 515 148.558 136.926 110.182 1.00214.23 C -ATOM 11625 CD2 PHE B 515 150.775 137.796 110.361 1.00214.23 C -ATOM 11626 CE1 PHE B 515 149.061 135.635 110.175 1.00214.23 C -ATOM 11627 CE2 PHE B 515 151.285 136.509 110.354 1.00214.23 C -ATOM 11628 CZ PHE B 515 150.426 135.428 110.260 1.00214.23 C -ATOM 11629 N PRO B 527 148.665 131.912 124.833 1.00158.20 N -ATOM 11630 CA PRO B 527 149.235 130.827 124.028 1.00158.20 C -ATOM 11631 C PRO B 527 150.231 129.976 124.809 1.00158.20 C -ATOM 11632 O PRO B 527 150.762 129.002 124.276 1.00158.20 O -ATOM 11633 CB PRO B 527 149.934 131.571 122.886 1.00158.20 C -ATOM 11634 CG PRO B 527 150.265 132.904 123.459 1.00158.20 C -ATOM 11635 CD PRO B 527 149.137 133.236 124.392 1.00158.20 C -ATOM 11636 N LYS B 528 150.479 130.348 126.062 1.00156.97 N -ATOM 11637 CA LYS B 528 151.436 129.633 126.892 1.00156.97 C -ATOM 11638 C LYS B 528 150.831 128.338 127.419 1.00156.97 C -ATOM 11639 O LYS B 528 149.684 128.310 127.873 1.00156.97 O -ATOM 11640 CB LYS B 528 151.892 130.514 128.057 1.00156.97 C -ATOM 11641 CG LYS B 528 153.048 129.940 128.861 1.00156.97 C -ATOM 11642 CD LYS B 528 154.235 129.615 127.968 1.00156.97 C -ATOM 11643 CE LYS B 528 155.305 128.853 128.731 1.00156.97 C -ATOM 11644 NZ LYS B 528 154.823 127.513 129.167 1.00156.97 N1+ -ATOM 11645 N LYS B 529 151.613 127.264 127.354 1.00159.41 N -ATOM 11646 CA LYS B 529 151.178 125.964 127.836 1.00159.41 C -ATOM 11647 C LYS B 529 151.205 125.919 129.363 1.00159.41 C -ATOM 11648 O LYS B 529 151.776 126.785 130.032 1.00159.41 O -ATOM 11649 CB LYS B 529 152.057 124.860 127.251 1.00159.41 C -ATOM 11650 CG LYS B 529 152.004 124.766 125.733 1.00159.41 C -ATOM 11651 CD LYS B 529 152.962 123.707 125.210 1.00159.41 C -ATOM 11652 CE LYS B 529 152.719 123.415 123.738 1.00159.41 C -ATOM 11653 NZ LYS B 529 153.632 122.354 123.227 1.00159.41 N1+ -ATOM 11654 N SER B 530 150.576 124.884 129.914 1.00166.39 N -ATOM 11655 CA SER B 530 150.480 124.683 131.353 1.00166.39 C -ATOM 11656 C SER B 530 151.308 123.473 131.768 1.00166.39 C -ATOM 11657 O SER B 530 151.327 122.455 131.069 1.00166.39 O -ATOM 11658 CB SER B 530 149.021 124.491 131.780 1.00166.39 C -ATOM 11659 OG SER B 530 148.397 123.475 131.014 1.00166.39 O -ATOM 11660 N THR B 531 151.994 123.587 132.903 1.00171.92 N -ATOM 11661 CA THR B 531 152.855 122.527 133.409 1.00171.92 C -ATOM 11662 C THR B 531 152.176 121.772 134.550 1.00171.92 C -ATOM 11663 O THR B 531 151.113 122.155 135.043 1.00171.92 O -ATOM 11664 CB THR B 531 154.199 123.097 133.880 1.00171.92 C -ATOM 11665 OG1 THR B 531 153.997 123.912 135.040 1.00171.92 O -ATOM 11666 CG2 THR B 531 154.833 123.940 132.784 1.00171.92 C -ATOM 11667 N ASN B 532 152.819 120.684 134.971 1.00177.38 N -ATOM 11668 CA ASN B 532 152.303 119.858 136.054 1.00177.38 C -ATOM 11669 C ASN B 532 152.493 120.554 137.402 1.00177.38 C -ATOM 11670 O ASN B 532 153.301 121.475 137.550 1.00177.38 O -ATOM 11671 CB ASN B 532 152.990 118.492 136.066 1.00177.38 C -ATOM 11672 CG ASN B 532 152.112 117.402 136.650 1.00177.38 C -ATOM 11673 OD1 ASN B 532 150.887 117.519 136.669 1.00177.38 O -ATOM 11674 ND2 ASN B 532 152.737 116.344 137.156 1.00177.38 N -ATOM 11675 N LEU B 533 151.733 120.093 138.394 1.00176.28 N -ATOM 11676 CA LEU B 533 151.674 120.736 139.702 1.00176.28 C -ATOM 11677 C LEU B 533 152.639 120.075 140.674 1.00176.28 C -ATOM 11678 O LEU B 533 152.779 118.850 140.694 1.00176.28 O -ATOM 11679 CB LEU B 533 150.261 120.665 140.281 1.00176.28 C -ATOM 11680 CG LEU B 533 149.876 121.745 141.294 1.00176.28 C -ATOM 11681 CD1 LEU B 533 150.115 123.144 140.739 1.00176.28 C -ATOM 11682 CD2 LEU B 533 148.430 121.579 141.721 1.00176.28 C -ATOM 11683 N VAL B 534 153.284 120.896 141.496 1.00180.93 N -ATOM 11684 CA VAL B 534 154.147 120.429 142.572 1.00180.93 C -ATOM 11685 C VAL B 534 153.611 121.004 143.876 1.00180.93 C -ATOM 11686 O VAL B 534 153.473 122.225 144.010 1.00180.93 O -ATOM 11687 CB VAL B 534 155.614 120.837 142.338 1.00180.93 C -ATOM 11688 CG1 VAL B 534 156.448 120.642 143.599 1.00180.93 C -ATOM 11689 CG2 VAL B 534 156.202 120.045 141.177 1.00180.93 C -ATOM 11690 N LYS B 535 153.305 120.128 144.829 1.00177.44 N -ATOM 11691 CA LYS B 535 152.732 120.537 146.098 1.00177.44 C -ATOM 11692 C LYS B 535 153.728 120.297 147.223 1.00177.44 C -ATOM 11693 O LYS B 535 154.693 119.540 147.076 1.00177.44 O -ATOM 11694 CB LYS B 535 151.425 119.791 146.400 1.00177.44 C -ATOM 11695 CG LYS B 535 150.319 120.038 145.397 1.00177.44 C -ATOM 11696 CD LYS B 535 149.120 119.164 145.700 1.00177.44 C -ATOM 11697 CE LYS B 535 147.952 119.504 144.798 1.00177.44 C -ATOM 11698 NZ LYS B 535 146.818 118.571 145.017 1.00177.44 N1+ -ATOM 11699 N ASN B 536 153.488 120.996 148.339 1.00167.31 N -ATOM 11700 CA ASN B 536 154.227 120.884 149.600 1.00167.31 C -ATOM 11701 C ASN B 536 155.713 121.212 149.461 1.00167.31 C -ATOM 11702 O ASN B 536 156.528 120.767 150.277 1.00167.31 O -ATOM 11703 CB ASN B 536 154.043 119.499 150.234 1.00167.31 C -ATOM 11704 CG ASN B 536 152.648 119.299 150.786 1.00167.31 C -ATOM 11705 OD1 ASN B 536 151.677 119.218 150.034 1.00167.31 O -ATOM 11706 ND2 ASN B 536 152.537 119.228 152.107 1.00167.31 N -ATOM 11707 N LYS B 537 156.084 121.993 148.450 1.00167.35 N -ATOM 11708 CA LYS B 537 157.455 122.436 148.253 1.00167.35 C -ATOM 11709 C LYS B 537 157.424 123.887 147.804 1.00167.35 C -ATOM 11710 O LYS B 537 156.572 124.273 146.999 1.00167.35 O -ATOM 11711 CB LYS B 537 158.182 121.567 147.219 1.00167.35 C -ATOM 11712 CG LYS B 537 158.714 120.254 147.777 1.00167.35 C -ATOM 11713 CD LYS B 537 159.349 119.402 146.691 1.00167.35 C -ATOM 11714 CE LYS B 537 160.477 120.139 145.995 1.00167.35 C -ATOM 11715 NZ LYS B 537 160.898 119.449 144.744 1.00167.35 N1+ -ATOM 11716 N CYS B 538 158.346 124.691 148.330 1.00167.67 N -ATOM 11717 CA CYS B 538 158.333 126.129 148.073 1.00167.67 C -ATOM 11718 C CYS B 538 158.867 126.373 146.667 1.00167.67 C -ATOM 11719 O CYS B 538 160.074 126.310 146.425 1.00167.67 O -ATOM 11720 CB CYS B 538 159.154 126.877 149.116 1.00167.67 C -ATOM 11721 SG CYS B 538 158.708 128.621 149.233 1.00167.67 S -ATOM 11722 N VAL B 539 157.956 126.645 145.732 1.00167.31 N -ATOM 11723 CA VAL B 539 158.295 126.850 144.331 1.00167.31 C -ATOM 11724 C VAL B 539 157.736 128.191 143.871 1.00167.31 C -ATOM 11725 O VAL B 539 156.919 128.823 144.545 1.00167.31 O -ATOM 11726 CB VAL B 539 157.771 125.715 143.422 1.00167.31 C -ATOM 11727 CG1 VAL B 539 158.373 124.372 143.818 1.00167.31 C -ATOM 11728 CG2 VAL B 539 156.252 125.659 143.466 1.00167.31 C -ATOM 11729 N ASN B 540 158.220 128.628 142.711 1.00164.76 N -ATOM 11730 CA ASN B 540 157.633 129.753 141.998 1.00164.76 C -ATOM 11731 C ASN B 540 156.419 129.268 141.217 1.00164.76 C -ATOM 11732 O ASN B 540 156.459 128.210 140.586 1.00164.76 O -ATOM 11733 CB ASN B 540 158.664 130.370 141.051 1.00164.76 C -ATOM 11734 CG ASN B 540 158.287 131.765 140.598 1.00164.76 C -ATOM 11735 OD1 ASN B 540 158.040 132.002 139.417 1.00164.76 O -ATOM 11736 ND2 ASN B 540 158.234 132.698 141.541 1.00164.76 N -ATOM 11737 N PHE B 541 155.332 130.036 141.263 1.00154.40 N -ATOM 11738 CA PHE B 541 154.085 129.606 140.650 1.00154.40 C -ATOM 11739 C PHE B 541 153.453 130.743 139.861 1.00154.40 C -ATOM 11740 O PHE B 541 153.657 131.925 140.157 1.00154.40 O -ATOM 11741 CB PHE B 541 153.087 129.069 141.696 1.00154.40 C -ATOM 11742 CG PHE B 541 152.807 130.017 142.837 1.00154.40 C -ATOM 11743 CD1 PHE B 541 151.796 130.968 142.748 1.00154.40 C -ATOM 11744 CD2 PHE B 541 153.538 129.937 144.011 1.00154.40 C -ATOM 11745 CE1 PHE B 541 151.538 131.831 143.796 1.00154.40 C -ATOM 11746 CE2 PHE B 541 153.279 130.796 145.063 1.00154.40 C -ATOM 11747 CZ PHE B 541 152.282 131.744 144.953 1.00154.40 C -ATOM 11748 N ASN B 542 152.670 130.354 138.855 1.00149.44 N -ATOM 11749 CA ASN B 542 151.877 131.271 138.047 1.00149.44 C -ATOM 11750 C ASN B 542 150.504 130.646 137.856 1.00149.44 C -ATOM 11751 O ASN B 542 150.395 129.530 137.332 1.00149.44 O -ATOM 11752 CB ASN B 542 152.547 131.536 136.695 1.00149.44 C -ATOM 11753 CG ASN B 542 151.949 132.725 135.962 1.00149.44 C -ATOM 11754 OD1 ASN B 542 150.997 133.351 136.429 1.00149.44 O -ATOM 11755 ND2 ASN B 542 152.508 133.039 134.800 1.00149.44 N -ATOM 11756 N PHE B 543 149.466 131.362 138.290 1.00146.33 N -ATOM 11757 CA PHE B 543 148.074 130.930 138.171 1.00146.33 C -ATOM 11758 C PHE B 543 147.295 132.048 137.482 1.00146.33 C -ATOM 11759 O PHE B 543 146.949 133.044 138.128 1.00146.33 O -ATOM 11760 CB PHE B 543 147.472 130.618 139.538 1.00146.33 C -ATOM 11761 CG PHE B 543 148.022 129.380 140.178 1.00146.33 C -ATOM 11762 CD1 PHE B 543 147.471 128.138 139.908 1.00146.33 C -ATOM 11763 CD2 PHE B 543 149.066 129.465 141.086 1.00146.33 C -ATOM 11764 CE1 PHE B 543 147.972 126.998 140.509 1.00146.33 C -ATOM 11765 CE2 PHE B 543 149.568 128.330 141.694 1.00146.33 C -ATOM 11766 CZ PHE B 543 149.022 127.095 141.404 1.00146.33 C -ATOM 11767 N ASN B 544 147.029 131.864 136.180 1.00144.85 N -ATOM 11768 CA ASN B 544 146.253 132.793 135.341 1.00144.85 C -ATOM 11769 C ASN B 544 146.821 134.211 135.362 1.00144.85 C -ATOM 11770 O ASN B 544 146.082 135.194 135.427 1.00144.85 O -ATOM 11771 CB ASN B 544 144.772 132.802 135.730 1.00144.85 C -ATOM 11772 CG ASN B 544 144.155 131.422 135.708 1.00144.85 C -ATOM 11773 OD1 ASN B 544 144.362 130.652 134.771 1.00144.85 O -ATOM 11774 ND2 ASN B 544 143.380 131.104 136.738 1.00144.85 N -ATOM 11775 N GLY B 545 148.146 134.319 135.311 1.00135.33 N -ATOM 11776 CA GLY B 545 148.805 135.603 135.375 1.00135.33 C -ATOM 11777 C GLY B 545 149.119 136.089 136.772 1.00135.33 C -ATOM 11778 O GLY B 545 149.794 137.116 136.916 1.00135.33 O -ATOM 11779 N LEU B 546 148.651 135.389 137.804 1.00137.66 N -ATOM 11780 CA LEU B 546 148.988 135.713 139.185 1.00137.66 C -ATOM 11781 C LEU B 546 150.277 134.980 139.534 1.00137.66 C -ATOM 11782 O LEU B 546 150.281 133.754 139.675 1.00137.66 O -ATOM 11783 CB LEU B 546 147.848 135.322 140.123 1.00137.66 C -ATOM 11784 CG LEU B 546 147.937 135.749 141.591 1.00137.66 C -ATOM 11785 CD1 LEU B 546 146.603 136.306 142.057 1.00137.66 C -ATOM 11786 CD2 LEU B 546 148.358 134.583 142.475 1.00137.66 C -ATOM 11787 N LYS B 547 151.370 135.725 139.655 1.00135.69 N -ATOM 11788 CA LYS B 547 152.685 135.148 139.883 1.00135.69 C -ATOM 11789 C LYS B 547 153.086 135.313 141.342 1.00135.69 C -ATOM 11790 O LYS B 547 152.802 136.340 141.963 1.00135.69 O -ATOM 11791 CB LYS B 547 153.730 135.800 138.976 1.00135.69 C -ATOM 11792 CG LYS B 547 153.496 135.556 137.495 1.00135.69 C -ATOM 11793 CD LYS B 547 154.582 136.196 136.648 1.00135.69 C -ATOM 11794 CE LYS B 547 154.387 135.881 135.174 1.00135.69 C -ATOM 11795 NZ LYS B 547 155.415 136.540 134.322 1.00135.69 N1+ -ATOM 11796 N GLY B 548 153.745 134.293 141.883 1.00147.61 N -ATOM 11797 CA GLY B 548 154.187 134.355 143.262 1.00147.61 C -ATOM 11798 C GLY B 548 155.215 133.284 143.544 1.00147.61 C -ATOM 11799 O GLY B 548 155.607 132.518 142.663 1.00147.61 O -ATOM 11800 N THR B 549 155.652 133.239 144.800 1.00154.45 N -ATOM 11801 CA THR B 549 156.625 132.253 145.257 1.00154.45 C -ATOM 11802 C THR B 549 156.205 131.783 146.639 1.00154.45 C -ATOM 11803 O THR B 549 156.049 132.602 147.549 1.00154.45 O -ATOM 11804 CB THR B 549 158.039 132.844 145.288 1.00154.45 C -ATOM 11805 OG1 THR B 549 158.511 133.028 143.947 1.00154.45 O -ATOM 11806 CG2 THR B 549 158.993 131.928 146.037 1.00154.45 C -ATOM 11807 N GLY B 550 156.019 130.477 146.800 1.00159.85 N -ATOM 11808 CA GLY B 550 155.529 129.974 148.070 1.00159.85 C -ATOM 11809 C GLY B 550 155.326 128.477 148.027 1.00159.85 C -ATOM 11810 O GLY B 550 155.660 127.805 147.046 1.00159.85 O -ATOM 11811 N VAL B 551 154.782 127.960 149.126 1.00162.15 N -ATOM 11812 CA VAL B 551 154.480 126.539 149.262 1.00162.15 C -ATOM 11813 C VAL B 551 153.013 126.344 148.899 1.00162.15 C -ATOM 11814 O VAL B 551 152.122 126.810 149.612 1.00162.15 O -ATOM 11815 CB VAL B 551 154.763 126.032 150.681 1.00162.15 C -ATOM 11816 CG1 VAL B 551 154.677 124.513 150.728 1.00162.15 C -ATOM 11817 CG2 VAL B 551 156.114 126.514 151.172 1.00162.15 C -ATOM 11818 N LEU B 552 152.759 125.649 147.793 1.00165.70 N -ATOM 11819 CA LEU B 552 151.391 125.373 147.357 1.00165.70 C -ATOM 11820 C LEU B 552 150.854 124.218 148.194 1.00165.70 C -ATOM 11821 O LEU B 552 151.002 123.045 147.850 1.00165.70 O -ATOM 11822 CB LEU B 552 151.352 125.064 145.866 1.00165.70 C -ATOM 11823 CG LEU B 552 151.870 126.186 144.962 1.00165.70 C -ATOM 11824 CD1 LEU B 552 152.001 125.715 143.521 1.00165.70 C -ATOM 11825 CD2 LEU B 552 150.970 127.409 145.052 1.00165.70 C -ATOM 11826 N THR B 553 150.218 124.561 149.311 1.00172.36 N -ATOM 11827 CA THR B 553 149.742 123.585 150.282 1.00172.36 C -ATOM 11828 C THR B 553 148.237 123.403 150.114 1.00172.36 C -ATOM 11829 O THR B 553 147.512 124.374 149.892 1.00172.36 O -ATOM 11830 CB THR B 553 150.085 124.054 151.703 1.00172.36 C -ATOM 11831 OG1 THR B 553 151.506 124.195 151.824 1.00172.36 O -ATOM 11832 CG2 THR B 553 149.614 123.063 152.765 1.00172.36 C -ATOM 11833 N GLU B 554 147.775 122.153 150.184 1.00183.72 N -ATOM 11834 CA GLU B 554 146.346 121.875 150.101 1.00183.72 C -ATOM 11835 C GLU B 554 145.624 122.419 151.329 1.00183.72 C -ATOM 11836 O GLU B 554 146.053 122.198 152.465 1.00183.72 O -ATOM 11837 CB GLU B 554 146.099 120.373 149.977 1.00183.72 C -ATOM 11838 CG GLU B 554 146.722 119.722 148.757 1.00183.72 C -ATOM 11839 CD GLU B 554 146.053 118.406 148.411 1.00183.72 C -ATOM 11840 OE1 GLU B 554 145.628 117.694 149.344 1.00183.72 O -ATOM 11841 OE2 GLU B 554 145.945 118.086 147.209 1.00183.72 O1- -ATOM 11842 N SER B 555 144.521 123.127 151.095 1.00181.97 N -ATOM 11843 CA SER B 555 143.755 123.779 152.148 1.00181.97 C -ATOM 11844 C SER B 555 142.283 123.407 152.009 1.00181.97 C -ATOM 11845 O SER B 555 141.895 122.622 151.139 1.00181.97 O -ATOM 11846 CB SER B 555 143.939 125.301 152.101 1.00181.97 C -ATOM 11847 OG SER B 555 143.132 125.879 151.090 1.00181.97 O -ATOM 11848 N ASN B 556 141.454 123.985 152.884 1.00185.57 N -ATOM 11849 CA ASN B 556 140.023 123.705 152.886 1.00185.57 C -ATOM 11850 C ASN B 556 139.197 124.974 153.067 1.00185.57 C -ATOM 11851 O ASN B 556 138.122 124.935 153.675 1.00185.57 O -ATOM 11852 CB ASN B 556 139.664 122.691 153.976 1.00185.57 C -ATOM 11853 CG ASN B 556 140.249 123.055 155.328 1.00185.57 C -ATOM 11854 OD1 ASN B 556 139.792 123.989 155.987 1.00185.57 O -ATOM 11855 ND2 ASN B 556 141.268 122.314 155.747 1.00185.57 N -ATOM 11856 N LYS B 557 139.679 126.103 152.553 1.00176.54 N -ATOM 11857 CA LYS B 557 138.933 127.351 152.640 1.00176.54 C -ATOM 11858 C LYS B 557 137.782 127.335 151.642 1.00176.54 C -ATOM 11859 O LYS B 557 137.985 127.076 150.452 1.00176.54 O -ATOM 11860 CB LYS B 557 139.852 128.543 152.376 1.00176.54 C -ATOM 11861 CG LYS B 557 140.718 128.935 153.562 1.00176.54 C -ATOM 11862 CD LYS B 557 141.709 130.024 153.185 1.00176.54 C -ATOM 11863 CE LYS B 557 142.514 130.484 154.390 1.00176.54 C -ATOM 11864 NZ LYS B 557 141.716 131.358 155.293 1.00176.54 N1+ -ATOM 11865 N LYS B 558 136.575 127.615 152.127 1.00167.16 N -ATOM 11866 CA LYS B 558 135.372 127.542 151.298 1.00167.16 C -ATOM 11867 C LYS B 558 135.315 128.769 150.398 1.00167.16 C -ATOM 11868 O LYS B 558 134.851 129.840 150.791 1.00167.16 O -ATOM 11869 CB LYS B 558 134.123 127.429 152.163 1.00167.16 C -ATOM 11870 CG LYS B 558 132.848 127.216 151.362 1.00167.16 C -ATOM 11871 CD LYS B 558 131.666 126.888 152.256 1.00167.16 C -ATOM 11872 CE LYS B 558 130.467 126.448 151.430 1.00167.16 C -ATOM 11873 NZ LYS B 558 129.306 126.072 152.283 1.00167.16 N1+ -ATOM 11874 N PHE B 559 135.803 128.609 149.172 1.00147.70 N -ATOM 11875 CA PHE B 559 135.701 129.669 148.182 1.00147.70 C -ATOM 11876 C PHE B 559 134.281 129.758 147.640 1.00147.70 C -ATOM 11877 O PHE B 559 133.563 128.759 147.543 1.00147.70 O -ATOM 11878 CB PHE B 559 136.661 129.422 147.018 1.00147.70 C -ATOM 11879 CG PHE B 559 138.019 130.042 147.192 1.00147.70 C -ATOM 11880 CD1 PHE B 559 138.494 130.386 148.449 1.00147.70 C -ATOM 11881 CD2 PHE B 559 138.826 130.276 146.088 1.00147.70 C -ATOM 11882 CE1 PHE B 559 139.749 130.950 148.599 1.00147.70 C -ATOM 11883 CE2 PHE B 559 140.079 130.842 146.231 1.00147.70 C -ATOM 11884 CZ PHE B 559 140.541 131.180 147.488 1.00147.70 C -ATOM 11885 N LEU B 560 133.877 130.972 147.286 1.00130.08 N -ATOM 11886 CA LEU B 560 132.684 131.139 146.479 1.00130.08 C -ATOM 11887 C LEU B 560 132.992 130.710 145.043 1.00130.08 C -ATOM 11888 O LEU B 560 134.143 130.803 144.604 1.00130.08 O -ATOM 11889 CB LEU B 560 132.210 132.591 146.536 1.00130.08 C -ATOM 11890 CG LEU B 560 131.698 133.020 147.917 1.00130.08 C -ATOM 11891 CD1 LEU B 560 131.127 134.427 147.889 1.00130.08 C -ATOM 11892 CD2 LEU B 560 130.660 132.038 148.451 1.00130.08 C -ATOM 11893 N PRO B 561 131.995 130.188 144.311 1.00124.10 N -ATOM 11894 CA PRO B 561 132.265 129.648 142.961 1.00124.10 C -ATOM 11895 C PRO B 561 132.766 130.668 141.948 1.00124.10 C -ATOM 11896 O PRO B 561 133.450 130.279 140.993 1.00124.10 O -ATOM 11897 CB PRO B 561 130.907 129.069 142.540 1.00124.10 C -ATOM 11898 CG PRO B 561 130.222 128.762 143.822 1.00124.10 C -ATOM 11899 CD PRO B 561 130.631 129.854 144.762 1.00124.10 C -ATOM 11900 N PHE B 562 132.457 131.951 142.120 1.00115.46 N -ATOM 11901 CA PHE B 562 133.060 132.987 141.291 1.00115.46 C -ATOM 11902 C PHE B 562 134.387 133.483 141.847 1.00115.46 C -ATOM 11903 O PHE B 562 135.193 134.035 141.089 1.00115.46 O -ATOM 11904 CB PHE B 562 132.093 134.170 141.112 1.00115.46 C -ATOM 11905 CG PHE B 562 131.744 134.891 142.392 1.00115.46 C -ATOM 11906 CD1 PHE B 562 130.727 134.424 143.214 1.00115.46 C -ATOM 11907 CD2 PHE B 562 132.411 136.055 142.755 1.00115.46 C -ATOM 11908 CE1 PHE B 562 130.402 135.084 144.381 1.00115.46 C -ATOM 11909 CE2 PHE B 562 132.090 136.719 143.923 1.00115.46 C -ATOM 11910 CZ PHE B 562 131.084 136.232 144.734 1.00115.46 C -ATOM 11911 N GLN B 563 134.629 133.303 143.143 1.00129.99 N -ATOM 11912 CA GLN B 563 135.873 133.739 143.760 1.00129.99 C -ATOM 11913 C GLN B 563 137.002 132.789 143.384 1.00129.99 C -ATOM 11914 O GLN B 563 136.867 131.568 143.511 1.00129.99 O -ATOM 11915 CB GLN B 563 135.718 133.803 145.279 1.00129.99 C -ATOM 11916 CG GLN B 563 135.010 135.050 145.777 1.00129.99 C -ATOM 11917 CD GLN B 563 134.791 135.034 147.276 1.00129.99 C -ATOM 11918 OE1 GLN B 563 134.932 133.997 147.924 1.00129.99 O -ATOM 11919 NE2 GLN B 563 134.444 136.186 147.836 1.00129.99 N -ATOM 11920 N GLN B 564 138.120 133.353 142.923 1.00138.14 N -ATOM 11921 CA GLN B 564 139.265 132.560 142.502 1.00138.14 C -ATOM 11922 C GLN B 564 140.504 132.766 143.359 1.00138.14 C -ATOM 11923 O GLN B 564 141.372 131.888 143.375 1.00138.14 O -ATOM 11924 CB GLN B 564 139.616 132.869 141.039 1.00138.14 C -ATOM 11925 CG GLN B 564 138.602 132.341 140.037 1.00138.14 C -ATOM 11926 CD GLN B 564 138.311 130.863 140.222 1.00138.14 C -ATOM 11927 OE1 GLN B 564 137.238 130.483 140.691 1.00138.14 O -ATOM 11928 NE2 GLN B 564 139.266 130.022 139.846 1.00138.14 N -ATOM 11929 N PHE B 565 140.611 133.888 144.066 1.00139.19 N -ATOM 11930 CA PHE B 565 141.742 134.159 144.939 1.00139.19 C -ATOM 11931 C PHE B 565 141.246 134.477 146.341 1.00139.19 C -ATOM 11932 O PHE B 565 140.146 135.004 146.525 1.00139.19 O -ATOM 11933 CB PHE B 565 142.598 135.329 144.429 1.00139.19 C -ATOM 11934 CG PHE B 565 142.855 135.298 142.952 1.00139.19 C -ATOM 11935 CD1 PHE B 565 143.472 134.204 142.364 1.00139.19 C -ATOM 11936 CD2 PHE B 565 142.484 136.367 142.151 1.00139.19 C -ATOM 11937 CE1 PHE B 565 143.712 134.174 141.002 1.00139.19 C -ATOM 11938 CE2 PHE B 565 142.720 136.345 140.788 1.00139.19 C -ATOM 11939 CZ PHE B 565 143.335 135.247 140.213 1.00139.19 C -ATOM 11940 N GLY B 566 142.071 134.148 147.326 1.00154.79 N -ATOM 11941 CA GLY B 566 141.806 134.477 148.719 1.00154.79 C -ATOM 11942 C GLY B 566 142.840 135.468 149.219 1.00154.79 C -ATOM 11943 O GLY B 566 144.019 135.382 148.862 1.00154.79 O -ATOM 11944 N ARG B 567 142.401 136.399 150.060 1.00163.08 N -ATOM 11945 CA ARG B 567 143.285 137.436 150.562 1.00163.08 C -ATOM 11946 C ARG B 567 143.256 137.471 152.082 1.00163.08 C -ATOM 11947 O ARG B 567 142.301 137.027 152.724 1.00163.08 O -ATOM 11948 CB ARG B 567 142.928 138.814 149.996 1.00163.08 C -ATOM 11949 CG ARG B 567 143.673 139.144 148.713 1.00163.08 C -ATOM 11950 CD ARG B 567 143.650 140.631 148.414 1.00163.08 C -ATOM 11951 NE ARG B 567 143.797 140.894 146.988 1.00163.08 N -ATOM 11952 CZ ARG B 567 144.845 141.493 146.440 1.00163.08 C -ATOM 11953 NH1 ARG B 567 145.865 141.908 147.173 1.00163.08 N1+ -ATOM 11954 NH2 ARG B 567 144.871 141.680 145.123 1.00163.08 N -ATOM 11955 N ASP B 568 144.330 138.012 152.644 1.00182.64 N -ATOM 11956 CA ASP B 568 144.526 138.087 154.081 1.00182.64 C -ATOM 11957 C ASP B 568 143.907 139.383 154.605 1.00182.64 C -ATOM 11958 O ASP B 568 143.193 140.090 153.889 1.00182.64 O -ATOM 11959 CB ASP B 568 146.018 137.984 154.396 1.00182.64 C -ATOM 11960 CG ASP B 568 146.295 137.361 155.751 1.00182.64 C -ATOM 11961 OD1 ASP B 568 145.325 137.048 156.472 1.00182.64 O -ATOM 11962 OD2 ASP B 568 147.483 137.187 156.093 1.00182.64 O1- -ATOM 11963 N ILE B 569 144.163 139.695 155.877 1.00186.04 N -ATOM 11964 CA ILE B 569 143.804 141.002 156.417 1.00186.04 C -ATOM 11965 C ILE B 569 144.646 142.088 155.757 1.00186.04 C -ATOM 11966 O ILE B 569 144.165 143.196 155.487 1.00186.04 O -ATOM 11967 CB ILE B 569 143.971 141.000 157.948 1.00186.04 C -ATOM 11968 CG1 ILE B 569 143.207 139.830 158.567 1.00186.04 C -ATOM 11969 CG2 ILE B 569 143.465 142.302 158.556 1.00186.04 C -ATOM 11970 CD1 ILE B 569 143.489 139.635 160.039 1.00186.04 C -ATOM 11971 N ALA B 570 145.903 141.774 155.454 1.00184.62 N -ATOM 11972 CA ALA B 570 146.853 142.716 154.881 1.00184.62 C -ATOM 11973 C ALA B 570 146.804 142.775 153.358 1.00184.62 C -ATOM 11974 O ALA B 570 147.742 143.306 152.751 1.00184.62 O -ATOM 11975 CB ALA B 570 148.266 142.358 155.334 1.00184.62 C -ATOM 11976 N ASP B 571 145.739 142.236 152.745 1.00184.67 N -ATOM 11977 CA ASP B 571 145.512 142.231 151.291 1.00184.67 C -ATOM 11978 C ASP B 571 146.646 141.545 150.529 1.00184.67 C -ATOM 11979 O ASP B 571 147.041 141.977 149.444 1.00184.67 O -ATOM 11980 CB ASP B 571 145.270 143.646 150.751 1.00184.67 C -ATOM 11981 CG ASP B 571 144.098 144.336 151.423 1.00184.67 C -ATOM 11982 OD1 ASP B 571 143.088 143.658 151.705 1.00184.67 O -ATOM 11983 OD2 ASP B 571 144.188 145.557 151.671 1.00184.67 O1- -ATOM 11984 N THR B 572 147.173 140.467 151.100 1.00172.01 N -ATOM 11985 CA THR B 572 148.173 139.636 150.449 1.00172.01 C -ATOM 11986 C THR B 572 147.535 138.329 149.999 1.00172.01 C -ATOM 11987 O THR B 572 146.523 137.892 150.549 1.00172.01 O -ATOM 11988 CB THR B 572 149.351 139.349 151.385 1.00172.01 C -ATOM 11989 OG1 THR B 572 148.857 138.952 152.670 1.00172.01 O -ATOM 11990 CG2 THR B 572 150.219 140.588 151.542 1.00172.01 C -ATOM 11991 N THR B 573 148.144 137.707 148.991 1.00165.22 N -ATOM 11992 CA THR B 573 147.600 136.488 148.396 1.00165.22 C -ATOM 11993 C THR B 573 147.745 135.326 149.372 1.00165.22 C -ATOM 11994 O THR B 573 148.836 134.769 149.530 1.00165.22 O -ATOM 11995 CB THR B 573 148.308 136.183 147.080 1.00165.22 C -ATOM 11996 OG1 THR B 573 148.331 137.360 146.264 1.00165.22 O -ATOM 11997 CG2 THR B 573 147.587 135.071 146.336 1.00165.22 C -ATOM 11998 N ASP B 574 146.644 134.955 150.025 1.00168.08 N -ATOM 11999 CA ASP B 574 146.651 133.914 151.043 1.00168.08 C -ATOM 12000 C ASP B 574 146.176 132.565 150.523 1.00168.08 C -ATOM 12001 O ASP B 574 146.634 131.529 151.016 1.00168.08 O -ATOM 12002 CB ASP B 574 145.770 134.337 152.224 1.00168.08 C -ATOM 12003 CG ASP B 574 146.036 133.526 153.475 1.00168.08 C -ATOM 12004 OD1 ASP B 574 147.121 132.915 153.573 1.00168.08 O -ATOM 12005 OD2 ASP B 574 145.159 133.501 154.364 1.00168.08 O1- -ATOM 12006 N ALA B 575 145.278 132.551 149.540 1.00159.55 N -ATOM 12007 CA ALA B 575 144.765 131.310 148.979 1.00159.55 C -ATOM 12008 C ALA B 575 144.428 131.528 147.512 1.00159.55 C -ATOM 12009 O ALA B 575 144.007 132.619 147.120 1.00159.55 O -ATOM 12010 CB ALA B 575 143.529 130.816 149.740 1.00159.55 C -ATOM 12011 N VAL B 576 144.633 130.490 146.702 1.00154.89 N -ATOM 12012 CA VAL B 576 144.342 130.537 145.275 1.00154.89 C -ATOM 12013 C VAL B 576 143.525 129.310 144.886 1.00154.89 C -ATOM 12014 O VAL B 576 143.404 128.345 145.642 1.00154.89 O -ATOM 12015 CB VAL B 576 145.618 130.631 144.407 1.00154.89 C -ATOM 12016 CG1 VAL B 576 146.277 131.997 144.555 1.00154.89 C -ATOM 12017 CG2 VAL B 576 146.592 129.519 144.765 1.00154.89 C -ATOM 12018 N ARG B 577 142.944 129.376 143.690 1.00153.31 N -ATOM 12019 CA ARG B 577 142.214 128.268 143.090 1.00153.31 C -ATOM 12020 C ARG B 577 142.888 127.891 141.780 1.00153.31 C -ATOM 12021 O ARG B 577 143.087 128.754 140.916 1.00153.31 O -ATOM 12022 CB ARG B 577 140.745 128.632 142.836 1.00153.31 C -ATOM 12023 CG ARG B 577 139.968 127.541 142.101 1.00153.31 C -ATOM 12024 CD ARG B 577 138.604 127.252 142.722 1.00153.31 C -ATOM 12025 NE ARG B 577 137.663 128.356 142.564 1.00153.31 N -ATOM 12026 CZ ARG B 577 136.466 128.406 143.134 1.00153.31 C -ATOM 12027 NH1 ARG B 577 136.031 127.429 143.913 1.00153.31 N1+ -ATOM 12028 NH2 ARG B 577 135.690 129.465 142.923 1.00153.31 N -ATOM 12029 N ASP B 578 143.236 126.610 141.637 1.00165.09 N -ATOM 12030 CA ASP B 578 143.820 126.129 140.391 1.00165.09 C -ATOM 12031 C ASP B 578 142.782 126.171 139.273 1.00165.09 C -ATOM 12032 O ASP B 578 141.624 125.794 139.480 1.00165.09 O -ATOM 12033 CB ASP B 578 144.374 124.707 140.554 1.00165.09 C -ATOM 12034 CG ASP B 578 145.252 124.271 139.375 1.00165.09 C -ATOM 12035 OD1 ASP B 578 144.697 123.901 138.319 1.00165.09 O -ATOM 12036 OD2 ASP B 578 146.493 124.313 139.498 1.00165.09 O1- -ATOM 12037 N PRO B 579 143.155 126.671 138.092 1.00164.76 N -ATOM 12038 CA PRO B 579 142.188 126.746 136.985 1.00164.76 C -ATOM 12039 C PRO B 579 141.822 125.397 136.386 1.00164.76 C -ATOM 12040 O PRO B 579 140.741 125.286 135.791 1.00164.76 O -ATOM 12041 CB PRO B 579 142.895 127.646 135.961 1.00164.76 C -ATOM 12042 CG PRO B 579 144.355 127.563 136.311 1.00164.76 C -ATOM 12043 CD PRO B 579 144.405 127.394 137.796 1.00164.76 C -ATOM 12044 N GLN B 580 142.667 124.372 136.518 1.00178.80 N -ATOM 12045 CA GLN B 580 142.291 123.052 136.020 1.00178.80 C -ATOM 12046 C GLN B 580 141.406 122.283 136.992 1.00178.80 C -ATOM 12047 O GLN B 580 140.309 121.858 136.619 1.00178.80 O -ATOM 12048 CB GLN B 580 143.522 122.207 135.668 1.00178.80 C -ATOM 12049 CG GLN B 580 144.366 122.764 134.546 1.00178.80 C -ATOM 12050 CD GLN B 580 145.426 121.780 134.080 1.00178.80 C -ATOM 12051 OE1 GLN B 580 145.503 120.653 134.571 1.00178.80 O -ATOM 12052 NE2 GLN B 580 146.226 122.191 133.104 1.00178.80 N -ATOM 12053 N THR B 581 141.858 122.088 138.225 1.00180.56 N -ATOM 12054 CA THR B 581 141.062 121.399 139.229 1.00180.56 C -ATOM 12055 C THR B 581 140.676 122.374 140.335 1.00180.56 C -ATOM 12056 O THR B 581 141.485 123.198 140.774 1.00180.56 O -ATOM 12057 CB THR B 581 141.798 120.141 139.776 1.00180.56 C -ATOM 12058 OG1 THR B 581 140.925 119.401 140.639 1.00180.56 O -ATOM 12059 CG2 THR B 581 143.125 120.459 140.484 1.00180.56 C -ATOM 12060 N LEU B 582 139.413 122.306 140.754 1.00182.09 N -ATOM 12061 CA LEU B 582 138.855 123.286 141.685 1.00182.09 C -ATOM 12062 C LEU B 582 139.277 122.911 143.102 1.00182.09 C -ATOM 12063 O LEU B 582 138.508 122.371 143.901 1.00182.09 O -ATOM 12064 CB LEU B 582 137.340 123.362 141.542 1.00182.09 C -ATOM 12065 CG LEU B 582 136.769 123.853 140.206 1.00182.09 C -ATOM 12066 CD1 LEU B 582 135.315 124.273 140.373 1.00182.09 C -ATOM 12067 CD2 LEU B 582 137.596 124.999 139.628 1.00182.09 C -ATOM 12068 N GLU B 583 140.535 123.213 143.412 1.00178.48 N -ATOM 12069 CA GLU B 583 141.106 122.972 144.725 1.00178.48 C -ATOM 12070 C GLU B 583 141.654 124.279 145.275 1.00178.48 C -ATOM 12071 O GLU B 583 142.123 125.140 144.527 1.00178.48 O -ATOM 12072 CB GLU B 583 142.219 121.918 144.683 1.00178.48 C -ATOM 12073 CG GLU B 583 141.732 120.512 144.386 1.00178.48 C -ATOM 12074 CD GLU B 583 142.857 119.580 143.983 1.00178.48 C -ATOM 12075 OE1 GLU B 583 143.974 120.073 143.719 1.00178.48 O -ATOM 12076 OE2 GLU B 583 142.624 118.355 143.931 1.00178.48 O1- -ATOM 12077 N ILE B 584 141.587 124.415 146.594 1.00170.61 N -ATOM 12078 CA ILE B 584 141.960 125.644 147.282 1.00170.61 C -ATOM 12079 C ILE B 584 143.343 125.445 147.882 1.00170.61 C -ATOM 12080 O ILE B 584 143.539 124.568 148.732 1.00170.61 O -ATOM 12081 CB ILE B 584 140.933 126.008 148.364 1.00170.61 C -ATOM 12082 CG1 ILE B 584 139.514 125.740 147.854 1.00170.61 C -ATOM 12083 CG2 ILE B 584 141.099 127.458 148.792 1.00170.61 C -ATOM 12084 CD1 ILE B 584 139.079 126.647 146.723 1.00170.61 C -ATOM 12085 N LEU B 585 144.304 126.254 147.445 1.00173.00 N -ATOM 12086 CA LEU B 585 145.693 126.115 147.860 1.00173.00 C -ATOM 12087 C LEU B 585 146.097 127.316 148.705 1.00173.00 C -ATOM 12088 O LEU B 585 146.021 128.459 148.242 1.00173.00 O -ATOM 12089 CB LEU B 585 146.612 125.979 146.645 1.00173.00 C -ATOM 12090 CG LEU B 585 146.233 124.887 145.641 1.00173.00 C -ATOM 12091 CD1 LEU B 585 146.998 125.063 144.338 1.00173.00 C -ATOM 12092 CD2 LEU B 585 146.476 123.505 146.229 1.00173.00 C -ATOM 12093 N ASP B 586 146.518 127.047 149.937 1.00176.27 N -ATOM 12094 CA ASP B 586 147.132 128.053 150.788 1.00176.27 C -ATOM 12095 C ASP B 586 148.607 128.202 150.436 1.00176.27 C -ATOM 12096 O ASP B 586 149.284 127.233 150.076 1.00176.27 O -ATOM 12097 CB ASP B 586 146.985 127.674 152.262 1.00176.27 C -ATOM 12098 CG ASP B 586 145.757 128.288 152.903 1.00176.27 C -ATOM 12099 OD1 ASP B 586 145.049 129.059 152.223 1.00176.27 O -ATOM 12100 OD2 ASP B 586 145.498 127.993 154.089 1.00176.27 O1- -ATOM 12101 N ILE B 587 149.102 129.433 150.544 1.00168.03 N -ATOM 12102 CA ILE B 587 150.452 129.788 150.125 1.00168.03 C -ATOM 12103 C ILE B 587 151.207 130.343 151.325 1.00168.03 C -ATOM 12104 O ILE B 587 150.720 131.254 152.005 1.00168.03 O -ATOM 12105 CB ILE B 587 150.431 130.812 148.974 1.00168.03 C -ATOM 12106 CG1 ILE B 587 149.642 130.264 147.785 1.00168.03 C -ATOM 12107 CG2 ILE B 587 151.844 131.171 148.541 1.00168.03 C -ATOM 12108 CD1 ILE B 587 149.200 131.328 146.818 1.00168.03 C -ATOM 12109 N THR B 588 152.391 129.792 151.583 1.00163.14 N -ATOM 12110 CA THR B 588 153.308 130.313 152.590 1.00163.14 C -ATOM 12111 C THR B 588 154.627 130.646 151.908 1.00163.14 C -ATOM 12112 O THR B 588 155.273 129.742 151.352 1.00163.14 O -ATOM 12113 CB THR B 588 153.526 129.303 153.719 1.00163.14 C -ATOM 12114 OG1 THR B 588 152.272 129.009 154.348 1.00163.14 O -ATOM 12115 CG2 THR B 588 154.487 129.863 154.755 1.00163.14 C -ATOM 12116 N PRO B 589 155.079 131.905 151.923 1.00159.57 N -ATOM 12117 CA PRO B 589 156.248 132.310 151.107 1.00159.57 C -ATOM 12118 C PRO B 589 157.583 131.863 151.694 1.00159.57 C -ATOM 12119 O PRO B 589 158.354 132.664 152.245 1.00159.57 O -ATOM 12120 CB PRO B 589 156.101 133.834 151.064 1.00159.57 C -ATOM 12121 CG PRO B 589 155.427 134.182 152.352 1.00159.57 C -ATOM 12122 CD PRO B 589 154.527 133.027 152.705 1.00159.57 C -ATOM 12123 N CYS B 590 157.857 130.569 151.543 1.00156.87 N -ATOM 12124 CA CYS B 590 159.071 129.855 152.006 1.00156.87 C -ATOM 12125 C CYS B 590 159.192 130.056 153.520 1.00156.87 C -ATOM 12126 O CYS B 590 158.186 129.966 154.240 1.00156.87 O -ATOM 12127 CB CYS B 590 160.292 130.296 151.208 1.00156.87 C -ATOM 12128 SG CYS B 590 160.461 129.582 149.554 1.00156.87 S -ATOM 12129 N SER B 591 160.392 130.323 154.026 1.00128.06 N -ATOM 12130 CA SER B 591 160.598 130.663 155.425 1.00128.06 C -ATOM 12131 C SER B 591 161.754 131.646 155.504 1.00128.06 C -ATOM 12132 O SER B 591 162.724 131.534 154.750 1.00128.06 O -ATOM 12133 CB SER B 591 160.890 129.421 156.273 1.00128.06 C -ATOM 12134 OG SER B 591 161.186 129.779 157.611 1.00128.06 O -ATOM 12135 N PHE B 592 161.645 132.612 156.410 1.00 94.49 N -ATOM 12136 CA PHE B 592 162.678 133.618 156.587 1.00 94.49 C -ATOM 12137 C PHE B 592 162.935 133.809 158.074 1.00 94.49 C -ATOM 12138 O PHE B 592 162.091 133.497 158.918 1.00 94.49 O -ATOM 12139 CB PHE B 592 162.291 134.956 155.933 1.00 94.49 C -ATOM 12140 CG PHE B 592 161.317 135.769 156.739 1.00 94.49 C -ATOM 12141 CD1 PHE B 592 159.981 135.406 156.812 1.00 94.49 C -ATOM 12142 CD2 PHE B 592 161.737 136.913 157.407 1.00 94.49 C -ATOM 12143 CE1 PHE B 592 159.087 136.154 157.555 1.00 94.49 C -ATOM 12144 CE2 PHE B 592 160.849 137.665 158.149 1.00 94.49 C -ATOM 12145 CZ PHE B 592 159.523 137.285 158.223 1.00 94.49 C -ATOM 12146 N GLY B 593 164.116 134.329 158.386 1.00 88.35 N -ATOM 12147 CA GLY B 593 164.494 134.562 159.764 1.00 88.35 C -ATOM 12148 C GLY B 593 165.900 135.104 159.889 1.00 88.35 C -ATOM 12149 O GLY B 593 166.762 134.792 159.063 1.00 88.35 O -ATOM 12150 N GLY B 594 166.138 135.924 160.910 1.00 72.67 N -ATOM 12151 CA GLY B 594 167.458 136.497 161.103 1.00 72.67 C -ATOM 12152 C GLY B 594 168.469 135.451 161.539 1.00 72.67 C -ATOM 12153 O GLY B 594 168.196 134.602 162.390 1.00 72.67 O -ATOM 12154 N VAL B 595 169.650 135.511 160.934 1.00 69.55 N -ATOM 12155 CA VAL B 595 170.737 134.588 161.241 1.00 69.55 C -ATOM 12156 C VAL B 595 171.673 135.345 162.176 1.00 69.55 C -ATOM 12157 O VAL B 595 172.598 136.038 161.748 1.00 69.55 O -ATOM 12158 CB VAL B 595 171.440 134.095 159.978 1.00 69.55 C -ATOM 12159 CG1 VAL B 595 172.480 133.039 160.322 1.00 69.55 C -ATOM 12160 CG2 VAL B 595 170.422 133.543 158.993 1.00 69.55 C -ATOM 12161 N SER B 596 171.416 135.224 163.473 1.00 61.66 N -ATOM 12162 CA SER B 596 172.250 135.856 164.477 1.00 61.66 C -ATOM 12163 C SER B 596 173.493 135.017 164.740 1.00 61.66 C -ATOM 12164 O SER B 596 173.466 133.785 164.679 1.00 61.66 O -ATOM 12165 CB SER B 596 171.472 136.057 165.777 1.00 61.66 C -ATOM 12166 OG SER B 596 170.338 136.880 165.572 1.00 61.66 O -ATOM 12167 N VAL B 597 174.590 135.703 165.041 1.00 58.02 N -ATOM 12168 CA VAL B 597 175.878 135.075 165.306 1.00 58.02 C -ATOM 12169 C VAL B 597 176.187 135.246 166.785 1.00 58.02 C -ATOM 12170 O VAL B 597 176.256 136.374 167.287 1.00 58.02 O -ATOM 12171 CB VAL B 597 176.988 135.670 164.427 1.00 58.02 C -ATOM 12172 CG1 VAL B 597 178.357 135.306 164.972 1.00 58.02 C -ATOM 12173 CG2 VAL B 597 176.845 135.168 162.999 1.00 58.02 C -ATOM 12174 N ILE B 598 176.355 134.128 167.484 1.00 61.62 N -ATOM 12175 CA ILE B 598 176.697 134.124 168.898 1.00 61.62 C -ATOM 12176 C ILE B 598 178.156 133.723 169.024 1.00 61.62 C -ATOM 12177 O ILE B 598 178.531 132.598 168.677 1.00 61.62 O -ATOM 12178 CB ILE B 598 175.788 133.171 169.687 1.00 61.62 C -ATOM 12179 CG1 ILE B 598 174.339 133.653 169.607 1.00 61.62 C -ATOM 12180 CG2 ILE B 598 176.251 133.051 171.129 1.00 61.62 C -ATOM 12181 CD1 ILE B 598 173.349 132.659 170.124 1.00 61.62 C -ATOM 12182 N THR B 599 178.980 134.639 169.513 1.00 66.89 N -ATOM 12183 CA THR B 599 180.408 134.403 169.610 1.00 66.89 C -ATOM 12184 C THR B 599 180.951 135.036 170.881 1.00 66.89 C -ATOM 12185 O THR B 599 180.390 136.019 171.381 1.00 66.89 O -ATOM 12186 CB THR B 599 181.151 134.967 168.383 1.00 66.89 C -ATOM 12187 OG1 THR B 599 182.568 134.836 168.558 1.00 66.89 O -ATOM 12188 CG2 THR B 599 180.800 136.431 168.149 1.00 66.89 C -ATOM 12189 N PRO B 600 182.015 134.477 171.442 1.00 67.14 N -ATOM 12190 CA PRO B 600 182.865 135.230 172.365 1.00 67.14 C -ATOM 12191 C PRO B 600 183.767 136.164 171.565 1.00 67.14 C -ATOM 12192 O PRO B 600 183.728 136.202 170.335 1.00 67.14 O -ATOM 12193 CB PRO B 600 183.664 134.139 173.081 1.00 67.14 C -ATOM 12194 CG PRO B 600 183.698 133.013 172.110 1.00 67.14 C -ATOM 12195 CD PRO B 600 182.381 133.051 171.396 1.00 67.14 C -ATOM 12196 N GLY B 601 184.580 136.932 172.286 1.00 82.04 N -ATOM 12197 CA GLY B 601 185.481 137.859 171.629 1.00 82.04 C -ATOM 12198 C GLY B 601 186.570 137.148 170.848 1.00 82.04 C -ATOM 12199 O GLY B 601 187.047 136.077 171.223 1.00 82.04 O -ATOM 12200 N THR B 602 186.968 137.765 169.731 1.00 86.58 N -ATOM 12201 CA THR B 602 188.049 137.227 168.912 1.00 86.58 C -ATOM 12202 C THR B 602 189.412 137.372 169.576 1.00 86.58 C -ATOM 12203 O THR B 602 190.377 136.755 169.112 1.00 86.58 O -ATOM 12204 CB THR B 602 188.066 137.906 167.542 1.00 86.58 C -ATOM 12205 OG1 THR B 602 187.913 139.321 167.705 1.00 86.58 O -ATOM 12206 CG2 THR B 602 186.936 137.375 166.675 1.00 86.58 C -ATOM 12207 N ASN B 603 189.510 138.178 170.637 1.00 89.77 N -ATOM 12208 CA ASN B 603 190.697 138.180 171.483 1.00 89.77 C -ATOM 12209 C ASN B 603 190.871 136.849 172.206 1.00 89.77 C -ATOM 12210 O ASN B 603 192.001 136.458 172.522 1.00 89.77 O -ATOM 12211 CB ASN B 603 190.604 139.331 172.487 1.00 89.77 C -ATOM 12212 CG ASN B 603 191.848 139.471 173.338 1.00 89.77 C -ATOM 12213 OD1 ASN B 603 192.910 139.854 172.848 1.00 89.77 O -ATOM 12214 ND2 ASN B 603 191.722 139.163 174.623 1.00 89.77 N -ATOM 12215 N THR B 604 189.775 136.133 172.464 1.00 85.99 N -ATOM 12216 CA THR B 604 189.823 134.861 173.178 1.00 85.99 C -ATOM 12217 C THR B 604 189.860 133.666 172.230 1.00 85.99 C -ATOM 12218 O THR B 604 190.796 132.863 172.280 1.00 85.99 O -ATOM 12219 CB THR B 604 188.623 134.741 174.128 1.00 85.99 C -ATOM 12220 OG1 THR B 604 187.434 134.491 173.369 1.00 85.99 O -ATOM 12221 CG2 THR B 604 188.445 136.022 174.928 1.00 85.99 C -ATOM 12222 N SER B 605 188.859 133.534 171.361 1.00 86.75 N -ATOM 12223 CA SER B 605 188.752 132.362 170.500 1.00 86.75 C -ATOM 12224 C SER B 605 187.941 132.715 169.262 1.00 86.75 C -ATOM 12225 O SER B 605 187.400 133.816 169.139 1.00 86.75 O -ATOM 12226 CB SER B 605 188.118 131.182 171.240 1.00 86.75 C -ATOM 12227 OG SER B 605 187.917 130.085 170.367 1.00 86.75 O -ATOM 12228 N ASN B 606 187.869 131.754 168.338 1.00 91.52 N -ATOM 12229 CA ASN B 606 187.146 131.920 167.081 1.00 91.52 C -ATOM 12230 C ASN B 606 185.971 130.961 166.937 1.00 91.52 C -ATOM 12231 O ASN B 606 185.450 130.803 165.827 1.00 91.52 O -ATOM 12232 CB ASN B 606 188.093 131.744 165.891 1.00 91.52 C -ATOM 12233 CG ASN B 606 189.301 132.654 165.964 1.00 91.52 C -ATOM 12234 OD1 ASN B 606 189.223 133.836 165.631 1.00 91.52 O -ATOM 12235 ND2 ASN B 606 190.431 132.103 166.388 1.00 91.52 N -ATOM 12236 N GLN B 607 185.543 130.311 168.015 1.00 96.36 N -ATOM 12237 CA GLN B 607 184.416 129.392 167.935 1.00 96.36 C -ATOM 12238 C GLN B 607 183.108 130.172 167.899 1.00 96.36 C -ATOM 12239 O GLN B 607 182.910 131.117 168.668 1.00 96.36 O -ATOM 12240 CB GLN B 607 184.432 128.425 169.116 1.00 96.36 C -ATOM 12241 CG GLN B 607 185.606 127.460 169.089 1.00 96.36 C -ATOM 12242 CD GLN B 607 185.262 126.107 169.671 1.00 96.36 C -ATOM 12243 OE1 GLN B 607 184.603 125.292 169.027 1.00 96.36 O -ATOM 12244 NE2 GLN B 607 185.705 125.861 170.898 1.00 96.36 N -ATOM 12245 N VAL B 608 182.222 129.783 166.983 1.00 88.71 N -ATOM 12246 CA VAL B 608 181.024 130.551 166.648 1.00 88.71 C -ATOM 12247 C VAL B 608 179.816 129.622 166.675 1.00 88.71 C -ATOM 12248 O VAL B 608 179.863 128.519 166.120 1.00 88.71 O -ATOM 12249 CB VAL B 608 181.153 131.228 165.262 1.00 88.71 C -ATOM 12250 CG1 VAL B 608 179.873 131.932 164.863 1.00 88.71 C -ATOM 12251 CG2 VAL B 608 182.302 132.224 165.235 1.00 88.71 C -ATOM 12252 N ALA B 609 178.746 130.056 167.336 1.00 75.55 N -ATOM 12253 CA ALA B 609 177.433 129.440 167.226 1.00 75.55 C -ATOM 12254 C ALA B 609 176.518 130.314 166.372 1.00 75.55 C -ATOM 12255 O ALA B 609 176.716 131.525 166.247 1.00 75.55 O -ATOM 12256 CB ALA B 609 176.816 129.221 168.609 1.00 75.55 C -ATOM 12257 N VAL B 610 175.502 129.685 165.783 1.00 73.88 N -ATOM 12258 CA VAL B 610 174.610 130.350 164.840 1.00 73.88 C -ATOM 12259 C VAL B 610 173.171 130.109 165.278 1.00 73.88 C -ATOM 12260 O VAL B 610 172.769 128.960 165.494 1.00 73.88 O -ATOM 12261 CB VAL B 610 174.842 129.845 163.400 1.00 73.88 C -ATOM 12262 CG1 VAL B 610 173.678 130.197 162.493 1.00 73.88 C -ATOM 12263 CG2 VAL B 610 176.134 130.413 162.842 1.00 73.88 C -ATOM 12264 N LEU B 611 172.397 131.185 165.413 1.00 67.58 N -ATOM 12265 CA LEU B 611 170.995 131.101 165.803 1.00 67.58 C -ATOM 12266 C LEU B 611 170.120 131.589 164.655 1.00 67.58 C -ATOM 12267 O LEU B 611 170.246 132.734 164.217 1.00 67.58 O -ATOM 12268 CB LEU B 611 170.731 131.923 167.064 1.00 67.58 C -ATOM 12269 CG LEU B 611 169.266 132.196 167.408 1.00 67.58 C -ATOM 12270 CD1 LEU B 611 168.582 130.929 167.891 1.00 67.58 C -ATOM 12271 CD2 LEU B 611 169.159 133.295 168.451 1.00 67.58 C -ATOM 12272 N TYR B 612 169.231 130.725 164.179 1.00 73.15 N -ATOM 12273 CA TYR B 612 168.220 131.107 163.203 1.00 73.15 C -ATOM 12274 C TYR B 612 166.944 131.467 163.952 1.00 73.15 C -ATOM 12275 O TYR B 612 166.402 130.638 164.693 1.00 73.15 O -ATOM 12276 CB TYR B 612 167.965 129.976 162.208 1.00 73.15 C -ATOM 12277 CG TYR B 612 169.210 129.475 161.514 1.00 73.15 C -ATOM 12278 CD1 TYR B 612 169.745 130.159 160.429 1.00 73.15 C -ATOM 12279 CD2 TYR B 612 169.847 128.315 161.938 1.00 73.15 C -ATOM 12280 CE1 TYR B 612 170.883 129.704 159.788 1.00 73.15 C -ATOM 12281 CE2 TYR B 612 170.987 127.853 161.304 1.00 73.15 C -ATOM 12282 CZ TYR B 612 171.497 128.550 160.229 1.00 73.15 C -ATOM 12283 OH TYR B 612 172.630 128.096 159.595 1.00 73.15 O -ATOM 12284 N GLN B 613 166.469 132.698 163.760 1.00 69.12 N -ATOM 12285 CA GLN B 613 165.346 133.216 164.530 1.00 69.12 C -ATOM 12286 C GLN B 613 164.028 132.756 163.920 1.00 69.12 C -ATOM 12287 O GLN B 613 163.774 132.979 162.732 1.00 69.12 O -ATOM 12288 CB GLN B 613 165.399 134.741 164.587 1.00 69.12 C -ATOM 12289 CG GLN B 613 166.400 135.298 165.581 1.00 69.12 C -ATOM 12290 CD GLN B 613 166.911 136.666 165.182 1.00 69.12 C -ATOM 12291 OE1 GLN B 613 168.020 137.057 165.543 1.00 69.12 O -ATOM 12292 NE2 GLN B 613 166.103 137.403 164.430 1.00 69.12 N -ATOM 12293 N GLY B 614 163.190 132.120 164.736 1.00 76.73 N -ATOM 12294 CA GLY B 614 161.857 131.745 164.312 1.00 76.73 C -ATOM 12295 C GLY B 614 161.779 130.572 163.366 1.00 76.73 C -ATOM 12296 O GLY B 614 160.718 130.339 162.781 1.00 76.73 O -ATOM 12297 N VAL B 615 162.864 129.823 163.195 1.00 89.92 N -ATOM 12298 CA VAL B 615 162.916 128.701 162.266 1.00 89.92 C -ATOM 12299 C VAL B 615 163.015 127.413 163.068 1.00 89.92 C -ATOM 12300 O VAL B 615 163.818 127.317 164.004 1.00 89.92 O -ATOM 12301 CB VAL B 615 164.097 128.833 161.290 1.00 89.92 C -ATOM 12302 CG1 VAL B 615 164.045 127.733 160.250 1.00 89.92 C -ATOM 12303 CG2 VAL B 615 164.083 130.200 160.624 1.00 89.92 C -ATOM 12304 N ASN B 616 162.186 126.434 162.713 1.00121.54 N -ATOM 12305 CA ASN B 616 162.261 125.120 163.330 1.00121.54 C -ATOM 12306 C ASN B 616 163.554 124.412 162.938 1.00121.54 C -ATOM 12307 O ASN B 616 164.081 124.592 161.837 1.00121.54 O -ATOM 12308 CB ASN B 616 161.060 124.270 162.923 1.00121.54 C -ATOM 12309 CG ASN B 616 160.786 123.158 163.905 1.00121.54 C -ATOM 12310 OD1 ASN B 616 161.427 123.070 164.951 1.00121.54 O -ATOM 12311 ND2 ASN B 616 159.829 122.301 163.580 1.00121.54 N -ATOM 12312 N CYS B 617 164.064 123.596 163.862 1.00120.40 N -ATOM 12313 CA CYS B 617 165.336 122.913 163.660 1.00120.40 C -ATOM 12314 C CYS B 617 165.246 121.758 162.673 1.00120.40 C -ATOM 12315 O CYS B 617 166.289 121.282 162.212 1.00120.40 O -ATOM 12316 CB CYS B 617 165.867 122.404 164.998 1.00120.40 C -ATOM 12317 SG CYS B 617 166.734 123.659 165.952 1.00120.40 S -ATOM 12318 N THR B 618 164.044 121.299 162.341 1.00129.79 N -ATOM 12319 CA THR B 618 163.862 120.211 161.391 1.00129.79 C -ATOM 12320 C THR B 618 163.787 120.691 159.949 1.00129.79 C -ATOM 12321 O THR B 618 163.593 119.869 159.048 1.00129.79 O -ATOM 12322 CB THR B 618 162.595 119.419 161.729 1.00129.79 C -ATOM 12323 OG1 THR B 618 161.463 120.297 161.716 1.00129.79 O -ATOM 12324 CG2 THR B 618 162.718 118.781 163.104 1.00129.79 C -ATOM 12325 N GLU B 619 163.934 121.994 159.707 1.00129.24 N -ATOM 12326 CA GLU B 619 163.849 122.541 158.364 1.00129.24 C -ATOM 12327 C GLU B 619 165.106 123.268 157.911 1.00129.24 C -ATOM 12328 O GLU B 619 165.220 123.572 156.720 1.00129.24 O -ATOM 12329 CB GLU B 619 162.648 123.494 158.251 1.00129.24 C -ATOM 12330 CG GLU B 619 161.306 122.801 158.424 1.00129.24 C -ATOM 12331 CD GLU B 619 160.149 123.775 158.505 1.00129.24 C -ATOM 12332 OE1 GLU B 619 160.393 124.998 158.458 1.00129.24 O -ATOM 12333 OE2 GLU B 619 158.993 123.315 158.615 1.00129.24 O1- -ATOM 12334 N VAL B 620 166.034 123.573 158.813 1.00128.45 N -ATOM 12335 CA VAL B 620 167.339 124.123 158.441 1.00128.45 C -ATOM 12336 C VAL B 620 168.180 123.121 157.636 1.00128.45 C -ATOM 12337 O VAL B 620 168.729 123.529 156.598 1.00128.45 O -ATOM 12338 CB VAL B 620 168.084 124.659 159.682 1.00128.45 C -ATOM 12339 CG1 VAL B 620 169.454 125.205 159.308 1.00128.45 C -ATOM 12340 CG2 VAL B 620 167.253 125.723 160.377 1.00128.45 C -ATOM 12341 N PRO B 621 168.332 121.829 158.012 1.00141.55 N -ATOM 12342 CA PRO B 621 169.037 120.912 157.093 1.00141.55 C -ATOM 12343 C PRO B 621 168.283 120.627 155.803 1.00141.55 C -ATOM 12344 O PRO B 621 168.912 120.203 154.825 1.00141.55 O -ATOM 12345 CB PRO B 621 169.213 119.632 157.924 1.00141.55 C -ATOM 12346 CG PRO B 621 169.108 120.072 159.319 1.00141.55 C -ATOM 12347 CD PRO B 621 168.047 121.112 159.277 1.00141.55 C -ATOM 12348 N VAL B 622 166.965 120.827 155.771 1.00145.18 N -ATOM 12349 CA VAL B 622 166.242 120.788 154.503 1.00145.18 C -ATOM 12350 C VAL B 622 166.621 121.990 153.647 1.00145.18 C -ATOM 12351 O VAL B 622 166.917 121.859 152.454 1.00145.18 O -ATOM 12352 CB VAL B 622 164.725 120.725 154.753 1.00145.18 C -ATOM 12353 CG1 VAL B 622 163.978 120.528 153.443 1.00145.18 C -ATOM 12354 CG2 VAL B 622 164.395 119.610 155.734 1.00145.18 C -ATOM 12355 N ALA B 623 166.622 123.178 154.248 1.00146.78 N -ATOM 12356 CA ALA B 623 167.101 124.395 153.595 1.00146.78 C -ATOM 12357 C ALA B 623 168.562 124.656 153.970 1.00146.78 C -ATOM 12358 O ALA B 623 168.934 125.714 154.469 1.00146.78 O -ATOM 12359 CB ALA B 623 166.212 125.577 153.963 1.00146.78 C -ATOM 12360 N ILE B 624 169.386 123.636 153.742 1.00158.06 N -ATOM 12361 CA ILE B 624 170.834 123.702 153.921 1.00158.06 C -ATOM 12362 C ILE B 624 171.430 124.495 152.756 1.00158.06 C -ATOM 12363 O ILE B 624 170.731 124.798 151.782 1.00158.06 O -ATOM 12364 CB ILE B 624 171.423 122.277 154.031 1.00158.06 C -ATOM 12365 CG1 ILE B 624 172.726 122.252 154.843 1.00158.06 C -ATOM 12366 CG2 ILE B 624 171.617 121.655 152.647 1.00158.06 C -ATOM 12367 CD1 ILE B 624 173.163 120.863 155.253 1.00158.06 C -ATOM 12368 N HIS B 625 172.722 124.845 152.852 1.00165.25 N -ATOM 12369 CA HIS B 625 173.386 125.712 151.877 1.00165.25 C -ATOM 12370 C HIS B 625 173.475 125.104 150.479 1.00165.25 C -ATOM 12371 O HIS B 625 173.754 125.837 149.522 1.00165.25 O -ATOM 12372 CB HIS B 625 174.798 126.044 152.357 1.00165.25 C -ATOM 12373 CG HIS B 625 175.776 124.931 152.147 1.00165.25 C -ATOM 12374 ND1 HIS B 625 176.680 124.923 151.106 1.00165.25 N -ATOM 12375 CD2 HIS B 625 175.965 123.770 152.817 1.00165.25 C -ATOM 12376 CE1 HIS B 625 177.400 123.817 151.160 1.00165.25 C -ATOM 12377 NE2 HIS B 625 176.985 123.099 152.188 1.00165.25 N -ATOM 12378 N ALA B 626 173.289 123.786 150.342 1.00175.07 N -ATOM 12379 CA ALA B 626 173.209 123.174 149.018 1.00175.07 C -ATOM 12380 C ALA B 626 171.989 123.676 148.256 1.00175.07 C -ATOM 12381 O ALA B 626 172.058 123.918 147.045 1.00175.07 O -ATOM 12382 CB ALA B 626 173.178 121.651 149.144 1.00175.07 C -ATOM 12383 N ASP B 627 170.863 123.826 148.948 1.00178.94 N -ATOM 12384 CA ASP B 627 169.723 124.553 148.409 1.00178.94 C -ATOM 12385 C ASP B 627 170.091 126.027 148.253 1.00178.94 C -ATOM 12386 O ASP B 627 170.947 126.548 148.976 1.00178.94 O -ATOM 12387 CB ASP B 627 168.513 124.377 149.337 1.00178.94 C -ATOM 12388 CG ASP B 627 167.288 125.144 148.874 1.00178.94 C -ATOM 12389 OD1 ASP B 627 166.825 124.900 147.740 1.00178.94 O -ATOM 12390 OD2 ASP B 627 166.789 125.992 149.644 1.00178.94 O1- -ATOM 12391 N GLN B 628 169.475 126.683 147.263 1.00183.76 N -ATOM 12392 CA GLN B 628 169.670 128.115 147.047 1.00183.76 C -ATOM 12393 C GLN B 628 169.221 128.900 148.273 1.00183.76 C -ATOM 12394 O GLN B 628 168.085 128.757 148.735 1.00183.76 O -ATOM 12395 CB GLN B 628 168.901 128.569 145.807 1.00183.76 C -ATOM 12396 CG GLN B 628 169.548 129.727 145.059 1.00183.76 C -ATOM 12397 CD GLN B 628 168.717 130.205 143.882 1.00183.76 C -ATOM 12398 OE1 GLN B 628 167.704 129.598 143.534 1.00183.76 O -ATOM 12399 NE2 GLN B 628 169.139 131.304 143.267 1.00183.76 N -ATOM 12400 N LEU B 629 170.128 129.716 148.807 1.00158.54 N -ATOM 12401 CA LEU B 629 169.958 130.256 150.147 1.00158.54 C -ATOM 12402 C LEU B 629 170.901 131.440 150.317 1.00158.54 C -ATOM 12403 O LEU B 629 171.945 131.511 149.664 1.00158.54 O -ATOM 12404 CB LEU B 629 170.249 129.171 151.189 1.00158.54 C -ATOM 12405 CG LEU B 629 169.775 129.387 152.617 1.00158.54 C -ATOM 12406 CD1 LEU B 629 168.272 129.219 152.668 1.00158.54 C -ATOM 12407 CD2 LEU B 629 170.480 128.446 153.570 1.00158.54 C -ATOM 12408 N THR B 630 170.523 132.375 151.197 1.00147.21 N -ATOM 12409 CA THR B 630 171.380 133.529 151.458 1.00147.21 C -ATOM 12410 C THR B 630 172.534 133.155 152.400 1.00147.21 C -ATOM 12411 O THR B 630 173.656 133.630 152.175 1.00147.21 O -ATOM 12412 CB THR B 630 170.557 134.723 151.975 1.00147.21 C -ATOM 12413 OG1 THR B 630 169.389 134.889 151.162 1.00147.21 O -ATOM 12414 CG2 THR B 630 171.376 136.009 151.944 1.00147.21 C -ATOM 12415 N PRO B 631 172.353 132.317 153.436 1.00147.14 N -ATOM 12416 CA PRO B 631 173.523 131.612 153.973 1.00147.14 C -ATOM 12417 C PRO B 631 174.061 130.592 152.985 1.00147.14 C -ATOM 12418 O PRO B 631 173.303 129.862 152.342 1.00147.14 O -ATOM 12419 CB PRO B 631 172.983 130.937 155.238 1.00147.14 C -ATOM 12420 CG PRO B 631 171.923 131.831 155.680 1.00147.14 C -ATOM 12421 CD PRO B 631 171.243 132.232 154.412 1.00147.14 C -ATOM 12422 N THR B 632 175.386 130.554 152.863 1.00149.82 N -ATOM 12423 CA THR B 632 176.096 129.645 151.965 1.00149.82 C -ATOM 12424 C THR B 632 177.306 129.036 152.664 1.00149.82 C -ATOM 12425 O THR B 632 178.400 128.949 152.101 1.00149.82 O -ATOM 12426 CB THR B 632 176.539 130.350 150.682 1.00149.82 C -ATOM 12427 OG1 THR B 632 177.160 131.600 151.008 1.00149.82 O -ATOM 12428 CG2 THR B 632 175.363 130.586 149.738 1.00149.82 C -ATOM 12429 N TRP B 633 177.129 128.600 153.911 1.00136.95 N -ATOM 12430 CA TRP B 633 178.193 127.947 154.661 1.00136.95 C -ATOM 12431 C TRP B 633 177.697 126.631 155.246 1.00136.95 C -ATOM 12432 O TRP B 633 176.495 126.363 155.310 1.00136.95 O -ATOM 12433 CB TRP B 633 178.744 128.822 155.797 1.00136.95 C -ATOM 12434 CG TRP B 633 177.708 129.592 156.548 1.00136.95 C -ATOM 12435 CD1 TRP B 633 177.125 129.241 157.730 1.00136.95 C -ATOM 12436 CD2 TRP B 633 177.196 130.887 156.218 1.00136.95 C -ATOM 12437 NE1 TRP B 633 176.241 130.213 158.129 1.00136.95 N -ATOM 12438 CE2 TRP B 633 176.272 131.238 157.222 1.00136.95 C -ATOM 12439 CE3 TRP B 633 177.415 131.775 155.161 1.00136.95 C -ATOM 12440 CZ2 TRP B 633 175.571 132.440 157.202 1.00136.95 C -ATOM 12441 CZ3 TRP B 633 176.715 132.966 155.141 1.00136.95 C -ATOM 12442 CH2 TRP B 633 175.803 133.286 156.154 1.00136.95 C -ATOM 12443 N ARG B 634 178.658 125.810 155.676 1.00159.89 N -ATOM 12444 CA ARG B 634 178.369 124.509 156.264 1.00159.89 C -ATOM 12445 C ARG B 634 179.252 124.174 157.458 1.00159.89 C -ATOM 12446 O ARG B 634 179.146 123.061 157.982 1.00159.89 O -ATOM 12447 CB ARG B 634 178.499 123.382 155.213 1.00159.89 C -ATOM 12448 CG ARG B 634 179.928 122.984 154.787 1.00159.89 C -ATOM 12449 CD ARG B 634 180.555 123.938 153.771 1.00159.89 C -ATOM 12450 NE ARG B 634 181.792 123.418 153.201 1.00159.89 N -ATOM 12451 CZ ARG B 634 182.628 124.130 152.457 1.00159.89 C -ATOM 12452 NH1 ARG B 634 182.388 125.399 152.169 1.00159.89 N1+ -ATOM 12453 NH2 ARG B 634 183.734 123.555 151.993 1.00159.89 N -ATOM 12454 N VAL B 635 180.116 125.092 157.899 1.00167.06 N -ATOM 12455 CA VAL B 635 181.017 124.812 159.013 1.00167.06 C -ATOM 12456 C VAL B 635 180.245 124.731 160.325 1.00167.06 C -ATOM 12457 O VAL B 635 180.492 123.848 161.156 1.00167.06 O -ATOM 12458 CB VAL B 635 182.128 125.876 159.068 1.00167.06 C -ATOM 12459 CG1 VAL B 635 183.177 125.512 160.109 1.00167.06 C -ATOM 12460 CG2 VAL B 635 182.762 126.047 157.695 1.00167.06 C -ATOM 12461 N TYR B 636 179.295 125.639 160.529 1.00145.98 N -ATOM 12462 CA TYR B 636 178.488 125.691 161.740 1.00145.98 C -ATOM 12463 C TYR B 636 177.010 125.498 161.421 1.00145.98 C -ATOM 12464 O TYR B 636 176.137 126.123 162.027 1.00145.98 O -ATOM 12465 CB TYR B 636 178.722 127.004 162.482 1.00145.98 C -ATOM 12466 CG TYR B 636 180.030 127.033 163.236 1.00145.98 C -ATOM 12467 CD1 TYR B 636 180.390 125.984 164.075 1.00145.98 C -ATOM 12468 CD2 TYR B 636 180.920 128.088 163.083 1.00145.98 C -ATOM 12469 CE1 TYR B 636 181.591 125.998 164.764 1.00145.98 C -ATOM 12470 CE2 TYR B 636 182.127 128.108 163.763 1.00145.98 C -ATOM 12471 CZ TYR B 636 182.454 127.063 164.603 1.00145.98 C -ATOM 12472 OH TYR B 636 183.651 127.081 165.281 1.00145.98 O -ATOM 12473 N SER B 637 176.716 124.632 160.447 1.00162.07 N -ATOM 12474 CA SER B 637 175.335 124.301 160.122 1.00162.07 C -ATOM 12475 C SER B 637 175.137 122.825 159.793 1.00162.07 C -ATOM 12476 O SER B 637 174.033 122.444 159.383 1.00162.07 O -ATOM 12477 CB SER B 637 174.838 125.155 158.950 1.00162.07 C -ATOM 12478 OG SER B 637 173.644 124.621 158.405 1.00162.07 O -ATOM 12479 N THR B 638 176.155 121.984 159.959 1.00178.33 N -ATOM 12480 CA THR B 638 176.077 120.577 159.557 1.00178.33 C -ATOM 12481 C THR B 638 175.600 119.670 160.694 1.00178.33 C -ATOM 12482 O THR B 638 176.153 118.601 160.955 1.00178.33 O -ATOM 12483 CB THR B 638 177.431 120.129 159.011 1.00178.33 C -ATOM 12484 OG1 THR B 638 177.405 118.724 158.729 1.00178.33 O -ATOM 12485 CG2 THR B 638 178.582 120.473 159.976 1.00178.33 C -ATOM 12486 N GLY B 639 174.511 120.069 161.345 1.00173.44 N -ATOM 12487 CA GLY B 639 173.967 119.293 162.441 1.00173.44 C -ATOM 12488 C GLY B 639 174.803 119.372 163.701 1.00173.44 C -ATOM 12489 O GLY B 639 175.040 120.471 164.217 1.00173.44 O -ATOM 12490 N SER B 640 175.246 118.203 164.187 1.00164.48 N -ATOM 12491 CA SER B 640 176.056 118.027 165.403 1.00164.48 C -ATOM 12492 C SER B 640 175.275 118.590 166.585 1.00164.48 C -ATOM 12493 O SER B 640 174.214 118.033 166.919 1.00164.48 O -ATOM 12494 CB SER B 640 177.457 118.609 165.185 1.00164.48 C -ATOM 12495 OG SER B 640 178.059 118.068 164.021 1.00164.48 O -ATOM 12496 N ASN B 641 175.733 119.654 167.240 1.00131.49 N -ATOM 12497 CA ASN B 641 174.991 120.259 168.341 1.00131.49 C -ATOM 12498 C ASN B 641 173.862 121.105 167.767 1.00131.49 C -ATOM 12499 O ASN B 641 174.105 122.175 167.200 1.00131.49 O -ATOM 12500 CB ASN B 641 175.918 121.099 169.214 1.00131.49 C -ATOM 12501 CG ASN B 641 176.794 120.254 170.114 1.00131.49 C -ATOM 12502 OD1 ASN B 641 176.521 119.074 170.336 1.00131.49 O -ATOM 12503 ND2 ASN B 641 177.855 120.854 170.640 1.00131.49 N -ATOM 12504 N VAL B 642 172.629 120.626 167.906 1.00119.26 N -ATOM 12505 CA VAL B 642 171.444 121.325 167.423 1.00119.26 C -ATOM 12506 C VAL B 642 170.441 121.370 168.568 1.00119.26 C -ATOM 12507 O VAL B 642 170.086 120.325 169.126 1.00119.26 O -ATOM 12508 CB VAL B 642 170.839 120.641 166.183 1.00119.26 C -ATOM 12509 CG1 VAL B 642 169.390 121.059 165.967 1.00119.26 C -ATOM 12510 CG2 VAL B 642 171.670 120.956 164.948 1.00119.26 C -ATOM 12511 N PHE B 643 169.995 122.573 168.926 1.00100.00 N -ATOM 12512 CA PHE B 643 169.035 122.755 170.003 1.00100.00 C -ATOM 12513 C PHE B 643 167.896 123.638 169.519 1.00100.00 C -ATOM 12514 O PHE B 643 168.109 124.575 168.744 1.00100.00 O -ATOM 12515 CB PHE B 643 169.701 123.371 171.238 1.00100.00 C -ATOM 12516 CG PHE B 643 168.911 123.197 172.500 1.00100.00 C -ATOM 12517 CD1 PHE B 643 168.654 121.931 173.003 1.00100.00 C -ATOM 12518 CD2 PHE B 643 168.427 124.299 173.184 1.00100.00 C -ATOM 12519 CE1 PHE B 643 167.925 121.768 174.168 1.00100.00 C -ATOM 12520 CE2 PHE B 643 167.696 124.145 174.348 1.00100.00 C -ATOM 12521 CZ PHE B 643 167.445 122.877 174.841 1.00100.00 C -ATOM 12522 N GLN B 644 166.684 123.333 169.972 1.00 93.51 N -ATOM 12523 CA GLN B 644 165.482 124.047 169.554 1.00 93.51 C -ATOM 12524 C GLN B 644 165.010 124.916 170.713 1.00 93.51 C -ATOM 12525 O GLN B 644 164.533 124.401 171.730 1.00 93.51 O -ATOM 12526 CB GLN B 644 164.395 123.068 169.116 1.00 93.51 C -ATOM 12527 CG GLN B 644 163.038 123.705 168.852 1.00 93.51 C -ATOM 12528 CD GLN B 644 163.100 124.800 167.807 1.00 93.51 C -ATOM 12529 OE1 GLN B 644 163.623 124.599 166.711 1.00 93.51 O -ATOM 12530 NE2 GLN B 644 162.561 125.967 168.139 1.00 93.51 N -ATOM 12531 N THR B 645 165.152 126.228 170.564 1.00 81.70 N -ATOM 12532 CA THR B 645 164.682 127.194 171.543 1.00 81.70 C -ATOM 12533 C THR B 645 163.449 127.904 171.003 1.00 81.70 C -ATOM 12534 O THR B 645 163.134 127.837 169.812 1.00 81.70 O -ATOM 12535 CB THR B 645 165.774 128.219 171.874 1.00 81.70 C -ATOM 12536 OG1 THR B 645 166.123 128.944 170.689 1.00 81.70 O -ATOM 12537 CG2 THR B 645 167.010 127.526 172.407 1.00 81.70 C -ATOM 12538 N ARG B 646 162.761 128.617 171.899 1.00 69.65 N -ATOM 12539 CA ARG B 646 161.614 129.418 171.487 1.00 69.65 C -ATOM 12540 C ARG B 646 162.022 130.606 170.626 1.00 69.65 C -ATOM 12541 O ARG B 646 161.180 131.151 169.904 1.00 69.65 O -ATOM 12542 CB ARG B 646 160.838 129.895 172.713 1.00 69.65 C -ATOM 12543 CG ARG B 646 159.711 128.964 173.121 1.00 69.65 C -ATOM 12544 CD ARG B 646 158.987 129.472 174.355 1.00 69.65 C -ATOM 12545 NE ARG B 646 157.759 128.728 174.605 1.00 69.65 N -ATOM 12546 CZ ARG B 646 156.569 129.065 174.127 1.00 69.65 C -ATOM 12547 NH1 ARG B 646 156.406 130.140 173.374 1.00 69.65 N1+ -ATOM 12548 NH2 ARG B 646 155.516 128.304 174.412 1.00 69.65 N -ATOM 12549 N ALA B 647 163.291 131.018 170.688 1.00 72.14 N -ATOM 12550 CA ALA B 647 163.805 131.981 169.724 1.00 72.14 C -ATOM 12551 C ALA B 647 164.012 131.347 168.355 1.00 72.14 C -ATOM 12552 O ALA B 647 163.881 132.032 167.334 1.00 72.14 O -ATOM 12553 CB ALA B 647 165.113 132.587 170.232 1.00 72.14 C -ATOM 12554 N GLY B 648 164.333 130.054 168.305 1.00 81.15 N -ATOM 12555 CA GLY B 648 164.546 129.402 167.026 1.00 81.15 C -ATOM 12556 C GLY B 648 165.422 128.166 167.063 1.00 81.15 C -ATOM 12557 O GLY B 648 165.194 127.252 167.860 1.00 81.15 O -ATOM 12558 N CYS B 649 166.425 128.121 166.191 1.00 83.18 N -ATOM 12559 CA CYS B 649 167.320 126.974 166.075 1.00 83.18 C -ATOM 12560 C CYS B 649 168.742 127.421 166.377 1.00 83.18 C -ATOM 12561 O CYS B 649 169.271 128.304 165.698 1.00 83.18 O -ATOM 12562 CB CYS B 649 167.237 126.356 164.678 1.00 83.18 C -ATOM 12563 SG CYS B 649 167.837 124.658 164.572 1.00 83.18 S -ATOM 12564 N LEU B 650 169.363 126.810 167.383 1.00 83.51 N -ATOM 12565 CA LEU B 650 170.721 127.146 167.789 1.00 83.51 C -ATOM 12566 C LEU B 650 171.645 125.995 167.415 1.00 83.51 C -ATOM 12567 O LEU B 650 171.461 124.867 167.886 1.00 83.51 O -ATOM 12568 CB LEU B 650 170.783 127.426 169.290 1.00 83.51 C -ATOM 12569 CG LEU B 650 172.157 127.741 169.877 1.00 83.51 C -ATOM 12570 CD1 LEU B 650 172.678 129.057 169.335 1.00 83.51 C -ATOM 12571 CD2 LEU B 650 172.080 127.778 171.391 1.00 83.51 C -ATOM 12572 N ILE B 651 172.636 126.280 166.573 1.00 96.76 N -ATOM 12573 CA ILE B 651 173.563 125.275 166.068 1.00 96.76 C -ATOM 12574 C ILE B 651 174.972 125.678 166.478 1.00 96.76 C -ATOM 12575 O ILE B 651 175.403 126.808 166.215 1.00 96.76 O -ATOM 12576 CB ILE B 651 173.455 125.121 164.539 1.00 96.76 C -ATOM 12577 CG1 ILE B 651 172.027 124.735 164.144 1.00 96.76 C -ATOM 12578 CG2 ILE B 651 174.436 124.071 164.040 1.00 96.76 C -ATOM 12579 CD1 ILE B 651 171.835 124.480 162.663 1.00 96.76 C -ATOM 12580 N GLY B 652 175.686 124.755 167.119 1.00 99.45 N -ATOM 12581 CA GLY B 652 177.034 125.003 167.586 1.00 99.45 C -ATOM 12582 C GLY B 652 177.173 125.128 169.086 1.00 99.45 C -ATOM 12583 O GLY B 652 178.282 125.397 169.564 1.00 99.45 O -ATOM 12584 N ALA B 653 176.096 124.946 169.845 1.00 98.88 N -ATOM 12585 CA ALA B 653 176.144 125.028 171.296 1.00 98.88 C -ATOM 12586 C ALA B 653 175.444 123.821 171.902 1.00 98.88 C -ATOM 12587 O ALA B 653 174.461 123.311 171.358 1.00 98.88 O -ATOM 12588 CB ALA B 653 175.501 126.319 171.811 1.00 98.88 C -ATOM 12589 N GLU B 654 175.963 123.373 173.040 1.00 97.33 N -ATOM 12590 CA GLU B 654 175.437 122.218 173.752 1.00 97.33 C -ATOM 12591 C GLU B 654 174.632 122.691 174.955 1.00 97.33 C -ATOM 12592 O GLU B 654 175.093 123.548 175.716 1.00 97.33 O -ATOM 12593 CB GLU B 654 176.575 121.300 174.201 1.00 97.33 C -ATOM 12594 CG GLU B 654 176.141 120.130 175.064 1.00 97.33 C -ATOM 12595 CD GLU B 654 177.304 119.247 175.467 1.00 97.33 C -ATOM 12596 OE1 GLU B 654 178.451 119.740 175.469 1.00 97.33 O -ATOM 12597 OE2 GLU B 654 177.070 118.062 175.782 1.00 97.33 O1- -ATOM 12598 N TYR B 655 173.433 122.138 175.122 1.00 88.30 N -ATOM 12599 CA TYR B 655 172.586 122.500 176.250 1.00 88.30 C -ATOM 12600 C TYR B 655 173.107 121.836 177.518 1.00 88.30 C -ATOM 12601 O TYR B 655 173.282 120.614 177.562 1.00 88.30 O -ATOM 12602 CB TYR B 655 171.136 122.102 175.992 1.00 88.30 C -ATOM 12603 CG TYR B 655 170.178 122.645 177.026 1.00 88.30 C -ATOM 12604 CD1 TYR B 655 169.924 124.009 177.118 1.00 88.30 C -ATOM 12605 CD2 TYR B 655 169.533 121.796 177.917 1.00 88.30 C -ATOM 12606 CE1 TYR B 655 169.050 124.512 178.066 1.00 88.30 C -ATOM 12607 CE2 TYR B 655 168.657 122.288 178.869 1.00 88.30 C -ATOM 12608 CZ TYR B 655 168.420 123.647 178.938 1.00 88.30 C -ATOM 12609 OH TYR B 655 167.550 124.140 179.882 1.00 88.30 O -ATOM 12610 N VAL B 656 173.352 122.643 178.547 1.00 92.65 N -ATOM 12611 CA VAL B 656 173.857 122.180 179.833 1.00 92.65 C -ATOM 12612 C VAL B 656 172.777 122.431 180.876 1.00 92.65 C -ATOM 12613 O VAL B 656 172.216 123.531 180.941 1.00 92.65 O -ATOM 12614 CB VAL B 656 175.173 122.888 180.205 1.00 92.65 C -ATOM 12615 CG1 VAL B 656 175.678 122.428 181.565 1.00 92.65 C -ATOM 12616 CG2 VAL B 656 176.223 122.642 179.137 1.00 92.65 C -ATOM 12617 N ASN B 657 172.479 121.407 181.683 1.00116.76 N -ATOM 12618 CA ASN B 657 171.415 121.506 182.678 1.00116.76 C -ATOM 12619 C ASN B 657 171.748 122.465 183.814 1.00116.76 C -ATOM 12620 O ASN B 657 170.830 122.938 184.492 1.00116.76 O -ATOM 12621 CB ASN B 657 171.106 120.125 183.255 1.00116.76 C -ATOM 12622 CG ASN B 657 170.409 119.222 182.262 1.00116.76 C -ATOM 12623 OD1 ASN B 657 169.846 119.685 181.270 1.00116.76 O -ATOM 12624 ND2 ASN B 657 170.443 117.921 182.525 1.00116.76 N -ATOM 12625 N ASN B 658 173.028 122.750 184.044 1.00 82.01 N -ATOM 12626 CA ASN B 658 173.412 123.688 185.089 1.00 82.01 C -ATOM 12627 C ASN B 658 173.036 125.111 184.694 1.00 82.01 C -ATOM 12628 O ASN B 658 173.204 125.520 183.543 1.00 82.01 O -ATOM 12629 CB ASN B 658 174.912 123.598 185.358 1.00 82.01 C -ATOM 12630 CG ASN B 658 175.346 122.207 185.772 1.00 82.01 C -ATOM 12631 OD1 ASN B 658 174.652 121.528 186.528 1.00 82.01 O -ATOM 12632 ND2 ASN B 658 176.500 121.775 185.277 1.00 82.01 N -ATOM 12633 N SER B 659 172.523 125.865 185.660 1.00 67.10 N -ATOM 12634 CA SER B 659 172.062 127.228 185.438 1.00 67.10 C -ATOM 12635 C SER B 659 173.056 128.208 186.044 1.00 67.10 C -ATOM 12636 O SER B 659 173.395 128.104 187.227 1.00 67.10 O -ATOM 12637 CB SER B 659 170.672 127.436 186.043 1.00 67.10 C -ATOM 12638 OG SER B 659 170.702 127.275 187.450 1.00 67.10 O -ATOM 12639 N TYR B 660 173.516 129.153 185.234 1.00 69.61 N -ATOM 12640 CA TYR B 660 174.446 130.187 185.663 1.00 69.61 C -ATOM 12641 C TYR B 660 173.811 131.557 185.434 1.00 69.61 C -ATOM 12642 O TYR B 660 172.653 131.669 185.024 1.00 69.61 O -ATOM 12643 CB TYR B 660 175.777 130.079 184.913 1.00 69.61 C -ATOM 12644 CG TYR B 660 176.299 128.674 184.720 1.00 69.61 C -ATOM 12645 CD1 TYR B 660 177.064 128.056 185.701 1.00 69.61 C -ATOM 12646 CD2 TYR B 660 176.056 127.977 183.540 1.00 69.61 C -ATOM 12647 CE1 TYR B 660 177.553 126.775 185.524 1.00 69.61 C -ATOM 12648 CE2 TYR B 660 176.540 126.696 183.354 1.00 69.61 C -ATOM 12649 CZ TYR B 660 177.288 126.102 184.349 1.00 69.61 C -ATOM 12650 OH TYR B 660 177.773 124.828 184.167 1.00 69.61 O -ATOM 12651 N GLU B 661 174.587 132.604 185.693 1.00 69.98 N -ATOM 12652 CA GLU B 661 174.176 133.942 185.307 1.00 69.98 C -ATOM 12653 C GLU B 661 174.222 134.083 183.787 1.00 69.98 C -ATOM 12654 O GLU B 661 174.958 133.375 183.094 1.00 69.98 O -ATOM 12655 CB GLU B 661 175.071 134.992 185.964 1.00 69.98 C -ATOM 12656 CG GLU B 661 175.420 134.694 187.413 1.00 69.98 C -ATOM 12657 CD GLU B 661 174.251 134.920 188.350 1.00 69.98 C -ATOM 12658 OE1 GLU B 661 173.720 136.050 188.380 1.00 69.98 O -ATOM 12659 OE2 GLU B 661 173.862 133.967 189.058 1.00 69.98 O1- -ATOM 12660 N CYS B 662 173.417 135.006 183.270 1.00 69.00 N -ATOM 12661 CA CYS B 662 173.290 135.174 181.827 1.00 69.00 C -ATOM 12662 C CYS B 662 174.515 135.889 181.270 1.00 69.00 C -ATOM 12663 O CYS B 662 174.779 137.047 181.612 1.00 69.00 O -ATOM 12664 CB CYS B 662 172.023 135.948 181.482 1.00 69.00 C -ATOM 12665 SG CYS B 662 171.590 135.799 179.746 1.00 69.00 S -ATOM 12666 N ASP B 663 175.251 135.198 180.402 1.00 63.38 N -ATOM 12667 CA ASP B 663 176.465 135.741 179.803 1.00 63.38 C -ATOM 12668 C ASP B 663 176.177 136.388 178.451 1.00 63.38 C -ATOM 12669 O ASP B 663 176.439 137.579 178.257 1.00 63.38 O -ATOM 12670 CB ASP B 663 177.508 134.626 179.673 1.00 63.38 C -ATOM 12671 CG ASP B 663 178.912 135.155 179.514 1.00 63.38 C -ATOM 12672 OD1 ASP B 663 179.141 136.343 179.827 1.00 63.38 O -ATOM 12673 OD2 ASP B 663 179.791 134.376 179.093 1.00 63.38 O1- -ATOM 12674 N ILE B 664 175.646 135.615 177.509 1.00 52.01 N -ATOM 12675 CA ILE B 664 175.190 136.138 176.222 1.00 52.01 C -ATOM 12676 C ILE B 664 173.720 135.772 176.059 1.00 52.01 C -ATOM 12677 O ILE B 664 173.402 134.587 175.901 1.00 52.01 O -ATOM 12678 CB ILE B 664 176.030 135.589 175.058 1.00 52.01 C -ATOM 12679 CG1 ILE B 664 177.493 136.014 175.196 1.00 52.01 C -ATOM 12680 CG2 ILE B 664 175.468 136.065 173.726 1.00 52.01 C -ATOM 12681 CD1 ILE B 664 178.389 135.479 174.100 1.00 52.01 C -ATOM 12682 N PRO B 665 172.797 136.730 176.100 1.00 45.50 N -ATOM 12683 CA PRO B 665 171.372 136.384 176.044 1.00 45.50 C -ATOM 12684 C PRO B 665 170.943 135.934 174.656 1.00 45.50 C -ATOM 12685 O PRO B 665 171.542 136.303 173.644 1.00 45.50 O -ATOM 12686 CB PRO B 665 170.679 137.691 176.439 1.00 45.50 C -ATOM 12687 CG PRO B 665 171.624 138.749 175.991 1.00 45.50 C -ATOM 12688 CD PRO B 665 173.011 138.186 176.165 1.00 45.50 C -ATOM 12689 N ILE B 666 169.884 135.122 174.619 1.00 42.59 N -ATOM 12690 CA ILE B 666 169.317 134.611 173.379 1.00 42.59 C -ATOM 12691 C ILE B 666 167.840 134.966 173.262 1.00 42.59 C -ATOM 12692 O ILE B 666 167.411 135.584 172.282 1.00 42.59 O -ATOM 12693 CB ILE B 666 169.522 133.083 173.260 1.00 42.59 C -ATOM 12694 CG1 ILE B 666 170.988 132.768 172.976 1.00 42.59 C -ATOM 12695 CG2 ILE B 666 168.655 132.493 172.157 1.00 42.59 C -ATOM 12696 CD1 ILE B 666 171.314 131.294 173.022 1.00 42.59 C -ATOM 12697 N GLY B 667 167.056 134.603 174.257 1.00 41.52 N -ATOM 12698 CA GLY B 667 165.627 134.842 174.268 1.00 41.52 C -ATOM 12699 C GLY B 667 164.930 133.693 174.967 1.00 41.52 C -ATOM 12700 O GLY B 667 165.387 132.553 174.927 1.00 41.52 O -ATOM 12701 N ALA B 668 163.802 134.024 175.614 1.00 40.43 N -ATOM 12702 CA ALA B 668 162.952 133.087 176.362 1.00 40.43 C -ATOM 12703 C ALA B 668 163.727 132.335 177.444 1.00 40.43 C -ATOM 12704 O ALA B 668 163.558 131.128 177.629 1.00 40.43 O -ATOM 12705 CB ALA B 668 162.233 132.109 175.427 1.00 40.43 C -ATOM 12706 N GLY B 669 164.581 133.054 178.167 1.00 48.40 N -ATOM 12707 CA GLY B 669 165.298 132.462 179.279 1.00 48.40 C -ATOM 12708 C GLY B 669 166.457 131.569 178.903 1.00 48.40 C -ATOM 12709 O GLY B 669 166.802 130.665 179.668 1.00 48.40 O -ATOM 12710 N ILE B 670 167.070 131.791 177.743 1.00 47.37 N -ATOM 12711 CA ILE B 670 168.211 131.006 177.286 1.00 47.37 C -ATOM 12712 C ILE B 670 169.406 131.937 177.140 1.00 47.37 C -ATOM 12713 O ILE B 670 169.289 133.027 176.567 1.00 47.37 O -ATOM 12714 CB ILE B 670 167.914 130.279 175.961 1.00 47.37 C -ATOM 12715 CG1 ILE B 670 166.585 129.526 176.044 1.00 47.37 C -ATOM 12716 CG2 ILE B 670 169.038 129.315 175.611 1.00 47.37 C -ATOM 12717 CD1 ILE B 670 166.574 128.418 177.076 1.00 47.37 C -ATOM 12718 N CYS B 671 170.544 131.523 177.689 1.00 60.82 N -ATOM 12719 CA CYS B 671 171.790 132.255 177.541 1.00 60.82 C -ATOM 12720 C CYS B 671 172.881 131.297 177.088 1.00 60.82 C -ATOM 12721 O CYS B 671 172.754 130.077 177.198 1.00 60.82 O -ATOM 12722 CB CYS B 671 172.194 132.957 178.844 1.00 60.82 C -ATOM 12723 SG CYS B 671 170.864 133.909 179.607 1.00 60.82 S -ATOM 12724 N ALA B 672 173.949 131.867 176.546 1.00 64.35 N -ATOM 12725 CA ALA B 672 175.073 131.102 176.037 1.00 64.35 C -ATOM 12726 C ALA B 672 176.369 131.699 176.561 1.00 64.35 C -ATOM 12727 O ALA B 672 176.462 132.904 176.812 1.00 64.35 O -ATOM 12728 CB ALA B 672 175.088 131.074 174.506 1.00 64.35 C -ATOM 12729 N SER B 673 177.368 130.838 176.723 1.00 80.73 N -ATOM 12730 CA SER B 673 178.651 131.250 177.274 1.00 80.73 C -ATOM 12731 C SER B 673 179.748 130.372 176.688 1.00 80.73 C -ATOM 12732 O SER B 673 179.487 129.441 175.922 1.00 80.73 O -ATOM 12733 CB SER B 673 178.641 131.180 178.803 1.00 80.73 C -ATOM 12734 OG SER B 673 178.639 129.837 179.252 1.00 80.73 O -ATOM 12735 N TYR B 674 180.986 130.678 177.064 1.00 93.24 N -ATOM 12736 CA TYR B 674 182.175 129.966 176.599 1.00 93.24 C -ATOM 12737 C TYR B 674 182.814 129.313 177.820 1.00 93.24 C -ATOM 12738 O TYR B 674 183.495 129.985 178.601 1.00 93.24 O -ATOM 12739 CB TYR B 674 183.139 130.925 175.905 1.00 93.24 C -ATOM 12740 CG TYR B 674 184.194 130.253 175.061 1.00 93.24 C -ATOM 12741 CD1 TYR B 674 183.871 129.188 174.231 1.00 93.24 C -ATOM 12742 CD2 TYR B 674 185.515 130.687 175.090 1.00 93.24 C -ATOM 12743 CE1 TYR B 674 184.833 128.571 173.453 1.00 93.24 C -ATOM 12744 CE2 TYR B 674 186.485 130.075 174.317 1.00 93.24 C -ATOM 12745 CZ TYR B 674 186.136 129.019 173.500 1.00 93.24 C -ATOM 12746 OH TYR B 674 187.092 128.400 172.727 1.00 93.24 O -ATOM 12747 N GLN B 675 182.601 128.010 177.992 1.00107.42 N -ATOM 12748 CA GLN B 675 183.041 127.322 179.198 1.00107.42 C -ATOM 12749 C GLN B 675 183.770 126.036 178.832 1.00107.42 C -ATOM 12750 O GLN B 675 183.669 125.533 177.713 1.00107.42 O -ATOM 12751 CB GLN B 675 181.864 127.028 180.136 1.00107.42 C -ATOM 12752 CG GLN B 675 181.427 128.224 180.964 1.00107.42 C -ATOM 12753 CD GLN B 675 180.409 127.860 182.025 1.00107.42 C -ATOM 12754 OE1 GLN B 675 180.478 126.789 182.627 1.00107.42 O -ATOM 12755 NE2 GLN B 675 179.455 128.753 182.260 1.00107.42 N -ATOM 12756 N THR B 676 184.490 125.491 179.811 1.00129.06 N -ATOM 12757 CA THR B 676 185.483 124.450 179.572 1.00129.06 C -ATOM 12758 C THR B 676 184.901 123.044 179.472 1.00129.06 C -ATOM 12759 O THR B 676 185.675 122.086 179.375 1.00129.06 O -ATOM 12760 CB THR B 676 186.542 124.478 180.677 1.00129.06 C -ATOM 12761 OG1 THR B 676 187.532 123.474 180.419 1.00129.06 O -ATOM 12762 CG2 THR B 676 185.902 124.215 182.032 1.00129.06 C -ATOM 12763 N GLN B 677 183.581 122.883 179.499 1.00132.72 N -ATOM 12764 CA GLN B 677 182.994 121.553 179.352 1.00132.72 C -ATOM 12765 C GLN B 677 183.053 121.090 177.900 1.00132.72 C -ATOM 12766 O GLN B 677 183.092 119.891 177.622 1.00132.72 O -ATOM 12767 CB GLN B 677 181.546 121.532 179.846 1.00132.72 C -ATOM 12768 CG GLN B 677 181.365 122.009 181.274 1.00132.72 C -ATOM 12769 CD GLN B 677 180.784 123.402 181.342 1.00132.72 C -ATOM 12770 OE1 GLN B 677 180.515 124.021 180.314 1.00132.72 O -ATOM 12771 NE2 GLN B 677 180.586 123.905 182.555 1.00132.72 N -ATOM 12772 N SER B 689 188.939 121.761 174.835 1.00141.12 N -ATOM 12773 CA SER B 689 188.453 121.970 176.193 1.00141.12 C -ATOM 12774 C SER B 689 187.298 122.964 176.213 1.00141.12 C -ATOM 12775 O SER B 689 186.162 122.603 176.521 1.00141.12 O -ATOM 12776 CB SER B 689 189.584 122.461 177.099 1.00141.12 C -ATOM 12777 OG SER B 689 189.968 123.783 176.761 1.00141.12 O -ATOM 12778 N GLN B 690 187.600 124.218 175.886 1.00124.31 N -ATOM 12779 CA GLN B 690 186.582 125.259 175.890 1.00124.31 C -ATOM 12780 C GLN B 690 185.642 125.107 174.701 1.00124.31 C -ATOM 12781 O GLN B 690 186.059 124.749 173.596 1.00124.31 O -ATOM 12782 CB GLN B 690 187.234 126.641 175.870 1.00124.31 C -ATOM 12783 CG GLN B 690 188.328 126.831 176.906 1.00124.31 C -ATOM 12784 CD GLN B 690 187.804 127.401 178.210 1.00124.31 C -ATOM 12785 OE1 GLN B 690 186.594 127.478 178.426 1.00124.31 O -ATOM 12786 NE2 GLN B 690 188.714 127.808 179.086 1.00124.31 N -ATOM 12787 N SER B 691 184.363 125.387 174.939 1.00103.98 N -ATOM 12788 CA SER B 691 183.332 125.283 173.918 1.00103.98 C -ATOM 12789 C SER B 691 182.175 126.192 174.305 1.00103.98 C -ATOM 12790 O SER B 691 182.054 126.623 175.456 1.00103.98 O -ATOM 12791 CB SER B 691 182.851 123.839 173.746 1.00103.98 C -ATOM 12792 OG SER B 691 182.475 123.276 174.991 1.00103.98 O -ATOM 12793 N ILE B 692 181.327 126.476 173.321 1.00 87.01 N -ATOM 12794 CA ILE B 692 180.148 127.306 173.537 1.00 87.01 C -ATOM 12795 C ILE B 692 179.036 126.426 174.092 1.00 87.01 C -ATOM 12796 O ILE B 692 178.677 125.408 173.493 1.00 87.01 O -ATOM 12797 CB ILE B 692 179.709 127.996 172.238 1.00 87.01 C -ATOM 12798 CG1 ILE B 692 180.816 128.910 171.716 1.00 87.01 C -ATOM 12799 CG2 ILE B 692 178.431 128.789 172.457 1.00 87.01 C -ATOM 12800 CD1 ILE B 692 180.498 129.541 170.380 1.00 87.01 C -ATOM 12801 N ILE B 693 178.491 126.817 175.239 1.00 83.26 N -ATOM 12802 CA ILE B 693 177.404 126.085 175.871 1.00 83.26 C -ATOM 12803 C ILE B 693 176.189 126.994 175.971 1.00 83.26 C -ATOM 12804 O ILE B 693 176.302 128.225 175.985 1.00 83.26 O -ATOM 12805 CB ILE B 693 177.794 125.548 177.266 1.00 83.26 C -ATOM 12806 CG1 ILE B 693 178.202 126.696 178.188 1.00 83.26 C -ATOM 12807 CG2 ILE B 693 178.917 124.532 177.150 1.00 83.26 C -ATOM 12808 CD1 ILE B 693 178.181 126.335 179.650 1.00 83.26 C -ATOM 12809 N ALA B 694 175.016 126.370 176.028 1.00 76.20 N -ATOM 12810 CA ALA B 694 173.750 127.057 176.220 1.00 76.20 C -ATOM 12811 C ALA B 694 173.083 126.525 177.479 1.00 76.20 C -ATOM 12812 O ALA B 694 173.232 125.351 177.829 1.00 76.20 O -ATOM 12813 CB ALA B 694 172.822 126.871 175.014 1.00 76.20 C -ATOM 12814 N TYR B 695 172.348 127.396 178.163 1.00 60.67 N -ATOM 12815 CA TYR B 695 171.740 127.033 179.433 1.00 60.67 C -ATOM 12816 C TYR B 695 170.528 127.915 179.687 1.00 60.67 C -ATOM 12817 O TYR B 695 170.322 128.941 179.031 1.00 60.67 O -ATOM 12818 CB TYR B 695 172.746 127.145 180.590 1.00 60.67 C -ATOM 12819 CG TYR B 695 173.462 128.480 180.692 1.00 60.67 C -ATOM 12820 CD1 TYR B 695 172.926 129.527 181.437 1.00 60.67 C -ATOM 12821 CD2 TYR B 695 174.683 128.687 180.061 1.00 60.67 C -ATOM 12822 CE1 TYR B 695 173.575 130.741 181.535 1.00 60.67 C -ATOM 12823 CE2 TYR B 695 175.340 129.900 180.155 1.00 60.67 C -ATOM 12824 CZ TYR B 695 174.780 130.922 180.894 1.00 60.67 C -ATOM 12825 OH TYR B 695 175.429 132.131 180.993 1.00 60.67 O -ATOM 12826 N THR B 696 169.711 127.485 180.643 1.00 63.45 N -ATOM 12827 CA THR B 696 168.685 128.347 181.207 1.00 63.45 C -ATOM 12828 C THR B 696 169.327 129.262 182.240 1.00 63.45 C -ATOM 12829 O THR B 696 170.193 128.835 183.008 1.00 63.45 O -ATOM 12830 CB THR B 696 167.573 127.513 181.848 1.00 63.45 C -ATOM 12831 OG1 THR B 696 167.213 126.440 180.970 1.00 63.45 O -ATOM 12832 CG2 THR B 696 166.340 128.365 182.121 1.00 63.45 C -ATOM 12833 N MET B 697 168.924 130.530 182.236 1.00 56.40 N -ATOM 12834 CA MET B 697 169.481 131.501 183.166 1.00 56.40 C -ATOM 12835 C MET B 697 169.037 131.206 184.595 1.00 56.40 C -ATOM 12836 O MET B 697 167.969 130.636 184.835 1.00 56.40 O -ATOM 12837 CB MET B 697 169.061 132.914 182.767 1.00 56.40 C -ATOM 12838 CG MET B 697 167.562 133.100 182.670 1.00 56.40 C -ATOM 12839 SD MET B 697 167.078 134.830 182.735 1.00 56.40 S -ATOM 12840 CE MET B 697 168.263 135.580 181.627 1.00 56.40 C -ATOM 12841 N SER B 698 169.882 131.585 185.548 1.00 56.63 N -ATOM 12842 CA SER B 698 169.623 131.370 186.964 1.00 56.63 C -ATOM 12843 C SER B 698 169.177 132.680 187.591 1.00 56.63 C -ATOM 12844 O SER B 698 169.860 133.701 187.456 1.00 56.63 O -ATOM 12845 CB SER B 698 170.866 130.836 187.677 1.00 56.63 C -ATOM 12846 OG SER B 698 170.668 130.792 189.078 1.00 56.63 O -ATOM 12847 N LEU B 699 168.028 132.648 188.267 1.00 47.15 N -ATOM 12848 CA LEU B 699 167.483 133.865 188.858 1.00 47.15 C -ATOM 12849 C LEU B 699 168.282 134.287 190.083 1.00 47.15 C -ATOM 12850 O LEU B 699 168.579 135.474 190.263 1.00 47.15 O -ATOM 12851 CB LEU B 699 166.016 133.650 189.220 1.00 47.15 C -ATOM 12852 CG LEU B 699 165.184 133.005 188.113 1.00 47.15 C -ATOM 12853 CD1 LEU B 699 163.807 132.607 188.630 1.00 47.15 C -ATOM 12854 CD2 LEU B 699 165.090 133.940 186.916 1.00 47.15 C -ATOM 12855 N GLY B 700 168.645 133.330 190.924 1.00 49.87 N -ATOM 12856 CA GLY B 700 169.400 133.624 192.122 1.00 49.87 C -ATOM 12857 C GLY B 700 169.413 132.423 193.039 1.00 49.87 C -ATOM 12858 O GLY B 700 168.865 131.361 192.727 1.00 49.87 O -ATOM 12859 N ALA B 701 170.057 132.615 194.185 1.00 51.33 N -ATOM 12860 CA ALA B 701 170.152 131.554 195.176 1.00 51.33 C -ATOM 12861 C ALA B 701 168.818 131.357 195.882 1.00 51.33 C -ATOM 12862 O ALA B 701 168.160 132.321 196.283 1.00 51.33 O -ATOM 12863 CB ALA B 701 171.243 131.879 196.194 1.00 51.33 C -ATOM 12864 N GLU B 702 168.418 130.097 196.026 1.00 56.76 N -ATOM 12865 CA GLU B 702 167.193 129.775 196.743 1.00 56.76 C -ATOM 12866 C GLU B 702 167.371 130.025 198.235 1.00 56.76 C -ATOM 12867 O GLU B 702 168.398 129.675 198.823 1.00 56.76 O -ATOM 12868 CB GLU B 702 166.800 128.319 196.493 1.00 56.76 C -ATOM 12869 CG GLU B 702 165.425 127.939 197.021 1.00 56.76 C -ATOM 12870 CD GLU B 702 164.342 128.048 195.967 1.00 56.76 C -ATOM 12871 OE1 GLU B 702 164.619 128.598 194.881 1.00 56.76 O -ATOM 12872 OE2 GLU B 702 163.212 127.581 196.223 1.00 56.76 O1- -ATOM 12873 N ASN B 703 166.360 130.635 198.850 1.00 53.60 N -ATOM 12874 CA ASN B 703 166.426 131.004 200.255 1.00 53.60 C -ATOM 12875 C ASN B 703 165.056 130.818 200.890 1.00 53.60 C -ATOM 12876 O ASN B 703 164.025 130.846 200.215 1.00 53.60 O -ATOM 12877 CB ASN B 703 166.904 132.454 200.428 1.00 53.60 C -ATOM 12878 CG ASN B 703 167.455 132.728 201.814 1.00 53.60 C -ATOM 12879 OD1 ASN B 703 167.419 131.867 202.692 1.00 53.60 O -ATOM 12880 ND2 ASN B 703 167.970 133.935 202.015 1.00 53.60 N -ATOM 12881 N SER B 704 165.062 130.624 202.206 1.00 60.46 N -ATOM 12882 CA SER B 704 163.838 130.488 202.983 1.00 60.46 C -ATOM 12883 C SER B 704 164.037 131.171 204.325 1.00 60.46 C -ATOM 12884 O SER B 704 165.056 130.956 204.988 1.00 60.46 O -ATOM 12885 CB SER B 704 163.467 129.014 203.185 1.00 60.46 C -ATOM 12886 OG SER B 704 164.485 128.325 203.888 1.00 60.46 O -ATOM 12887 N VAL B 705 163.068 131.987 204.720 1.00 58.17 N -ATOM 12888 CA VAL B 705 163.135 132.724 205.976 1.00 58.17 C -ATOM 12889 C VAL B 705 162.410 131.925 207.049 1.00 58.17 C -ATOM 12890 O VAL B 705 161.264 131.502 206.854 1.00 58.17 O -ATOM 12891 CB VAL B 705 162.525 134.127 205.825 1.00 58.17 C -ATOM 12892 CG1 VAL B 705 162.791 134.958 207.069 1.00 58.17 C -ATOM 12893 CG2 VAL B 705 163.080 134.814 204.590 1.00 58.17 C -ATOM 12894 N ALA B 706 163.078 131.715 208.184 1.00 67.40 N -ATOM 12895 CA ALA B 706 162.498 130.970 209.301 1.00 67.40 C -ATOM 12896 C ALA B 706 161.561 131.900 210.067 1.00 67.40 C -ATOM 12897 O ALA B 706 161.895 132.460 211.113 1.00 67.40 O -ATOM 12898 CB ALA B 706 163.591 130.405 210.198 1.00 67.40 C -ATOM 12899 N TYR B 707 160.359 132.062 209.522 1.00 57.59 N -ATOM 12900 CA TYR B 707 159.375 132.962 210.104 1.00 57.59 C -ATOM 12901 C TYR B 707 158.621 132.270 211.232 1.00 57.59 C -ATOM 12902 O TYR B 707 158.153 131.138 211.078 1.00 57.59 O -ATOM 12903 CB TYR B 707 158.397 133.446 209.034 1.00 57.59 C -ATOM 12904 CG TYR B 707 157.182 134.150 209.592 1.00 57.59 C -ATOM 12905 CD1 TYR B 707 157.285 135.420 210.144 1.00 57.59 C -ATOM 12906 CD2 TYR B 707 155.930 133.546 209.563 1.00 57.59 C -ATOM 12907 CE1 TYR B 707 156.176 136.068 210.656 1.00 57.59 C -ATOM 12908 CE2 TYR B 707 154.817 134.185 210.075 1.00 57.59 C -ATOM 12909 CZ TYR B 707 154.946 135.445 210.618 1.00 57.59 C -ATOM 12910 OH TYR B 707 153.840 136.085 211.126 1.00 57.59 O -ATOM 12911 N SER B 708 158.505 132.958 212.365 1.00 61.81 N -ATOM 12912 CA SER B 708 157.712 132.488 213.489 1.00 61.81 C -ATOM 12913 C SER B 708 157.036 133.687 214.136 1.00 61.81 C -ATOM 12914 O SER B 708 157.484 134.827 213.997 1.00 61.81 O -ATOM 12915 CB SER B 708 158.565 131.731 214.514 1.00 61.81 C -ATOM 12916 OG SER B 708 157.748 131.089 215.477 1.00 61.81 O -ATOM 12917 N ASN B 709 155.950 133.418 214.855 1.00 62.54 N -ATOM 12918 CA ASN B 709 155.138 134.469 215.452 1.00 62.54 C -ATOM 12919 C ASN B 709 155.630 134.903 216.829 1.00 62.54 C -ATOM 12920 O ASN B 709 154.972 135.724 217.475 1.00 62.54 O -ATOM 12921 CB ASN B 709 153.672 134.026 215.518 1.00 62.54 C -ATOM 12922 CG ASN B 709 153.511 132.600 216.005 1.00 62.54 C -ATOM 12923 OD1 ASN B 709 154.456 131.990 216.504 1.00 62.54 O -ATOM 12924 ND2 ASN B 709 152.307 132.055 215.847 1.00 62.54 N -ATOM 12925 N ASN B 710 156.768 134.377 217.293 1.00 54.20 N -ATOM 12926 CA ASN B 710 157.365 134.873 218.528 1.00 54.20 C -ATOM 12927 C ASN B 710 158.884 134.983 218.437 1.00 54.20 C -ATOM 12928 O ASN B 710 159.548 135.107 219.473 1.00 54.20 O -ATOM 12929 CB ASN B 710 156.990 133.982 219.716 1.00 54.20 C -ATOM 12930 CG ASN B 710 157.590 132.595 219.616 1.00 54.20 C -ATOM 12931 OD1 ASN B 710 157.743 132.049 218.524 1.00 54.20 O -ATOM 12932 ND2 ASN B 710 157.938 132.019 220.760 1.00 54.20 N -ATOM 12933 N SER B 711 159.453 134.947 217.235 1.00 49.08 N -ATOM 12934 CA SER B 711 160.896 134.969 217.044 1.00 49.08 C -ATOM 12935 C SER B 711 161.294 136.165 216.194 1.00 49.08 C -ATOM 12936 O SER B 711 160.635 136.478 215.198 1.00 49.08 O -ATOM 12937 CB SER B 711 161.385 133.680 216.377 1.00 49.08 C -ATOM 12938 OG SER B 711 162.785 133.720 216.163 1.00 49.08 O -ATOM 12939 N ILE B 712 162.382 136.830 216.588 1.00 49.76 N -ATOM 12940 CA ILE B 712 162.928 137.948 215.834 1.00 49.76 C -ATOM 12941 C ILE B 712 164.423 137.714 215.654 1.00 49.76 C -ATOM 12942 O ILE B 712 165.039 136.905 216.351 1.00 49.76 O -ATOM 12943 CB ILE B 712 162.642 139.312 216.517 1.00 49.76 C -ATOM 12944 CG1 ILE B 712 162.493 140.424 215.473 1.00 49.76 C -ATOM 12945 CG2 ILE B 712 163.707 139.662 217.554 1.00 49.76 C -ATOM 12946 CD1 ILE B 712 162.014 141.737 216.035 1.00 49.76 C -ATOM 12947 N ALA B 713 164.995 138.396 214.664 1.00 46.60 N -ATOM 12948 CA ALA B 713 166.425 138.338 214.394 1.00 46.60 C -ATOM 12949 C ALA B 713 166.963 139.759 214.383 1.00 46.60 C -ATOM 12950 O ALA B 713 166.501 140.593 213.598 1.00 46.60 O -ATOM 12951 CB ALA B 713 166.712 137.638 213.064 1.00 46.60 C -ATOM 12952 N ILE B 714 167.931 140.033 215.251 1.00 48.22 N -ATOM 12953 CA ILE B 714 168.468 141.373 215.449 1.00 48.22 C -ATOM 12954 C ILE B 714 169.957 141.331 215.137 1.00 48.22 C -ATOM 12955 O ILE B 714 170.637 140.390 215.552 1.00 48.22 O -ATOM 12956 CB ILE B 714 168.216 141.897 216.876 1.00 48.22 C -ATOM 12957 CG1 ILE B 714 166.759 142.342 217.006 1.00 48.22 C -ATOM 12958 CG2 ILE B 714 169.137 143.051 217.248 1.00 48.22 C -ATOM 12959 CD1 ILE B 714 166.405 142.905 218.354 1.00 48.22 C -ATOM 12960 N PRO B 715 170.484 142.267 214.346 1.00 44.31 N -ATOM 12961 CA PRO B 715 171.929 142.305 214.107 1.00 44.31 C -ATOM 12962 C PRO B 715 172.711 142.692 215.353 1.00 44.31 C -ATOM 12963 O PRO B 715 172.261 143.487 216.181 1.00 44.31 O -ATOM 12964 CB PRO B 715 172.078 143.368 213.015 1.00 44.31 C -ATOM 12965 CG PRO B 715 170.865 144.219 213.151 1.00 44.31 C -ATOM 12966 CD PRO B 715 169.769 143.289 213.564 1.00 44.31 C -ATOM 12967 N THR B 716 173.908 142.121 215.469 1.00 50.15 N -ATOM 12968 CA THR B 716 174.825 142.427 216.557 1.00 50.15 C -ATOM 12969 C THR B 716 176.058 143.185 216.091 1.00 50.15 C -ATOM 12970 O THR B 716 176.871 143.595 216.925 1.00 50.15 O -ATOM 12971 CB THR B 716 175.260 141.140 217.266 1.00 50.15 C -ATOM 12972 OG1 THR B 716 176.104 140.378 216.395 1.00 50.15 O -ATOM 12973 CG2 THR B 716 174.050 140.303 217.647 1.00 50.15 C -ATOM 12974 N ASN B 717 176.216 143.382 214.786 1.00 57.86 N -ATOM 12975 CA ASN B 717 177.388 144.036 214.226 1.00 57.86 C -ATOM 12976 C ASN B 717 176.954 144.752 212.954 1.00 57.86 C -ATOM 12977 O ASN B 717 175.774 144.748 212.593 1.00 57.86 O -ATOM 12978 CB ASN B 717 178.500 143.017 213.963 1.00 57.86 C -ATOM 12979 CG ASN B 717 179.881 143.617 214.073 1.00 57.86 C -ATOM 12980 OD1 ASN B 717 180.044 144.836 214.055 1.00 57.86 O -ATOM 12981 ND2 ASN B 717 180.890 142.762 214.187 1.00 57.86 N -ATOM 12982 N PHE B 718 177.912 145.370 212.267 1.00 50.24 N -ATOM 12983 CA PHE B 718 177.595 146.095 211.047 1.00 50.24 C -ATOM 12984 C PHE B 718 178.809 146.115 210.128 1.00 50.24 C -ATOM 12985 O PHE B 718 179.846 145.508 210.408 1.00 50.24 O -ATOM 12986 CB PHE B 718 177.121 147.521 211.350 1.00 50.24 C -ATOM 12987 CG PHE B 718 177.978 148.264 212.345 1.00 50.24 C -ATOM 12988 CD1 PHE B 718 179.147 148.900 211.947 1.00 50.24 C -ATOM 12989 CD2 PHE B 718 177.600 148.347 213.676 1.00 50.24 C -ATOM 12990 CE1 PHE B 718 179.928 149.581 212.856 1.00 50.24 C -ATOM 12991 CE2 PHE B 718 178.380 149.033 214.592 1.00 50.24 C -ATOM 12992 CZ PHE B 718 179.544 149.650 214.179 1.00 50.24 C -ATOM 12993 N THR B 719 178.655 146.833 209.019 1.00 57.13 N -ATOM 12994 CA THR B 719 179.732 147.121 208.089 1.00 57.13 C -ATOM 12995 C THR B 719 179.387 148.405 207.349 1.00 57.13 C -ATOM 12996 O THR B 719 178.224 148.823 207.289 1.00 57.13 O -ATOM 12997 CB THR B 719 179.971 145.969 207.102 1.00 57.13 C -ATOM 12998 OG1 THR B 719 181.029 146.321 206.202 1.00 57.13 O -ATOM 12999 CG2 THR B 719 178.715 145.670 206.305 1.00 57.13 C -ATOM 13000 N ILE B 720 180.418 149.035 206.797 1.00 33.99 N -ATOM 13001 CA ILE B 720 180.290 150.297 206.081 1.00 33.99 C -ATOM 13002 C ILE B 720 180.644 150.037 204.625 1.00 33.99 C -ATOM 13003 O ILE B 720 181.748 149.566 204.323 1.00 33.99 O -ATOM 13004 CB ILE B 720 181.190 151.383 206.688 1.00 33.99 C -ATOM 13005 CG1 ILE B 720 180.815 151.627 208.152 1.00 33.99 C -ATOM 13006 CG2 ILE B 720 181.098 152.664 205.887 1.00 33.99 C -ATOM 13007 CD1 ILE B 720 179.420 152.174 208.345 1.00 33.99 C -ATOM 13008 N SER B 721 179.716 150.341 203.722 1.00 51.32 N -ATOM 13009 CA SER B 721 179.883 150.045 202.306 1.00 51.32 C -ATOM 13010 C SER B 721 179.911 151.340 201.511 1.00 51.32 C -ATOM 13011 O SER B 721 179.038 152.194 201.680 1.00 51.32 O -ATOM 13012 CB SER B 721 178.757 149.140 201.799 1.00 51.32 C -ATOM 13013 OG SER B 721 178.864 147.837 202.346 1.00 51.32 O -ATOM 13014 N VAL B 722 180.903 151.479 200.638 1.00 31.15 N -ATOM 13015 CA VAL B 722 181.012 152.635 199.755 1.00 31.15 C -ATOM 13016 C VAL B 722 180.855 152.122 198.329 1.00 31.15 C -ATOM 13017 O VAL B 722 181.771 151.511 197.768 1.00 31.15 O -ATOM 13018 CB VAL B 722 182.329 153.394 199.937 1.00 31.15 C -ATOM 13019 CG1 VAL B 722 182.342 154.621 199.052 1.00 31.15 C -ATOM 13020 CG2 VAL B 722 182.494 153.810 201.386 1.00 31.15 C -ATOM 13021 N THR B 723 179.691 152.374 197.743 1.00 48.09 N -ATOM 13022 CA THR B 723 179.366 151.937 196.394 1.00 48.09 C -ATOM 13023 C THR B 723 179.574 153.075 195.398 1.00 48.09 C -ATOM 13024 O THR B 723 179.677 154.245 195.764 1.00 48.09 O -ATOM 13025 CB THR B 723 177.923 151.431 196.328 1.00 48.09 C -ATOM 13026 OG1 THR B 723 177.025 152.515 196.589 1.00 48.09 O -ATOM 13027 CG2 THR B 723 177.699 150.342 197.363 1.00 48.09 C -ATOM 13028 N THR B 724 179.620 152.714 194.118 1.00 33.98 N -ATOM 13029 CA THR B 724 179.910 153.651 193.041 1.00 33.98 C -ATOM 13030 C THR B 724 178.745 153.676 192.061 1.00 33.98 C -ATOM 13031 O THR B 724 178.327 152.625 191.562 1.00 33.98 O -ATOM 13032 CB THR B 724 181.212 153.260 192.328 1.00 33.98 C -ATOM 13033 OG1 THR B 724 182.325 153.530 193.188 1.00 33.98 O -ATOM 13034 CG2 THR B 724 181.388 154.035 191.030 1.00 33.98 C -ATOM 13035 N GLU B 725 178.224 154.872 191.786 1.00 42.97 N -ATOM 13036 CA GLU B 725 177.122 155.054 190.848 1.00 42.97 C -ATOM 13037 C GLU B 725 177.524 156.076 189.796 1.00 42.97 C -ATOM 13038 O GLU B 725 177.944 157.183 190.136 1.00 42.97 O -ATOM 13039 CB GLU B 725 175.854 155.506 191.575 1.00 42.97 C -ATOM 13040 CG GLU B 725 174.766 156.026 190.659 1.00 42.97 C -ATOM 13041 CD GLU B 725 173.407 156.015 191.319 1.00 42.97 C -ATOM 13042 OE1 GLU B 725 173.331 156.318 192.528 1.00 42.97 O -ATOM 13043 OE2 GLU B 725 172.416 155.699 190.630 1.00 42.97 O1- -ATOM 13044 N ILE B 726 177.381 155.718 188.524 1.00 34.32 N -ATOM 13045 CA ILE B 726 177.906 156.508 187.415 1.00 34.32 C -ATOM 13046 C ILE B 726 176.738 157.015 186.580 1.00 34.32 C -ATOM 13047 O ILE B 726 175.879 156.227 186.170 1.00 34.32 O -ATOM 13048 CB ILE B 726 178.880 155.674 186.564 1.00 34.32 C -ATOM 13049 CG1 ILE B 726 180.036 155.192 187.441 1.00 34.32 C -ATOM 13050 CG2 ILE B 726 179.400 156.481 185.389 1.00 34.32 C -ATOM 13051 CD1 ILE B 726 180.576 153.844 187.062 1.00 34.32 C -ATOM 13052 N LEU B 727 176.706 158.327 186.327 1.00 29.81 N -ATOM 13053 CA LEU B 727 175.597 158.937 185.603 1.00 29.81 C -ATOM 13054 C LEU B 727 176.112 159.866 184.510 1.00 29.81 C -ATOM 13055 O LEU B 727 176.958 160.735 184.784 1.00 29.81 O -ATOM 13056 CB LEU B 727 174.690 159.715 186.563 1.00 29.81 C -ATOM 13057 CG LEU B 727 173.699 158.912 187.400 1.00 29.81 C -ATOM 13058 CD1 LEU B 727 173.304 159.704 188.630 1.00 29.81 C -ATOM 13059 CD2 LEU B 727 172.476 158.560 186.575 1.00 29.81 C -ATOM 13060 N PRO B 728 175.631 159.731 183.275 1.00 29.04 N -ATOM 13061 CA PRO B 728 175.935 160.739 182.254 1.00 29.04 C -ATOM 13062 C PRO B 728 175.199 162.040 182.530 1.00 29.04 C -ATOM 13063 O PRO B 728 174.115 162.054 183.119 1.00 29.04 O -ATOM 13064 CB PRO B 728 175.448 160.092 180.950 1.00 29.04 C -ATOM 13065 CG PRO B 728 175.156 158.659 181.289 1.00 29.04 C -ATOM 13066 CD PRO B 728 174.817 158.632 182.737 1.00 29.04 C -ATOM 13067 N VAL B 729 175.800 163.147 182.092 1.00 28.40 N -ATOM 13068 CA VAL B 729 175.273 164.484 182.336 1.00 28.40 C -ATOM 13069 C VAL B 729 175.030 165.237 181.031 1.00 28.40 C -ATOM 13070 O VAL B 729 173.934 165.756 180.795 1.00 28.40 O -ATOM 13071 CB VAL B 729 176.202 165.291 183.273 1.00 28.40 C -ATOM 13072 CG1 VAL B 729 175.850 166.770 183.264 1.00 28.40 C -ATOM 13073 CG2 VAL B 729 176.130 164.739 184.687 1.00 28.40 C -ATOM 13074 N SER B 730 176.036 165.292 180.161 1.00 30.62 N -ATOM 13075 CA SER B 730 175.922 166.025 178.909 1.00 30.62 C -ATOM 13076 C SER B 730 176.807 165.365 177.863 1.00 30.62 C -ATOM 13077 O SER B 730 177.879 164.848 178.180 1.00 30.62 O -ATOM 13078 CB SER B 730 176.314 167.495 179.082 1.00 30.62 C -ATOM 13079 OG SER B 730 177.615 167.611 179.631 1.00 30.62 O -ATOM 13080 N MET B 731 176.356 165.391 176.613 1.00 45.15 N -ATOM 13081 CA MET B 731 177.094 164.753 175.537 1.00 45.15 C -ATOM 13082 C MET B 731 177.874 165.801 174.744 1.00 45.15 C -ATOM 13083 O MET B 731 178.020 166.954 175.160 1.00 45.15 O -ATOM 13084 CB MET B 731 176.165 163.961 174.617 1.00 45.15 C -ATOM 13085 CG MET B 731 174.972 164.721 174.089 1.00 45.15 C -ATOM 13086 SD MET B 731 174.269 163.793 172.715 1.00 45.15 S -ATOM 13087 CE MET B 731 172.716 164.632 172.485 1.00 45.15 C -ATOM 13088 N THR B 732 178.397 165.387 173.592 1.00 38.16 N -ATOM 13089 CA THR B 732 179.189 166.272 172.747 1.00 38.16 C -ATOM 13090 C THR B 732 178.297 167.269 172.015 1.00 38.16 C -ATOM 13091 O THR B 732 177.323 166.885 171.361 1.00 38.16 O -ATOM 13092 CB THR B 732 179.991 165.445 171.741 1.00 38.16 C -ATOM 13093 OG1 THR B 732 180.863 164.548 172.440 1.00 38.16 O -ATOM 13094 CG2 THR B 732 180.816 166.338 170.834 1.00 38.16 C -ATOM 13095 N LYS B 733 178.631 168.554 172.130 1.00 34.50 N -ATOM 13096 CA LYS B 733 177.956 169.595 171.367 1.00 34.50 C -ATOM 13097 C LYS B 733 178.473 169.601 169.934 1.00 34.50 C -ATOM 13098 O LYS B 733 179.684 169.539 169.705 1.00 34.50 O -ATOM 13099 CB LYS B 733 178.183 170.961 172.010 1.00 34.50 C -ATOM 13100 CG LYS B 733 177.584 171.109 173.395 1.00 34.50 C -ATOM 13101 CD LYS B 733 178.277 172.207 174.183 1.00 34.50 C -ATOM 13102 CE LYS B 733 178.149 173.553 173.492 1.00 34.50 C -ATOM 13103 NZ LYS B 733 178.706 174.652 174.324 1.00 34.50 N1+ -ATOM 13104 N THR B 734 177.559 169.676 168.969 1.00 38.78 N -ATOM 13105 CA THR B 734 177.920 169.666 167.558 1.00 38.78 C -ATOM 13106 C THR B 734 177.272 170.842 166.841 1.00 38.78 C -ATOM 13107 O THR B 734 176.396 171.527 167.375 1.00 38.78 O -ATOM 13108 CB THR B 734 177.511 168.353 166.875 1.00 38.78 C -ATOM 13109 OG1 THR B 734 176.154 168.037 167.210 1.00 38.78 O -ATOM 13110 CG2 THR B 734 178.417 167.213 167.309 1.00 38.78 C -ATOM 13111 N SER B 735 177.726 171.069 165.610 1.00 43.64 N -ATOM 13112 CA SER B 735 177.175 172.097 164.741 1.00 43.64 C -ATOM 13113 C SER B 735 177.383 171.661 163.299 1.00 43.64 C -ATOM 13114 O SER B 735 178.408 171.059 162.970 1.00 43.64 O -ATOM 13115 CB SER B 735 177.832 173.459 164.988 1.00 43.64 C -ATOM 13116 OG SER B 735 177.307 174.442 164.115 1.00 43.64 O -ATOM 13117 N VAL B 736 176.407 171.959 162.446 1.00 48.55 N -ATOM 13118 CA VAL B 736 176.380 171.461 161.076 1.00 48.55 C -ATOM 13119 C VAL B 736 176.256 172.639 160.119 1.00 48.55 C -ATOM 13120 O VAL B 736 175.332 173.451 160.241 1.00 48.55 O -ATOM 13121 CB VAL B 736 175.227 170.461 160.868 1.00 48.55 C -ATOM 13122 CG1 VAL B 736 174.989 170.210 159.392 1.00 48.55 C -ATOM 13123 CG2 VAL B 736 175.529 169.152 161.579 1.00 48.55 C -ATOM 13124 N ASP B 737 177.191 172.730 159.173 1.00 68.46 N -ATOM 13125 CA ASP B 737 177.070 173.639 158.035 1.00 68.46 C -ATOM 13126 C ASP B 737 176.352 172.883 156.924 1.00 68.46 C -ATOM 13127 O ASP B 737 176.952 172.058 156.229 1.00 68.46 O -ATOM 13128 CB ASP B 737 178.438 174.135 157.584 1.00 68.46 C -ATOM 13129 CG ASP B 737 178.355 175.418 156.782 1.00 68.46 C -ATOM 13130 OD1 ASP B 737 177.228 175.892 156.532 1.00 68.46 O -ATOM 13131 OD2 ASP B 737 179.417 175.954 156.400 1.00 68.46 O1- -ATOM 13132 N CYS B 738 175.055 173.168 156.764 1.00 69.09 N -ATOM 13133 CA CYS B 738 174.229 172.427 155.813 1.00 69.09 C -ATOM 13134 C CYS B 738 174.626 172.729 154.377 1.00 69.09 C -ATOM 13135 O CYS B 738 174.615 171.832 153.526 1.00 69.09 O -ATOM 13136 CB CYS B 738 172.758 172.771 156.014 1.00 69.09 C -ATOM 13137 SG CYS B 738 172.429 174.492 155.635 1.00 69.09 S -ATOM 13138 N THR B 739 174.950 173.994 154.090 1.00 72.50 N -ATOM 13139 CA THR B 739 175.329 174.396 152.738 1.00 72.50 C -ATOM 13140 C THR B 739 176.618 173.712 152.301 1.00 72.50 C -ATOM 13141 O THR B 739 176.705 173.196 151.181 1.00 72.50 O -ATOM 13142 CB THR B 739 175.474 175.917 152.673 1.00 72.50 C -ATOM 13143 OG1 THR B 739 174.265 176.533 153.133 1.00 72.50 O -ATOM 13144 CG2 THR B 739 175.748 176.372 151.248 1.00 72.50 C -ATOM 13145 N MET B 740 177.611 173.657 153.192 1.00 72.92 N -ATOM 13146 CA MET B 740 178.863 172.976 152.884 1.00 72.92 C -ATOM 13147 C MET B 740 178.690 171.461 152.845 1.00 72.92 C -ATOM 13148 O MET B 740 179.365 170.784 152.060 1.00 72.92 O -ATOM 13149 CB MET B 740 179.929 173.375 153.906 1.00 72.92 C -ATOM 13150 CG MET B 740 181.323 172.833 153.634 1.00 72.92 C -ATOM 13151 SD MET B 740 182.501 173.370 154.881 1.00 72.92 S -ATOM 13152 CE MET B 740 182.653 175.094 154.435 1.00 72.92 C -ATOM 13153 N TYR B 741 177.796 170.914 153.674 1.00 52.34 N -ATOM 13154 CA TYR B 741 177.567 169.472 153.668 1.00 52.34 C -ATOM 13155 C TYR B 741 176.883 169.016 152.385 1.00 52.34 C -ATOM 13156 O TYR B 741 177.261 167.991 151.806 1.00 52.34 O -ATOM 13157 CB TYR B 741 176.738 169.064 154.885 1.00 52.34 C -ATOM 13158 CG TYR B 741 176.272 167.627 154.839 1.00 52.34 C -ATOM 13159 CD1 TYR B 741 177.175 166.580 154.970 1.00 52.34 C -ATOM 13160 CD2 TYR B 741 174.929 167.317 154.657 1.00 52.34 C -ATOM 13161 CE1 TYR B 741 176.755 165.264 154.925 1.00 52.34 C -ATOM 13162 CE2 TYR B 741 174.500 166.005 154.608 1.00 52.34 C -ATOM 13163 CZ TYR B 741 175.417 164.984 154.744 1.00 52.34 C -ATOM 13164 OH TYR B 741 174.995 163.676 154.698 1.00 52.34 O -ATOM 13165 N ILE B 742 175.878 169.759 151.925 1.00 65.30 N -ATOM 13166 CA ILE B 742 175.157 169.368 150.719 1.00 65.30 C -ATOM 13167 C ILE B 742 175.967 169.699 149.472 1.00 65.30 C -ATOM 13168 O ILE B 742 176.184 168.840 148.610 1.00 65.30 O -ATOM 13169 CB ILE B 742 173.769 170.033 150.690 1.00 65.30 C -ATOM 13170 CG1 ILE B 742 172.926 169.554 151.871 1.00 65.30 C -ATOM 13171 CG2 ILE B 742 173.064 169.730 149.390 1.00 65.30 C -ATOM 13172 CD1 ILE B 742 171.727 170.426 152.154 1.00 65.30 C -ATOM 13173 N CYS B 743 176.434 170.939 149.356 1.00 80.97 N -ATOM 13174 CA CYS B 743 177.183 171.395 148.193 1.00 80.97 C -ATOM 13175 C CYS B 743 178.630 171.625 148.605 1.00 80.97 C -ATOM 13176 O CYS B 743 178.892 172.352 149.568 1.00 80.97 O -ATOM 13177 CB CYS B 743 176.570 172.675 147.628 1.00 80.97 C -ATOM 13178 SG CYS B 743 174.765 172.665 147.621 1.00 80.97 S -ATOM 13179 N GLY B 744 179.561 171.005 147.885 1.00 97.81 N -ATOM 13180 CA GLY B 744 180.966 171.131 148.222 1.00 97.81 C -ATOM 13181 C GLY B 744 181.518 172.525 148.006 1.00 97.81 C -ATOM 13182 O GLY B 744 181.849 173.221 148.970 1.00 97.81 O -ATOM 13183 N ASP B 745 181.621 172.946 146.748 1.00123.25 N -ATOM 13184 CA ASP B 745 182.021 174.308 146.417 1.00123.25 C -ATOM 13185 C ASP B 745 181.272 174.799 145.186 1.00123.25 C -ATOM 13186 O ASP B 745 181.833 175.495 144.334 1.00123.25 O -ATOM 13187 CB ASP B 745 183.532 174.401 146.205 1.00123.25 C -ATOM 13188 CG ASP B 745 184.279 174.725 147.484 1.00123.25 C -ATOM 13189 OD1 ASP B 745 183.744 175.499 148.306 1.00123.25 O -ATOM 13190 OD2 ASP B 745 185.400 174.207 147.669 1.00123.25 O1- -ATOM 13191 N SER B 746 179.993 174.448 145.074 1.00121.68 N -ATOM 13192 CA SER B 746 179.222 174.685 143.858 1.00121.68 C -ATOM 13193 C SER B 746 178.233 175.825 144.083 1.00121.68 C -ATOM 13194 O SER B 746 177.282 175.693 144.865 1.00121.68 O -ATOM 13195 CB SER B 746 178.507 173.411 143.417 1.00121.68 C -ATOM 13196 OG SER B 746 177.465 173.704 142.503 1.00121.68 O -ATOM 13197 N THR B 747 178.459 176.936 143.375 1.00120.46 N -ATOM 13198 CA THR B 747 177.539 178.068 143.410 1.00120.46 C -ATOM 13199 C THR B 747 176.192 177.698 142.793 1.00120.46 C -ATOM 13200 O THR B 747 175.143 178.155 143.267 1.00120.46 O -ATOM 13201 CB THR B 747 178.184 179.260 142.687 1.00120.46 C -ATOM 13202 OG1 THR B 747 179.409 179.605 143.346 1.00120.46 O -ATOM 13203 CG2 THR B 747 177.281 180.494 142.694 1.00120.46 C -ATOM 13204 N GLU B 748 176.204 176.837 141.769 1.00120.19 N -ATOM 13205 CA GLU B 748 174.964 176.337 141.180 1.00120.19 C -ATOM 13206 C GLU B 748 174.169 175.501 142.177 1.00120.19 C -ATOM 13207 O GLU B 748 172.938 175.615 142.252 1.00120.19 O -ATOM 13208 CB GLU B 748 175.274 175.520 139.924 1.00120.19 C -ATOM 13209 CG GLU B 748 176.336 176.128 139.017 1.00120.19 C -ATOM 13210 CD GLU B 748 177.715 175.537 139.251 1.00120.19 C -ATOM 13211 OE1 GLU B 748 178.148 175.481 140.422 1.00120.19 O -ATOM 13212 OE2 GLU B 748 178.366 175.130 138.266 1.00120.19 O1- -ATOM 13213 N CYS B 749 174.856 174.667 142.967 1.00106.92 N -ATOM 13214 CA CYS B 749 174.169 173.916 144.014 1.00106.92 C -ATOM 13215 C CYS B 749 173.667 174.826 145.125 1.00106.92 C -ATOM 13216 O CYS B 749 172.621 174.545 145.713 1.00106.92 O -ATOM 13217 CB CYS B 749 175.076 172.838 144.604 1.00106.92 C -ATOM 13218 SG CYS B 749 174.271 171.799 145.853 1.00106.92 S -ATOM 13219 N SER B 750 174.388 175.910 145.428 1.00102.01 N -ATOM 13220 CA SER B 750 173.883 176.876 146.404 1.00102.01 C -ATOM 13221 C SER B 750 172.614 177.561 145.904 1.00102.01 C -ATOM 13222 O SER B 750 171.661 177.766 146.671 1.00102.01 O -ATOM 13223 CB SER B 750 174.961 177.909 146.725 1.00102.01 C -ATOM 13224 OG SER B 750 174.544 178.763 147.776 1.00102.01 O -ATOM 13225 N ASN B 751 172.580 177.902 144.612 1.00 99.34 N -ATOM 13226 CA ASN B 751 171.392 178.516 144.024 1.00 99.34 C -ATOM 13227 C ASN B 751 170.221 177.540 143.978 1.00 99.34 C -ATOM 13228 O ASN B 751 169.065 177.943 144.149 1.00 99.34 O -ATOM 13229 CB ASN B 751 171.711 179.038 142.623 1.00 99.34 C -ATOM 13230 CG ASN B 751 172.749 180.143 142.636 1.00 99.34 C -ATOM 13231 OD1 ASN B 751 173.041 180.725 143.681 1.00 99.34 O -ATOM 13232 ND2 ASN B 751 173.314 180.438 141.471 1.00 99.34 N -ATOM 13233 N LEU B 752 170.497 176.254 143.744 1.00 93.17 N -ATOM 13234 CA LEU B 752 169.429 175.259 143.792 1.00 93.17 C -ATOM 13235 C LEU B 752 168.998 174.957 145.223 1.00 93.17 C -ATOM 13236 O LEU B 752 167.849 174.566 145.454 1.00 93.17 O -ATOM 13237 CB LEU B 752 169.867 173.976 143.089 1.00 93.17 C -ATOM 13238 CG LEU B 752 170.023 174.092 141.574 1.00 93.17 C -ATOM 13239 CD1 LEU B 752 170.571 172.805 140.988 1.00 93.17 C -ATOM 13240 CD2 LEU B 752 168.691 174.451 140.941 1.00 93.17 C -ATOM 13241 N LEU B 753 169.903 175.122 146.188 1.00 82.26 N -ATOM 13242 CA LEU B 753 169.571 174.933 147.593 1.00 82.26 C -ATOM 13243 C LEU B 753 168.758 176.092 148.145 1.00 82.26 C -ATOM 13244 O LEU B 753 168.024 175.910 149.122 1.00 82.26 O -ATOM 13245 CB LEU B 753 170.854 174.752 148.407 1.00 82.26 C -ATOM 13246 CG LEU B 753 170.748 174.133 149.801 1.00 82.26 C -ATOM 13247 CD1 LEU B 753 169.979 172.826 149.751 1.00 82.26 C -ATOM 13248 CD2 LEU B 753 172.132 173.923 150.391 1.00 82.26 C -ATOM 13249 N LEU B 754 168.868 177.278 147.538 1.00 80.88 N -ATOM 13250 CA LEU B 754 168.014 178.395 147.928 1.00 80.88 C -ATOM 13251 C LEU B 754 166.548 178.174 147.565 1.00 80.88 C -ATOM 13252 O LEU B 754 165.679 178.856 148.119 1.00 80.88 O -ATOM 13253 CB LEU B 754 168.515 179.691 147.290 1.00 80.88 C -ATOM 13254 CG LEU B 754 169.757 180.312 147.929 1.00 80.88 C -ATOM 13255 CD1 LEU B 754 170.251 181.489 147.106 1.00 80.88 C -ATOM 13256 CD2 LEU B 754 169.463 180.736 149.358 1.00 80.88 C -ATOM 13257 N GLN B 755 166.251 177.243 146.653 1.00 81.02 N -ATOM 13258 CA GLN B 755 164.874 176.931 146.290 1.00 81.02 C -ATOM 13259 C GLN B 755 164.147 176.101 147.341 1.00 81.02 C -ATOM 13260 O GLN B 755 162.931 175.920 147.222 1.00 81.02 O -ATOM 13261 CB GLN B 755 164.835 176.190 144.951 1.00 81.02 C -ATOM 13262 CG GLN B 755 165.805 176.716 143.908 1.00 81.02 C -ATOM 13263 CD GLN B 755 165.437 178.100 143.417 1.00 81.02 C -ATOM 13264 OE1 GLN B 755 164.305 178.342 143.000 1.00 81.02 O -ATOM 13265 NE2 GLN B 755 166.395 179.018 143.462 1.00 81.02 N -ATOM 13266 N TYR B 756 164.847 175.589 148.353 1.00 69.76 N -ATOM 13267 CA TYR B 756 164.229 174.735 149.361 1.00 69.76 C -ATOM 13268 C TYR B 756 163.824 175.477 150.627 1.00 69.76 C -ATOM 13269 O TYR B 756 162.806 175.126 151.231 1.00 69.76 O -ATOM 13270 CB TYR B 756 165.167 173.577 149.720 1.00 69.76 C -ATOM 13271 CG TYR B 756 165.196 172.490 148.668 1.00 69.76 C -ATOM 13272 CD1 TYR B 756 165.970 172.622 147.521 1.00 69.76 C -ATOM 13273 CD2 TYR B 756 164.446 171.331 148.825 1.00 69.76 C -ATOM 13274 CE1 TYR B 756 165.991 171.630 146.556 1.00 69.76 C -ATOM 13275 CE2 TYR B 756 164.464 170.333 147.869 1.00 69.76 C -ATOM 13276 CZ TYR B 756 165.239 170.488 146.738 1.00 69.76 C -ATOM 13277 OH TYR B 756 165.259 169.497 145.786 1.00 69.76 O -ATOM 13278 N GLY B 757 164.584 176.484 151.049 1.00 65.89 N -ATOM 13279 CA GLY B 757 164.095 177.386 152.075 1.00 65.89 C -ATOM 13280 C GLY B 757 164.703 177.271 153.459 1.00 65.89 C -ATOM 13281 O GLY B 757 165.924 177.339 153.625 1.00 65.89 O -ATOM 13282 N SER B 758 163.842 177.094 154.464 1.00 53.96 N -ATOM 13283 CA SER B 758 164.200 177.262 155.867 1.00 53.96 C -ATOM 13284 C SER B 758 164.551 175.948 156.557 1.00 53.96 C -ATOM 13285 O SER B 758 164.555 175.891 157.796 1.00 53.96 O -ATOM 13286 CB SER B 758 163.060 177.955 156.613 1.00 53.96 C -ATOM 13287 OG SER B 758 162.030 177.035 156.924 1.00 53.96 O -ATOM 13288 N PHE B 759 164.830 174.894 155.782 1.00 52.71 N -ATOM 13289 CA PHE B 759 165.286 173.632 156.360 1.00 52.71 C -ATOM 13290 C PHE B 759 166.611 173.809 157.090 1.00 52.71 C -ATOM 13291 O PHE B 759 166.775 173.324 158.218 1.00 52.71 O -ATOM 13292 CB PHE B 759 165.419 172.575 155.264 1.00 52.71 C -ATOM 13293 CG PHE B 759 164.142 171.844 154.963 1.00 52.71 C -ATOM 13294 CD1 PHE B 759 163.231 172.355 154.051 1.00 52.71 C -ATOM 13295 CD2 PHE B 759 163.858 170.639 155.586 1.00 52.71 C -ATOM 13296 CE1 PHE B 759 162.055 171.678 153.770 1.00 52.71 C -ATOM 13297 CE2 PHE B 759 162.686 169.958 155.311 1.00 52.71 C -ATOM 13298 CZ PHE B 759 161.783 170.480 154.402 1.00 52.71 C -ATOM 13299 N CYS B 760 167.546 174.541 156.476 1.00 58.34 N -ATOM 13300 CA CYS B 760 168.829 174.832 157.108 1.00 58.34 C -ATOM 13301 C CYS B 760 168.670 175.663 158.372 1.00 58.34 C -ATOM 13302 O CYS B 760 169.364 175.422 159.368 1.00 58.34 O -ATOM 13303 CB CYS B 760 169.741 175.559 156.124 1.00 58.34 C -ATOM 13304 SG CYS B 760 170.532 174.500 154.927 1.00 58.34 S -ATOM 13305 N THR B 761 167.768 176.649 158.347 1.00 52.97 N -ATOM 13306 CA THR B 761 167.554 177.490 159.518 1.00 52.97 C -ATOM 13307 C THR B 761 166.958 176.693 160.671 1.00 52.97 C -ATOM 13308 O THR B 761 167.379 176.857 161.821 1.00 52.97 O -ATOM 13309 CB THR B 761 166.653 178.673 159.168 1.00 52.97 C -ATOM 13310 OG1 THR B 761 165.304 178.220 159.022 1.00 52.97 O -ATOM 13311 CG2 THR B 761 167.107 179.316 157.868 1.00 52.97 C -ATOM 13312 N GLN B 762 166.014 175.789 160.381 1.00 52.08 N -ATOM 13313 CA GLN B 762 165.435 175.000 161.464 1.00 52.08 C -ATOM 13314 C GLN B 762 166.409 173.943 161.987 1.00 52.08 C -ATOM 13315 O GLN B 762 166.403 173.649 163.191 1.00 52.08 O -ATOM 13316 CB GLN B 762 164.098 174.389 161.022 1.00 52.08 C -ATOM 13317 CG GLN B 762 164.153 173.083 160.246 1.00 52.08 C -ATOM 13318 CD GLN B 762 162.787 172.640 159.771 1.00 52.08 C -ATOM 13319 OE1 GLN B 762 161.805 173.370 159.901 1.00 52.08 O -ATOM 13320 NE2 GLN B 762 162.715 171.435 159.217 1.00 52.08 N -ATOM 13321 N LEU B 763 167.297 173.413 161.132 1.00 49.42 N -ATOM 13322 CA LEU B 763 168.300 172.467 161.621 1.00 49.42 C -ATOM 13323 C LEU B 763 169.346 173.164 162.484 1.00 49.42 C -ATOM 13324 O LEU B 763 169.752 172.631 163.528 1.00 49.42 O -ATOM 13325 CB LEU B 763 168.966 171.738 160.455 1.00 49.42 C -ATOM 13326 CG LEU B 763 168.092 170.754 159.672 1.00 49.42 C -ATOM 13327 CD1 LEU B 763 168.897 170.024 158.610 1.00 49.42 C -ATOM 13328 CD2 LEU B 763 167.376 169.784 160.589 1.00 49.42 C -ATOM 13329 N LYS B 764 169.779 174.362 162.067 1.00 47.31 N -ATOM 13330 CA LYS B 764 170.698 175.157 162.877 1.00 47.31 C -ATOM 13331 C LYS B 764 170.065 175.553 164.204 1.00 47.31 C -ATOM 13332 O LYS B 764 170.735 175.542 165.243 1.00 47.31 O -ATOM 13333 CB LYS B 764 171.135 176.405 162.110 1.00 47.31 C -ATOM 13334 CG LYS B 764 172.317 176.202 161.183 1.00 47.31 C -ATOM 13335 CD LYS B 764 172.673 177.502 160.478 1.00 47.31 C -ATOM 13336 CE LYS B 764 173.689 177.282 159.371 1.00 47.31 C -ATOM 13337 NZ LYS B 764 173.886 178.514 158.558 1.00 47.31 N1+ -ATOM 13338 N ARG B 765 168.769 175.886 164.187 1.00 48.88 N -ATOM 13339 CA ARG B 765 168.059 176.246 165.410 1.00 48.88 C -ATOM 13340 C ARG B 765 167.970 175.071 166.380 1.00 48.88 C -ATOM 13341 O ARG B 765 168.209 175.235 167.585 1.00 48.88 O -ATOM 13342 CB ARG B 765 166.664 176.757 165.052 1.00 48.88 C -ATOM 13343 CG ARG B 765 166.006 177.622 166.104 1.00 48.88 C -ATOM 13344 CD ARG B 765 164.543 177.841 165.760 1.00 48.88 C -ATOM 13345 NE ARG B 765 164.389 178.500 164.468 1.00 48.88 N -ATOM 13346 CZ ARG B 765 163.450 178.200 163.581 1.00 48.88 C -ATOM 13347 NH1 ARG B 765 162.561 177.247 163.810 1.00 48.88 N1+ -ATOM 13348 NH2 ARG B 765 163.405 178.869 162.433 1.00 48.88 N -ATOM 13349 N ALA B 766 167.654 173.874 165.867 1.00 39.08 N -ATOM 13350 CA ALA B 766 167.566 172.691 166.722 1.00 39.08 C -ATOM 13351 C ALA B 766 168.922 172.313 167.312 1.00 39.08 C -ATOM 13352 O ALA B 766 169.022 172.007 168.511 1.00 39.08 O -ATOM 13353 CB ALA B 766 166.980 171.519 165.936 1.00 39.08 C -ATOM 13354 N LEU B 767 169.981 172.353 166.495 1.00 34.69 N -ATOM 13355 CA LEU B 767 171.302 171.995 167.005 1.00 34.69 C -ATOM 13356 C LEU B 767 171.843 173.043 167.974 1.00 34.69 C -ATOM 13357 O LEU B 767 172.529 172.688 168.941 1.00 34.69 O -ATOM 13358 CB LEU B 767 172.268 171.776 165.844 1.00 34.69 C -ATOM 13359 CG LEU B 767 172.100 170.408 165.183 1.00 34.69 C -ATOM 13360 CD1 LEU B 767 172.838 170.353 163.865 1.00 34.69 C -ATOM 13361 CD2 LEU B 767 172.573 169.302 166.111 1.00 34.69 C -ATOM 13362 N THR B 768 171.519 174.323 167.757 1.00 37.80 N -ATOM 13363 CA THR B 768 171.900 175.362 168.708 1.00 37.80 C -ATOM 13364 C THR B 768 171.164 175.197 170.033 1.00 37.80 C -ATOM 13365 O THR B 768 171.750 175.408 171.103 1.00 37.80 O -ATOM 13366 CB THR B 768 171.626 176.740 168.103 1.00 37.80 C -ATOM 13367 OG1 THR B 768 172.175 176.796 166.781 1.00 37.80 O -ATOM 13368 CG2 THR B 768 172.262 177.835 168.943 1.00 37.80 C -ATOM 13369 N GLY B 769 169.885 174.803 169.979 1.00 37.01 N -ATOM 13370 CA GLY B 769 169.148 174.529 171.205 1.00 37.01 C -ATOM 13371 C GLY B 769 169.717 173.362 171.992 1.00 37.01 C -ATOM 13372 O GLY B 769 169.820 173.423 173.221 1.00 37.01 O -ATOM 13373 N ILE B 770 170.122 172.297 171.290 1.00 33.53 N -ATOM 13374 CA ILE B 770 170.764 171.158 171.952 1.00 33.53 C -ATOM 13375 C ILE B 770 172.108 171.566 172.561 1.00 33.53 C -ATOM 13376 O ILE B 770 172.437 171.177 173.694 1.00 33.53 O -ATOM 13377 CB ILE B 770 170.910 169.986 170.961 1.00 33.53 C -ATOM 13378 CG1 ILE B 770 169.534 169.464 170.550 1.00 33.53 C -ATOM 13379 CG2 ILE B 770 171.727 168.848 171.556 1.00 33.53 C -ATOM 13380 CD1 ILE B 770 169.586 168.342 169.537 1.00 33.53 C -ATOM 13381 N ALA B 771 172.888 172.378 171.836 1.00 34.16 N -ATOM 13382 CA ALA B 771 174.191 172.817 172.335 1.00 34.16 C -ATOM 13383 C ALA B 771 174.070 173.730 173.552 1.00 34.16 C -ATOM 13384 O ALA B 771 174.935 173.694 174.434 1.00 34.16 O -ATOM 13385 CB ALA B 771 174.967 173.521 171.224 1.00 34.16 C -ATOM 13386 N VAL B 772 173.024 174.556 173.615 1.00 34.16 N -ATOM 13387 CA VAL B 772 172.772 175.340 174.823 1.00 34.16 C -ATOM 13388 C VAL B 772 172.312 174.432 175.963 1.00 34.16 C -ATOM 13389 O VAL B 772 172.714 174.612 177.125 1.00 34.16 O -ATOM 13390 CB VAL B 772 171.759 176.462 174.515 1.00 34.16 C -ATOM 13391 CG1 VAL B 772 171.266 177.150 175.781 1.00 34.16 C -ATOM 13392 CG2 VAL B 772 172.387 177.490 173.589 1.00 34.16 C -ATOM 13393 N GLU B 773 171.494 173.420 175.640 1.00 37.49 N -ATOM 13394 CA GLU B 773 170.952 172.516 176.652 1.00 37.49 C -ATOM 13395 C GLU B 773 172.036 171.681 177.327 1.00 37.49 C -ATOM 13396 O GLU B 773 171.901 171.341 178.507 1.00 37.49 O -ATOM 13397 CB GLU B 773 169.901 171.608 176.013 1.00 37.49 C -ATOM 13398 CG GLU B 773 169.062 170.807 176.992 1.00 37.49 C -ATOM 13399 CD GLU B 773 168.277 169.707 176.312 1.00 37.49 C -ATOM 13400 OE1 GLU B 773 167.134 169.967 175.883 1.00 37.49 O -ATOM 13401 OE2 GLU B 773 168.805 168.581 176.204 1.00 37.49 O1- -ATOM 13402 N GLN B 774 173.114 171.349 176.606 1.00 34.22 N -ATOM 13403 CA GLN B 774 174.213 170.595 177.221 1.00 34.22 C -ATOM 13404 C GLN B 774 174.907 171.399 178.322 1.00 34.22 C -ATOM 13405 O GLN B 774 175.166 170.883 179.421 1.00 34.22 O -ATOM 13406 CB GLN B 774 175.229 170.167 176.161 1.00 34.22 C -ATOM 13407 CG GLN B 774 174.681 169.267 175.073 1.00 34.22 C -ATOM 13408 CD GLN B 774 173.748 168.203 175.607 1.00 34.22 C -ATOM 13409 OE1 GLN B 774 174.172 167.287 176.309 1.00 34.22 O -ATOM 13410 NE2 GLN B 774 172.470 168.315 175.272 1.00 34.22 N -ATOM 13411 N ASP B 775 175.204 172.674 178.047 1.00 36.97 N -ATOM 13412 CA ASP B 775 175.806 173.535 179.060 1.00 36.97 C -ATOM 13413 C ASP B 775 174.840 173.820 180.200 1.00 36.97 C -ATOM 13414 O ASP B 775 175.270 173.943 181.355 1.00 36.97 O -ATOM 13415 CB ASP B 775 176.281 174.844 178.432 1.00 36.97 C -ATOM 13416 CG ASP B 775 177.178 174.624 177.234 1.00 36.97 C -ATOM 13417 OD1 ASP B 775 177.945 173.640 177.239 1.00 36.97 O -ATOM 13418 OD2 ASP B 775 177.120 175.437 176.288 1.00 36.97 O1- -ATOM 13419 N LYS B 776 173.539 173.912 179.895 1.00 38.11 N -ATOM 13420 CA LYS B 776 172.536 174.060 180.946 1.00 38.11 C -ATOM 13421 C LYS B 776 172.505 172.841 181.862 1.00 38.11 C -ATOM 13422 O LYS B 776 172.395 172.983 183.085 1.00 38.11 O -ATOM 13423 CB LYS B 776 171.157 174.298 180.332 1.00 38.11 C -ATOM 13424 CG LYS B 776 170.078 174.598 181.356 1.00 38.11 C -ATOM 13425 CD LYS B 776 168.721 174.771 180.703 1.00 38.11 C -ATOM 13426 CE LYS B 776 167.637 174.973 181.747 1.00 38.11 C -ATOM 13427 NZ LYS B 776 166.324 175.301 181.130 1.00 38.11 N1+ -ATOM 13428 N ASN B 777 172.618 171.639 181.283 1.00 33.60 N -ATOM 13429 CA ASN B 777 172.655 170.411 182.074 1.00 33.60 C -ATOM 13430 C ASN B 777 173.885 170.357 182.970 1.00 33.60 C -ATOM 13431 O ASN B 777 173.785 169.993 184.149 1.00 33.60 O -ATOM 13432 CB ASN B 777 172.630 169.192 181.152 1.00 33.60 C -ATOM 13433 CG ASN B 777 171.280 168.970 180.515 1.00 33.60 C -ATOM 13434 OD1 ASN B 777 170.303 169.635 180.855 1.00 33.60 O -ATOM 13435 ND2 ASN B 777 171.217 168.031 179.580 1.00 33.60 N -ATOM 13436 N THR B 778 175.054 170.718 182.424 1.00 29.94 N -ATOM 13437 CA THR B 778 176.284 170.693 183.216 1.00 29.94 C -ATOM 13438 C THR B 778 176.245 171.712 184.354 1.00 29.94 C -ATOM 13439 O THR B 778 176.637 171.398 185.488 1.00 29.94 O -ATOM 13440 CB THR B 778 177.494 170.941 182.316 1.00 29.94 C -ATOM 13441 OG1 THR B 778 177.430 170.071 181.180 1.00 29.94 O -ATOM 13442 CG2 THR B 778 178.785 170.671 183.070 1.00 29.94 C -ATOM 13443 N GLN B 779 175.747 172.924 184.076 1.00 34.78 N -ATOM 13444 CA GLN B 779 175.621 173.945 185.114 1.00 34.78 C -ATOM 13445 C GLN B 779 174.606 173.545 186.179 1.00 34.78 C -ATOM 13446 O GLN B 779 174.838 173.770 187.372 1.00 34.78 O -ATOM 13447 CB GLN B 779 175.237 175.284 184.488 1.00 34.78 C -ATOM 13448 CG GLN B 779 175.495 176.485 185.381 1.00 34.78 C -ATOM 13449 CD GLN B 779 176.888 177.056 185.207 1.00 34.78 C -ATOM 13450 OE1 GLN B 779 177.533 176.849 184.179 1.00 34.78 O -ATOM 13451 NE2 GLN B 779 177.358 177.786 186.212 1.00 34.78 N -ATOM 13452 N GLU B 780 173.487 172.939 185.767 1.00 37.94 N -ATOM 13453 CA GLU B 780 172.459 172.513 186.711 1.00 37.94 C -ATOM 13454 C GLU B 780 172.958 171.389 187.613 1.00 37.94 C -ATOM 13455 O GLU B 780 172.656 171.372 188.813 1.00 37.94 O -ATOM 13456 CB GLU B 780 171.208 172.087 185.938 1.00 37.94 C -ATOM 13457 CG GLU B 780 170.155 171.348 186.745 1.00 37.94 C -ATOM 13458 CD GLU B 780 169.003 170.864 185.889 1.00 37.94 C -ATOM 13459 OE1 GLU B 780 169.178 170.762 184.657 1.00 37.94 O -ATOM 13460 OE2 GLU B 780 167.922 170.585 186.447 1.00 37.94 O1- -ATOM 13461 N VAL B 781 173.734 170.453 187.061 1.00 27.61 N -ATOM 13462 CA VAL B 781 174.258 169.356 187.872 1.00 27.61 C -ATOM 13463 C VAL B 781 175.329 169.856 188.838 1.00 27.61 C -ATOM 13464 O VAL B 781 175.269 169.585 190.043 1.00 27.61 O -ATOM 13465 CB VAL B 781 174.789 168.226 186.970 1.00 27.61 C -ATOM 13466 CG1 VAL B 781 175.620 167.240 187.772 1.00 27.61 C -ATOM 13467 CG2 VAL B 781 173.635 167.499 186.310 1.00 27.61 C -ATOM 13468 N PHE B 782 176.306 170.620 188.341 1.00 29.77 N -ATOM 13469 CA PHE B 782 177.478 170.874 189.174 1.00 29.77 C -ATOM 13470 C PHE B 782 177.416 172.186 189.950 1.00 29.77 C -ATOM 13471 O PHE B 782 177.850 172.231 191.106 1.00 29.77 O -ATOM 13472 CB PHE B 782 178.745 170.830 188.319 1.00 29.77 C -ATOM 13473 CG PHE B 782 179.200 169.437 187.998 1.00 29.77 C -ATOM 13474 CD1 PHE B 782 179.921 168.700 188.925 1.00 29.77 C -ATOM 13475 CD2 PHE B 782 178.893 168.858 186.778 1.00 29.77 C -ATOM 13476 CE1 PHE B 782 180.335 167.414 188.636 1.00 29.77 C -ATOM 13477 CE2 PHE B 782 179.304 167.572 186.482 1.00 29.77 C -ATOM 13478 CZ PHE B 782 180.027 166.850 187.413 1.00 29.77 C -ATOM 13479 N ALA B 783 176.892 173.260 189.359 1.00 33.05 N -ATOM 13480 CA ALA B 783 176.911 174.575 190.006 1.00 33.05 C -ATOM 13481 C ALA B 783 175.713 174.717 190.946 1.00 33.05 C -ATOM 13482 O ALA B 783 174.779 175.486 190.718 1.00 33.05 O -ATOM 13483 CB ALA B 783 176.935 175.680 188.959 1.00 33.05 C -ATOM 13484 N GLN B 784 175.761 173.946 192.032 1.00 35.87 N -ATOM 13485 CA GLN B 784 174.725 173.978 193.052 1.00 35.87 C -ATOM 13486 C GLN B 784 175.174 174.621 194.354 1.00 35.87 C -ATOM 13487 O GLN B 784 174.348 174.786 195.258 1.00 35.87 O -ATOM 13488 CB GLN B 784 174.219 172.559 193.343 1.00 35.87 C -ATOM 13489 CG GLN B 784 173.279 172.014 192.290 1.00 35.87 C -ATOM 13490 CD GLN B 784 172.550 170.777 192.756 1.00 35.87 C -ATOM 13491 OE1 GLN B 784 172.887 170.198 193.787 1.00 35.87 O -ATOM 13492 NE2 GLN B 784 171.536 170.369 192.005 1.00 35.87 N -ATOM 13493 N VAL B 785 176.446 174.986 194.478 1.00 39.60 N -ATOM 13494 CA VAL B 785 176.981 175.585 195.692 1.00 39.60 C -ATOM 13495 C VAL B 785 177.218 177.070 195.433 1.00 39.60 C -ATOM 13496 O VAL B 785 177.591 177.471 194.323 1.00 39.60 O -ATOM 13497 CB VAL B 785 178.253 174.842 196.168 1.00 39.60 C -ATOM 13498 CG1 VAL B 785 179.421 174.982 195.188 1.00 39.60 C -ATOM 13499 CG2 VAL B 785 178.648 175.265 197.576 1.00 39.60 C -ATOM 13500 N LYS B 786 176.907 177.895 196.436 1.00 46.49 N -ATOM 13501 CA LYS B 786 176.994 179.342 196.267 1.00 46.49 C -ATOM 13502 C LYS B 786 178.442 179.816 196.245 1.00 46.49 C -ATOM 13503 O LYS B 786 178.829 180.623 195.392 1.00 46.49 O -ATOM 13504 CB LYS B 786 176.216 180.040 197.382 1.00 46.49 C -ATOM 13505 CG LYS B 786 176.120 179.226 198.663 1.00 46.49 C -ATOM 13506 CD LYS B 786 175.602 180.061 199.819 1.00 46.49 C -ATOM 13507 CE LYS B 786 175.543 179.245 201.099 1.00 46.49 C -ATOM 13508 NZ LYS B 786 174.992 180.035 202.234 1.00 46.49 N1+ -ATOM 13509 N GLN B 787 179.258 179.324 197.172 1.00 48.35 N -ATOM 13510 CA GLN B 787 180.639 179.755 197.314 1.00 48.35 C -ATOM 13511 C GLN B 787 181.571 178.563 197.172 1.00 48.35 C -ATOM 13512 O GLN B 787 181.192 177.422 197.447 1.00 48.35 O -ATOM 13513 CB GLN B 787 180.872 180.433 198.669 1.00 48.35 C -ATOM 13514 CG GLN B 787 179.892 181.548 198.981 1.00 48.35 C -ATOM 13515 CD GLN B 787 180.293 182.349 200.200 1.00 48.35 C -ATOM 13516 OE1 GLN B 787 181.428 182.264 200.669 1.00 48.35 O -ATOM 13517 NE2 GLN B 787 179.360 183.135 200.724 1.00 48.35 N -ATOM 13518 N ILE B 788 182.801 178.836 196.744 1.00 41.42 N -ATOM 13519 CA ILE B 788 183.809 177.798 196.569 1.00 41.42 C -ATOM 13520 C ILE B 788 184.486 177.600 197.921 1.00 41.42 C -ATOM 13521 O ILE B 788 185.327 178.401 198.334 1.00 41.42 O -ATOM 13522 CB ILE B 788 184.813 178.160 195.473 1.00 41.42 C -ATOM 13523 CG1 ILE B 788 184.093 178.358 194.138 1.00 41.42 C -ATOM 13524 CG2 ILE B 788 185.866 177.072 195.334 1.00 41.42 C -ATOM 13525 CD1 ILE B 788 183.297 177.154 193.685 1.00 41.42 C -ATOM 13526 N TYR B 789 184.104 176.535 198.621 1.00 39.84 N -ATOM 13527 CA TYR B 789 184.701 176.212 199.907 1.00 39.84 C -ATOM 13528 C TYR B 789 186.005 175.449 199.719 1.00 39.84 C -ATOM 13529 O TYR B 789 186.183 174.707 198.749 1.00 39.84 O -ATOM 13530 CB TYR B 789 183.746 175.376 200.760 1.00 39.84 C -ATOM 13531 CG TYR B 789 182.434 176.047 201.088 1.00 39.84 C -ATOM 13532 CD1 TYR B 789 182.379 177.103 201.988 1.00 39.84 C -ATOM 13533 CD2 TYR B 789 181.247 175.611 200.512 1.00 39.84 C -ATOM 13534 CE1 TYR B 789 181.178 177.716 202.297 1.00 39.84 C -ATOM 13535 CE2 TYR B 789 180.042 176.217 200.816 1.00 39.84 C -ATOM 13536 CZ TYR B 789 180.015 177.268 201.708 1.00 39.84 C -ATOM 13537 OH TYR B 789 178.819 177.874 202.011 1.00 39.84 O -ATOM 13538 N LYS B 790 186.922 175.636 200.664 1.00 58.18 N -ATOM 13539 CA LYS B 790 188.179 174.905 200.670 1.00 58.18 C -ATOM 13540 C LYS B 790 188.440 174.333 202.056 1.00 58.18 C -ATOM 13541 O LYS B 790 187.972 174.864 203.067 1.00 58.18 O -ATOM 13542 CB LYS B 790 189.360 175.787 200.231 1.00 58.18 C -ATOM 13543 CG LYS B 790 189.646 176.974 201.132 1.00 58.18 C -ATOM 13544 CD LYS B 790 190.787 177.811 200.574 1.00 58.18 C -ATOM 13545 CE LYS B 790 190.752 179.232 201.108 1.00 58.18 C -ATOM 13546 NZ LYS B 790 191.586 180.151 200.286 1.00 58.18 N1+ -ATOM 13547 N THR B 791 189.187 173.232 202.086 1.00 67.89 N -ATOM 13548 CA THR B 791 189.478 172.533 203.325 1.00 67.89 C -ATOM 13549 C THR B 791 190.528 173.283 204.143 1.00 67.89 C -ATOM 13550 O THR B 791 191.323 174.052 203.597 1.00 67.89 O -ATOM 13551 CB THR B 791 189.972 171.118 203.028 1.00 67.89 C -ATOM 13552 OG1 THR B 791 191.092 171.178 202.137 1.00 67.89 O -ATOM 13553 CG2 THR B 791 188.870 170.290 202.400 1.00 67.89 C -ATOM 13554 N PRO B 792 190.539 173.087 205.461 1.00 80.93 N -ATOM 13555 CA PRO B 792 191.678 173.533 206.274 1.00 80.93 C -ATOM 13556 C PRO B 792 192.934 172.758 205.915 1.00 80.93 C -ATOM 13557 O PRO B 792 192.843 171.631 205.401 1.00 80.93 O -ATOM 13558 CB PRO B 792 191.224 173.231 207.714 1.00 80.93 C -ATOM 13559 CG PRO B 792 190.104 172.253 207.572 1.00 80.93 C -ATOM 13560 CD PRO B 792 189.418 172.643 206.307 1.00 80.93 C -ATOM 13561 N PRO B 793 194.123 173.335 206.143 1.00 97.41 N -ATOM 13562 CA PRO B 793 195.370 172.642 205.760 1.00 97.41 C -ATOM 13563 C PRO B 793 195.646 171.357 206.530 1.00 97.41 C -ATOM 13564 O PRO B 793 196.428 170.529 206.046 1.00 97.41 O -ATOM 13565 CB PRO B 793 196.453 173.694 206.035 1.00 97.41 C -ATOM 13566 CG PRO B 793 195.841 174.609 207.043 1.00 97.41 C -ATOM 13567 CD PRO B 793 194.396 174.687 206.663 1.00 97.41 C -ATOM 13568 N ILE B 794 195.042 171.160 207.696 1.00 95.58 N -ATOM 13569 CA ILE B 794 195.175 169.912 208.439 1.00 95.58 C -ATOM 13570 C ILE B 794 194.091 168.953 207.966 1.00 95.58 C -ATOM 13571 O ILE B 794 192.900 169.285 207.991 1.00 95.58 O -ATOM 13572 CB ILE B 794 195.079 170.160 209.953 1.00 95.58 C -ATOM 13573 CG1 ILE B 794 196.267 170.999 210.427 1.00 95.58 C -ATOM 13574 CG2 ILE B 794 195.026 168.845 210.713 1.00 95.58 C -ATOM 13575 CD1 ILE B 794 196.138 171.495 211.850 1.00 95.58 C -ATOM 13576 N LYS B 795 194.502 167.762 207.532 1.00 82.51 N -ATOM 13577 CA LYS B 795 193.600 166.785 206.923 1.00 82.51 C -ATOM 13578 C LYS B 795 193.243 165.652 207.877 1.00 82.51 C -ATOM 13579 O LYS B 795 193.114 164.498 207.459 1.00 82.51 O -ATOM 13580 CB LYS B 795 194.215 166.230 205.642 1.00 82.51 C -ATOM 13581 CG LYS B 795 194.514 167.285 204.588 1.00 82.51 C -ATOM 13582 CD LYS B 795 193.267 168.071 204.219 1.00 82.51 C -ATOM 13583 CE LYS B 795 193.301 168.512 202.764 1.00 82.51 C -ATOM 13584 NZ LYS B 795 194.456 169.404 202.473 1.00 82.51 N1+ -ATOM 13585 N TYR B 796 193.078 165.949 209.163 1.00 65.94 N -ATOM 13586 CA TYR B 796 192.637 164.966 210.148 1.00 65.94 C -ATOM 13587 C TYR B 796 191.148 165.171 210.401 1.00 65.94 C -ATOM 13588 O TYR B 796 190.746 166.175 210.998 1.00 65.94 O -ATOM 13589 CB TYR B 796 193.430 165.091 211.446 1.00 65.94 C -ATOM 13590 CG TYR B 796 192.941 164.167 212.539 1.00 65.94 C -ATOM 13591 CD1 TYR B 796 193.134 162.793 212.450 1.00 65.94 C -ATOM 13592 CD2 TYR B 796 192.279 164.667 213.654 1.00 65.94 C -ATOM 13593 CE1 TYR B 796 192.685 161.942 213.446 1.00 65.94 C -ATOM 13594 CE2 TYR B 796 191.826 163.825 214.655 1.00 65.94 C -ATOM 13595 CZ TYR B 796 192.033 162.464 214.544 1.00 65.94 C -ATOM 13596 OH TYR B 796 191.585 161.623 215.536 1.00 65.94 O -ATOM 13597 N PHE B 797 190.332 164.222 209.948 1.00 50.10 N -ATOM 13598 CA PHE B 797 188.884 164.263 210.145 1.00 50.10 C -ATOM 13599 C PHE B 797 188.459 162.979 210.846 1.00 50.10 C -ATOM 13600 O PHE B 797 188.004 162.033 210.202 1.00 50.10 O -ATOM 13601 CB PHE B 797 188.162 164.435 208.811 1.00 50.10 C -ATOM 13602 CG PHE B 797 188.513 165.700 208.091 1.00 50.10 C -ATOM 13603 CD1 PHE B 797 188.098 166.928 208.579 1.00 50.10 C -ATOM 13604 CD2 PHE B 797 189.258 165.662 206.924 1.00 50.10 C -ATOM 13605 CE1 PHE B 797 188.421 168.097 207.917 1.00 50.10 C -ATOM 13606 CE2 PHE B 797 189.585 166.826 206.256 1.00 50.10 C -ATOM 13607 CZ PHE B 797 189.165 168.046 206.754 1.00 50.10 C -ATOM 13608 N GLY B 798 188.600 162.958 212.172 1.00 51.82 N -ATOM 13609 CA GLY B 798 188.119 161.857 212.991 1.00 51.82 C -ATOM 13610 C GLY B 798 188.781 160.517 212.754 1.00 51.82 C -ATOM 13611 O GLY B 798 188.224 159.487 213.140 1.00 51.82 O -ATOM 13612 N GLY B 799 189.957 160.496 212.130 1.00 46.30 N -ATOM 13613 CA GLY B 799 190.599 159.261 211.741 1.00 46.30 C -ATOM 13614 C GLY B 799 190.212 158.753 210.370 1.00 46.30 C -ATOM 13615 O GLY B 799 190.827 157.794 209.886 1.00 46.30 O -ATOM 13616 N PHE B 800 189.215 159.360 209.733 1.00 43.24 N -ATOM 13617 CA PHE B 800 188.832 158.981 208.382 1.00 43.24 C -ATOM 13618 C PHE B 800 189.869 159.490 207.386 1.00 43.24 C -ATOM 13619 O PHE B 800 190.490 160.538 207.581 1.00 43.24 O -ATOM 13620 CB PHE B 800 187.446 159.535 208.040 1.00 43.24 C -ATOM 13621 CG PHE B 800 186.329 158.976 208.892 1.00 43.24 C -ATOM 13622 CD1 PHE B 800 186.014 159.541 210.121 1.00 43.24 C -ATOM 13623 CD2 PHE B 800 185.589 157.890 208.457 1.00 43.24 C -ATOM 13624 CE1 PHE B 800 184.989 159.028 210.897 1.00 43.24 C -ATOM 13625 CE2 PHE B 800 184.562 157.373 209.226 1.00 43.24 C -ATOM 13626 CZ PHE B 800 184.264 157.944 210.448 1.00 43.24 C -ATOM 13627 N ASN B 801 190.056 158.734 206.308 1.00 62.86 N -ATOM 13628 CA ASN B 801 191.110 158.995 205.329 1.00 62.86 C -ATOM 13629 C ASN B 801 190.467 159.587 204.078 1.00 62.86 C -ATOM 13630 O ASN B 801 189.857 158.868 203.282 1.00 62.86 O -ATOM 13631 CB ASN B 801 191.878 157.713 205.019 1.00 62.86 C -ATOM 13632 CG ASN B 801 193.051 157.939 204.090 1.00 62.86 C -ATOM 13633 OD1 ASN B 801 192.888 158.035 202.874 1.00 62.86 O -ATOM 13634 ND2 ASN B 801 194.248 158.018 204.658 1.00 62.86 N -ATOM 13635 N PHE B 802 190.611 160.902 203.906 1.00 49.30 N -ATOM 13636 CA PHE B 802 190.034 161.621 202.779 1.00 49.30 C -ATOM 13637 C PHE B 802 191.074 162.027 201.742 1.00 49.30 C -ATOM 13638 O PHE B 802 190.801 162.902 200.914 1.00 49.30 O -ATOM 13639 CB PHE B 802 189.284 162.858 203.272 1.00 49.30 C -ATOM 13640 CG PHE B 802 187.962 162.549 203.899 1.00 49.30 C -ATOM 13641 CD1 PHE B 802 186.989 161.868 203.187 1.00 49.30 C -ATOM 13642 CD2 PHE B 802 187.691 162.934 205.201 1.00 49.30 C -ATOM 13643 CE1 PHE B 802 185.768 161.579 203.759 1.00 49.30 C -ATOM 13644 CE2 PHE B 802 186.472 162.647 205.780 1.00 49.30 C -ATOM 13645 CZ PHE B 802 185.511 161.968 205.057 1.00 49.30 C -ATOM 13646 N SER B 803 192.259 161.415 201.767 1.00 58.01 N -ATOM 13647 CA SER B 803 193.324 161.823 200.859 1.00 58.01 C -ATOM 13648 C SER B 803 193.076 161.382 199.422 1.00 58.01 C -ATOM 13649 O SER B 803 193.677 161.948 198.503 1.00 58.01 O -ATOM 13650 CB SER B 803 194.665 161.270 201.342 1.00 58.01 C -ATOM 13651 OG SER B 803 194.862 159.943 200.886 1.00 58.01 O -ATOM 13652 N GLN B 804 192.211 160.394 199.205 1.00 54.86 N -ATOM 13653 CA GLN B 804 191.995 159.840 197.877 1.00 54.86 C -ATOM 13654 C GLN B 804 190.890 160.539 197.096 1.00 54.86 C -ATOM 13655 O GLN B 804 190.733 160.265 195.902 1.00 54.86 O -ATOM 13656 CB GLN B 804 191.676 158.348 197.986 1.00 54.86 C -ATOM 13657 CG GLN B 804 192.627 157.601 198.902 1.00 54.86 C -ATOM 13658 CD GLN B 804 194.060 157.652 198.411 1.00 54.86 C -ATOM 13659 OE1 GLN B 804 194.349 157.308 197.266 1.00 54.86 O -ATOM 13660 NE2 GLN B 804 194.964 158.095 199.274 1.00 54.86 N -ATOM 13661 N ILE B 805 190.128 161.429 197.725 1.00 49.15 N -ATOM 13662 CA ILE B 805 189.092 162.176 197.024 1.00 49.15 C -ATOM 13663 C ILE B 805 189.289 163.681 197.105 1.00 49.15 C -ATOM 13664 O ILE B 805 188.744 164.406 196.256 1.00 49.15 O -ATOM 13665 CB ILE B 805 187.686 161.797 197.536 1.00 49.15 C -ATOM 13666 CG1 ILE B 805 187.631 161.862 199.062 1.00 49.15 C -ATOM 13667 CG2 ILE B 805 187.292 160.417 197.041 1.00 49.15 C -ATOM 13668 CD1 ILE B 805 186.274 161.522 199.631 1.00 49.15 C -ATOM 13669 N LEU B 806 190.033 164.183 198.086 1.00 55.64 N -ATOM 13670 CA LEU B 806 190.376 165.591 198.143 1.00 55.64 C -ATOM 13671 C LEU B 806 191.375 165.919 197.031 1.00 55.64 C -ATOM 13672 O LEU B 806 192.078 165.026 196.549 1.00 55.64 O -ATOM 13673 CB LEU B 806 190.936 165.922 199.527 1.00 55.64 C -ATOM 13674 CG LEU B 806 189.828 166.098 200.569 1.00 55.64 C -ATOM 13675 CD1 LEU B 806 190.398 166.297 201.962 1.00 55.64 C -ATOM 13676 CD2 LEU B 806 188.906 167.246 200.187 1.00 55.64 C -ATOM 13677 N PRO B 807 191.417 167.179 196.570 1.00 71.35 N -ATOM 13678 CA PRO B 807 192.261 167.519 195.413 1.00 71.35 C -ATOM 13679 C PRO B 807 193.751 167.334 195.659 1.00 71.35 C -ATOM 13680 O PRO B 807 194.256 167.523 196.768 1.00 71.35 O -ATOM 13681 CB PRO B 807 191.935 168.994 195.161 1.00 71.35 C -ATOM 13682 CG PRO B 807 190.589 169.161 195.680 1.00 71.35 C -ATOM 13683 CD PRO B 807 190.488 168.282 196.882 1.00 71.35 C -ATOM 13684 N ASP B 808 194.450 166.955 194.590 1.00106.15 N -ATOM 13685 CA ASP B 808 195.887 166.747 194.622 1.00106.15 C -ATOM 13686 C ASP B 808 196.571 167.960 194.015 1.00106.15 C -ATOM 13687 O ASP B 808 196.433 168.193 192.804 1.00106.15 O -ATOM 13688 CB ASP B 808 196.260 165.483 193.852 1.00106.15 C -ATOM 13689 CG ASP B 808 197.637 164.968 194.208 1.00106.15 C -ATOM 13690 OD1 ASP B 808 198.197 165.421 195.228 1.00106.15 O -ATOM 13691 OD2 ASP B 808 198.160 164.109 193.467 1.00106.15 O1- -ATOM 13692 N PRO B 809 197.301 168.763 194.797 1.00119.84 N -ATOM 13693 CA PRO B 809 197.968 169.946 194.228 1.00119.84 C -ATOM 13694 C PRO B 809 199.163 169.623 193.343 1.00119.84 C -ATOM 13695 O PRO B 809 199.639 170.519 192.635 1.00119.84 O -ATOM 13696 CB PRO B 809 198.404 170.738 195.471 1.00119.84 C -ATOM 13697 CG PRO B 809 197.640 170.135 196.621 1.00119.84 C -ATOM 13698 CD PRO B 809 197.442 168.702 196.259 1.00119.84 C -ATOM 13699 N SER B 810 199.665 168.385 193.365 1.00125.55 N -ATOM 13700 CA SER B 810 200.803 168.015 192.532 1.00125.55 C -ATOM 13701 C SER B 810 200.449 167.945 191.052 1.00125.55 C -ATOM 13702 O SER B 810 201.335 168.112 190.208 1.00125.55 O -ATOM 13703 CB SER B 810 201.373 166.672 192.990 1.00125.55 C -ATOM 13704 OG SER B 810 202.460 166.274 192.174 1.00125.55 O -ATOM 13705 N LYS B 811 199.185 167.698 190.721 1.00114.89 N -ATOM 13706 CA LYS B 811 198.762 167.587 189.335 1.00114.89 C -ATOM 13707 C LYS B 811 198.694 168.964 188.675 1.00114.89 C -ATOM 13708 O LYS B 811 198.431 169.967 189.346 1.00114.89 O -ATOM 13709 CB LYS B 811 197.398 166.910 189.255 1.00114.89 C -ATOM 13710 CG LYS B 811 197.384 165.476 189.753 1.00114.89 C -ATOM 13711 CD LYS B 811 198.129 164.554 188.805 1.00114.89 C -ATOM 13712 CE LYS B 811 198.420 163.215 189.462 1.00114.89 C -ATOM 13713 NZ LYS B 811 197.198 162.624 190.075 1.00114.89 N1+ -ATOM 13714 N PRO B 812 198.955 169.041 187.364 1.00120.06 N -ATOM 13715 CA PRO B 812 198.750 170.322 186.663 1.00120.06 C -ATOM 13716 C PRO B 812 197.289 170.727 186.583 1.00120.06 C -ATOM 13717 O PRO B 812 196.970 171.913 186.728 1.00120.06 O -ATOM 13718 CB PRO B 812 199.352 170.062 185.274 1.00120.06 C -ATOM 13719 CG PRO B 812 199.336 168.575 185.120 1.00120.06 C -ATOM 13720 CD PRO B 812 199.574 168.028 186.493 1.00120.06 C -ATOM 13721 N SER B 813 196.391 169.772 186.355 1.00 96.08 N -ATOM 13722 CA SER B 813 194.955 169.990 186.481 1.00 96.08 C -ATOM 13723 C SER B 813 194.542 169.420 187.831 1.00 96.08 C -ATOM 13724 O SER B 813 194.621 168.207 188.048 1.00 96.08 O -ATOM 13725 CB SER B 813 194.192 169.328 185.336 1.00 96.08 C -ATOM 13726 OG SER B 813 192.799 169.556 185.454 1.00 96.08 O -ATOM 13727 N LYS B 814 194.092 170.295 188.733 1.00 90.95 N -ATOM 13728 CA LYS B 814 193.948 169.963 190.152 1.00 90.95 C -ATOM 13729 C LYS B 814 192.741 169.050 190.352 1.00 90.95 C -ATOM 13730 O LYS B 814 191.649 169.470 190.744 1.00 90.95 O -ATOM 13731 CB LYS B 814 193.836 171.234 190.988 1.00 90.95 C -ATOM 13732 CG LYS B 814 194.638 172.418 190.452 1.00 90.95 C -ATOM 13733 CD LYS B 814 196.144 172.187 190.565 1.00 90.95 C -ATOM 13734 CE LYS B 814 196.918 173.492 190.465 1.00 90.95 C -ATOM 13735 NZ LYS B 814 198.316 173.349 190.958 1.00 90.95 N1+ -ATOM 13736 N ARG B 815 192.955 167.767 190.074 1.00 64.93 N -ATOM 13737 CA ARG B 815 191.960 166.724 190.255 1.00 64.93 C -ATOM 13738 C ARG B 815 192.483 165.692 191.245 1.00 64.93 C -ATOM 13739 O ARG B 815 193.688 165.587 191.487 1.00 64.93 O -ATOM 13740 CB ARG B 815 191.616 166.045 188.924 1.00 64.93 C -ATOM 13741 CG ARG B 815 191.130 166.997 187.847 1.00 64.93 C -ATOM 13742 CD ARG B 815 190.602 166.237 186.645 1.00 64.93 C -ATOM 13743 NE ARG B 815 191.635 165.412 186.029 1.00 64.93 N -ATOM 13744 CZ ARG B 815 192.123 165.607 184.812 1.00 64.93 C -ATOM 13745 NH1 ARG B 815 191.696 166.598 184.047 1.00 64.93 N1+ -ATOM 13746 NH2 ARG B 815 193.062 164.786 184.351 1.00 64.93 N -ATOM 13747 N SER B 816 191.561 164.926 191.821 1.00 53.96 N -ATOM 13748 CA SER B 816 191.925 163.919 192.804 1.00 53.96 C -ATOM 13749 C SER B 816 192.416 162.648 192.113 1.00 53.96 C -ATOM 13750 O SER B 816 192.445 162.543 190.883 1.00 53.96 O -ATOM 13751 CB SER B 816 190.742 163.623 193.721 1.00 53.96 C -ATOM 13752 OG SER B 816 189.744 162.884 193.041 1.00 53.96 O -ATOM 13753 N PHE B 817 192.807 161.665 192.929 1.00 49.25 N -ATOM 13754 CA PHE B 817 193.352 160.414 192.406 1.00 49.25 C -ATOM 13755 C PHE B 817 192.277 159.590 191.706 1.00 49.25 C -ATOM 13756 O PHE B 817 192.492 159.078 190.599 1.00 49.25 O -ATOM 13757 CB PHE B 817 193.988 159.621 193.548 1.00 49.25 C -ATOM 13758 CG PHE B 817 194.808 158.450 193.096 1.00 49.25 C -ATOM 13759 CD1 PHE B 817 196.052 158.643 192.515 1.00 49.25 C -ATOM 13760 CD2 PHE B 817 194.343 157.156 193.262 1.00 49.25 C -ATOM 13761 CE1 PHE B 817 196.815 157.566 192.101 1.00 49.25 C -ATOM 13762 CE2 PHE B 817 195.099 156.073 192.851 1.00 49.25 C -ATOM 13763 CZ PHE B 817 196.337 156.279 192.269 1.00 49.25 C -ATOM 13764 N ILE B 818 191.104 159.464 192.334 1.00 46.01 N -ATOM 13765 CA ILE B 818 189.996 158.731 191.730 1.00 46.01 C -ATOM 13766 C ILE B 818 189.460 159.475 190.511 1.00 46.01 C -ATOM 13767 O ILE B 818 189.052 158.848 189.525 1.00 46.01 O -ATOM 13768 CB ILE B 818 188.906 158.472 192.789 1.00 46.01 C -ATOM 13769 CG1 ILE B 818 189.526 157.793 194.011 1.00 46.01 C -ATOM 13770 CG2 ILE B 818 187.790 157.596 192.236 1.00 46.01 C -ATOM 13771 CD1 ILE B 818 188.536 157.443 195.098 1.00 46.01 C -ATOM 13772 N GLU B 819 189.482 160.812 190.541 1.00 49.84 N -ATOM 13773 CA GLU B 819 189.100 161.596 189.368 1.00 49.84 C -ATOM 13774 C GLU B 819 190.068 161.378 188.210 1.00 49.84 C -ATOM 13775 O GLU B 819 189.646 161.296 187.052 1.00 49.84 O -ATOM 13776 CB GLU B 819 189.027 163.078 189.727 1.00 49.84 C -ATOM 13777 CG GLU B 819 187.644 163.552 190.126 1.00 49.84 C -ATOM 13778 CD GLU B 819 187.670 164.899 190.816 1.00 49.84 C -ATOM 13779 OE1 GLU B 819 188.453 165.064 191.773 1.00 49.84 O -ATOM 13780 OE2 GLU B 819 186.904 165.793 190.403 1.00 49.84 O1- -ATOM 13781 N ASP B 820 191.366 161.262 188.506 1.00 55.16 N -ATOM 13782 CA ASP B 820 192.344 160.989 187.457 1.00 55.16 C -ATOM 13783 C ASP B 820 192.183 159.581 186.896 1.00 55.16 C -ATOM 13784 O ASP B 820 192.349 159.369 185.688 1.00 55.16 O -ATOM 13785 CB ASP B 820 193.759 161.195 187.992 1.00 55.16 C -ATOM 13786 CG ASP B 820 194.216 162.632 187.877 1.00 55.16 C -ATOM 13787 OD1 ASP B 820 193.613 163.387 187.085 1.00 55.16 O -ATOM 13788 OD2 ASP B 820 195.178 163.008 188.577 1.00 55.16 O1- -ATOM 13789 N LEU B 821 191.858 158.610 187.758 1.00 48.43 N -ATOM 13790 CA LEU B 821 191.571 157.256 187.284 1.00 48.43 C -ATOM 13791 C LEU B 821 190.330 157.224 186.396 1.00 48.43 C -ATOM 13792 O LEU B 821 190.314 156.542 185.363 1.00 48.43 O -ATOM 13793 CB LEU B 821 191.398 156.304 188.467 1.00 48.43 C -ATOM 13794 CG LEU B 821 192.624 156.015 189.333 1.00 48.43 C -ATOM 13795 CD1 LEU B 821 192.283 154.999 190.408 1.00 48.43 C -ATOM 13796 CD2 LEU B 821 193.784 155.529 188.482 1.00 48.43 C -ATOM 13797 N LEU B 822 189.286 157.964 186.780 1.00 39.96 N -ATOM 13798 CA LEU B 822 188.068 158.028 185.976 1.00 39.96 C -ATOM 13799 C LEU B 822 188.299 158.752 184.656 1.00 39.96 C -ATOM 13800 O LEU B 822 187.659 158.421 183.651 1.00 39.96 O -ATOM 13801 CB LEU B 822 186.955 158.715 186.766 1.00 39.96 C -ATOM 13802 CG LEU B 822 186.304 157.904 187.887 1.00 39.96 C -ATOM 13803 CD1 LEU B 822 185.617 158.827 188.878 1.00 39.96 C -ATOM 13804 CD2 LEU B 822 185.324 156.894 187.326 1.00 39.96 C -ATOM 13805 N PHE B 823 189.190 159.745 184.640 1.00 46.32 N -ATOM 13806 CA PHE B 823 189.539 160.404 183.386 1.00 46.32 C -ATOM 13807 C PHE B 823 190.354 159.485 182.485 1.00 46.32 C -ATOM 13808 O PHE B 823 190.159 159.472 181.264 1.00 46.32 O -ATOM 13809 CB PHE B 823 190.307 161.695 183.665 1.00 46.32 C -ATOM 13810 CG PHE B 823 189.438 162.916 183.728 1.00 46.32 C -ATOM 13811 CD1 PHE B 823 188.375 162.984 184.616 1.00 46.32 C -ATOM 13812 CD2 PHE B 823 189.684 163.999 182.898 1.00 46.32 C -ATOM 13813 CE1 PHE B 823 187.574 164.110 184.676 1.00 46.32 C -ATOM 13814 CE2 PHE B 823 188.887 165.127 182.952 1.00 46.32 C -ATOM 13815 CZ PHE B 823 187.831 165.182 183.844 1.00 46.32 C -ATOM 13816 N ASN B 824 191.272 158.709 183.064 1.00 54.55 N -ATOM 13817 CA ASN B 824 192.108 157.821 182.266 1.00 54.55 C -ATOM 13818 C ASN B 824 191.386 156.556 181.822 1.00 54.55 C -ATOM 13819 O ASN B 824 191.857 155.889 180.894 1.00 54.55 O -ATOM 13820 CB ASN B 824 193.370 157.441 183.042 1.00 54.55 C -ATOM 13821 CG ASN B 824 194.321 158.608 183.214 1.00 54.55 C -ATOM 13822 OD1 ASN B 824 194.254 159.592 182.478 1.00 54.55 O -ATOM 13823 ND2 ASN B 824 195.218 158.502 184.188 1.00 54.55 N -ATOM 13824 N LYS B 825 190.265 156.206 182.449 1.00 47.37 N -ATOM 13825 CA LYS B 825 189.538 154.999 182.073 1.00 47.37 C -ATOM 13826 C LYS B 825 188.508 155.230 180.974 1.00 47.37 C -ATOM 13827 O LYS B 825 187.790 154.291 180.616 1.00 47.37 O -ATOM 13828 CB LYS B 825 188.858 154.382 183.300 1.00 47.37 C -ATOM 13829 CG LYS B 825 189.768 153.501 184.153 1.00 47.37 C -ATOM 13830 CD LYS B 825 190.636 152.584 183.298 1.00 47.37 C -ATOM 13831 CE LYS B 825 191.594 151.769 184.148 1.00 47.37 C -ATOM 13832 NZ LYS B 825 192.670 151.149 183.326 1.00 47.37 N1+ -ATOM 13833 N VAL B 826 188.412 156.441 180.433 1.00 55.04 N -ATOM 13834 CA VAL B 826 187.558 156.734 179.287 1.00 55.04 C -ATOM 13835 C VAL B 826 188.463 157.167 178.142 1.00 55.04 C -ATOM 13836 O VAL B 826 189.250 158.110 178.289 1.00 55.04 O -ATOM 13837 CB VAL B 826 186.509 157.813 179.608 1.00 55.04 C -ATOM 13838 CG1 VAL B 826 185.939 158.423 178.333 1.00 55.04 C -ATOM 13839 CG2 VAL B 826 185.391 157.226 180.441 1.00 55.04 C -ATOM 13840 N THR B 827 188.359 156.473 177.008 1.00 66.22 N -ATOM 13841 CA THR B 827 189.168 156.786 175.828 1.00 66.22 C -ATOM 13842 C THR B 827 188.475 157.878 175.011 1.00 66.22 C -ATOM 13843 O THR B 827 187.963 157.662 173.911 1.00 66.22 O -ATOM 13844 CB THR B 827 189.410 155.532 174.999 1.00 66.22 C -ATOM 13845 OG1 THR B 827 188.159 155.036 174.506 1.00 66.22 O -ATOM 13846 CG2 THR B 827 190.075 154.458 175.846 1.00 66.22 C -ATOM 13847 N LEU B 828 188.467 159.076 175.588 1.00 75.48 N -ATOM 13848 CA LEU B 828 187.830 160.216 174.948 1.00 75.48 C -ATOM 13849 C LEU B 828 188.702 160.747 173.818 1.00 75.48 C -ATOM 13850 O LEU B 828 189.921 160.882 173.961 1.00 75.48 O -ATOM 13851 CB LEU B 828 187.567 161.313 175.980 1.00 75.48 C -ATOM 13852 CG LEU B 828 186.900 162.616 175.535 1.00 75.48 C -ATOM 13853 CD1 LEU B 828 185.624 162.342 174.753 1.00 75.48 C -ATOM 13854 CD2 LEU B 828 186.609 163.481 176.748 1.00 75.48 C -ATOM 13855 N ALA B 829 188.070 161.043 172.686 1.00 94.77 N -ATOM 13856 CA ALA B 829 188.783 161.603 171.550 1.00 94.77 C -ATOM 13857 C ALA B 829 189.145 163.063 171.812 1.00 94.77 C -ATOM 13858 O ALA B 829 188.625 163.708 172.728 1.00 94.77 O -ATOM 13859 CB ALA B 829 187.943 161.490 170.278 1.00 94.77 C -ATOM 13860 N ASP B 830 190.072 163.576 170.998 1.00108.95 N -ATOM 13861 CA ASP B 830 190.453 164.981 171.106 1.00108.95 C -ATOM 13862 C ASP B 830 189.316 165.896 170.667 1.00108.95 C -ATOM 13863 O ASP B 830 188.961 166.834 171.392 1.00108.95 O -ATOM 13864 CB ASP B 830 191.710 165.247 170.280 1.00108.95 C -ATOM 13865 CG ASP B 830 192.947 164.603 170.878 1.00108.95 C -ATOM 13866 OD1 ASP B 830 192.838 163.999 171.965 1.00108.95 O -ATOM 13867 OD2 ASP B 830 194.028 164.703 170.260 1.00108.95 O1- -ATOM 13868 N ALA B 831 188.723 165.610 169.500 1.00104.47 N -ATOM 13869 CA ALA B 831 187.537 166.276 168.920 1.00104.47 C -ATOM 13870 C ALA B 831 187.813 167.775 168.786 1.00104.47 C -ATOM 13871 O ALA B 831 188.888 168.152 168.299 1.00104.47 O -ATOM 13872 CB ALA B 831 186.305 165.904 169.738 1.00104.47 C -ATOM 13873 N GLY B 832 186.896 168.646 169.193 1.00 98.82 N -ATOM 13874 CA GLY B 832 187.078 170.080 169.154 1.00 98.82 C -ATOM 13875 C GLY B 832 187.637 170.692 170.418 1.00 98.82 C -ATOM 13876 O GLY B 832 187.626 171.921 170.546 1.00 98.82 O -ATOM 13877 N PHE B 833 188.097 169.871 171.370 1.00102.00 N -ATOM 13878 CA PHE B 833 188.724 170.400 172.579 1.00102.00 C -ATOM 13879 C PHE B 833 190.040 171.093 172.248 1.00102.00 C -ATOM 13880 O PHE B 833 190.323 172.184 172.756 1.00102.00 O -ATOM 13881 CB PHE B 833 188.962 169.277 173.595 1.00102.00 C -ATOM 13882 CG PHE B 833 187.701 168.636 174.130 1.00102.00 C -ATOM 13883 CD1 PHE B 833 186.469 169.273 174.049 1.00102.00 C -ATOM 13884 CD2 PHE B 833 187.758 167.378 174.713 1.00102.00 C -ATOM 13885 CE1 PHE B 833 185.324 168.667 174.540 1.00102.00 C -ATOM 13886 CE2 PHE B 833 186.617 166.771 175.207 1.00102.00 C -ATOM 13887 CZ PHE B 833 185.400 167.416 175.121 1.00102.00 C -ATOM 13888 N ILE B 834 190.849 170.473 171.395 1.00126.41 N -ATOM 13889 CA ILE B 834 192.041 171.083 170.822 1.00126.41 C -ATOM 13890 C ILE B 834 191.720 171.405 169.367 1.00126.41 C -ATOM 13891 O ILE B 834 191.009 170.644 168.695 1.00126.41 O -ATOM 13892 CB ILE B 834 193.267 170.152 170.976 1.00126.41 C -ATOM 13893 CG1 ILE B 834 194.538 170.749 170.358 1.00126.41 C -ATOM 13894 CG2 ILE B 834 192.985 168.748 170.444 1.00126.41 C -ATOM 13895 CD1 ILE B 834 195.046 171.985 171.072 1.00126.41 C -ATOM 13896 N LYS B 835 192.183 172.569 168.897 1.00133.59 N -ATOM 13897 CA LYS B 835 191.736 173.091 167.606 1.00133.59 C -ATOM 13898 C LYS B 835 192.250 172.260 166.428 1.00133.59 C -ATOM 13899 O LYS B 835 191.495 172.012 165.479 1.00133.59 O -ATOM 13900 CB LYS B 835 192.096 174.585 167.512 1.00133.59 C -ATOM 13901 CG LYS B 835 193.582 175.001 167.532 1.00133.59 C -ATOM 13902 CD LYS B 835 194.268 175.094 166.180 1.00133.59 C -ATOM 13903 CE LYS B 835 195.692 175.618 166.332 1.00133.59 C -ATOM 13904 NZ LYS B 835 196.416 175.709 165.035 1.00133.59 N1+ -ATOM 13905 N GLN B 836 193.520 171.821 166.472 1.00151.21 N -ATOM 13906 CA GLN B 836 194.128 170.868 165.518 1.00151.21 C -ATOM 13907 C GLN B 836 194.068 171.346 164.060 1.00151.21 C -ATOM 13908 O GLN B 836 194.148 170.543 163.120 1.00151.21 O -ATOM 13909 CB GLN B 836 193.498 169.476 165.655 1.00151.21 C -ATOM 13910 CG GLN B 836 194.483 168.318 165.535 1.00151.21 C -ATOM 13911 CD GLN B 836 195.445 168.232 166.706 1.00151.21 C -ATOM 13912 OE1 GLN B 836 195.102 168.579 167.835 1.00151.21 O -ATOM 13913 NE2 GLN B 836 196.656 167.755 166.442 1.00151.21 N -ATOM 13914 N TYR B 837 193.966 172.661 163.862 1.00149.66 N -ATOM 13915 CA TYR B 837 193.723 173.223 162.540 1.00149.66 C -ATOM 13916 C TYR B 837 194.967 173.173 161.666 1.00149.66 C -ATOM 13917 O TYR B 837 194.855 172.991 160.448 1.00149.66 O -ATOM 13918 CB TYR B 837 193.230 174.661 162.686 1.00149.66 C -ATOM 13919 CG TYR B 837 192.334 175.148 161.578 1.00149.66 C -ATOM 13920 CD1 TYR B 837 191.141 174.498 161.286 1.00149.66 C -ATOM 13921 CD2 TYR B 837 192.660 176.286 160.853 1.00149.66 C -ATOM 13922 CE1 TYR B 837 190.312 174.952 160.279 1.00149.66 C -ATOM 13923 CE2 TYR B 837 191.840 176.750 159.849 1.00149.66 C -ATOM 13924 CZ TYR B 837 190.668 176.079 159.567 1.00149.66 C -ATOM 13925 OH TYR B 837 189.853 176.535 158.562 1.00149.66 O -ATOM 13926 N GLY B 838 196.147 173.319 162.272 1.00175.73 N -ATOM 13927 CA GLY B 838 197.382 173.176 161.521 1.00175.73 C -ATOM 13928 C GLY B 838 197.605 171.758 161.032 1.00175.73 C -ATOM 13929 O GLY B 838 198.071 171.548 159.910 1.00175.73 O -ATOM 13930 N ASP B 839 197.261 170.767 161.858 1.00182.36 N -ATOM 13931 CA ASP B 839 197.355 169.379 161.419 1.00182.36 C -ATOM 13932 C ASP B 839 196.286 169.044 160.387 1.00182.36 C -ATOM 13933 O ASP B 839 196.502 168.172 159.538 1.00182.36 O -ATOM 13934 CB ASP B 839 197.249 168.433 162.615 1.00182.36 C -ATOM 13935 CG ASP B 839 197.823 167.060 162.323 1.00182.36 C -ATOM 13936 OD1 ASP B 839 198.511 166.910 161.291 1.00182.36 O -ATOM 13937 OD2 ASP B 839 197.581 166.129 163.120 1.00182.36 O1- -ATOM 13938 N CYS B 840 195.131 169.715 160.443 1.00164.65 N -ATOM 13939 CA CYS B 840 194.100 169.465 159.438 1.00164.65 C -ATOM 13940 C CYS B 840 194.459 170.084 158.088 1.00164.65 C -ATOM 13941 O CYS B 840 194.257 169.456 157.042 1.00164.65 O -ATOM 13942 CB CYS B 840 192.747 169.984 159.925 1.00164.65 C -ATOM 13943 SG CYS B 840 191.920 168.911 161.128 1.00164.65 S -ATOM 13944 N LEU B 841 194.988 171.310 158.083 1.00171.80 N -ATOM 13945 CA LEU B 841 195.277 171.974 156.812 1.00171.80 C -ATOM 13946 C LEU B 841 196.627 171.562 156.234 1.00171.80 C -ATOM 13947 O LEU B 841 196.777 171.488 155.010 1.00171.80 O -ATOM 13948 CB LEU B 841 195.209 173.499 156.955 1.00171.80 C -ATOM 13949 CG LEU B 841 193.868 174.246 156.869 1.00171.80 C -ATOM 13950 CD1 LEU B 841 193.260 174.080 155.476 1.00171.80 C -ATOM 13951 CD2 LEU B 841 192.867 173.845 157.938 1.00171.80 C -ATOM 13952 N GLY B 842 197.617 171.294 157.079 1.00189.27 N -ATOM 13953 CA GLY B 842 198.943 170.971 156.604 1.00189.27 C -ATOM 13954 C GLY B 842 199.057 169.526 156.159 1.00189.27 C -ATOM 13955 O GLY B 842 198.071 168.806 155.990 1.00189.27 O -ATOM 13956 N ASP B 843 200.301 169.108 155.949 1.00198.46 N -ATOM 13957 CA ASP B 843 200.564 167.726 155.579 1.00198.46 C -ATOM 13958 C ASP B 843 200.297 166.811 156.767 1.00198.46 C -ATOM 13959 O ASP B 843 200.646 167.127 157.907 1.00198.46 O -ATOM 13960 CB ASP B 843 202.004 167.567 155.096 1.00198.46 C -ATOM 13961 CG ASP B 843 202.171 166.399 154.149 1.00198.46 C -ATOM 13962 OD1 ASP B 843 201.174 165.688 153.901 1.00198.46 O -ATOM 13963 OD2 ASP B 843 203.296 166.197 153.647 1.00198.46 O1- -ATOM 13964 N ILE B 844 199.659 165.677 156.496 1.00202.42 N -ATOM 13965 CA ILE B 844 199.284 164.732 157.536 1.00202.42 C -ATOM 13966 C ILE B 844 199.732 163.339 157.111 1.00202.42 C -ATOM 13967 O ILE B 844 199.905 163.053 155.921 1.00202.42 O -ATOM 13968 CB ILE B 844 197.760 164.796 157.833 1.00202.42 C -ATOM 13969 CG1 ILE B 844 197.453 164.326 159.260 1.00202.42 C -ATOM 13970 CG2 ILE B 844 196.940 164.037 156.790 1.00202.42 C -ATOM 13971 CD1 ILE B 844 196.089 164.743 159.759 1.00202.42 C -ATOM 13972 N ALA B 845 199.989 162.487 158.106 1.00205.91 N -ATOM 13973 CA ALA B 845 200.400 161.116 157.829 1.00205.91 C -ATOM 13974 C ALA B 845 199.225 160.258 157.375 1.00205.91 C -ATOM 13975 O ALA B 845 199.359 159.466 156.435 1.00205.91 O -ATOM 13976 CB ALA B 845 201.059 160.507 159.066 1.00205.91 C -ATOM 13977 N ALA B 846 198.073 160.402 158.026 1.00188.30 N -ATOM 13978 CA ALA B 846 196.890 159.622 157.699 1.00188.30 C -ATOM 13979 C ALA B 846 195.656 160.500 157.848 1.00188.30 C -ATOM 13980 O ALA B 846 195.673 161.515 158.548 1.00188.30 O -ATOM 13981 CB ALA B 846 196.769 158.376 158.587 1.00188.30 C -ATOM 13982 N ARG B 847 194.580 160.090 157.179 1.00156.70 N -ATOM 13983 CA ARG B 847 193.342 160.864 157.153 1.00156.70 C -ATOM 13984 C ARG B 847 192.658 160.789 158.512 1.00156.70 C -ATOM 13985 O ARG B 847 192.102 159.750 158.882 1.00156.70 O -ATOM 13986 CB ARG B 847 192.419 160.347 156.053 1.00156.70 C -ATOM 13987 CG ARG B 847 192.704 160.915 154.670 1.00156.70 C -ATOM 13988 CD ARG B 847 193.706 160.055 153.917 1.00156.70 C -ATOM 13989 NE ARG B 847 193.264 158.668 153.827 1.00156.70 N -ATOM 13990 CZ ARG B 847 192.486 158.191 152.867 1.00156.70 C -ATOM 13991 NH1 ARG B 847 192.051 158.962 151.884 1.00156.70 N1+ -ATOM 13992 NH2 ARG B 847 192.133 156.909 152.893 1.00156.70 N -ATOM 13993 N ASP B 848 192.701 161.889 159.258 1.00121.07 N -ATOM 13994 CA ASP B 848 192.070 161.948 160.567 1.00121.07 C -ATOM 13995 C ASP B 848 190.558 162.062 160.423 1.00121.07 C -ATOM 13996 O ASP B 848 190.056 162.744 159.524 1.00121.07 O -ATOM 13997 CB ASP B 848 192.614 163.132 161.368 1.00121.07 C -ATOM 13998 CG ASP B 848 192.168 163.112 162.816 1.00121.07 C -ATOM 13999 OD1 ASP B 848 191.824 162.022 163.321 1.00121.07 O -ATOM 14000 OD2 ASP B 848 192.162 164.187 163.451 1.00121.07 O1- -ATOM 14001 N LEU B 849 189.837 161.371 161.314 1.00100.95 N -ATOM 14002 CA LEU B 849 188.378 161.440 161.323 1.00100.95 C -ATOM 14003 C LEU B 849 187.893 162.842 161.667 1.00100.95 C -ATOM 14004 O LEU B 849 186.928 163.337 161.070 1.00100.95 O -ATOM 14005 CB LEU B 849 187.812 160.426 162.317 1.00100.95 C -ATOM 14006 CG LEU B 849 187.678 158.976 161.851 1.00100.95 C -ATOM 14007 CD1 LEU B 849 187.322 158.076 163.025 1.00100.95 C -ATOM 14008 CD2 LEU B 849 186.637 158.861 160.750 1.00100.95 C -ATOM 14009 N ILE B 850 188.559 163.493 162.627 1.00 97.08 N -ATOM 14010 CA ILE B 850 188.202 164.853 163.024 1.00 97.08 C -ATOM 14011 C ILE B 850 188.443 165.827 161.878 1.00 97.08 C -ATOM 14012 O ILE B 850 187.602 166.687 161.593 1.00 97.08 O -ATOM 14013 CB ILE B 850 188.987 165.262 164.284 1.00 97.08 C -ATOM 14014 CG1 ILE B 850 188.836 164.203 165.375 1.00 97.08 C -ATOM 14015 CG2 ILE B 850 188.515 166.614 164.794 1.00 97.08 C -ATOM 14016 CD1 ILE B 850 189.843 164.340 166.496 1.00 97.08 C -ATOM 14017 N CYS B 851 189.580 165.687 161.187 1.00109.12 N -ATOM 14018 CA CYS B 851 189.888 166.558 160.055 1.00109.12 C -ATOM 14019 C CYS B 851 188.927 166.333 158.893 1.00109.12 C -ATOM 14020 O CYS B 851 188.495 167.295 158.247 1.00109.12 O -ATOM 14021 CB CYS B 851 191.332 166.341 159.602 1.00109.12 C -ATOM 14022 SG CYS B 851 192.596 167.044 160.693 1.00109.12 S -ATOM 14023 N ALA B 852 188.558 165.074 158.632 1.00 96.19 N -ATOM 14024 CA ALA B 852 187.639 164.779 157.534 1.00 96.19 C -ATOM 14025 C ALA B 852 186.231 165.292 157.822 1.00 96.19 C -ATOM 14026 O ALA B 852 185.597 165.901 156.949 1.00 96.19 O -ATOM 14027 CB ALA B 852 187.616 163.277 157.257 1.00 96.19 C -ATOM 14028 N GLN B 853 185.729 165.073 159.041 1.00 81.21 N -ATOM 14029 CA GLN B 853 184.400 165.570 159.375 1.00 81.21 C -ATOM 14030 C GLN B 853 184.383 167.081 159.564 1.00 81.21 C -ATOM 14031 O GLN B 853 183.321 167.695 159.422 1.00 81.21 O -ATOM 14032 CB GLN B 853 183.862 164.852 160.618 1.00 81.21 C -ATOM 14033 CG GLN B 853 184.363 165.364 161.953 1.00 81.21 C -ATOM 14034 CD GLN B 853 184.079 164.389 163.076 1.00 81.21 C -ATOM 14035 OE1 GLN B 853 183.921 163.190 162.845 1.00 81.21 O -ATOM 14036 NE2 GLN B 853 184.008 164.898 164.299 1.00 81.21 N -ATOM 14037 N LYS B 854 185.533 167.694 159.861 1.00 88.12 N -ATOM 14038 CA LYS B 854 185.635 169.145 159.807 1.00 88.12 C -ATOM 14039 C LYS B 854 185.553 169.637 158.370 1.00 88.12 C -ATOM 14040 O LYS B 854 184.847 170.610 158.083 1.00 88.12 O -ATOM 14041 CB LYS B 854 186.940 169.596 160.461 1.00 88.12 C -ATOM 14042 CG LYS B 854 187.214 171.087 160.385 1.00 88.12 C -ATOM 14043 CD LYS B 854 186.423 171.851 161.431 1.00 88.12 C -ATOM 14044 CE LYS B 854 186.910 173.286 161.539 1.00 88.12 C -ATOM 14045 NZ LYS B 854 186.149 174.062 162.554 1.00 88.12 N1+ -ATOM 14046 N PHE B 855 186.246 168.950 157.451 1.00 98.57 N -ATOM 14047 CA PHE B 855 186.228 169.322 156.038 1.00 98.57 C -ATOM 14048 C PHE B 855 184.857 169.119 155.409 1.00 98.57 C -ATOM 14049 O PHE B 855 184.520 169.790 154.427 1.00 98.57 O -ATOM 14050 CB PHE B 855 187.275 168.516 155.268 1.00 98.57 C -ATOM 14051 CG PHE B 855 188.680 169.026 155.424 1.00 98.57 C -ATOM 14052 CD1 PHE B 855 188.923 170.328 155.832 1.00 98.57 C -ATOM 14053 CD2 PHE B 855 189.761 168.200 155.154 1.00 98.57 C -ATOM 14054 CE1 PHE B 855 190.216 170.798 155.972 1.00 98.57 C -ATOM 14055 CE2 PHE B 855 191.058 168.662 155.292 1.00 98.57 C -ATOM 14056 CZ PHE B 855 191.285 169.963 155.702 1.00 98.57 C -ATOM 14057 N LYS B 856 184.055 168.207 155.951 1.00 77.22 N -ATOM 14058 CA LYS B 856 182.713 167.978 155.434 1.00 77.22 C -ATOM 14059 C LYS B 856 181.671 168.908 156.043 1.00 77.22 C -ATOM 14060 O LYS B 856 180.486 168.781 155.717 1.00 77.22 O -ATOM 14061 CB LYS B 856 182.306 166.518 155.653 1.00 77.22 C -ATOM 14062 CG LYS B 856 182.332 165.687 154.381 1.00 77.22 C -ATOM 14063 CD LYS B 856 183.712 165.677 153.743 1.00 77.22 C -ATOM 14064 CE LYS B 856 183.690 165.010 152.379 1.00 77.22 C -ATOM 14065 NZ LYS B 856 185.032 165.022 151.734 1.00 77.22 N1+ -ATOM 14066 N GLY B 857 182.074 169.832 156.910 1.00 62.68 N -ATOM 14067 CA GLY B 857 181.175 170.838 157.432 1.00 62.68 C -ATOM 14068 C GLY B 857 180.566 170.556 158.787 1.00 62.68 C -ATOM 14069 O GLY B 857 179.616 171.248 159.170 1.00 62.68 O -ATOM 14070 N LEU B 858 181.074 169.572 159.524 1.00 53.08 N -ATOM 14071 CA LEU B 858 180.539 169.201 160.830 1.00 53.08 C -ATOM 14072 C LEU B 858 181.576 169.550 161.890 1.00 53.08 C -ATOM 14073 O LEU B 858 182.656 168.953 161.929 1.00 53.08 O -ATOM 14074 CB LEU B 858 180.193 167.715 160.870 1.00 53.08 C -ATOM 14075 CG LEU B 858 179.572 167.137 159.597 1.00 53.08 C -ATOM 14076 CD1 LEU B 858 179.544 165.620 159.656 1.00 53.08 C -ATOM 14077 CD2 LEU B 858 178.180 167.692 159.367 1.00 53.08 C -ATOM 14078 N THR B 859 181.248 170.503 162.755 1.00 45.61 N -ATOM 14079 CA THR B 859 182.169 170.966 163.779 1.00 45.61 C -ATOM 14080 C THR B 859 181.690 170.536 165.158 1.00 45.61 C -ATOM 14081 O THR B 859 180.504 170.281 165.379 1.00 45.61 O -ATOM 14082 CB THR B 859 182.321 172.490 163.734 1.00 45.61 C -ATOM 14083 OG1 THR B 859 181.044 173.105 163.945 1.00 45.61 O -ATOM 14084 CG2 THR B 859 182.867 172.927 162.385 1.00 45.61 C -ATOM 14085 N VAL B 860 182.636 170.459 166.089 1.00 37.94 N -ATOM 14086 CA VAL B 860 182.361 170.118 167.479 1.00 37.94 C -ATOM 14087 C VAL B 860 182.687 171.342 168.324 1.00 37.94 C -ATOM 14088 O VAL B 860 183.815 171.850 168.287 1.00 37.94 O -ATOM 14089 CB VAL B 860 183.166 168.889 167.930 1.00 37.94 C -ATOM 14090 CG1 VAL B 860 183.250 168.815 169.449 1.00 37.94 C -ATOM 14091 CG2 VAL B 860 182.543 167.620 167.372 1.00 37.94 C -ATOM 14092 N LEU B 861 181.698 171.825 169.069 1.00 35.81 N -ATOM 14093 CA LEU B 861 181.941 173.006 169.887 1.00 35.81 C -ATOM 14094 C LEU B 861 182.423 172.599 171.276 1.00 35.81 C -ATOM 14095 O LEU B 861 181.946 171.604 171.830 1.00 35.81 O -ATOM 14096 CB LEU B 861 180.674 173.846 170.012 1.00 35.81 C -ATOM 14097 CG LEU B 861 179.895 174.123 168.725 1.00 35.81 C -ATOM 14098 CD1 LEU B 861 178.660 174.953 169.026 1.00 35.81 C -ATOM 14099 CD2 LEU B 861 180.774 174.826 167.704 1.00 35.81 C -ATOM 14100 N PRO B 862 183.374 173.339 171.853 1.00 34.75 N -ATOM 14101 CA PRO B 862 183.834 173.008 173.197 1.00 34.75 C -ATOM 14102 C PRO B 862 182.799 173.403 174.234 1.00 34.75 C -ATOM 14103 O PRO B 862 182.001 174.330 174.012 1.00 34.75 O -ATOM 14104 CB PRO B 862 185.121 173.838 173.342 1.00 34.75 C -ATOM 14105 CG PRO B 862 184.891 175.011 172.465 1.00 34.75 C -ATOM 14106 CD PRO B 862 184.084 174.505 171.298 1.00 34.75 C -ATOM 14107 N PRO B 863 182.759 172.718 175.376 1.00 28.56 N -ATOM 14108 CA PRO B 863 181.812 173.094 176.428 1.00 28.56 C -ATOM 14109 C PRO B 863 182.229 174.381 177.121 1.00 28.56 C -ATOM 14110 O PRO B 863 183.392 174.789 177.097 1.00 28.56 O -ATOM 14111 CB PRO B 863 181.863 171.905 177.391 1.00 28.56 C -ATOM 14112 CG PRO B 863 183.226 171.350 177.205 1.00 28.56 C -ATOM 14113 CD PRO B 863 183.541 171.527 175.748 1.00 28.56 C -ATOM 14114 N LEU B 864 181.237 175.030 177.737 1.00 31.22 N -ATOM 14115 CA LEU B 864 181.484 176.294 178.424 1.00 31.22 C -ATOM 14116 C LEU B 864 182.318 176.093 179.684 1.00 31.22 C -ATOM 14117 O LEU B 864 183.231 176.878 179.962 1.00 31.22 O -ATOM 14118 CB LEU B 864 180.154 176.969 178.756 1.00 31.22 C -ATOM 14119 CG LEU B 864 180.195 178.222 179.632 1.00 31.22 C -ATOM 14120 CD1 LEU B 864 180.977 179.331 178.952 1.00 31.22 C -ATOM 14121 CD2 LEU B 864 178.787 178.683 179.962 1.00 31.22 C -ATOM 14122 N LEU B 865 182.033 175.043 180.448 1.00 33.68 N -ATOM 14123 CA LEU B 865 182.731 174.770 181.697 1.00 33.68 C -ATOM 14124 C LEU B 865 183.821 173.735 181.449 1.00 33.68 C -ATOM 14125 O LEU B 865 183.530 172.607 181.038 1.00 33.68 O -ATOM 14126 CB LEU B 865 181.759 174.277 182.769 1.00 33.68 C -ATOM 14127 CG LEU B 865 180.980 175.346 183.534 1.00 33.68 C -ATOM 14128 CD1 LEU B 865 180.175 174.713 184.653 1.00 33.68 C -ATOM 14129 CD2 LEU B 865 181.919 176.404 184.085 1.00 33.68 C -ATOM 14130 N THR B 866 185.068 174.119 181.700 1.00 39.30 N -ATOM 14131 CA THR B 866 186.180 173.204 181.518 1.00 39.30 C -ATOM 14132 C THR B 866 186.280 172.237 182.698 1.00 39.30 C -ATOM 14133 O THR B 866 185.624 172.397 183.735 1.00 39.30 O -ATOM 14134 CB THR B 866 187.489 173.971 181.346 1.00 39.30 C -ATOM 14135 OG1 THR B 866 187.753 174.745 182.521 1.00 39.30 O -ATOM 14136 CG2 THR B 866 187.404 174.899 180.148 1.00 39.30 C -ATOM 14137 N ASP B 867 187.130 171.220 182.520 1.00 43.98 N -ATOM 14138 CA ASP B 867 187.283 170.173 183.525 1.00 43.98 C -ATOM 14139 C ASP B 867 187.918 170.700 184.804 1.00 43.98 C -ATOM 14140 O ASP B 867 187.646 170.169 185.885 1.00 43.98 O -ATOM 14141 CB ASP B 867 188.110 169.022 182.958 1.00 43.98 C -ATOM 14142 CG ASP B 867 187.350 168.212 181.929 1.00 43.98 C -ATOM 14143 OD1 ASP B 867 186.330 167.590 182.292 1.00 43.98 O -ATOM 14144 OD2 ASP B 867 187.773 168.199 180.754 1.00 43.98 O1- -ATOM 14145 N GLU B 868 188.741 171.748 184.705 1.00 45.13 N -ATOM 14146 CA GLU B 868 189.277 172.396 185.899 1.00 45.13 C -ATOM 14147 C GLU B 868 188.172 173.052 186.719 1.00 45.13 C -ATOM 14148 O GLU B 868 188.162 172.950 187.951 1.00 45.13 O -ATOM 14149 CB GLU B 868 190.335 173.427 185.507 1.00 45.13 C -ATOM 14150 CG GLU B 868 191.678 172.830 185.127 1.00 45.13 C -ATOM 14151 CD GLU B 868 191.742 172.417 183.670 1.00 45.13 C -ATOM 14152 OE1 GLU B 868 191.273 173.192 182.811 1.00 45.13 O -ATOM 14153 OE2 GLU B 868 192.262 171.319 183.384 1.00 45.13 O1- -ATOM 14154 N MET B 869 187.217 173.707 186.052 1.00 41.05 N -ATOM 14155 CA MET B 869 186.103 174.326 186.765 1.00 41.05 C -ATOM 14156 C MET B 869 185.157 173.278 187.341 1.00 41.05 C -ATOM 14157 O MET B 869 184.610 173.464 188.436 1.00 41.05 O -ATOM 14158 CB MET B 869 185.351 175.276 185.837 1.00 41.05 C -ATOM 14159 CG MET B 869 186.250 176.232 185.081 1.00 41.05 C -ATOM 14160 SD MET B 869 185.405 177.744 184.593 1.00 41.05 S -ATOM 14161 CE MET B 869 186.798 178.846 184.386 1.00 41.05 C -ATOM 14162 N ILE B 870 184.958 172.169 186.620 1.00 33.03 N -ATOM 14163 CA ILE B 870 184.138 171.076 187.142 1.00 33.03 C -ATOM 14164 C ILE B 870 184.794 170.446 188.370 1.00 33.03 C -ATOM 14165 O ILE B 870 184.125 170.168 189.377 1.00 33.03 O -ATOM 14166 CB ILE B 870 183.869 170.040 186.034 1.00 33.03 C -ATOM 14167 CG1 ILE B 870 183.084 170.674 184.886 1.00 33.03 C -ATOM 14168 CG2 ILE B 870 183.082 168.864 186.567 1.00 33.03 C -ATOM 14169 CD1 ILE B 870 181.792 171.327 185.314 1.00 33.03 C -ATOM 14170 N ALA B 871 186.116 170.246 188.322 1.00 33.95 N -ATOM 14171 CA ALA B 871 186.844 169.726 189.473 1.00 33.95 C -ATOM 14172 C ALA B 871 186.845 170.709 190.637 1.00 33.95 C -ATOM 14173 O ALA B 871 186.832 170.285 191.795 1.00 33.95 O -ATOM 14174 CB ALA B 871 188.277 169.377 189.075 1.00 33.95 C -ATOM 14175 N GLN B 872 186.842 172.015 190.355 1.00 37.25 N -ATOM 14176 CA GLN B 872 186.725 173.002 191.426 1.00 37.25 C -ATOM 14177 C GLN B 872 185.343 172.968 192.068 1.00 37.25 C -ATOM 14178 O GLN B 872 185.218 173.145 193.286 1.00 37.25 O -ATOM 14179 CB GLN B 872 187.036 174.399 190.893 1.00 37.25 C -ATOM 14180 CG GLN B 872 188.470 174.833 191.128 1.00 37.25 C -ATOM 14181 CD GLN B 872 188.816 176.117 190.408 1.00 37.25 C -ATOM 14182 OE1 GLN B 872 188.285 177.181 190.722 1.00 37.25 O -ATOM 14183 NE2 GLN B 872 189.713 176.025 189.434 1.00 37.25 N -ATOM 14184 N TYR B 873 184.296 172.743 191.265 1.00 34.00 N -ATOM 14185 CA TYR B 873 182.951 172.571 191.814 1.00 34.00 C -ATOM 14186 C TYR B 873 182.857 171.338 192.709 1.00 34.00 C -ATOM 14187 O TYR B 873 182.283 171.401 193.807 1.00 34.00 O -ATOM 14188 CB TYR B 873 181.927 172.477 190.685 1.00 34.00 C -ATOM 14189 CG TYR B 873 181.506 173.805 190.100 1.00 34.00 C -ATOM 14190 CD1 TYR B 873 181.713 174.992 190.793 1.00 34.00 C -ATOM 14191 CD2 TYR B 873 180.891 173.869 188.856 1.00 34.00 C -ATOM 14192 CE1 TYR B 873 181.320 176.206 190.260 1.00 34.00 C -ATOM 14193 CE2 TYR B 873 180.498 175.076 188.316 1.00 34.00 C -ATOM 14194 CZ TYR B 873 180.714 176.240 189.021 1.00 34.00 C -ATOM 14195 OH TYR B 873 180.322 177.444 188.484 1.00 34.00 O -ATOM 14196 N THR B 874 183.425 170.211 192.264 1.00 33.82 N -ATOM 14197 CA THR B 874 183.421 169.010 193.101 1.00 33.82 C -ATOM 14198 C THR B 874 184.284 169.180 194.345 1.00 33.82 C -ATOM 14199 O THR B 874 183.942 168.647 195.405 1.00 33.82 O -ATOM 14200 CB THR B 874 183.887 167.784 192.314 1.00 33.82 C -ATOM 14201 OG1 THR B 874 185.271 167.923 191.973 1.00 33.82 O -ATOM 14202 CG2 THR B 874 183.050 167.583 191.065 1.00 33.82 C -ATOM 14203 N SER B 875 185.385 169.930 194.239 1.00 33.49 N -ATOM 14204 CA SER B 875 186.219 170.221 195.401 1.00 33.49 C -ATOM 14205 C SER B 875 185.479 171.073 196.421 1.00 33.49 C -ATOM 14206 O SER B 875 185.582 170.832 197.630 1.00 33.49 O -ATOM 14207 CB SER B 875 187.494 170.929 194.954 1.00 33.49 C -ATOM 14208 OG SER B 875 188.148 171.534 196.055 1.00 33.49 O -ATOM 14209 N ALA B 876 184.731 172.076 195.949 1.00 32.62 N -ATOM 14210 CA ALA B 876 183.938 172.912 196.844 1.00 32.62 C -ATOM 14211 C ALA B 876 182.833 172.112 197.519 1.00 32.62 C -ATOM 14212 O ALA B 876 182.577 172.291 198.716 1.00 32.62 O -ATOM 14213 CB ALA B 876 183.349 174.092 196.075 1.00 32.62 C -ATOM 14214 N LEU B 877 182.181 171.214 196.771 1.00 28.67 N -ATOM 14215 CA LEU B 877 181.142 170.369 197.358 1.00 28.67 C -ATOM 14216 C LEU B 877 181.715 169.405 198.392 1.00 28.67 C -ATOM 14217 O LEU B 877 181.116 169.209 199.458 1.00 28.67 O -ATOM 14218 CB LEU B 877 180.407 169.605 196.259 1.00 28.67 C -ATOM 14219 CG LEU B 877 179.458 170.449 195.410 1.00 28.67 C -ATOM 14220 CD1 LEU B 877 179.207 169.782 194.074 1.00 28.67 C -ATOM 14221 CD2 LEU B 877 178.154 170.687 196.145 1.00 28.67 C -ATOM 14222 N LEU B 878 182.881 168.813 198.104 1.00 33.51 N -ATOM 14223 CA LEU B 878 183.532 167.914 199.055 1.00 33.51 C -ATOM 14224 C LEU B 878 183.964 168.644 200.320 1.00 33.51 C -ATOM 14225 O LEU B 878 183.763 168.139 201.432 1.00 33.51 O -ATOM 14226 CB LEU B 878 184.740 167.247 198.402 1.00 33.51 C -ATOM 14227 CG LEU B 878 184.469 166.074 197.467 1.00 33.51 C -ATOM 14228 CD1 LEU B 878 185.718 165.734 196.687 1.00 33.51 C -ATOM 14229 CD2 LEU B 878 184.009 164.889 198.277 1.00 33.51 C -ATOM 14230 N ALA B 879 184.559 169.834 200.166 1.00 30.74 N -ATOM 14231 CA ALA B 879 184.998 170.614 201.319 1.00 30.74 C -ATOM 14232 C ALA B 879 183.817 171.063 202.167 1.00 30.74 C -ATOM 14233 O ALA B 879 183.874 170.996 203.401 1.00 30.74 O -ATOM 14234 CB ALA B 879 185.812 171.820 200.855 1.00 30.74 C -ATOM 14235 N GLY B 880 182.729 171.495 201.519 1.00 31.34 N -ATOM 14236 CA GLY B 880 181.540 171.885 202.255 1.00 31.34 C -ATOM 14237 C GLY B 880 180.900 170.730 203.000 1.00 31.34 C -ATOM 14238 O GLY B 880 180.528 170.873 204.166 1.00 31.34 O -ATOM 14239 N THR B 881 180.808 169.561 202.352 1.00 33.21 N -ATOM 14240 CA THR B 881 180.227 168.386 202.999 1.00 33.21 C -ATOM 14241 C THR B 881 181.068 167.925 204.184 1.00 33.21 C -ATOM 14242 O THR B 881 180.527 167.671 205.268 1.00 33.21 O -ATOM 14243 CB THR B 881 180.067 167.256 201.980 1.00 33.21 C -ATOM 14244 OG1 THR B 881 179.196 167.684 200.927 1.00 33.21 O -ATOM 14245 CG2 THR B 881 179.477 166.015 202.632 1.00 33.21 C -ATOM 14246 N ILE B 882 182.395 167.885 204.016 1.00 30.49 N -ATOM 14247 CA ILE B 882 183.281 167.404 205.074 1.00 30.49 C -ATOM 14248 C ILE B 882 183.291 168.370 206.258 1.00 30.49 C -ATOM 14249 O ILE B 882 183.155 167.954 207.415 1.00 30.49 O -ATOM 14250 CB ILE B 882 184.696 167.169 204.511 1.00 30.49 C -ATOM 14251 CG1 ILE B 882 184.726 165.891 203.672 1.00 30.49 C -ATOM 14252 CG2 ILE B 882 185.735 167.082 205.619 1.00 30.49 C -ATOM 14253 CD1 ILE B 882 185.890 165.820 202.711 1.00 30.49 C -ATOM 14254 N THR B 883 183.407 169.672 205.993 1.00 33.78 N -ATOM 14255 CA THR B 883 183.549 170.622 207.086 1.00 33.78 C -ATOM 14256 C THR B 883 182.228 171.143 207.642 1.00 33.78 C -ATOM 14257 O THR B 883 182.249 171.824 208.672 1.00 33.78 O -ATOM 14258 CB THR B 883 184.411 171.813 206.649 1.00 33.78 C -ATOM 14259 OG1 THR B 883 183.728 172.555 205.632 1.00 33.78 O -ATOM 14260 CG2 THR B 883 185.756 171.338 206.123 1.00 33.78 C -ATOM 14261 N SER B 884 181.077 170.857 207.014 1.00 32.53 N -ATOM 14262 CA SER B 884 179.835 171.398 207.545 1.00 32.53 C -ATOM 14263 C SER B 884 178.637 170.456 207.523 1.00 32.53 C -ATOM 14264 O SER B 884 177.581 170.842 208.033 1.00 32.53 O -ATOM 14265 CB SER B 884 179.463 172.690 206.798 1.00 32.53 C -ATOM 14266 OG SER B 884 179.443 172.487 205.397 1.00 32.53 O -ATOM 14267 N GLY B 885 178.748 169.252 206.975 1.00 35.31 N -ATOM 14268 CA GLY B 885 177.594 168.365 206.933 1.00 35.31 C -ATOM 14269 C GLY B 885 176.615 168.789 205.860 1.00 35.31 C -ATOM 14270 O GLY B 885 176.988 168.959 204.698 1.00 35.31 O -ATOM 14271 N TRP B 886 175.351 168.961 206.246 1.00 40.33 N -ATOM 14272 CA TRP B 886 174.298 169.362 205.321 1.00 40.33 C -ATOM 14273 C TRP B 886 173.878 170.815 205.500 1.00 40.33 C -ATOM 14274 O TRP B 886 172.915 171.254 204.863 1.00 40.33 O -ATOM 14275 CB TRP B 886 173.080 168.446 205.471 1.00 40.33 C -ATOM 14276 CG TRP B 886 172.485 168.397 206.853 1.00 40.33 C -ATOM 14277 CD1 TRP B 886 171.643 169.312 207.420 1.00 40.33 C -ATOM 14278 CD2 TRP B 886 172.664 167.363 207.828 1.00 40.33 C -ATOM 14279 NE1 TRP B 886 171.302 168.919 208.690 1.00 40.33 N -ATOM 14280 CE2 TRP B 886 171.914 167.725 208.964 1.00 40.33 C -ATOM 14281 CE3 TRP B 886 173.391 166.170 207.852 1.00 40.33 C -ATOM 14282 CZ2 TRP B 886 171.871 166.936 210.112 1.00 40.33 C -ATOM 14283 CZ3 TRP B 886 173.347 165.389 208.992 1.00 40.33 C -ATOM 14284 CH2 TRP B 886 172.592 165.775 210.106 1.00 40.33 C -ATOM 14285 N THR B 887 174.568 171.565 206.359 1.00 37.33 N -ATOM 14286 CA THR B 887 174.133 172.920 206.680 1.00 37.33 C -ATOM 14287 C THR B 887 174.439 173.901 205.556 1.00 37.33 C -ATOM 14288 O THR B 887 173.756 174.925 205.426 1.00 37.33 O -ATOM 14289 CB THR B 887 174.795 173.377 207.974 1.00 37.33 C -ATOM 14290 OG1 THR B 887 176.195 173.575 207.749 1.00 37.33 O -ATOM 14291 CG2 THR B 887 174.611 172.327 209.055 1.00 37.33 C -ATOM 14292 N PHE B 888 175.458 173.614 204.744 1.00 33.85 N -ATOM 14293 CA PHE B 888 175.786 174.481 203.619 1.00 33.85 C -ATOM 14294 C PHE B 888 174.776 174.362 202.487 1.00 33.85 C -ATOM 14295 O PHE B 888 174.698 175.264 201.647 1.00 33.85 O -ATOM 14296 CB PHE B 888 177.199 174.174 203.112 1.00 33.85 C -ATOM 14297 CG PHE B 888 177.283 172.971 202.212 1.00 33.85 C -ATOM 14298 CD1 PHE B 888 177.151 171.691 202.728 1.00 33.85 C -ATOM 14299 CD2 PHE B 888 177.515 173.118 200.852 1.00 33.85 C -ATOM 14300 CE1 PHE B 888 177.233 170.582 201.906 1.00 33.85 C -ATOM 14301 CE2 PHE B 888 177.598 172.012 200.024 1.00 33.85 C -ATOM 14302 CZ PHE B 888 177.457 170.744 200.554 1.00 33.85 C -ATOM 14303 N GLY B 889 174.004 173.274 202.445 1.00 35.26 N -ATOM 14304 CA GLY B 889 172.939 173.161 201.468 1.00 35.26 C -ATOM 14305 C GLY B 889 171.707 173.976 201.788 1.00 35.26 C -ATOM 14306 O GLY B 889 170.936 174.295 200.878 1.00 35.26 O -ATOM 14307 N ALA B 890 171.504 174.322 203.059 1.00 39.14 N -ATOM 14308 CA ALA B 890 170.363 175.129 203.477 1.00 39.14 C -ATOM 14309 C ALA B 890 170.749 176.589 203.690 1.00 39.14 C -ATOM 14310 O ALA B 890 170.171 177.485 203.070 1.00 39.14 O -ATOM 14311 CB ALA B 890 169.744 174.547 204.754 1.00 39.14 C -ATOM 14312 N GLY B 891 171.722 176.844 204.558 1.00 41.09 N -ATOM 14313 CA GLY B 891 172.167 178.195 204.846 1.00 41.09 C -ATOM 14314 C GLY B 891 173.668 178.309 204.677 1.00 41.09 C -ATOM 14315 O GLY B 891 174.269 177.694 203.798 1.00 41.09 O -ATOM 14316 N ALA B 892 174.275 179.123 205.536 1.00 45.20 N -ATOM 14317 CA ALA B 892 175.723 179.237 205.560 1.00 45.20 C -ATOM 14318 C ALA B 892 176.343 177.968 206.138 1.00 45.20 C -ATOM 14319 O ALA B 892 175.696 177.199 206.855 1.00 45.20 O -ATOM 14320 CB ALA B 892 176.156 180.456 206.374 1.00 45.20 C -ATOM 14321 N ALA B 893 177.614 177.751 205.810 1.00 43.54 N -ATOM 14322 CA ALA B 893 178.315 176.556 206.264 1.00 43.54 C -ATOM 14323 C ALA B 893 178.617 176.664 207.753 1.00 43.54 C -ATOM 14324 O ALA B 893 179.258 177.621 208.198 1.00 43.54 O -ATOM 14325 CB ALA B 893 179.601 176.361 205.466 1.00 43.54 C -ATOM 14326 N LEU B 894 178.148 175.685 208.521 1.00 43.75 N -ATOM 14327 CA LEU B 894 178.315 175.655 209.970 1.00 43.75 C -ATOM 14328 C LEU B 894 179.364 174.602 210.290 1.00 43.75 C -ATOM 14329 O LEU B 894 179.143 173.414 210.035 1.00 43.75 O -ATOM 14330 CB LEU B 894 176.999 175.321 210.666 1.00 43.75 C -ATOM 14331 CG LEU B 894 175.766 176.130 210.272 1.00 43.75 C -ATOM 14332 CD1 LEU B 894 174.547 175.704 211.082 1.00 43.75 C -ATOM 14333 CD2 LEU B 894 176.028 177.593 210.420 1.00 43.75 C -ATOM 14334 N GLN B 895 180.492 175.029 210.854 1.00 45.00 N -ATOM 14335 CA GLN B 895 181.555 174.089 211.180 1.00 45.00 C -ATOM 14336 C GLN B 895 181.129 173.170 212.320 1.00 45.00 C -ATOM 14337 O GLN B 895 180.399 173.572 213.230 1.00 45.00 O -ATOM 14338 CB GLN B 895 182.851 174.835 211.519 1.00 45.00 C -ATOM 14339 CG GLN B 895 182.875 175.594 212.840 1.00 45.00 C -ATOM 14340 CD GLN B 895 182.618 177.077 212.663 1.00 45.00 C -ATOM 14341 OE1 GLN B 895 182.332 177.541 211.560 1.00 45.00 O -ATOM 14342 NE2 GLN B 895 182.723 177.830 213.751 1.00 45.00 N -ATOM 14343 N ILE B 896 181.541 171.910 212.224 1.00 41.37 N -ATOM 14344 CA ILE B 896 181.146 170.856 213.155 1.00 41.37 C -ATOM 14345 C ILE B 896 182.183 169.746 213.020 1.00 41.37 C -ATOM 14346 O ILE B 896 182.653 169.487 211.902 1.00 41.37 O -ATOM 14347 CB ILE B 896 179.708 170.374 212.872 1.00 41.37 C -ATOM 14348 CG1 ILE B 896 179.340 169.137 213.695 1.00 41.37 C -ATOM 14349 CG2 ILE B 896 179.486 170.118 211.384 1.00 41.37 C -ATOM 14350 CD1 ILE B 896 177.882 168.770 213.609 1.00 41.37 C -ATOM 14351 N PRO B 897 182.627 169.127 214.118 1.00 36.97 N -ATOM 14352 CA PRO B 897 183.548 167.990 214.004 1.00 36.97 C -ATOM 14353 C PRO B 897 182.918 166.815 213.269 1.00 36.97 C -ATOM 14354 O PRO B 897 181.709 166.571 213.351 1.00 36.97 O -ATOM 14355 CB PRO B 897 183.854 167.637 215.463 1.00 36.97 C -ATOM 14356 CG PRO B 897 183.654 168.911 216.198 1.00 36.97 C -ATOM 14357 CD PRO B 897 182.518 169.607 215.506 1.00 36.97 C -ATOM 14358 N PHE B 898 183.767 166.093 212.531 1.00 32.22 N -ATOM 14359 CA PHE B 898 183.287 165.022 211.666 1.00 32.22 C -ATOM 14360 C PHE B 898 182.748 163.845 212.466 1.00 32.22 C -ATOM 14361 O PHE B 898 181.857 163.133 211.987 1.00 32.22 O -ATOM 14362 CB PHE B 898 184.399 164.560 210.727 1.00 32.22 C -ATOM 14363 CG PHE B 898 183.902 163.764 209.560 1.00 32.22 C -ATOM 14364 CD1 PHE B 898 183.375 164.399 208.448 1.00 32.22 C -ATOM 14365 CD2 PHE B 898 183.943 162.380 209.583 1.00 32.22 C -ATOM 14366 CE1 PHE B 898 182.908 163.667 207.374 1.00 32.22 C -ATOM 14367 CE2 PHE B 898 183.477 161.643 208.514 1.00 32.22 C -ATOM 14368 CZ PHE B 898 182.957 162.288 207.410 1.00 32.22 C -ATOM 14369 N ALA B 899 183.263 163.633 213.680 1.00 33.41 N -ATOM 14370 CA ALA B 899 182.698 162.614 214.557 1.00 33.41 C -ATOM 14371 C ALA B 899 181.268 162.958 214.959 1.00 33.41 C -ATOM 14372 O ALA B 899 180.389 162.091 214.936 1.00 33.41 O -ATOM 14373 CB ALA B 899 183.577 162.437 215.793 1.00 33.41 C -ATOM 14374 N MET B 900 181.002 164.223 215.291 1.00 36.75 N -ATOM 14375 CA MET B 900 179.635 164.607 215.629 1.00 36.75 C -ATOM 14376 C MET B 900 178.728 164.590 214.407 1.00 36.75 C -ATOM 14377 O MET B 900 177.533 164.287 214.527 1.00 36.75 O -ATOM 14378 CB MET B 900 179.612 165.981 216.293 1.00 36.75 C -ATOM 14379 CG MET B 900 180.234 165.991 217.672 1.00 36.75 C -ATOM 14380 SD MET B 900 180.177 167.617 218.433 1.00 36.75 S -ATOM 14381 CE MET B 900 178.668 167.451 219.384 1.00 36.75 C -ATOM 14382 N GLN B 901 179.281 164.882 213.227 1.00 33.16 N -ATOM 14383 CA GLN B 901 178.494 164.781 212.002 1.00 33.16 C -ATOM 14384 C GLN B 901 178.108 163.332 211.706 1.00 33.16 C -ATOM 14385 O GLN B 901 176.954 163.052 211.360 1.00 33.16 O -ATOM 14386 CB GLN B 901 179.267 165.407 210.841 1.00 33.16 C -ATOM 14387 CG GLN B 901 178.660 165.191 209.473 1.00 33.16 C -ATOM 14388 CD GLN B 901 179.517 165.776 208.372 1.00 33.16 C -ATOM 14389 OE1 GLN B 901 180.296 166.700 208.603 1.00 33.16 O -ATOM 14390 NE2 GLN B 901 179.369 165.251 207.164 1.00 33.16 N -ATOM 14391 N MET B 902 179.046 162.392 211.887 1.00 33.46 N -ATOM 14392 CA MET B 902 178.731 160.970 211.746 1.00 33.46 C -ATOM 14393 C MET B 902 177.743 160.489 212.803 1.00 33.46 C -ATOM 14394 O MET B 902 176.908 159.617 212.522 1.00 33.46 O -ATOM 14395 CB MET B 902 180.009 160.137 211.820 1.00 33.46 C -ATOM 14396 CG MET B 902 180.570 159.710 210.483 1.00 33.46 C -ATOM 14397 SD MET B 902 179.440 158.593 209.637 1.00 33.46 S -ATOM 14398 CE MET B 902 180.166 158.566 208.010 1.00 33.46 C -ATOM 14399 N ALA B 903 177.822 161.041 214.018 1.00 42.99 N -ATOM 14400 CA ALA B 903 176.855 160.693 215.056 1.00 42.99 C -ATOM 14401 C ALA B 903 175.463 161.176 214.689 1.00 42.99 C -ATOM 14402 O ALA B 903 174.471 160.487 214.952 1.00 42.99 O -ATOM 14403 CB ALA B 903 177.291 161.273 216.400 1.00 42.99 C -ATOM 14404 N TYR B 904 175.370 162.341 214.049 1.00 43.24 N -ATOM 14405 CA TYR B 904 174.062 162.819 213.618 1.00 43.24 C -ATOM 14406 C TYR B 904 173.543 162.036 212.413 1.00 43.24 C -ATOM 14407 O TYR B 904 172.328 161.856 212.283 1.00 43.24 O -ATOM 14408 CB TYR B 904 174.119 164.322 213.339 1.00 43.24 C -ATOM 14409 CG TYR B 904 174.412 165.153 214.580 1.00 43.24 C -ATOM 14410 CD1 TYR B 904 174.085 164.683 215.851 1.00 43.24 C -ATOM 14411 CD2 TYR B 904 175.027 166.396 214.482 1.00 43.24 C -ATOM 14412 CE1 TYR B 904 174.356 165.428 216.984 1.00 43.24 C -ATOM 14413 CE2 TYR B 904 175.301 167.151 215.615 1.00 43.24 C -ATOM 14414 CZ TYR B 904 174.963 166.659 216.860 1.00 43.24 C -ATOM 14415 OH TYR B 904 175.231 167.394 217.989 1.00 43.24 O -ATOM 14416 N ARG B 905 174.434 161.524 211.551 1.00 29.97 N -ATOM 14417 CA ARG B 905 173.989 160.604 210.495 1.00 29.97 C -ATOM 14418 C ARG B 905 173.443 159.295 211.067 1.00 29.97 C -ATOM 14419 O ARG B 905 172.397 158.803 210.612 1.00 29.97 O -ATOM 14420 CB ARG B 905 175.121 160.294 209.511 1.00 29.97 C -ATOM 14421 CG ARG B 905 175.786 161.483 208.840 1.00 29.97 C -ATOM 14422 CD ARG B 905 174.853 162.247 207.918 1.00 29.97 C -ATOM 14423 NE ARG B 905 175.513 163.416 207.345 1.00 29.97 N -ATOM 14424 CZ ARG B 905 175.501 163.730 206.057 1.00 29.97 C -ATOM 14425 NH1 ARG B 905 174.880 162.974 205.167 1.00 29.97 N1+ -ATOM 14426 NH2 ARG B 905 176.135 164.826 205.650 1.00 29.97 N -ATOM 14427 N PHE B 906 174.142 158.709 212.051 1.00 26.50 N -ATOM 14428 CA PHE B 906 173.628 157.504 212.711 1.00 26.50 C -ATOM 14429 C PHE B 906 172.321 157.763 213.446 1.00 26.50 C -ATOM 14430 O PHE B 906 171.425 156.911 213.438 1.00 26.50 O -ATOM 14431 CB PHE B 906 174.652 156.888 213.667 1.00 26.50 C -ATOM 14432 CG PHE B 906 175.838 156.262 212.990 1.00 26.50 C -ATOM 14433 CD1 PHE B 906 175.826 155.984 211.634 1.00 26.50 C -ATOM 14434 CD2 PHE B 906 176.945 155.902 213.727 1.00 26.50 C -ATOM 14435 CE1 PHE B 906 176.914 155.386 211.027 1.00 26.50 C -ATOM 14436 CE2 PHE B 906 178.038 155.306 213.129 1.00 26.50 C -ATOM 14437 CZ PHE B 906 178.018 155.052 211.774 1.00 26.50 C -ATOM 14438 N ASN B 907 172.187 158.926 214.085 1.00 29.53 N -ATOM 14439 CA ASN B 907 170.907 159.273 214.693 1.00 29.53 C -ATOM 14440 C ASN B 907 169.829 159.499 213.640 1.00 29.53 C -ATOM 14441 O ASN B 907 168.639 159.331 213.927 1.00 29.53 O -ATOM 14442 CB ASN B 907 171.055 160.508 215.577 1.00 29.53 C -ATOM 14443 CG ASN B 907 170.149 160.462 216.785 1.00 29.53 C -ATOM 14444 OD1 ASN B 907 169.173 159.712 216.811 1.00 29.53 O -ATOM 14445 ND2 ASN B 907 170.463 161.263 217.795 1.00 29.53 N -ATOM 14446 N GLY B 908 170.224 159.893 212.428 1.00 51.34 N -ATOM 14447 CA GLY B 908 169.276 159.951 211.329 1.00 51.34 C -ATOM 14448 C GLY B 908 168.790 158.584 210.885 1.00 51.34 C -ATOM 14449 O GLY B 908 167.611 158.413 210.565 1.00 51.34 O -ATOM 14450 N ILE B 909 169.682 157.589 210.861 1.00 74.85 N -ATOM 14451 CA ILE B 909 169.287 156.267 210.370 1.00 74.85 C -ATOM 14452 C ILE B 909 168.763 155.385 211.500 1.00 74.85 C -ATOM 14453 O ILE B 909 168.584 154.175 211.319 1.00 74.85 O -ATOM 14454 CB ILE B 909 170.437 155.555 209.631 1.00 74.85 C -ATOM 14455 CG1 ILE B 909 171.611 155.298 210.569 1.00 74.85 C -ATOM 14456 CG2 ILE B 909 170.883 156.365 208.432 1.00 74.85 C -ATOM 14457 CD1 ILE B 909 172.611 154.308 210.037 1.00 74.85 C -ATOM 14458 N GLY B 910 168.513 155.972 212.667 1.00 45.49 N -ATOM 14459 CA GLY B 910 167.859 155.257 213.746 1.00 45.49 C -ATOM 14460 C GLY B 910 168.762 154.493 214.687 1.00 45.49 C -ATOM 14461 O GLY B 910 168.285 153.579 215.368 1.00 45.49 O -ATOM 14462 N VAL B 911 170.049 154.823 214.741 1.00 35.84 N -ATOM 14463 CA VAL B 911 171.005 154.167 215.625 1.00 35.84 C -ATOM 14464 C VAL B 911 171.548 155.214 216.592 1.00 35.84 C -ATOM 14465 O VAL B 911 171.862 156.338 216.187 1.00 35.84 O -ATOM 14466 CB VAL B 911 172.131 153.495 214.809 1.00 35.84 C -ATOM 14467 CG1 VAL B 911 173.196 152.891 215.707 1.00 35.84 C -ATOM 14468 CG2 VAL B 911 171.552 152.432 213.890 1.00 35.84 C -ATOM 14469 N THR B 912 171.636 154.857 217.871 1.00 35.54 N -ATOM 14470 CA THR B 912 172.058 155.815 218.882 1.00 35.54 C -ATOM 14471 C THR B 912 173.547 156.144 218.749 1.00 35.54 C -ATOM 14472 O THR B 912 174.324 155.415 218.126 1.00 35.54 O -ATOM 14473 CB THR B 912 171.754 155.282 220.280 1.00 35.54 C -ATOM 14474 OG1 THR B 912 172.393 154.013 220.459 1.00 35.54 O -ATOM 14475 CG2 THR B 912 170.257 155.115 220.462 1.00 35.54 C -ATOM 14476 N GLN B 913 173.933 157.271 219.353 1.00 38.89 N -ATOM 14477 CA GLN B 913 175.247 157.870 219.135 1.00 38.89 C -ATOM 14478 C GLN B 913 176.377 157.092 219.801 1.00 38.89 C -ATOM 14479 O GLN B 913 177.525 157.174 219.342 1.00 38.89 O -ATOM 14480 CB GLN B 913 175.234 159.311 219.647 1.00 38.89 C -ATOM 14481 CG GLN B 913 174.145 160.167 219.016 1.00 38.89 C -ATOM 14482 CD GLN B 913 174.038 161.547 219.635 1.00 38.89 C -ATOM 14483 OE1 GLN B 913 174.754 161.876 220.579 1.00 38.89 O -ATOM 14484 NE2 GLN B 913 173.129 162.361 219.109 1.00 38.89 N -ATOM 14485 N ASN B 914 176.081 156.342 220.867 1.00 43.26 N -ATOM 14486 CA ASN B 914 177.107 155.582 221.574 1.00 43.26 C -ATOM 14487 C ASN B 914 177.664 154.439 220.739 1.00 43.26 C -ATOM 14488 O ASN B 914 178.771 153.968 221.024 1.00 43.26 O -ATOM 14489 CB ASN B 914 176.542 155.020 222.873 1.00 43.26 C -ATOM 14490 CG ASN B 914 175.211 154.334 222.672 1.00 43.26 C -ATOM 14491 OD1 ASN B 914 174.670 154.319 221.567 1.00 43.26 O -ATOM 14492 ND2 ASN B 914 174.679 153.751 223.736 1.00 43.26 N -ATOM 14493 N VAL B 915 176.908 153.977 219.738 1.00 38.87 N -ATOM 14494 CA VAL B 915 177.415 152.988 218.794 1.00 38.87 C -ATOM 14495 C VAL B 915 178.606 153.551 218.028 1.00 38.87 C -ATOM 14496 O VAL B 915 179.647 152.894 217.905 1.00 38.87 O -ATOM 14497 CB VAL B 915 176.283 152.533 217.851 1.00 38.87 C -ATOM 14498 CG1 VAL B 915 176.836 151.889 216.587 1.00 38.87 C -ATOM 14499 CG2 VAL B 915 175.353 151.579 218.572 1.00 38.87 C -ATOM 14500 N LEU B 916 178.488 154.789 217.537 1.00 37.52 N -ATOM 14501 CA LEU B 916 179.634 155.458 216.923 1.00 37.52 C -ATOM 14502 C LEU B 916 180.723 155.748 217.940 1.00 37.52 C -ATOM 14503 O LEU B 916 181.893 155.413 217.724 1.00 37.52 O -ATOM 14504 CB LEU B 916 179.210 156.764 216.263 1.00 37.52 C -ATOM 14505 CG LEU B 916 180.411 157.536 215.707 1.00 37.52 C -ATOM 14506 CD1 LEU B 916 180.995 156.903 214.467 1.00 37.52 C -ATOM 14507 CD2 LEU B 916 180.038 158.928 215.430 1.00 37.52 C -ATOM 14508 N TYR B 917 180.353 156.355 219.069 1.00 35.92 N -ATOM 14509 CA TYR B 917 181.355 156.848 220.013 1.00 35.92 C -ATOM 14510 C TYR B 917 182.060 155.733 220.777 1.00 35.92 C -ATOM 14511 O TYR B 917 183.016 156.017 221.500 1.00 35.92 O -ATOM 14512 CB TYR B 917 180.711 157.839 220.974 1.00 35.92 C -ATOM 14513 CG TYR B 917 180.421 159.163 220.311 1.00 35.92 C -ATOM 14514 CD1 TYR B 917 181.407 159.828 219.591 1.00 35.92 C -ATOM 14515 CD2 TYR B 917 179.159 159.733 220.375 1.00 35.92 C -ATOM 14516 CE1 TYR B 917 181.142 161.033 218.968 1.00 35.92 C -ATOM 14517 CE2 TYR B 917 178.884 160.935 219.759 1.00 35.92 C -ATOM 14518 CZ TYR B 917 179.879 161.579 219.056 1.00 35.92 C -ATOM 14519 OH TYR B 917 179.606 162.777 218.443 1.00 35.92 O -ATOM 14520 N GLU B 918 181.603 154.489 220.649 1.00 49.21 N -ATOM 14521 CA GLU B 918 182.322 153.342 221.176 1.00 49.21 C -ATOM 14522 C GLU B 918 182.918 152.455 220.086 1.00 49.21 C -ATOM 14523 O GLU B 918 183.546 151.442 220.412 1.00 49.21 O -ATOM 14524 CB GLU B 918 181.396 152.524 222.083 1.00 49.21 C -ATOM 14525 CG GLU B 918 181.061 153.222 223.402 1.00 49.21 C -ATOM 14526 CD GLU B 918 179.676 152.879 223.922 1.00 49.21 C -ATOM 14527 OE1 GLU B 918 179.187 151.770 223.625 1.00 49.21 O -ATOM 14528 OE2 GLU B 918 179.077 153.717 224.630 1.00 49.21 O1- -ATOM 14529 N ASN B 919 182.739 152.800 218.801 1.00 43.45 N -ATOM 14530 CA ASN B 919 183.297 152.020 217.697 1.00 43.45 C -ATOM 14531 C ASN B 919 183.871 152.918 216.605 1.00 43.45 C -ATOM 14532 O ASN B 919 183.836 152.558 215.420 1.00 43.45 O -ATOM 14533 CB ASN B 919 182.253 151.090 217.073 1.00 43.45 C -ATOM 14534 CG ASN B 919 181.649 150.129 218.072 1.00 43.45 C -ATOM 14535 OD1 ASN B 919 182.105 148.996 218.214 1.00 43.45 O -ATOM 14536 ND2 ASN B 919 180.609 150.574 218.766 1.00 43.45 N -ATOM 14537 N GLN B 920 184.400 154.086 216.989 1.00 44.46 N -ATOM 14538 CA GLN B 920 184.840 155.081 216.014 1.00 44.46 C -ATOM 14539 C GLN B 920 186.058 154.608 215.230 1.00 44.46 C -ATOM 14540 O GLN B 920 186.143 154.828 214.015 1.00 44.46 O -ATOM 14541 CB GLN B 920 185.140 156.402 216.721 1.00 44.46 C -ATOM 14542 CG GLN B 920 185.291 157.584 215.784 1.00 44.46 C -ATOM 14543 CD GLN B 920 185.663 158.861 216.510 1.00 44.46 C -ATOM 14544 OE1 GLN B 920 185.313 159.053 217.674 1.00 44.46 O -ATOM 14545 NE2 GLN B 920 186.377 159.743 215.823 1.00 44.46 N -ATOM 14546 N LYS B 921 186.999 153.942 215.906 1.00 47.73 N -ATOM 14547 CA LYS B 921 188.191 153.424 215.240 1.00 47.73 C -ATOM 14548 C LYS B 921 187.843 152.319 214.248 1.00 47.73 C -ATOM 14549 O LYS B 921 188.385 152.283 213.135 1.00 47.73 O -ATOM 14550 CB LYS B 921 189.182 152.917 216.287 1.00 47.73 C -ATOM 14551 CG LYS B 921 190.601 152.736 215.787 1.00 47.73 C -ATOM 14552 CD LYS B 921 191.542 152.436 216.943 1.00 47.73 C -ATOM 14553 CE LYS B 921 192.991 152.411 216.492 1.00 47.73 C -ATOM 14554 NZ LYS B 921 193.921 152.245 217.643 1.00 47.73 N1+ -ATOM 14555 N LEU B 922 186.926 151.423 214.629 1.00 47.96 N -ATOM 14556 CA LEU B 922 186.493 150.352 213.736 1.00 47.96 C -ATOM 14557 C LEU B 922 185.745 150.902 212.527 1.00 47.96 C -ATOM 14558 O LEU B 922 185.946 150.430 211.399 1.00 47.96 O -ATOM 14559 CB LEU B 922 185.626 149.355 214.504 1.00 47.96 C -ATOM 14560 CG LEU B 922 184.906 148.272 213.700 1.00 47.96 C -ATOM 14561 CD1 LEU B 922 185.913 147.340 213.053 1.00 47.96 C -ATOM 14562 CD2 LEU B 922 183.955 147.494 214.591 1.00 47.96 C -ATOM 14563 N ILE B 923 184.898 151.914 212.741 1.00 41.37 N -ATOM 14564 CA ILE B 923 184.158 152.526 211.640 1.00 41.37 C -ATOM 14565 C ILE B 923 185.107 153.252 210.687 1.00 41.37 C -ATOM 14566 O ILE B 923 184.964 153.158 209.459 1.00 41.37 O -ATOM 14567 CB ILE B 923 183.061 153.447 212.211 1.00 41.37 C -ATOM 14568 CG1 ILE B 923 181.891 152.594 212.704 1.00 41.37 C -ATOM 14569 CG2 ILE B 923 182.579 154.474 211.194 1.00 41.37 C -ATOM 14570 CD1 ILE B 923 181.018 153.261 213.727 1.00 41.37 C -ATOM 14571 N ALA B 924 186.124 153.930 211.234 1.00 42.07 N -ATOM 14572 CA ALA B 924 187.117 154.601 210.399 1.00 42.07 C -ATOM 14573 C ALA B 924 187.943 153.606 209.589 1.00 42.07 C -ATOM 14574 O ALA B 924 188.220 153.844 208.407 1.00 42.07 O -ATOM 14575 CB ALA B 924 188.025 155.473 211.264 1.00 42.07 C -ATOM 14576 N ASN B 925 188.336 152.482 210.203 1.00 44.76 N -ATOM 14577 CA ASN B 925 189.102 151.466 209.481 1.00 44.76 C -ATOM 14578 C ASN B 925 188.276 150.813 208.376 1.00 44.76 C -ATOM 14579 O ASN B 925 188.789 150.564 207.274 1.00 44.76 O -ATOM 14580 CB ASN B 925 189.621 150.409 210.454 1.00 44.76 C -ATOM 14581 CG ASN B 925 190.668 150.956 211.400 1.00 44.76 C -ATOM 14582 OD1 ASN B 925 191.017 152.134 211.341 1.00 44.76 O -ATOM 14583 ND2 ASN B 925 191.176 150.102 212.281 1.00 44.76 N -ATOM 14584 N GLN B 926 186.993 150.543 208.651 1.00 44.07 N -ATOM 14585 CA GLN B 926 186.103 149.987 207.635 1.00 44.07 C -ATOM 14586 C GLN B 926 185.901 150.956 206.477 1.00 44.07 C -ATOM 14587 O GLN B 926 185.899 150.541 205.309 1.00 44.07 O -ATOM 14588 CB GLN B 926 184.760 149.623 208.263 1.00 44.07 C -ATOM 14589 CG GLN B 926 184.794 148.349 209.078 1.00 44.07 C -ATOM 14590 CD GLN B 926 183.461 148.031 209.712 1.00 44.07 C -ATOM 14591 OE1 GLN B 926 182.443 148.637 209.383 1.00 44.07 O -ATOM 14592 NE2 GLN B 926 183.458 147.075 210.632 1.00 44.07 N -ATOM 14593 N PHE B 927 185.753 152.251 206.780 1.00 44.41 N -ATOM 14594 CA PHE B 927 185.604 153.254 205.729 1.00 44.41 C -ATOM 14595 C PHE B 927 186.868 153.377 204.887 1.00 44.41 C -ATOM 14596 O PHE B 927 186.785 153.515 203.661 1.00 44.41 O -ATOM 14597 CB PHE B 927 185.246 154.608 206.335 1.00 44.41 C -ATOM 14598 CG PHE B 927 185.172 155.721 205.328 1.00 44.41 C -ATOM 14599 CD1 PHE B 927 184.124 155.785 204.426 1.00 44.41 C -ATOM 14600 CD2 PHE B 927 186.157 156.697 205.274 1.00 44.41 C -ATOM 14601 CE1 PHE B 927 184.052 156.807 203.498 1.00 44.41 C -ATOM 14602 CE2 PHE B 927 186.090 157.722 204.350 1.00 44.41 C -ATOM 14603 CZ PHE B 927 185.036 157.776 203.461 1.00 44.41 C -ATOM 14604 N ASN B 928 188.042 153.333 205.529 1.00 42.55 N -ATOM 14605 CA ASN B 928 189.301 153.419 204.793 1.00 42.55 C -ATOM 14606 C ASN B 928 189.497 152.217 203.877 1.00 42.55 C -ATOM 14607 O ASN B 928 189.946 152.372 202.733 1.00 42.55 O -ATOM 14608 CB ASN B 928 190.470 153.546 205.768 1.00 42.55 C -ATOM 14609 CG ASN B 928 190.457 154.857 206.524 1.00 42.55 C -ATOM 14610 OD1 ASN B 928 189.570 155.688 206.335 1.00 42.55 O -ATOM 14611 ND2 ASN B 928 191.437 155.043 207.399 1.00 42.55 N -ATOM 14612 N SER B 929 189.141 151.017 204.350 1.00 43.26 N -ATOM 14613 CA SER B 929 189.220 149.831 203.499 1.00 43.26 C -ATOM 14614 C SER B 929 188.228 149.903 202.340 1.00 43.26 C -ATOM 14615 O SER B 929 188.545 149.487 201.215 1.00 43.26 O -ATOM 14616 CB SER B 929 188.982 148.573 204.331 1.00 43.26 C -ATOM 14617 OG SER B 929 189.992 148.415 205.311 1.00 43.26 O -ATOM 14618 N ALA B 930 187.029 150.439 202.593 1.00 42.85 N -ATOM 14619 CA ALA B 930 186.027 150.550 201.537 1.00 42.85 C -ATOM 14620 C ALA B 930 186.420 151.572 200.475 1.00 42.85 C -ATOM 14621 O ALA B 930 186.114 151.375 199.293 1.00 42.85 O -ATOM 14622 CB ALA B 930 184.671 150.902 202.142 1.00 42.85 C -ATOM 14623 N ILE B 931 187.086 152.663 200.865 1.00 40.11 N -ATOM 14624 CA ILE B 931 187.627 153.586 199.866 1.00 40.11 C -ATOM 14625 C ILE B 931 188.789 152.944 199.113 1.00 40.11 C -ATOM 14626 O ILE B 931 188.895 153.076 197.886 1.00 40.11 O -ATOM 14627 CB ILE B 931 188.030 154.927 200.512 1.00 40.11 C -ATOM 14628 CG1 ILE B 931 186.823 155.581 201.178 1.00 40.11 C -ATOM 14629 CG2 ILE B 931 188.604 155.889 199.482 1.00 40.11 C -ATOM 14630 CD1 ILE B 931 185.699 155.905 200.213 1.00 40.11 C -ATOM 14631 N GLY B 932 189.657 152.214 199.820 1.00 47.44 N -ATOM 14632 CA GLY B 932 190.811 151.598 199.184 1.00 47.44 C -ATOM 14633 C GLY B 932 190.484 150.471 198.223 1.00 47.44 C -ATOM 14634 O GLY B 932 191.301 150.165 197.348 1.00 47.44 O -ATOM 14635 N LYS B 933 189.318 149.836 198.371 1.00 50.45 N -ATOM 14636 CA LYS B 933 188.917 148.825 197.392 1.00 50.45 C -ATOM 14637 C LYS B 933 188.505 149.444 196.058 1.00 50.45 C -ATOM 14638 O LYS B 933 188.598 148.783 195.013 1.00 50.45 O -ATOM 14639 CB LYS B 933 187.777 147.973 197.947 1.00 50.45 C -ATOM 14640 CG LYS B 933 188.214 146.966 198.995 1.00 50.45 C -ATOM 14641 CD LYS B 933 187.018 146.271 199.620 1.00 50.45 C -ATOM 14642 CE LYS B 933 187.383 145.641 200.953 1.00 50.45 C -ATOM 14643 NZ LYS B 933 186.184 145.116 201.663 1.00 50.45 N1+ -ATOM 14644 N ILE B 934 188.056 150.703 196.076 1.00 49.06 N -ATOM 14645 CA ILE B 934 187.516 151.349 194.880 1.00 49.06 C -ATOM 14646 C ILE B 934 188.618 151.610 193.856 1.00 49.06 C -ATOM 14647 O ILE B 934 188.410 151.437 192.647 1.00 49.06 O -ATOM 14648 CB ILE B 934 186.767 152.636 195.285 1.00 49.06 C -ATOM 14649 CG1 ILE B 934 185.425 152.276 195.921 1.00 49.06 C -ATOM 14650 CG2 ILE B 934 186.540 153.581 194.107 1.00 49.06 C -ATOM 14651 CD1 ILE B 934 184.631 153.470 196.368 1.00 49.06 C -ATOM 14652 N GLN B 935 189.809 152.004 194.323 1.00 57.79 N -ATOM 14653 CA GLN B 935 190.937 152.230 193.421 1.00 57.79 C -ATOM 14654 C GLN B 935 191.367 150.945 192.726 1.00 57.79 C -ATOM 14655 O GLN B 935 191.660 150.953 191.525 1.00 57.79 O -ATOM 14656 CB GLN B 935 192.115 152.825 194.187 1.00 57.79 C -ATOM 14657 CG GLN B 935 191.755 153.983 195.080 1.00 57.79 C -ATOM 14658 CD GLN B 935 192.978 154.638 195.672 1.00 57.79 C -ATOM 14659 OE1 GLN B 935 194.013 153.999 195.858 1.00 57.79 O -ATOM 14660 NE2 GLN B 935 192.873 155.925 195.957 1.00 57.79 N -ATOM 14661 N ASP B 936 191.399 149.832 193.465 1.00 61.71 N -ATOM 14662 CA ASP B 936 191.730 148.541 192.870 1.00 61.71 C -ATOM 14663 C ASP B 936 190.670 148.102 191.868 1.00 61.71 C -ATOM 14664 O ASP B 936 191.005 147.582 190.795 1.00 61.71 O -ATOM 14665 CB ASP B 936 191.899 147.490 193.965 1.00 61.71 C -ATOM 14666 CG ASP B 936 193.030 147.819 194.918 1.00 61.71 C -ATOM 14667 OD1 ASP B 936 193.997 148.481 194.487 1.00 61.71 O -ATOM 14668 OD2 ASP B 936 192.951 147.416 196.097 1.00 61.71 O1- -ATOM 14669 N SER B 937 189.390 148.320 192.196 1.00 56.56 N -ATOM 14670 CA SER B 937 188.308 147.959 191.280 1.00 56.56 C -ATOM 14671 C SER B 937 188.353 148.785 189.998 1.00 56.56 C -ATOM 14672 O SER B 937 188.155 148.250 188.901 1.00 56.56 O -ATOM 14673 CB SER B 937 186.957 148.127 191.975 1.00 56.56 C -ATOM 14674 OG SER B 937 185.893 148.061 191.041 1.00 56.56 O -ATOM 14675 N LEU B 938 188.636 150.085 190.114 1.00 59.18 N -ATOM 14676 CA LEU B 938 188.698 150.937 188.932 1.00 59.18 C -ATOM 14677 C LEU B 938 189.957 150.682 188.112 1.00 59.18 C -ATOM 14678 O LEU B 938 189.927 150.812 186.883 1.00 59.18 O -ATOM 14679 CB LEU B 938 188.618 152.410 189.334 1.00 59.18 C -ATOM 14680 CG LEU B 938 187.230 152.943 189.694 1.00 59.18 C -ATOM 14681 CD1 LEU B 938 187.304 154.407 190.095 1.00 59.18 C -ATOM 14682 CD2 LEU B 938 186.262 152.751 188.538 1.00 59.18 C -ATOM 14683 N SER B 939 191.067 150.324 188.763 1.00 65.73 N -ATOM 14684 CA SER B 939 192.290 150.037 188.023 1.00 65.73 C -ATOM 14685 C SER B 939 192.224 148.687 187.322 1.00 65.73 C -ATOM 14686 O SER B 939 192.790 148.529 186.235 1.00 65.73 O -ATOM 14687 CB SER B 939 193.496 150.092 188.960 1.00 65.73 C -ATOM 14688 OG SER B 939 193.611 151.367 189.567 1.00 65.73 O -ATOM 14689 N SER B 940 191.545 147.704 187.919 1.00 73.08 N -ATOM 14690 CA SER B 940 191.433 146.397 187.280 1.00 73.08 C -ATOM 14691 C SER B 940 190.317 146.380 186.240 1.00 73.08 C -ATOM 14692 O SER B 940 190.563 146.143 185.053 1.00 73.08 O -ATOM 14693 CB SER B 940 191.203 145.315 188.337 1.00 73.08 C -ATOM 14694 OG SER B 940 189.900 145.407 188.885 1.00 73.08 O -ATOM 14695 N THR B 941 189.082 146.632 186.669 1.00 72.53 N -ATOM 14696 CA THR B 941 187.920 146.555 185.790 1.00 72.53 C -ATOM 14697 C THR B 941 187.650 147.935 185.201 1.00 72.53 C -ATOM 14698 O THR B 941 187.294 148.869 185.926 1.00 72.53 O -ATOM 14699 CB THR B 941 186.704 146.037 186.553 1.00 72.53 C -ATOM 14700 OG1 THR B 941 187.093 144.935 187.383 1.00 72.53 O -ATOM 14701 CG2 THR B 941 185.627 145.576 185.585 1.00 72.53 C -ATOM 14702 N ALA B 942 187.820 148.061 183.886 1.00 79.59 N -ATOM 14703 CA ALA B 942 187.570 149.307 183.175 1.00 79.59 C -ATOM 14704 C ALA B 942 186.198 149.341 182.515 1.00 79.59 C -ATOM 14705 O ALA B 942 185.894 150.294 181.791 1.00 79.59 O -ATOM 14706 CB ALA B 942 188.660 149.544 182.128 1.00 79.59 C -ATOM 14707 N SER B 943 185.366 148.329 182.746 1.00 76.57 N -ATOM 14708 CA SER B 943 184.054 148.234 182.121 1.00 76.57 C -ATOM 14709 C SER B 943 182.955 148.891 182.946 1.00 76.57 C -ATOM 14710 O SER B 943 181.778 148.773 182.590 1.00 76.57 O -ATOM 14711 CB SER B 943 183.700 146.768 181.859 1.00 76.57 C -ATOM 14712 OG SER B 943 183.457 146.076 183.071 1.00 76.57 O -ATOM 14713 N ALA B 944 183.307 149.566 184.043 1.00 64.64 N -ATOM 14714 CA ALA B 944 182.299 150.251 184.844 1.00 64.64 C -ATOM 14715 C ALA B 944 181.798 151.517 184.159 1.00 64.64 C -ATOM 14716 O ALA B 944 180.653 151.926 184.379 1.00 64.64 O -ATOM 14717 CB ALA B 944 182.861 150.582 186.226 1.00 64.64 C -ATOM 14718 N LEU B 945 182.624 152.129 183.307 1.00 48.59 N -ATOM 14719 CA LEU B 945 182.299 153.387 182.645 1.00 48.59 C -ATOM 14720 C LEU B 945 181.673 153.180 181.272 1.00 48.59 C -ATOM 14721 O LEU B 945 181.890 153.994 180.357 1.00 48.59 O -ATOM 14722 CB LEU B 945 183.552 154.258 182.548 1.00 48.59 C -ATOM 14723 CG LEU B 945 184.131 154.650 183.909 1.00 48.59 C -ATOM 14724 CD1 LEU B 945 185.343 155.541 183.760 1.00 48.59 C -ATOM 14725 CD2 LEU B 945 183.075 155.351 184.739 1.00 48.59 C -ATOM 14726 N GLY B 946 180.905 152.098 181.111 1.00 52.43 N -ATOM 14727 CA GLY B 946 180.268 151.808 179.839 1.00 52.43 C -ATOM 14728 C GLY B 946 179.225 152.826 179.429 1.00 52.43 C -ATOM 14729 O GLY B 946 179.006 153.033 178.235 1.00 52.43 O -ATOM 14730 N LYS B 947 178.591 153.489 180.402 1.00 47.58 N -ATOM 14731 CA LYS B 947 177.625 154.542 180.090 1.00 47.58 C -ATOM 14732 C LYS B 947 178.301 155.730 179.413 1.00 47.58 C -ATOM 14733 O LYS B 947 177.839 156.217 178.374 1.00 47.58 O -ATOM 14734 CB LYS B 947 176.915 154.991 181.367 1.00 47.58 C -ATOM 14735 CG LYS B 947 176.071 153.920 182.032 1.00 47.58 C -ATOM 14736 CD LYS B 947 175.325 154.489 183.227 1.00 47.58 C -ATOM 14737 CE LYS B 947 174.444 153.444 183.885 1.00 47.58 C -ATOM 14738 NZ LYS B 947 173.705 154.008 185.048 1.00 47.58 N1+ -ATOM 14739 N LEU B 948 179.425 156.184 179.972 1.00 39.30 N -ATOM 14740 CA LEU B 948 180.150 157.310 179.391 1.00 39.30 C -ATOM 14741 C LEU B 948 180.813 156.916 178.076 1.00 39.30 C -ATOM 14742 O LEU B 948 180.892 157.729 177.139 1.00 39.30 O -ATOM 14743 CB LEU B 948 181.187 157.817 180.389 1.00 39.30 C -ATOM 14744 CG LEU B 948 180.645 158.040 181.803 1.00 39.30 C -ATOM 14745 CD1 LEU B 948 181.766 158.393 182.761 1.00 39.30 C -ATOM 14746 CD2 LEU B 948 179.564 159.100 181.820 1.00 39.30 C -ATOM 14747 N GLN B 949 181.282 155.666 177.986 1.00 44.96 N -ATOM 14748 CA GLN B 949 181.845 155.171 176.734 1.00 44.96 C -ATOM 14749 C GLN B 949 180.786 155.105 175.638 1.00 44.96 C -ATOM 14750 O GLN B 949 181.070 155.425 174.479 1.00 44.96 O -ATOM 14751 CB GLN B 949 182.486 153.802 176.952 1.00 44.96 C -ATOM 14752 CG GLN B 949 183.462 153.404 175.861 1.00 44.96 C -ATOM 14753 CD GLN B 949 184.609 154.385 175.727 1.00 44.96 C -ATOM 14754 OE1 GLN B 949 185.394 154.571 176.656 1.00 44.96 O -ATOM 14755 NE2 GLN B 949 184.710 155.022 174.566 1.00 44.96 N -ATOM 14756 N ASP B 950 179.554 154.724 175.991 1.00 45.78 N -ATOM 14757 CA ASP B 950 178.456 154.752 175.030 1.00 45.78 C -ATOM 14758 C ASP B 950 178.090 156.178 174.642 1.00 45.78 C -ATOM 14759 O ASP B 950 177.710 156.428 173.493 1.00 45.78 O -ATOM 14760 CB ASP B 950 177.238 154.030 175.604 1.00 45.78 C -ATOM 14761 CG ASP B 950 177.396 152.526 175.595 1.00 45.78 C -ATOM 14762 OD1 ASP B 950 178.316 152.029 174.914 1.00 45.78 O -ATOM 14763 OD2 ASP B 950 176.602 151.842 176.273 1.00 45.78 O1- -ATOM 14764 N VAL B 951 178.193 157.118 175.591 1.00 38.77 N -ATOM 14765 CA VAL B 951 177.929 158.531 175.307 1.00 38.77 C -ATOM 14766 C VAL B 951 178.906 159.064 174.261 1.00 38.77 C -ATOM 14767 O VAL B 951 178.511 159.774 173.325 1.00 38.77 O -ATOM 14768 CB VAL B 951 177.973 159.347 176.617 1.00 38.77 C -ATOM 14769 CG1 VAL B 951 178.195 160.833 176.359 1.00 38.77 C -ATOM 14770 CG2 VAL B 951 176.684 159.155 177.397 1.00 38.77 C -ATOM 14771 N VAL B 952 180.184 158.698 174.377 1.00 39.56 N -ATOM 14772 CA VAL B 952 181.157 159.084 173.350 1.00 39.56 C -ATOM 14773 C VAL B 952 180.896 158.341 172.036 1.00 39.56 C -ATOM 14774 O VAL B 952 180.909 158.942 170.946 1.00 39.56 O -ATOM 14775 CB VAL B 952 182.591 158.847 173.858 1.00 39.56 C -ATOM 14776 CG1 VAL B 952 183.606 159.301 172.824 1.00 39.56 C -ATOM 14777 CG2 VAL B 952 182.816 159.579 175.168 1.00 39.56 C -ATOM 14778 N ASN B 953 180.633 157.030 172.120 1.00 43.21 N -ATOM 14779 CA ASN B 953 180.591 156.178 170.936 1.00 43.21 C -ATOM 14780 C ASN B 953 179.371 156.442 170.064 1.00 43.21 C -ATOM 14781 O ASN B 953 179.461 156.304 168.841 1.00 43.21 O -ATOM 14782 CB ASN B 953 180.626 154.708 171.350 1.00 43.21 C -ATOM 14783 CG ASN B 953 182.018 154.241 171.717 1.00 43.21 C -ATOM 14784 OD1 ASN B 953 182.984 154.998 171.623 1.00 43.21 O -ATOM 14785 ND2 ASN B 953 182.128 152.989 172.143 1.00 43.21 N -ATOM 14786 N HIS B 954 178.231 156.809 170.663 1.00 43.13 N -ATOM 14787 CA HIS B 954 177.038 157.108 169.874 1.00 43.13 C -ATOM 14788 C HIS B 954 177.242 158.342 169.004 1.00 43.13 C -ATOM 14789 O HIS B 954 176.883 158.339 167.820 1.00 43.13 O -ATOM 14790 CB HIS B 954 175.831 157.304 170.791 1.00 43.13 C -ATOM 14791 CG HIS B 954 175.382 156.053 171.480 1.00 43.13 C -ATOM 14792 ND1 HIS B 954 175.715 154.794 171.030 1.00 43.13 N -ATOM 14793 CD2 HIS B 954 174.627 155.870 172.588 1.00 43.13 C -ATOM 14794 CE1 HIS B 954 175.184 153.888 171.831 1.00 43.13 C -ATOM 14795 NE2 HIS B 954 174.519 154.515 172.785 1.00 43.13 N -ATOM 14796 N ASN B 955 177.844 159.393 169.567 1.00 42.50 N -ATOM 14797 CA ASN B 955 178.120 160.601 168.797 1.00 42.50 C -ATOM 14798 C ASN B 955 179.176 160.350 167.727 1.00 42.50 C -ATOM 14799 O ASN B 955 179.052 160.854 166.601 1.00 42.50 O -ATOM 14800 CB ASN B 955 178.559 161.730 169.729 1.00 42.50 C -ATOM 14801 CG ASN B 955 177.504 162.078 170.759 1.00 42.50 C -ATOM 14802 OD1 ASN B 955 177.821 162.444 171.890 1.00 42.50 O -ATOM 14803 ND2 ASN B 955 176.239 161.968 170.370 1.00 42.50 N -ATOM 14804 N ALA B 956 180.208 159.558 168.055 1.00 36.66 N -ATOM 14805 CA ALA B 956 181.233 159.231 167.064 1.00 36.66 C -ATOM 14806 C ALA B 956 180.661 158.414 165.908 1.00 36.66 C -ATOM 14807 O ALA B 956 180.956 158.690 164.737 1.00 36.66 O -ATOM 14808 CB ALA B 956 182.386 158.480 167.729 1.00 36.66 C -ATOM 14809 N GLN B 957 179.812 157.428 166.218 1.00 40.20 N -ATOM 14810 CA GLN B 957 179.195 156.598 165.188 1.00 40.20 C -ATOM 14811 C GLN B 957 178.215 157.396 164.336 1.00 40.20 C -ATOM 14812 O GLN B 957 178.147 157.199 163.117 1.00 40.20 O -ATOM 14813 CB GLN B 957 178.499 155.405 165.842 1.00 40.20 C -ATOM 14814 CG GLN B 957 177.893 154.410 164.872 1.00 40.20 C -ATOM 14815 CD GLN B 957 177.337 153.187 165.573 1.00 40.20 C -ATOM 14816 OE1 GLN B 957 176.790 153.282 166.671 1.00 40.20 O -ATOM 14817 NE2 GLN B 957 177.477 152.028 164.941 1.00 40.20 N -ATOM 14818 N ALA B 958 177.457 158.310 164.957 1.00 44.27 N -ATOM 14819 CA ALA B 958 176.522 159.143 164.205 1.00 44.27 C -ATOM 14820 C ALA B 958 177.249 160.095 163.263 1.00 44.27 C -ATOM 14821 O ALA B 958 176.827 160.276 162.113 1.00 44.27 O -ATOM 14822 CB ALA B 958 175.625 159.922 165.165 1.00 44.27 C -ATOM 14823 N LEU B 959 178.353 160.696 163.720 1.00 33.32 N -ATOM 14824 CA LEU B 959 179.114 161.586 162.846 1.00 33.32 C -ATOM 14825 C LEU B 959 179.808 160.816 161.727 1.00 33.32 C -ATOM 14826 O LEU B 959 179.896 161.309 160.595 1.00 33.32 O -ATOM 14827 CB LEU B 959 180.124 162.392 163.659 1.00 33.32 C -ATOM 14828 CG LEU B 959 179.555 163.647 164.323 1.00 33.32 C -ATOM 14829 CD1 LEU B 959 180.615 164.355 165.150 1.00 33.32 C -ATOM 14830 CD2 LEU B 959 178.972 164.584 163.278 1.00 33.32 C -ATOM 14831 N ASN B 960 180.283 159.596 162.012 1.00 45.06 N -ATOM 14832 CA ASN B 960 180.882 158.775 160.961 1.00 45.06 C -ATOM 14833 C ASN B 960 179.849 158.345 159.925 1.00 45.06 C -ATOM 14834 O ASN B 960 180.146 158.319 158.724 1.00 45.06 O -ATOM 14835 CB ASN B 960 181.569 157.557 161.573 1.00 45.06 C -ATOM 14836 CG ASN B 960 182.858 157.913 162.283 1.00 45.06 C -ATOM 14837 OD1 ASN B 960 183.405 158.999 162.089 1.00 45.06 O -ATOM 14838 ND2 ASN B 960 183.352 156.999 163.108 1.00 45.06 N -ATOM 14839 N THR B 961 178.631 158.016 160.370 1.00 41.48 N -ATOM 14840 CA THR B 961 177.555 157.675 159.443 1.00 41.48 C -ATOM 14841 C THR B 961 177.161 158.872 158.583 1.00 41.48 C -ATOM 14842 O THR B 961 176.965 158.733 157.368 1.00 41.48 O -ATOM 14843 CB THR B 961 176.347 157.152 160.223 1.00 41.48 C -ATOM 14844 OG1 THR B 961 176.757 156.072 161.069 1.00 41.48 O -ATOM 14845 CG2 THR B 961 175.268 156.653 159.281 1.00 41.48 C -ATOM 14846 N LEU B 962 177.072 160.060 159.193 1.00 35.99 N -ATOM 14847 CA LEU B 962 176.736 161.270 158.447 1.00 35.99 C -ATOM 14848 C LEU B 962 177.828 161.654 157.454 1.00 35.99 C -ATOM 14849 O LEU B 962 177.527 162.215 156.394 1.00 35.99 O -ATOM 14850 CB LEU B 962 176.475 162.422 159.414 1.00 35.99 C -ATOM 14851 CG LEU B 962 175.721 163.626 158.852 1.00 35.99 C -ATOM 14852 CD1 LEU B 962 174.282 163.257 158.555 1.00 35.99 C -ATOM 14853 CD2 LEU B 962 175.787 164.786 159.824 1.00 35.99 C -ATOM 14854 N VAL B 963 179.092 161.373 157.778 1.00 39.57 N -ATOM 14855 CA VAL B 963 180.174 161.606 156.826 1.00 39.57 C -ATOM 14856 C VAL B 963 180.101 160.603 155.677 1.00 39.57 C -ATOM 14857 O VAL B 963 180.199 160.973 154.501 1.00 39.57 O -ATOM 14858 CB VAL B 963 181.534 161.559 157.550 1.00 39.57 C -ATOM 14859 CG1 VAL B 963 182.681 161.295 156.581 1.00 39.57 C -ATOM 14860 CG2 VAL B 963 181.765 162.858 158.290 1.00 39.57 C -ATOM 14861 N LYS B 964 179.884 159.324 155.996 1.00 50.21 N -ATOM 14862 CA LYS B 964 179.854 158.289 154.968 1.00 50.21 C -ATOM 14863 C LYS B 964 178.578 158.295 154.135 1.00 50.21 C -ATOM 14864 O LYS B 964 178.517 157.572 153.135 1.00 50.21 O -ATOM 14865 CB LYS B 964 180.043 156.908 155.600 1.00 50.21 C -ATOM 14866 CG LYS B 964 181.487 156.557 155.923 1.00 50.21 C -ATOM 14867 CD LYS B 964 181.569 155.292 156.763 1.00 50.21 C -ATOM 14868 CE LYS B 964 182.850 155.252 157.578 1.00 50.21 C -ATOM 14869 NZ LYS B 964 182.781 154.245 158.672 1.00 50.21 N1+ -ATOM 14870 N GLN B 965 177.561 159.075 154.511 1.00 54.97 N -ATOM 14871 CA GLN B 965 176.346 159.155 153.705 1.00 54.97 C -ATOM 14872 C GLN B 965 176.522 159.911 152.392 1.00 54.97 C -ATOM 14873 O GLN B 965 175.642 159.818 151.530 1.00 54.97 O -ATOM 14874 CB GLN B 965 175.216 159.802 154.508 1.00 54.97 C -ATOM 14875 CG GLN B 965 174.389 158.821 155.315 1.00 54.97 C -ATOM 14876 CD GLN B 965 173.731 157.781 154.437 1.00 54.97 C -ATOM 14877 OE1 GLN B 965 173.818 156.583 154.696 1.00 54.97 O -ATOM 14878 NE2 GLN B 965 173.085 158.239 153.375 1.00 54.97 N -ATOM 14879 N LEU B 966 177.617 160.651 152.209 1.00 56.02 N -ATOM 14880 CA LEU B 966 177.811 161.413 150.982 1.00 56.02 C -ATOM 14881 C LEU B 966 178.204 160.549 149.790 1.00 56.02 C -ATOM 14882 O LEU B 966 178.179 161.040 148.656 1.00 56.02 O -ATOM 14883 CB LEU B 966 178.870 162.496 151.195 1.00 56.02 C -ATOM 14884 CG LEU B 966 178.410 163.714 151.995 1.00 56.02 C -ATOM 14885 CD1 LEU B 966 179.533 164.721 152.141 1.00 56.02 C -ATOM 14886 CD2 LEU B 966 177.197 164.348 151.348 1.00 56.02 C -ATOM 14887 N SER B 967 178.568 159.287 150.012 1.00 66.44 N -ATOM 14888 CA SER B 967 178.949 158.396 148.925 1.00 66.44 C -ATOM 14889 C SER B 967 177.755 157.820 148.176 1.00 66.44 C -ATOM 14890 O SER B 967 177.942 157.238 147.102 1.00 66.44 O -ATOM 14891 CB SER B 967 179.805 157.251 149.466 1.00 66.44 C -ATOM 14892 OG SER B 967 179.007 156.298 150.145 1.00 66.44 O -ATOM 14893 N SER B 968 176.545 157.960 148.708 1.00 69.69 N -ATOM 14894 CA SER B 968 175.371 157.370 148.085 1.00 69.69 C -ATOM 14895 C SER B 968 174.868 158.241 146.941 1.00 69.69 C -ATOM 14896 O SER B 968 174.931 159.472 147.000 1.00 69.69 O -ATOM 14897 CB SER B 968 174.266 157.170 149.120 1.00 69.69 C -ATOM 14898 OG SER B 968 174.665 156.241 150.113 1.00 69.69 O -ATOM 14899 N LYS B 969 174.364 157.586 145.893 1.00 78.35 N -ATOM 14900 CA LYS B 969 173.922 158.297 144.699 1.00 78.35 C -ATOM 14901 C LYS B 969 172.490 158.801 144.813 1.00 78.35 C -ATOM 14902 O LYS B 969 172.161 159.826 144.204 1.00 78.35 O -ATOM 14903 CB LYS B 969 174.050 157.393 143.473 1.00 78.35 C -ATOM 14904 CG LYS B 969 175.450 156.869 143.225 1.00 78.35 C -ATOM 14905 CD LYS B 969 175.470 155.934 142.030 1.00 78.35 C -ATOM 14906 CE LYS B 969 176.774 155.162 141.955 1.00 78.35 C -ATOM 14907 NZ LYS B 969 176.725 154.099 140.914 1.00 78.35 N1+ -ATOM 14908 N PHE B 970 171.648 158.096 145.583 1.00 75.86 N -ATOM 14909 CA PHE B 970 170.207 158.366 145.720 1.00 75.86 C -ATOM 14910 C PHE B 970 169.500 158.394 144.365 1.00 75.86 C -ATOM 14911 O PHE B 970 168.658 159.254 144.096 1.00 75.86 O -ATOM 14912 CB PHE B 970 169.941 159.659 146.498 1.00 75.86 C -ATOM 14913 CG PHE B 970 170.753 159.794 147.753 1.00 75.86 C -ATOM 14914 CD1 PHE B 970 170.543 158.940 148.825 1.00 75.86 C -ATOM 14915 CD2 PHE B 970 171.724 160.778 147.862 1.00 75.86 C -ATOM 14916 CE1 PHE B 970 171.287 159.066 149.984 1.00 75.86 C -ATOM 14917 CE2 PHE B 970 172.473 160.908 149.017 1.00 75.86 C -ATOM 14918 CZ PHE B 970 172.253 160.051 150.079 1.00 75.86 C -ATOM 14919 N GLY B 971 169.849 157.443 143.501 1.00 82.98 N -ATOM 14920 CA GLY B 971 169.238 157.327 142.196 1.00 82.98 C -ATOM 14921 C GLY B 971 169.890 158.141 141.100 1.00 82.98 C -ATOM 14922 O GLY B 971 169.518 157.983 139.930 1.00 82.98 O -ATOM 14923 N ALA B 972 170.847 159.002 141.432 1.00 86.84 N -ATOM 14924 CA ALA B 972 171.571 159.742 140.415 1.00 86.84 C -ATOM 14925 C ALA B 972 172.613 158.846 139.752 1.00 86.84 C -ATOM 14926 O ALA B 972 172.967 157.779 140.260 1.00 86.84 O -ATOM 14927 CB ALA B 972 172.241 160.977 141.016 1.00 86.84 C -ATOM 14928 N ILE B 973 173.104 159.295 138.595 1.00 98.47 N -ATOM 14929 CA ILE B 973 174.102 158.520 137.868 1.00 98.47 C -ATOM 14930 C ILE B 973 175.467 158.593 138.535 1.00 98.47 C -ATOM 14931 O ILE B 973 176.287 157.685 138.362 1.00 98.47 O -ATOM 14932 CB ILE B 973 174.200 158.989 136.407 1.00 98.47 C -ATOM 14933 CG1 ILE B 973 174.302 160.511 136.342 1.00 98.47 C -ATOM 14934 CG2 ILE B 973 173.000 158.504 135.609 1.00 98.47 C -ATOM 14935 CD1 ILE B 973 174.970 161.005 135.097 1.00 98.47 C -ATOM 14936 N SER B 974 175.734 159.652 139.294 1.00102.58 N -ATOM 14937 CA SER B 974 177.007 159.810 139.978 1.00102.58 C -ATOM 14938 C SER B 974 176.781 160.598 141.257 1.00102.58 C -ATOM 14939 O SER B 974 175.802 161.339 141.382 1.00102.58 O -ATOM 14940 CB SER B 974 178.041 160.515 139.093 1.00102.58 C -ATOM 14941 OG SER B 974 179.236 160.771 139.810 1.00102.58 O -ATOM 14942 N SER B 975 177.694 160.427 142.208 1.00100.57 N -ATOM 14943 CA SER B 975 177.645 161.142 143.473 1.00100.57 C -ATOM 14944 C SER B 975 178.550 162.366 143.484 1.00100.57 C -ATOM 14945 O SER B 975 178.776 162.946 144.550 1.00100.57 O -ATOM 14946 CB SER B 975 178.016 160.206 144.624 1.00100.57 C -ATOM 14947 OG SER B 975 179.312 159.664 144.443 1.00100.57 O -ATOM 14948 N VAL B 976 179.074 162.771 142.329 1.00115.04 N -ATOM 14949 CA VAL B 976 179.950 163.931 142.229 1.00115.04 C -ATOM 14950 C VAL B 976 179.212 165.022 141.464 1.00115.04 C -ATOM 14951 O VAL B 976 178.867 164.853 140.284 1.00115.04 O -ATOM 14952 CB VAL B 976 181.287 163.586 141.557 1.00115.04 C -ATOM 14953 CG1 VAL B 976 182.197 164.805 141.560 1.00115.04 C -ATOM 14954 CG2 VAL B 976 181.950 162.420 142.269 1.00115.04 C -ATOM 14955 N LEU B 977 178.992 166.148 142.146 1.00117.28 N -ATOM 14956 CA LEU B 977 178.188 167.232 141.596 1.00117.28 C -ATOM 14957 C LEU B 977 178.899 167.919 140.440 1.00117.28 C -ATOM 14958 O LEU B 977 178.262 168.304 139.453 1.00117.28 O -ATOM 14959 CB LEU B 977 177.862 168.243 142.693 1.00117.28 C -ATOM 14960 CG LEU B 977 176.708 167.928 143.647 1.00117.28 C -ATOM 14961 CD1 LEU B 977 177.108 166.981 144.770 1.00117.28 C -ATOM 14962 CD2 LEU B 977 176.171 169.212 144.207 1.00117.28 C -ATOM 14963 N ASN B 978 180.221 168.076 140.546 1.00136.78 N -ATOM 14964 CA ASN B 978 180.988 168.664 139.456 1.00136.78 C -ATOM 14965 C ASN B 978 181.023 167.751 138.239 1.00136.78 C -ATOM 14966 O ASN B 978 181.001 168.242 137.107 1.00136.78 O -ATOM 14967 CB ASN B 978 182.404 168.988 139.925 1.00136.78 C -ATOM 14968 CG ASN B 978 182.420 169.793 141.209 1.00136.78 C -ATOM 14969 OD1 ASN B 978 182.549 169.241 142.301 1.00136.78 O -ATOM 14970 ND2 ASN B 978 182.285 171.108 141.083 1.00136.78 N -ATOM 14971 N ASP B 979 181.055 166.430 138.453 1.00130.69 N -ATOM 14972 CA ASP B 979 180.963 165.490 137.338 1.00130.69 C -ATOM 14973 C ASP B 979 179.609 165.581 136.647 1.00130.69 C -ATOM 14974 O ASP B 979 179.540 165.580 135.411 1.00130.69 O -ATOM 14975 CB ASP B 979 181.215 164.063 137.822 1.00130.69 C -ATOM 14976 CG ASP B 979 182.661 163.821 138.198 1.00130.69 C -ATOM 14977 OD1 ASP B 979 183.464 164.774 138.121 1.00130.69 O -ATOM 14978 OD2 ASP B 979 182.994 162.677 138.574 1.00130.69 O1- -ATOM 14979 N ILE B 980 178.527 165.685 137.429 1.00119.23 N -ATOM 14980 CA ILE B 980 177.186 165.817 136.855 1.00119.23 C -ATOM 14981 C ILE B 980 177.060 167.118 136.064 1.00119.23 C -ATOM 14982 O ILE B 980 176.559 167.128 134.928 1.00119.23 O -ATOM 14983 CB ILE B 980 176.124 165.716 137.968 1.00119.23 C -ATOM 14984 CG1 ILE B 980 175.943 164.263 138.401 1.00119.23 C -ATOM 14985 CG2 ILE B 980 174.782 166.281 137.517 1.00119.23 C -ATOM 14986 CD1 ILE B 980 175.050 164.101 139.608 1.00119.23 C -ATOM 14987 N PHE B 981 177.555 168.224 136.632 1.00123.58 N -ATOM 14988 CA PHE B 981 177.460 169.525 135.975 1.00123.58 C -ATOM 14989 C PHE B 981 178.328 169.595 134.722 1.00123.58 C -ATOM 14990 O PHE B 981 177.926 170.192 133.718 1.00123.58 O -ATOM 14991 CB PHE B 981 177.847 170.633 136.953 1.00123.58 C -ATOM 14992 CG PHE B 981 176.708 171.111 137.805 1.00123.58 C -ATOM 14993 CD1 PHE B 981 175.500 171.473 137.229 1.00123.58 C -ATOM 14994 CD2 PHE B 981 176.843 171.197 139.182 1.00123.58 C -ATOM 14995 CE1 PHE B 981 174.446 171.913 138.011 1.00123.58 C -ATOM 14996 CE2 PHE B 981 175.794 171.636 139.971 1.00123.58 C -ATOM 14997 CZ PHE B 981 174.594 171.994 139.383 1.00123.58 C -ATOM 14998 N SER B 982 179.518 168.993 134.755 1.00134.98 N -ATOM 14999 CA SER B 982 180.394 169.002 133.595 1.00134.98 C -ATOM 15000 C SER B 982 180.012 167.963 132.549 1.00134.98 C -ATOM 15001 O SER B 982 180.518 168.033 131.424 1.00134.98 O -ATOM 15002 CB SER B 982 181.845 168.780 134.032 1.00134.98 C -ATOM 15003 OG SER B 982 181.991 167.541 134.705 1.00134.98 O -ATOM 15004 N ARG B 983 179.147 167.006 132.882 1.00129.74 N -ATOM 15005 CA ARG B 983 178.751 166.000 131.907 1.00129.74 C -ATOM 15006 C ARG B 983 177.378 166.235 131.292 1.00129.74 C -ATOM 15007 O ARG B 983 177.158 165.824 130.149 1.00129.74 O -ATOM 15008 CB ARG B 983 178.771 164.607 132.545 1.00129.74 C -ATOM 15009 CG ARG B 983 180.138 163.950 132.595 1.00129.74 C -ATOM 15010 CD ARG B 983 180.134 162.784 133.571 1.00129.74 C -ATOM 15011 NE ARG B 983 179.059 161.843 133.281 1.00129.74 N -ATOM 15012 CZ ARG B 983 178.882 160.688 133.908 1.00129.74 C -ATOM 15013 NH1 ARG B 983 179.690 160.297 134.879 1.00129.74 N1+ -ATOM 15014 NH2 ARG B 983 177.868 159.905 133.551 1.00129.74 N -ATOM 15015 N LEU B 984 176.445 166.874 131.996 1.00128.73 N -ATOM 15016 CA LEU B 984 175.072 166.931 131.510 1.00128.73 C -ATOM 15017 C LEU B 984 174.642 168.375 131.261 1.00128.73 C -ATOM 15018 O LEU B 984 175.311 169.329 131.665 1.00128.73 O -ATOM 15019 CB LEU B 984 174.100 166.255 132.492 1.00128.73 C -ATOM 15020 CG LEU B 984 173.907 164.725 132.476 1.00128.73 C -ATOM 15021 CD1 LEU B 984 173.316 164.229 131.160 1.00128.73 C -ATOM 15022 CD2 LEU B 984 175.151 163.931 132.839 1.00128.73 C -ATOM 15023 N ASP B 985 173.506 168.522 130.576 1.00139.89 N -ATOM 15024 CA ASP B 985 172.879 169.820 130.358 1.00139.89 C -ATOM 15025 C ASP B 985 172.157 170.298 131.614 1.00139.89 C -ATOM 15026 O ASP B 985 172.074 169.600 132.628 1.00139.89 O -ATOM 15027 CB ASP B 985 171.901 169.767 129.184 1.00139.89 C -ATOM 15028 CG ASP B 985 172.591 169.601 127.848 1.00139.89 C -ATOM 15029 OD1 ASP B 985 173.742 170.064 127.716 1.00139.89 O -ATOM 15030 OD2 ASP B 985 171.981 169.011 126.931 1.00139.89 O1- -ATOM 15031 N LYS B 986 171.605 171.511 131.524 1.00138.11 N -ATOM 15032 CA LYS B 986 170.937 172.132 132.663 1.00138.11 C -ATOM 15033 C LYS B 986 169.616 171.440 132.988 1.00138.11 C -ATOM 15034 O LYS B 986 169.317 171.191 134.162 1.00138.11 O -ATOM 15035 CB LYS B 986 170.721 173.621 132.376 1.00138.11 C -ATOM 15036 CG LYS B 986 169.512 174.253 133.054 1.00138.11 C -ATOM 15037 CD LYS B 986 169.546 175.768 132.946 1.00138.11 C -ATOM 15038 CE LYS B 986 168.548 176.412 133.894 1.00138.11 C -ATOM 15039 NZ LYS B 986 168.856 177.849 134.131 1.00138.11 N1+ -ATOM 15040 N VAL B 987 168.835 171.084 131.962 1.00140.72 N -ATOM 15041 CA VAL B 987 167.455 170.648 132.167 1.00140.72 C -ATOM 15042 C VAL B 987 167.377 169.264 132.822 1.00140.72 C -ATOM 15043 O VAL B 987 166.373 168.943 133.470 1.00140.72 O -ATOM 15044 CB VAL B 987 166.707 170.727 130.814 1.00140.72 C -ATOM 15045 CG1 VAL B 987 167.275 169.745 129.804 1.00140.72 C -ATOM 15046 CG2 VAL B 987 165.188 170.578 130.969 1.00140.72 C -ATOM 15047 N GLU B 988 168.435 168.456 132.734 1.00136.52 N -ATOM 15048 CA GLU B 988 168.513 167.224 133.509 1.00136.52 C -ATOM 15049 C GLU B 988 169.517 167.285 134.654 1.00136.52 C -ATOM 15050 O GLU B 988 169.397 166.499 135.604 1.00136.52 O -ATOM 15051 CB GLU B 988 168.847 166.032 132.599 1.00136.52 C -ATOM 15052 CG GLU B 988 170.241 166.058 132.014 1.00136.52 C -ATOM 15053 CD GLU B 988 170.272 166.630 130.611 1.00136.52 C -ATOM 15054 OE1 GLU B 988 169.233 167.144 130.157 1.00136.52 O -ATOM 15055 OE2 GLU B 988 171.335 166.576 129.961 1.00136.52 O1- -ATOM 15056 N ALA B 989 170.481 168.210 134.603 1.00123.66 N -ATOM 15057 CA ALA B 989 171.364 168.422 135.743 1.00123.66 C -ATOM 15058 C ALA B 989 170.587 168.954 136.938 1.00123.66 C -ATOM 15059 O ALA B 989 170.867 168.588 138.082 1.00123.66 O -ATOM 15060 CB ALA B 989 172.496 169.376 135.364 1.00123.66 C -ATOM 15061 N GLU B 990 169.572 169.778 136.689 1.00119.67 N -ATOM 15062 CA GLU B 990 168.735 170.305 137.756 1.00119.67 C -ATOM 15063 C GLU B 990 167.640 169.337 138.202 1.00119.67 C -ATOM 15064 O GLU B 990 166.720 169.763 138.907 1.00119.67 O -ATOM 15065 CB GLU B 990 168.115 171.638 137.327 1.00119.67 C -ATOM 15066 CG GLU B 990 169.141 172.727 137.041 1.00119.67 C -ATOM 15067 CD GLU B 990 168.642 174.114 137.391 1.00119.67 C -ATOM 15068 OE1 GLU B 990 167.444 174.254 137.712 1.00119.67 O -ATOM 15069 OE2 GLU B 990 169.451 175.065 137.345 1.00119.67 O1- -ATOM 15070 N VAL B 991 167.700 168.061 137.813 1.00107.53 N -ATOM 15071 CA VAL B 991 166.872 167.054 138.466 1.00107.53 C -ATOM 15072 C VAL B 991 167.790 166.005 139.092 1.00107.53 C -ATOM 15073 O VAL B 991 167.456 165.427 140.134 1.00107.53 O -ATOM 15074 CB VAL B 991 165.821 166.442 137.509 1.00107.53 C -ATOM 15075 CG1 VAL B 991 166.426 165.501 136.474 1.00107.53 C -ATOM 15076 CG2 VAL B 991 164.720 165.741 138.297 1.00107.53 C -ATOM 15077 N GLN B 992 168.992 165.812 138.525 1.00 97.59 N -ATOM 15078 CA GLN B 992 169.964 164.941 139.190 1.00 97.59 C -ATOM 15079 C GLN B 992 170.495 165.576 140.476 1.00 97.59 C -ATOM 15080 O GLN B 992 170.558 164.917 141.528 1.00 97.59 O -ATOM 15081 CB GLN B 992 171.115 164.599 138.243 1.00 97.59 C -ATOM 15082 CG GLN B 992 170.690 163.857 136.988 1.00 97.59 C -ATOM 15083 CD GLN B 992 170.548 162.367 137.210 1.00 97.59 C -ATOM 15084 OE1 GLN B 992 171.480 161.705 137.663 1.00 97.59 O -ATOM 15085 NE2 GLN B 992 169.376 161.831 136.892 1.00 97.59 N -ATOM 15086 N ILE B 993 170.855 166.862 140.417 1.00 90.09 N -ATOM 15087 CA ILE B 993 171.276 167.585 141.612 1.00 90.09 C -ATOM 15088 C ILE B 993 170.100 167.751 142.572 1.00 90.09 C -ATOM 15089 O ILE B 993 170.287 167.762 143.792 1.00 90.09 O -ATOM 15090 CB ILE B 993 171.918 168.929 141.199 1.00 90.09 C -ATOM 15091 CG1 ILE B 993 173.170 168.684 140.352 1.00 90.09 C -ATOM 15092 CG2 ILE B 993 172.337 169.772 142.396 1.00 90.09 C -ATOM 15093 CD1 ILE B 993 174.147 167.697 140.947 1.00 90.09 C -ATOM 15094 N ASP B 994 168.872 167.827 142.045 1.00 84.02 N -ATOM 15095 CA ASP B 994 167.681 167.854 142.894 1.00 84.02 C -ATOM 15096 C ASP B 994 167.527 166.563 143.695 1.00 84.02 C -ATOM 15097 O ASP B 994 167.223 166.603 144.896 1.00 84.02 O -ATOM 15098 CB ASP B 994 166.442 168.100 142.036 1.00 84.02 C -ATOM 15099 CG ASP B 994 165.181 168.240 142.858 1.00 84.02 C -ATOM 15100 OD1 ASP B 994 164.986 169.310 143.469 1.00 84.02 O -ATOM 15101 OD2 ASP B 994 164.385 167.278 142.892 1.00 84.02 O1- -ATOM 15102 N ARG B 995 167.751 165.411 143.047 1.00 81.74 N -ATOM 15103 CA ARG B 995 167.724 164.129 143.750 1.00 81.74 C -ATOM 15104 C ARG B 995 168.817 164.047 144.811 1.00 81.74 C -ATOM 15105 O ARG B 995 168.569 163.584 145.936 1.00 81.74 O -ATOM 15106 CB ARG B 995 167.878 162.976 142.757 1.00 81.74 C -ATOM 15107 CG ARG B 995 166.608 162.568 142.033 1.00 81.74 C -ATOM 15108 CD ARG B 995 166.808 161.227 141.341 1.00 81.74 C -ATOM 15109 NE ARG B 995 165.784 160.950 140.341 1.00 81.74 N -ATOM 15110 CZ ARG B 995 165.974 160.192 139.269 1.00 81.74 C -ATOM 15111 NH1 ARG B 995 167.141 159.618 139.027 1.00 81.74 N1+ -ATOM 15112 NH2 ARG B 995 164.967 160.004 138.421 1.00 81.74 N -ATOM 15113 N LEU B 996 170.030 164.504 144.472 1.00 72.36 N -ATOM 15114 CA LEU B 996 171.138 164.474 145.428 1.00 72.36 C -ATOM 15115 C LEU B 996 170.885 165.393 146.623 1.00 72.36 C -ATOM 15116 O LEU B 996 171.180 165.025 147.769 1.00 72.36 O -ATOM 15117 CB LEU B 996 172.442 164.855 144.729 1.00 72.36 C -ATOM 15118 CG LEU B 996 173.307 163.699 144.226 1.00 72.36 C -ATOM 15119 CD1 LEU B 996 174.599 164.223 143.623 1.00 72.36 C -ATOM 15120 CD2 LEU B 996 173.599 162.718 145.347 1.00 72.36 C -ATOM 15121 N ILE B 997 170.322 166.579 146.373 1.00 64.72 N -ATOM 15122 CA ILE B 997 170.020 167.535 147.434 1.00 64.72 C -ATOM 15123 C ILE B 997 168.927 166.994 148.350 1.00 64.72 C -ATOM 15124 O ILE B 997 169.025 167.108 149.580 1.00 64.72 O -ATOM 15125 CB ILE B 997 169.643 168.898 146.815 1.00 64.72 C -ATOM 15126 CG1 ILE B 997 170.899 169.651 146.375 1.00 64.72 C -ATOM 15127 CG2 ILE B 997 168.848 169.767 147.779 1.00 64.72 C -ATOM 15128 CD1 ILE B 997 170.610 170.943 145.646 1.00 64.72 C -ATOM 15129 N THR B 998 167.891 166.370 147.771 1.00 65.38 N -ATOM 15130 CA THR B 998 166.824 165.772 148.572 1.00 65.38 C -ATOM 15131 C THR B 998 167.347 164.637 149.449 1.00 65.38 C -ATOM 15132 O THR B 998 167.011 164.557 150.642 1.00 65.38 O -ATOM 15133 CB THR B 998 165.708 165.267 147.655 1.00 65.38 C -ATOM 15134 OG1 THR B 998 165.271 166.331 146.801 1.00 65.38 O -ATOM 15135 CG2 THR B 998 164.524 164.768 148.469 1.00 65.38 C -ATOM 15136 N GLY B 999 168.209 163.780 148.886 1.00 65.43 N -ATOM 15137 CA GLY B 999 168.785 162.694 149.667 1.00 65.43 C -ATOM 15138 C GLY B 999 169.681 163.173 150.795 1.00 65.43 C -ATOM 15139 O GLY B 999 169.600 162.669 151.920 1.00 65.43 O -ATOM 15140 N ARG B1000 170.523 164.176 150.521 1.00 55.56 N -ATOM 15141 CA ARG B1000 171.413 164.690 151.560 1.00 55.56 C -ATOM 15142 C ARG B1000 170.652 165.460 152.636 1.00 55.56 C -ATOM 15143 O ARG B1000 171.015 165.390 153.818 1.00 55.56 O -ATOM 15144 CB ARG B1000 172.499 165.560 150.928 1.00 55.56 C -ATOM 15145 CG ARG B1000 173.538 164.749 150.171 1.00 55.56 C -ATOM 15146 CD ARG B1000 174.381 165.608 149.247 1.00 55.56 C -ATOM 15147 NE ARG B1000 175.292 164.795 148.450 1.00 55.56 N -ATOM 15148 CZ ARG B1000 176.432 165.234 147.935 1.00 55.56 C -ATOM 15149 NH1 ARG B1000 176.849 166.472 148.137 1.00 55.56 N1+ -ATOM 15150 NH2 ARG B1000 177.175 164.407 147.206 1.00 55.56 N -ATOM 15151 N LEU B1001 169.582 166.169 152.259 1.00 54.60 N -ATOM 15152 CA LEU B1001 168.761 166.868 153.243 1.00 54.60 C -ATOM 15153 C LEU B1001 168.021 165.889 154.149 1.00 54.60 C -ATOM 15154 O LEU B1001 167.916 166.118 155.361 1.00 54.60 O -ATOM 15155 CB LEU B1001 167.777 167.796 152.533 1.00 54.60 C -ATOM 15156 CG LEU B1001 167.267 169.010 153.311 1.00 54.60 C -ATOM 15157 CD1 LEU B1001 168.419 169.773 153.940 1.00 54.60 C -ATOM 15158 CD2 LEU B1001 166.457 169.918 152.402 1.00 54.60 C -ATOM 15159 N GLN B1002 167.516 164.785 153.583 1.00 58.54 N -ATOM 15160 CA GLN B1002 166.880 163.759 154.409 1.00 58.54 C -ATOM 15161 C GLN B1002 167.890 163.075 155.328 1.00 58.54 C -ATOM 15162 O GLN B1002 167.578 162.774 156.493 1.00 58.54 O -ATOM 15163 CB GLN B1002 166.179 162.736 153.518 1.00 58.54 C -ATOM 15164 CG GLN B1002 165.280 161.771 154.266 1.00 58.54 C -ATOM 15165 CD GLN B1002 164.441 160.921 153.335 1.00 58.54 C -ATOM 15166 OE1 GLN B1002 164.391 161.165 152.129 1.00 58.54 O -ATOM 15167 NE2 GLN B1002 163.775 159.916 153.890 1.00 58.54 N -ATOM 15168 N SER B1003 169.108 162.838 154.824 1.00 60.85 N -ATOM 15169 CA SER B1003 170.167 162.251 155.641 1.00 60.85 C -ATOM 15170 C SER B1003 170.588 163.169 156.782 1.00 60.85 C -ATOM 15171 O SER B1003 170.983 162.688 157.849 1.00 60.85 O -ATOM 15172 CB SER B1003 171.373 161.914 154.766 1.00 60.85 C -ATOM 15173 OG SER B1003 172.508 161.618 155.558 1.00 60.85 O -ATOM 15174 N LEU B1004 170.519 164.485 156.577 1.00 74.85 N -ATOM 15175 CA LEU B1004 170.797 165.415 157.667 1.00 74.85 C -ATOM 15176 C LEU B1004 169.648 165.467 158.674 1.00 74.85 C -ATOM 15177 O LEU B1004 169.883 165.545 159.891 1.00 74.85 O -ATOM 15178 CB LEU B1004 171.072 166.805 157.096 1.00 74.85 C -ATOM 15179 CG LEU B1004 171.859 167.785 157.960 1.00 74.85 C -ATOM 15180 CD1 LEU B1004 173.085 167.109 158.542 1.00 74.85 C -ATOM 15181 CD2 LEU B1004 172.251 168.992 157.129 1.00 74.85 C -ATOM 15182 N GLN B1005 168.406 165.423 158.174 1.00 71.04 N -ATOM 15183 CA GLN B1005 167.225 165.509 159.030 1.00 71.04 C -ATOM 15184 C GLN B1005 167.119 164.311 159.969 1.00 71.04 C -ATOM 15185 O GLN B1005 166.732 164.465 161.138 1.00 71.04 O -ATOM 15186 CB GLN B1005 165.973 165.627 158.158 1.00 71.04 C -ATOM 15187 CG GLN B1005 164.652 165.646 158.910 1.00 71.04 C -ATOM 15188 CD GLN B1005 164.640 166.644 160.049 1.00 71.04 C -ATOM 15189 OE1 GLN B1005 164.775 167.847 159.835 1.00 71.04 O -ATOM 15190 NE2 GLN B1005 164.476 166.147 161.269 1.00 71.04 N -ATOM 15191 N THR B1006 167.472 163.116 159.476 1.00 74.85 N -ATOM 15192 CA THR B1006 167.458 161.918 160.317 1.00 74.85 C -ATOM 15193 C THR B1006 168.453 162.032 161.473 1.00 74.85 C -ATOM 15194 O THR B1006 168.127 161.698 162.625 1.00 74.85 O -ATOM 15195 CB THR B1006 167.762 160.688 159.458 1.00 74.85 C -ATOM 15196 OG1 THR B1006 166.737 160.535 158.469 1.00 74.85 O -ATOM 15197 CG2 THR B1006 167.819 159.424 160.302 1.00 74.85 C -ATOM 15198 N TYR B1007 169.655 162.545 161.184 1.00 27.91 N -ATOM 15199 CA TYR B1007 170.673 162.752 162.211 1.00 27.91 C -ATOM 15200 C TYR B1007 170.221 163.767 163.254 1.00 27.91 C -ATOM 15201 O TYR B1007 170.424 163.557 164.456 1.00 27.91 O -ATOM 15202 CB TYR B1007 171.982 163.195 161.553 1.00 27.91 C -ATOM 15203 CG TYR B1007 172.968 163.889 162.470 1.00 27.91 C -ATOM 15204 CD1 TYR B1007 173.757 163.162 163.352 1.00 27.91 C -ATOM 15205 CD2 TYR B1007 173.136 165.270 162.426 1.00 27.91 C -ATOM 15206 CE1 TYR B1007 174.668 163.792 164.182 1.00 27.91 C -ATOM 15207 CE2 TYR B1007 174.041 165.907 163.254 1.00 27.91 C -ATOM 15208 CZ TYR B1007 174.804 165.164 164.128 1.00 27.91 C -ATOM 15209 OH TYR B1007 175.707 165.795 164.950 1.00 27.91 O -ATOM 15210 N VAL B1008 169.591 164.862 162.814 1.00 74.85 N -ATOM 15211 CA VAL B1008 169.135 165.886 163.758 1.00 74.85 C -ATOM 15212 C VAL B1008 168.002 165.354 164.640 1.00 74.85 C -ATOM 15213 O VAL B1008 167.954 165.638 165.847 1.00 74.85 O -ATOM 15214 CB VAL B1008 168.742 167.165 162.994 1.00 74.85 C -ATOM 15215 CG1 VAL B1008 168.125 168.205 163.918 1.00 74.85 C -ATOM 15216 CG2 VAL B1008 169.971 167.756 162.328 1.00 74.85 C -ATOM 15217 N THR B1009 167.106 164.536 164.070 1.00 46.12 N -ATOM 15218 CA THR B1009 166.027 163.935 164.859 1.00 46.12 C -ATOM 15219 C THR B1009 166.567 162.970 165.916 1.00 46.12 C -ATOM 15220 O THR B1009 166.126 162.991 167.081 1.00 46.12 O -ATOM 15221 CB THR B1009 165.046 163.222 163.926 1.00 46.12 C -ATOM 15222 OG1 THR B1009 164.486 164.170 163.009 1.00 46.12 O -ATOM 15223 CG2 THR B1009 163.915 162.573 164.709 1.00 46.12 C -ATOM 15224 N GLN B1010 167.546 162.138 165.539 1.00 59.31 N -ATOM 15225 CA GLN B1010 168.137 161.220 166.512 1.00 59.31 C -ATOM 15226 C GLN B1010 168.929 161.959 167.586 1.00 59.31 C -ATOM 15227 O GLN B1010 168.928 161.537 168.751 1.00 59.31 O -ATOM 15228 CB GLN B1010 169.019 160.193 165.807 1.00 59.31 C -ATOM 15229 CG GLN B1010 168.253 159.279 164.869 1.00 59.31 C -ATOM 15230 CD GLN B1010 168.699 157.837 164.967 1.00 59.31 C -ATOM 15231 OE1 GLN B1010 169.547 157.492 165.790 1.00 59.31 O -ATOM 15232 NE2 GLN B1010 168.128 156.983 164.126 1.00 59.31 N -ATOM 15233 N GLN B1011 169.580 163.072 167.225 1.00 44.62 N -ATOM 15234 CA GLN B1011 170.252 163.893 168.230 1.00 44.62 C -ATOM 15235 C GLN B1011 169.257 164.542 169.185 1.00 44.62 C -ATOM 15236 O GLN B1011 169.556 164.701 170.371 1.00 44.62 O -ATOM 15237 CB GLN B1011 171.120 164.958 167.563 1.00 44.62 C -ATOM 15238 CG GLN B1011 172.382 164.424 166.913 1.00 44.62 C -ATOM 15239 CD GLN B1011 173.240 163.622 167.868 1.00 44.62 C -ATOM 15240 OE1 GLN B1011 173.260 162.393 167.818 1.00 44.62 O -ATOM 15241 NE2 GLN B1011 173.957 164.315 168.744 1.00 44.62 N -ATOM 15242 N LEU B1012 168.073 164.921 168.690 1.00 37.68 N -ATOM 15243 CA LEU B1012 167.037 165.471 169.568 1.00 37.68 C -ATOM 15244 C LEU B1012 166.545 164.435 170.575 1.00 37.68 C -ATOM 15245 O LEU B1012 166.375 164.744 171.766 1.00 37.68 O -ATOM 15246 CB LEU B1012 165.868 165.993 168.735 1.00 37.68 C -ATOM 15247 CG LEU B1012 166.011 167.374 168.097 1.00 37.68 C -ATOM 15248 CD1 LEU B1012 164.996 167.545 166.983 1.00 37.68 C -ATOM 15249 CD2 LEU B1012 165.842 168.460 169.142 1.00 37.68 C -ATOM 15250 N ILE B1013 166.324 163.198 170.114 1.00 44.19 N -ATOM 15251 CA ILE B1013 165.879 162.125 171.010 1.00 44.19 C -ATOM 15252 C ILE B1013 166.952 161.807 172.053 1.00 44.19 C -ATOM 15253 O ILE B1013 166.662 161.666 173.257 1.00 44.19 O -ATOM 15254 CB ILE B1013 165.494 160.881 170.187 1.00 44.19 C -ATOM 15255 CG1 ILE B1013 164.283 161.180 169.305 1.00 44.19 C -ATOM 15256 CG2 ILE B1013 165.192 159.697 171.090 1.00 44.19 C -ATOM 15257 CD1 ILE B1013 164.027 160.128 168.253 1.00 44.19 C -ATOM 15258 N ARG B1014 168.214 161.724 171.613 1.00 40.82 N -ATOM 15259 CA ARG B1014 169.316 161.463 172.533 1.00 40.82 C -ATOM 15260 C ARG B1014 169.525 162.612 173.513 1.00 40.82 C -ATOM 15261 O ARG B1014 169.891 162.375 174.669 1.00 40.82 O -ATOM 15262 CB ARG B1014 170.591 161.192 171.740 1.00 40.82 C -ATOM 15263 CG ARG B1014 171.588 160.307 172.452 1.00 40.82 C -ATOM 15264 CD ARG B1014 172.638 159.810 171.479 1.00 40.82 C -ATOM 15265 NE ARG B1014 172.096 158.783 170.598 1.00 40.82 N -ATOM 15266 CZ ARG B1014 172.531 158.541 169.370 1.00 40.82 C -ATOM 15267 NH1 ARG B1014 173.516 159.243 168.835 1.00 40.82 N1+ -ATOM 15268 NH2 ARG B1014 171.962 157.572 168.659 1.00 40.82 N -ATOM 15269 N ALA B1015 169.267 163.851 173.082 1.00 38.08 N -ATOM 15270 CA ALA B1015 169.361 164.995 173.981 1.00 38.08 C -ATOM 15271 C ALA B1015 168.270 164.962 175.040 1.00 38.08 C -ATOM 15272 O ALA B1015 168.513 165.344 176.189 1.00 38.08 O -ATOM 15273 CB ALA B1015 169.296 166.295 173.182 1.00 38.08 C -ATOM 15274 N ALA B1016 167.068 164.503 174.673 1.00 44.24 N -ATOM 15275 CA ALA B1016 166.005 164.339 175.666 1.00 44.24 C -ATOM 15276 C ALA B1016 166.369 163.284 176.708 1.00 44.24 C -ATOM 15277 O ALA B1016 166.157 163.489 177.915 1.00 44.24 O -ATOM 15278 CB ALA B1016 164.692 163.977 174.974 1.00 44.24 C -ATOM 15279 N GLU B1017 166.944 162.161 176.260 1.00 47.31 N -ATOM 15280 CA GLU B1017 167.374 161.116 177.194 1.00 47.31 C -ATOM 15281 C GLU B1017 168.500 161.602 178.112 1.00 47.31 C -ATOM 15282 O GLU B1017 168.484 161.345 179.328 1.00 47.31 O -ATOM 15283 CB GLU B1017 167.810 159.876 176.413 1.00 47.31 C -ATOM 15284 CG GLU B1017 168.549 158.832 177.228 1.00 47.31 C -ATOM 15285 CD GLU B1017 169.051 157.684 176.378 1.00 47.31 C -ATOM 15286 OE1 GLU B1017 168.320 157.261 175.458 1.00 47.31 O -ATOM 15287 OE2 GLU B1017 170.177 157.205 176.627 1.00 47.31 O1- -ATOM 15288 N ILE B1018 169.467 162.333 177.550 1.00 39.09 N -ATOM 15289 CA ILE B1018 170.586 162.857 178.328 1.00 39.09 C -ATOM 15290 C ILE B1018 170.108 163.914 179.323 1.00 39.09 C -ATOM 15291 O ILE B1018 170.595 163.980 180.458 1.00 39.09 O -ATOM 15292 CB ILE B1018 171.673 163.383 177.366 1.00 39.09 C -ATOM 15293 CG1 ILE B1018 172.437 162.209 176.752 1.00 39.09 C -ATOM 15294 CG2 ILE B1018 172.657 164.324 178.042 1.00 39.09 C -ATOM 15295 CD1 ILE B1018 173.209 161.390 177.760 1.00 39.09 C -ATOM 15296 N ARG B1019 169.110 164.718 178.937 1.00 40.61 N -ATOM 15297 CA ARG B1019 168.538 165.703 179.852 1.00 40.61 C -ATOM 15298 C ARG B1019 167.800 165.037 181.009 1.00 40.61 C -ATOM 15299 O ARG B1019 167.861 165.521 182.147 1.00 40.61 O -ATOM 15300 CB ARG B1019 167.598 166.636 179.093 1.00 40.61 C -ATOM 15301 CG ARG B1019 167.095 167.811 179.907 1.00 40.61 C -ATOM 15302 CD ARG B1019 165.925 168.473 179.215 1.00 40.61 C -ATOM 15303 NE ARG B1019 164.938 167.489 178.789 1.00 40.61 N -ATOM 15304 CZ ARG B1019 164.192 167.602 177.700 1.00 40.61 C -ATOM 15305 NH1 ARG B1019 164.301 168.645 176.895 1.00 40.61 N1+ -ATOM 15306 NH2 ARG B1019 163.317 166.644 177.411 1.00 40.61 N -ATOM 15307 N ALA B1020 167.101 163.928 180.736 1.00 38.79 N -ATOM 15308 CA ALA B1020 166.465 163.170 181.815 1.00 38.79 C -ATOM 15309 C ALA B1020 167.498 162.601 182.785 1.00 38.79 C -ATOM 15310 O ALA B1020 167.318 162.666 184.012 1.00 38.79 O -ATOM 15311 CB ALA B1020 165.603 162.050 181.234 1.00 38.79 C -ATOM 15312 N SER B1021 168.603 162.068 182.249 1.00 34.30 N -ATOM 15313 CA SER B1021 169.671 161.549 183.105 1.00 34.30 C -ATOM 15314 C SER B1021 170.343 162.662 183.909 1.00 34.30 C -ATOM 15315 O SER B1021 170.716 162.457 185.071 1.00 34.30 O -ATOM 15316 CB SER B1021 170.703 160.802 182.264 1.00 34.30 C -ATOM 15317 OG SER B1021 171.810 160.411 183.056 1.00 34.30 O -ATOM 15318 N ALA B1022 170.482 163.851 183.317 1.00 34.73 N -ATOM 15319 CA ALA B1022 171.089 164.976 184.023 1.00 34.73 C -ATOM 15320 C ALA B1022 170.184 165.497 185.132 1.00 34.73 C -ATOM 15321 O ALA B1022 170.670 165.901 186.195 1.00 34.73 O -ATOM 15322 CB ALA B1022 171.425 166.094 183.039 1.00 34.73 C -ATOM 15323 N ASN B1023 168.866 165.504 184.900 1.00 34.99 N -ATOM 15324 CA ASN B1023 167.928 165.882 185.955 1.00 34.99 C -ATOM 15325 C ASN B1023 167.952 164.881 187.103 1.00 34.99 C -ATOM 15326 O ASN B1023 167.891 165.274 188.278 1.00 34.99 O -ATOM 15327 CB ASN B1023 166.516 166.009 185.386 1.00 34.99 C -ATOM 15328 CG ASN B1023 166.357 167.219 184.493 1.00 34.99 C -ATOM 15329 OD1 ASN B1023 167.285 168.009 184.330 1.00 34.99 O -ATOM 15330 ND2 ASN B1023 165.174 167.373 183.911 1.00 34.99 N -ATOM 15331 N LEU B1024 168.057 163.585 186.781 1.00 33.95 N -ATOM 15332 CA LEU B1024 168.196 162.566 187.821 1.00 33.95 C -ATOM 15333 C LEU B1024 169.490 162.742 188.611 1.00 33.95 C -ATOM 15334 O LEU B1024 169.498 162.600 189.840 1.00 33.95 O -ATOM 15335 CB LEU B1024 168.132 161.172 187.196 1.00 33.95 C -ATOM 15336 CG LEU B1024 168.457 159.977 188.093 1.00 33.95 C -ATOM 15337 CD1 LEU B1024 167.463 159.874 189.238 1.00 33.95 C -ATOM 15338 CD2 LEU B1024 168.478 158.693 187.282 1.00 33.95 C -ATOM 15339 N ALA B1025 170.588 163.075 187.922 1.00 25.93 N -ATOM 15340 CA ALA B1025 171.866 163.288 188.600 1.00 25.93 C -ATOM 15341 C ALA B1025 171.833 164.521 189.496 1.00 25.93 C -ATOM 15342 O ALA B1025 172.403 164.509 190.594 1.00 25.93 O -ATOM 15343 CB ALA B1025 172.990 163.404 187.573 1.00 25.93 C -ATOM 15344 N ALA B1026 171.170 165.593 189.047 1.00 30.12 N -ATOM 15345 CA ALA B1026 171.035 166.791 189.873 1.00 30.12 C -ATOM 15346 C ALA B1026 170.176 166.527 191.104 1.00 30.12 C -ATOM 15347 O ALA B1026 170.483 167.024 192.196 1.00 30.12 O -ATOM 15348 CB ALA B1026 170.451 167.936 189.048 1.00 30.12 C -ATOM 15349 N THR B1027 169.102 165.742 190.945 1.00 28.09 N -ATOM 15350 CA THR B1027 168.277 165.353 192.089 1.00 28.09 C -ATOM 15351 C THR B1027 169.066 164.508 193.085 1.00 28.09 C -ATOM 15352 O THR B1027 168.974 164.726 194.302 1.00 28.09 O -ATOM 15353 CB THR B1027 167.041 164.595 191.601 1.00 28.09 C -ATOM 15354 OG1 THR B1027 166.333 165.398 190.650 1.00 28.09 O -ATOM 15355 CG2 THR B1027 166.110 164.269 192.757 1.00 28.09 C -ATOM 15356 N LYS B1028 169.867 163.560 192.580 1.00 31.19 N -ATOM 15357 CA LYS B1028 170.696 162.722 193.446 1.00 31.19 C -ATOM 15358 C LYS B1028 171.731 163.545 194.198 1.00 31.19 C -ATOM 15359 O LYS B1028 171.949 163.330 195.396 1.00 31.19 O -ATOM 15360 CB LYS B1028 171.393 161.640 192.623 1.00 31.19 C -ATOM 15361 CG LYS B1028 170.497 160.501 192.194 1.00 31.19 C -ATOM 15362 CD LYS B1028 171.240 159.181 192.192 1.00 31.19 C -ATOM 15363 CE LYS B1028 170.327 158.058 191.740 1.00 31.19 C -ATOM 15364 NZ LYS B1028 170.518 156.821 192.538 1.00 31.19 N1+ -ATOM 15365 N MET B1029 172.365 164.502 193.511 1.00 31.07 N -ATOM 15366 CA MET B1029 173.359 165.362 194.147 1.00 31.07 C -ATOM 15367 C MET B1029 172.730 166.238 195.225 1.00 31.07 C -ATOM 15368 O MET B1029 173.256 166.318 196.343 1.00 31.07 O -ATOM 15369 CB MET B1029 174.054 166.217 193.088 1.00 31.07 C -ATOM 15370 CG MET B1029 174.771 167.443 193.619 1.00 31.07 C -ATOM 15371 SD MET B1029 176.524 167.141 193.903 1.00 31.07 S -ATOM 15372 CE MET B1029 177.154 167.223 192.230 1.00 31.07 C -ATOM 15373 N SER B1030 171.573 166.844 194.926 1.00 30.98 N -ATOM 15374 CA SER B1030 170.901 167.715 195.887 1.00 30.98 C -ATOM 15375 C SER B1030 170.381 166.952 197.098 1.00 30.98 C -ATOM 15376 O SER B1030 170.384 167.491 198.210 1.00 30.98 O -ATOM 15377 CB SER B1030 169.746 168.455 195.214 1.00 30.98 C -ATOM 15378 OG SER B1030 170.214 169.516 194.403 1.00 30.98 O -ATOM 15379 N GLU B1031 169.932 165.711 196.915 1.00 35.29 N -ATOM 15380 CA GLU B1031 169.333 164.986 198.027 1.00 35.29 C -ATOM 15381 C GLU B1031 170.314 164.114 198.797 1.00 35.29 C -ATOM 15382 O GLU B1031 170.013 163.740 199.936 1.00 35.29 O -ATOM 15383 CB GLU B1031 168.174 164.123 197.527 1.00 35.29 C -ATOM 15384 CG GLU B1031 167.029 164.937 196.966 1.00 35.29 C -ATOM 15385 CD GLU B1031 165.836 164.088 196.610 1.00 35.29 C -ATOM 15386 OE1 GLU B1031 165.810 162.903 197.001 1.00 35.29 O -ATOM 15387 OE2 GLU B1031 164.925 164.607 195.935 1.00 35.29 O1- -ATOM 15388 N CYS B1032 171.472 163.781 198.227 1.00 37.88 N -ATOM 15389 CA CYS B1032 172.410 162.903 198.909 1.00 37.88 C -ATOM 15390 C CYS B1032 173.738 163.558 199.253 1.00 37.88 C -ATOM 15391 O CYS B1032 174.323 163.217 200.282 1.00 37.88 O -ATOM 15392 CB CYS B1032 172.665 161.651 198.063 1.00 37.88 C -ATOM 15393 SG CYS B1032 171.147 160.732 197.724 1.00 37.88 S -ATOM 15394 N VAL B1033 174.239 164.478 198.428 1.00 30.18 N -ATOM 15395 CA VAL B1033 175.470 165.170 198.793 1.00 30.18 C -ATOM 15396 C VAL B1033 175.175 166.306 199.762 1.00 30.18 C -ATOM 15397 O VAL B1033 175.910 166.518 200.733 1.00 30.18 O -ATOM 15398 CB VAL B1033 176.192 165.667 197.530 1.00 30.18 C -ATOM 15399 CG1 VAL B1033 177.559 166.224 197.883 1.00 30.18 C -ATOM 15400 CG2 VAL B1033 176.323 164.535 196.531 1.00 30.18 C -ATOM 15401 N LEU B1034 174.089 167.035 199.530 1.00 28.71 N -ATOM 15402 CA LEU B1034 173.720 168.185 200.341 1.00 28.71 C -ATOM 15403 C LEU B1034 172.843 167.814 201.529 1.00 28.71 C -ATOM 15404 O LEU B1034 172.382 168.710 202.242 1.00 28.71 O -ATOM 15405 CB LEU B1034 173.002 169.226 199.475 1.00 28.71 C -ATOM 15406 CG LEU B1034 173.819 170.401 198.928 1.00 28.71 C -ATOM 15407 CD1 LEU B1034 174.934 169.929 198.011 1.00 28.71 C -ATOM 15408 CD2 LEU B1034 172.910 171.367 198.190 1.00 28.71 C -ATOM 15409 N GLY B1035 172.595 166.532 201.749 1.00 39.32 N -ATOM 15410 CA GLY B1035 171.779 166.117 202.867 1.00 39.32 C -ATOM 15411 C GLY B1035 171.865 164.626 203.086 1.00 39.32 C -ATOM 15412 O GLY B1035 172.830 163.977 202.680 1.00 39.32 O -ATOM 15413 N GLN B1036 170.842 164.088 203.742 1.00 23.90 N -ATOM 15414 CA GLN B1036 170.730 162.657 203.975 1.00 23.90 C -ATOM 15415 C GLN B1036 169.390 162.177 203.440 1.00 23.90 C -ATOM 15416 O GLN B1036 168.362 162.828 203.646 1.00 23.90 O -ATOM 15417 CB GLN B1036 170.860 162.321 205.462 1.00 23.90 C -ATOM 15418 CG GLN B1036 171.028 160.843 205.746 1.00 23.90 C -ATOM 15419 CD GLN B1036 171.156 160.552 207.222 1.00 23.90 C -ATOM 15420 OE1 GLN B1036 170.637 161.288 208.059 1.00 23.90 O -ATOM 15421 NE2 GLN B1036 171.869 159.485 207.552 1.00 23.90 N -ATOM 15422 N SER B1037 169.404 161.038 202.756 1.00 42.02 N -ATOM 15423 CA SER B1037 168.231 160.536 202.054 1.00 42.02 C -ATOM 15424 C SER B1037 167.591 159.396 202.834 1.00 42.02 C -ATOM 15425 O SER B1037 168.269 158.433 203.207 1.00 42.02 O -ATOM 15426 CB SER B1037 168.601 160.064 200.649 1.00 42.02 C -ATOM 15427 OG SER B1037 167.442 159.857 199.863 1.00 42.02 O -ATOM 15428 N LYS B1038 166.288 159.511 203.076 1.00 28.47 N -ATOM 15429 CA LYS B1038 165.501 158.443 203.674 1.00 28.47 C -ATOM 15430 C LYS B1038 164.845 157.546 202.635 1.00 28.47 C -ATOM 15431 O LYS B1038 164.142 156.602 203.007 1.00 28.47 O -ATOM 15432 CB LYS B1038 164.427 159.030 204.596 1.00 28.47 C -ATOM 15433 CG LYS B1038 164.974 159.747 205.818 1.00 28.47 C -ATOM 15434 CD LYS B1038 165.311 158.764 206.928 1.00 28.47 C -ATOM 15435 CE LYS B1038 164.083 157.977 207.362 1.00 28.47 C -ATOM 15436 NZ LYS B1038 164.418 156.927 208.362 1.00 28.47 N1+ -ATOM 15437 N ARG B1039 165.056 157.817 201.350 1.00 30.11 N -ATOM 15438 CA ARG B1039 164.453 157.021 200.291 1.00 30.11 C -ATOM 15439 C ARG B1039 165.237 155.728 200.108 1.00 30.11 C -ATOM 15440 O ARG B1039 166.470 155.744 200.037 1.00 30.11 O -ATOM 15441 CB ARG B1039 164.409 157.822 198.991 1.00 30.11 C -ATOM 15442 CG ARG B1039 163.810 159.210 199.169 1.00 30.11 C -ATOM 15443 CD ARG B1039 163.938 160.072 197.924 1.00 30.11 C -ATOM 15444 NE ARG B1039 163.335 159.455 196.750 1.00 30.11 N -ATOM 15445 CZ ARG B1039 163.488 159.902 195.511 1.00 30.11 C -ATOM 15446 NH1 ARG B1039 164.197 160.987 195.251 1.00 30.11 N1+ -ATOM 15447 NH2 ARG B1039 162.909 159.246 194.509 1.00 30.11 N -ATOM 15448 N VAL B1040 164.516 154.608 200.042 1.00 32.90 N -ATOM 15449 CA VAL B1040 165.151 153.296 200.017 1.00 32.90 C -ATOM 15450 C VAL B1040 165.772 153.051 198.649 1.00 32.90 C -ATOM 15451 O VAL B1040 165.122 153.245 197.613 1.00 32.90 O -ATOM 15452 CB VAL B1040 164.136 152.202 200.372 1.00 32.90 C -ATOM 15453 CG1 VAL B1040 164.836 150.866 200.547 1.00 32.90 C -ATOM 15454 CG2 VAL B1040 163.376 152.580 201.633 1.00 32.90 C -ATOM 15455 N ASP B1041 167.053 152.659 198.651 1.00 43.05 N -ATOM 15456 CA ASP B1041 167.861 152.319 197.474 1.00 43.05 C -ATOM 15457 C ASP B1041 168.010 153.479 196.491 1.00 43.05 C -ATOM 15458 O ASP B1041 168.330 153.260 195.318 1.00 43.05 O -ATOM 15459 CB ASP B1041 167.319 151.080 196.748 1.00 43.05 C -ATOM 15460 CG ASP B1041 167.533 149.803 197.535 1.00 43.05 C -ATOM 15461 OD1 ASP B1041 167.890 149.893 198.728 1.00 43.05 O -ATOM 15462 OD2 ASP B1041 167.347 148.710 196.961 1.00 43.05 O1- -ATOM 15463 N PHE B1042 167.782 154.716 196.938 1.00 39.99 N -ATOM 15464 CA PHE B1042 168.017 155.866 196.072 1.00 39.99 C -ATOM 15465 C PHE B1042 169.504 156.159 195.943 1.00 39.99 C -ATOM 15466 O PHE B1042 169.996 156.429 194.842 1.00 39.99 O -ATOM 15467 CB PHE B1042 167.276 157.089 196.608 1.00 39.99 C -ATOM 15468 CG PHE B1042 167.296 158.266 195.676 1.00 39.99 C -ATOM 15469 CD1 PHE B1042 167.157 158.088 194.308 1.00 39.99 C -ATOM 15470 CD2 PHE B1042 167.456 159.551 196.168 1.00 39.99 C -ATOM 15471 CE1 PHE B1042 167.175 159.171 193.449 1.00 39.99 C -ATOM 15472 CE2 PHE B1042 167.476 160.637 195.315 1.00 39.99 C -ATOM 15473 CZ PHE B1042 167.334 160.447 193.955 1.00 39.99 C -ATOM 15474 N CYS B1043 170.236 156.111 197.055 1.00 52.35 N -ATOM 15475 CA CYS B1043 171.662 156.432 197.084 1.00 52.35 C -ATOM 15476 C CYS B1043 172.379 155.320 197.844 1.00 52.35 C -ATOM 15477 O CYS B1043 172.599 155.423 199.053 1.00 52.35 O -ATOM 15478 CB CYS B1043 171.892 157.798 197.719 1.00 52.35 C -ATOM 15479 SG CYS B1043 171.736 159.177 196.564 1.00 52.35 S -ATOM 15480 N GLY B1044 172.739 154.256 197.131 1.00 52.29 N -ATOM 15481 CA GLY B1044 173.435 153.138 197.737 1.00 52.29 C -ATOM 15482 C GLY B1044 172.520 152.174 198.463 1.00 52.29 C -ATOM 15483 O GLY B1044 171.561 152.591 199.119 1.00 52.29 O -ATOM 15484 N LYS B1045 172.801 150.878 198.349 1.00 49.64 N -ATOM 15485 CA LYS B1045 172.010 149.880 199.054 1.00 49.64 C -ATOM 15486 C LYS B1045 172.329 149.904 200.543 1.00 49.64 C -ATOM 15487 O LYS B1045 173.478 150.096 200.948 1.00 49.64 O -ATOM 15488 CB LYS B1045 172.267 148.489 198.479 1.00 49.64 C -ATOM 15489 CG LYS B1045 171.614 148.255 197.128 1.00 49.64 C -ATOM 15490 CD LYS B1045 171.415 146.773 196.861 1.00 49.64 C -ATOM 15491 CE LYS B1045 170.288 146.206 197.709 1.00 49.64 C -ATOM 15492 NZ LYS B1045 168.959 146.394 197.063 1.00 49.64 N1+ -ATOM 15493 N GLY B1046 171.303 149.705 201.357 1.00 58.61 N -ATOM 15494 CA GLY B1046 171.430 149.838 202.792 1.00 58.61 C -ATOM 15495 C GLY B1046 170.968 151.200 203.266 1.00 58.61 C -ATOM 15496 O GLY B1046 170.446 152.022 202.507 1.00 58.61 O -ATOM 15497 N TYR B1047 171.168 151.436 204.557 1.00 74.85 N -ATOM 15498 CA TYR B1047 170.799 152.712 205.156 1.00 74.85 C -ATOM 15499 C TYR B1047 171.840 153.760 204.782 1.00 74.85 C -ATOM 15500 O TYR B1047 173.016 153.630 205.134 1.00 74.85 O -ATOM 15501 CB TYR B1047 170.666 152.565 206.668 1.00 74.85 C -ATOM 15502 CG TYR B1047 169.651 151.517 207.066 1.00 74.85 C -ATOM 15503 CD1 TYR B1047 168.293 151.746 206.889 1.00 74.85 C -ATOM 15504 CD2 TYR B1047 170.048 150.299 207.604 1.00 74.85 C -ATOM 15505 CE1 TYR B1047 167.356 150.796 207.243 1.00 74.85 C -ATOM 15506 CE2 TYR B1047 169.116 149.340 207.962 1.00 74.85 C -ATOM 15507 CZ TYR B1047 167.772 149.596 207.777 1.00 74.85 C -ATOM 15508 OH TYR B1047 166.839 148.650 208.129 1.00 74.85 O -ATOM 15509 N HIS B1048 171.403 154.799 204.073 1.00 47.90 N -ATOM 15510 CA HIS B1048 172.319 155.755 203.467 1.00 47.90 C -ATOM 15511 C HIS B1048 172.890 156.702 204.513 1.00 47.90 C -ATOM 15512 O HIS B1048 172.149 157.279 205.315 1.00 47.90 O -ATOM 15513 CB HIS B1048 171.606 156.546 202.372 1.00 47.90 C -ATOM 15514 CG HIS B1048 172.384 157.723 201.875 1.00 47.90 C -ATOM 15515 ND1 HIS B1048 172.131 159.012 202.290 1.00 47.90 N -ATOM 15516 CD2 HIS B1048 173.416 157.804 201.004 1.00 47.90 C -ATOM 15517 CE1 HIS B1048 172.969 159.838 201.689 1.00 47.90 C -ATOM 15518 NE2 HIS B1048 173.760 159.130 200.904 1.00 47.90 N -ATOM 15519 N LEU B1049 174.215 156.849 204.511 1.00 74.85 N -ATOM 15520 CA LEU B1049 174.898 157.768 205.414 1.00 74.85 C -ATOM 15521 C LEU B1049 175.246 159.080 204.719 1.00 74.85 C -ATOM 15522 O LEU B1049 174.761 160.140 205.128 1.00 74.85 O -ATOM 15523 CB LEU B1049 176.157 157.109 205.986 1.00 74.85 C -ATOM 15524 CG LEU B1049 175.884 155.971 206.963 1.00 74.85 C -ATOM 15525 CD1 LEU B1049 177.185 155.348 207.424 1.00 74.85 C -ATOM 15526 CD2 LEU B1049 175.064 156.470 208.127 1.00 74.85 C -ATOM 15527 N MET B1050 176.056 159.027 203.662 1.00 74.85 N -ATOM 15528 CA MET B1050 176.417 160.240 202.921 1.00 74.85 C -ATOM 15529 C MET B1050 176.871 159.853 201.516 1.00 74.85 C -ATOM 15530 O MET B1050 176.838 158.680 201.135 1.00 74.85 O -ATOM 15531 CB MET B1050 177.495 161.052 203.652 1.00 74.85 C -ATOM 15532 CG MET B1050 178.885 160.435 203.652 1.00 74.85 C -ATOM 15533 SD MET B1050 179.792 160.743 205.173 1.00 74.85 S -ATOM 15534 CE MET B1050 179.921 162.526 205.167 1.00 74.85 C -ATOM 15535 N SER B1051 177.304 160.846 200.741 1.00 74.85 N -ATOM 15536 CA SER B1051 177.800 160.592 199.398 1.00 74.85 C -ATOM 15537 C SER B1051 178.853 161.631 199.048 1.00 74.85 C -ATOM 15538 O SER B1051 178.910 162.712 199.638 1.00 74.85 O -ATOM 15539 CB SER B1051 176.666 160.612 198.368 1.00 74.85 C -ATOM 15540 OG SER B1051 175.959 159.386 198.372 1.00 74.85 O -ATOM 15541 N PHE B1052 179.691 161.285 198.074 1.00 70.39 N -ATOM 15542 CA PHE B1052 180.731 162.182 197.594 1.00 70.39 C -ATOM 15543 C PHE B1052 180.650 162.272 196.076 1.00 70.39 C -ATOM 15544 O PHE B1052 180.519 161.238 195.400 1.00 70.39 O -ATOM 15545 CB PHE B1052 182.127 161.713 198.021 1.00 70.39 C -ATOM 15546 CG PHE B1052 182.264 161.478 199.495 1.00 70.39 C -ATOM 15547 CD1 PHE B1052 182.147 162.528 200.392 1.00 70.39 C -ATOM 15548 CD2 PHE B1052 182.540 160.212 199.984 1.00 70.39 C -ATOM 15549 CE1 PHE B1052 182.278 162.316 201.751 1.00 70.39 C -ATOM 15550 CE2 PHE B1052 182.679 159.994 201.340 1.00 70.39 C -ATOM 15551 CZ PHE B1052 182.545 161.047 202.225 1.00 70.39 C -ATOM 15552 N PRO B1053 180.704 163.474 195.503 1.00 74.85 N -ATOM 15553 CA PRO B1053 180.703 163.603 194.042 1.00 74.85 C -ATOM 15554 C PRO B1053 182.106 163.670 193.459 1.00 74.85 C -ATOM 15555 O PRO B1053 183.034 164.231 194.045 1.00 74.85 O -ATOM 15556 CB PRO B1053 179.953 164.924 193.824 1.00 74.85 C -ATOM 15557 CG PRO B1053 180.277 165.735 195.040 1.00 74.85 C -ATOM 15558 CD PRO B1053 180.555 164.777 196.175 1.00 74.85 C -ATOM 15559 N GLN B1054 182.261 163.064 192.283 1.00 39.97 N -ATOM 15560 CA GLN B1054 183.497 163.120 191.518 1.00 39.97 C -ATOM 15561 C GLN B1054 183.151 163.388 190.062 1.00 39.97 C -ATOM 15562 O GLN B1054 182.129 162.918 189.556 1.00 39.97 O -ATOM 15563 CB GLN B1054 184.311 161.816 191.615 1.00 39.97 C -ATOM 15564 CG GLN B1054 184.629 161.330 193.024 1.00 39.97 C -ATOM 15565 CD GLN B1054 185.668 162.184 193.719 1.00 39.97 C -ATOM 15566 OE1 GLN B1054 186.868 161.953 193.586 1.00 39.97 O -ATOM 15567 NE2 GLN B1054 185.211 163.173 194.475 1.00 39.97 N -ATOM 15568 N SER B1055 184.011 164.144 189.390 1.00 39.36 N -ATOM 15569 CA SER B1055 183.810 164.420 187.978 1.00 39.36 C -ATOM 15570 C SER B1055 184.193 163.207 187.138 1.00 39.36 C -ATOM 15571 O SER B1055 184.912 162.310 187.587 1.00 39.36 O -ATOM 15572 CB SER B1055 184.629 165.635 187.548 1.00 39.36 C -ATOM 15573 OG SER B1055 185.991 165.480 187.904 1.00 39.36 O -ATOM 15574 N ALA B1056 183.713 163.192 185.897 1.00 33.32 N -ATOM 15575 CA ALA B1056 184.025 162.124 184.960 1.00 33.32 C -ATOM 15576 C ALA B1056 183.835 162.664 183.551 1.00 33.32 C -ATOM 15577 O ALA B1056 183.071 163.620 183.354 1.00 33.32 O -ATOM 15578 CB ALA B1056 183.126 160.898 185.199 1.00 33.32 C -ATOM 15579 N PRO B1057 184.538 162.088 182.546 1.00 37.28 N -ATOM 15580 CA PRO B1057 184.306 162.493 181.151 1.00 37.28 C -ATOM 15581 C PRO B1057 182.869 162.283 180.705 1.00 37.28 C -ATOM 15582 O PRO B1057 182.389 161.147 180.615 1.00 37.28 O -ATOM 15583 CB PRO B1057 185.275 161.601 180.368 1.00 37.28 C -ATOM 15584 CG PRO B1057 186.385 161.364 181.319 1.00 37.28 C -ATOM 15585 CD PRO B1057 185.729 161.226 182.663 1.00 37.28 C -ATOM 15586 N HIS B1058 182.196 163.413 180.455 1.00 36.53 N -ATOM 15587 CA HIS B1058 180.764 163.495 180.153 1.00 36.53 C -ATOM 15588 C HIS B1058 179.902 162.873 181.251 1.00 36.53 C -ATOM 15589 O HIS B1058 178.891 162.230 180.965 1.00 36.53 O -ATOM 15590 CB HIS B1058 180.430 162.865 178.795 1.00 36.53 C -ATOM 15591 CG HIS B1058 181.206 163.435 177.650 1.00 36.53 C -ATOM 15592 ND1 HIS B1058 181.247 164.784 177.376 1.00 36.53 N -ATOM 15593 CD2 HIS B1058 181.961 162.834 176.700 1.00 36.53 C -ATOM 15594 CE1 HIS B1058 182.000 164.992 176.310 1.00 36.53 C -ATOM 15595 NE2 HIS B1058 182.445 163.825 175.881 1.00 36.53 N -ATOM 15596 N GLY B1059 180.271 163.070 182.514 1.00 30.57 N -ATOM 15597 CA GLY B1059 179.407 162.543 183.555 1.00 30.57 C -ATOM 15598 C GLY B1059 179.913 162.792 184.960 1.00 30.57 C -ATOM 15599 O GLY B1059 180.893 163.504 185.188 1.00 30.57 O -ATOM 15600 N VAL B1060 179.211 162.170 185.904 1.00 28.27 N -ATOM 15601 CA VAL B1060 179.471 162.316 187.328 1.00 28.27 C -ATOM 15602 C VAL B1060 179.476 160.926 187.958 1.00 28.27 C -ATOM 15603 O VAL B1060 178.864 159.983 187.442 1.00 28.27 O -ATOM 15604 CB VAL B1060 178.430 163.266 187.985 1.00 28.27 C -ATOM 15605 CG1 VAL B1060 177.077 162.593 188.154 1.00 28.27 C -ATOM 15606 CG2 VAL B1060 178.938 163.844 189.305 1.00 28.27 C -ATOM 15607 N VAL B1061 180.235 160.785 189.044 1.00 41.01 N -ATOM 15608 CA VAL B1061 180.368 159.525 189.766 1.00 41.01 C -ATOM 15609 C VAL B1061 180.120 159.806 191.242 1.00 41.01 C -ATOM 15610 O VAL B1061 180.819 160.626 191.847 1.00 41.01 O -ATOM 15611 CB VAL B1061 181.752 158.884 189.560 1.00 41.01 C -ATOM 15612 CG1 VAL B1061 181.983 157.759 190.558 1.00 41.01 C -ATOM 15613 CG2 VAL B1061 181.899 158.368 188.138 1.00 41.01 C -ATOM 15614 N PHE B1062 179.137 159.129 191.819 1.00 34.79 N -ATOM 15615 CA PHE B1062 178.807 159.270 193.228 1.00 34.79 C -ATOM 15616 C PHE B1062 179.383 158.095 194.002 1.00 34.79 C -ATOM 15617 O PHE B1062 179.215 156.938 193.601 1.00 34.79 O -ATOM 15618 CB PHE B1062 177.295 159.328 193.435 1.00 34.79 C -ATOM 15619 CG PHE B1062 176.657 160.590 192.945 1.00 34.79 C -ATOM 15620 CD1 PHE B1062 176.666 161.735 193.725 1.00 34.79 C -ATOM 15621 CD2 PHE B1062 176.024 160.625 191.714 1.00 34.79 C -ATOM 15622 CE1 PHE B1062 176.070 162.896 193.277 1.00 34.79 C -ATOM 15623 CE2 PHE B1062 175.425 161.782 191.263 1.00 34.79 C -ATOM 15624 CZ PHE B1062 175.450 162.919 192.043 1.00 34.79 C -ATOM 15625 N LEU B1063 180.059 158.395 195.105 1.00 74.85 N -ATOM 15626 CA LEU B1063 180.504 157.388 196.059 1.00 74.85 C -ATOM 15627 C LEU B1063 179.555 157.442 197.247 1.00 74.85 C -ATOM 15628 O LEU B1063 179.593 158.391 198.035 1.00 74.85 O -ATOM 15629 CB LEU B1063 181.947 157.637 196.492 1.00 74.85 C -ATOM 15630 CG LEU B1063 182.976 157.856 195.384 1.00 74.85 C -ATOM 15631 CD1 LEU B1063 184.353 158.072 195.981 1.00 74.85 C -ATOM 15632 CD2 LEU B1063 182.988 156.678 194.428 1.00 74.85 C -ATOM 15633 N HIS B1064 178.698 156.433 197.362 1.00 40.84 N -ATOM 15634 CA HIS B1064 177.678 156.374 198.401 1.00 40.84 C -ATOM 15635 C HIS B1064 178.219 155.592 199.589 1.00 40.84 C -ATOM 15636 O HIS B1064 178.527 154.403 199.461 1.00 40.84 O -ATOM 15637 CB HIS B1064 176.402 155.713 197.880 1.00 40.84 C -ATOM 15638 CG HIS B1064 175.791 156.409 196.706 1.00 40.84 C -ATOM 15639 ND1 HIS B1064 175.347 157.711 196.761 1.00 40.84 N -ATOM 15640 CD2 HIS B1064 175.544 155.980 195.446 1.00 40.84 C -ATOM 15641 CE1 HIS B1064 174.854 158.056 195.585 1.00 40.84 C -ATOM 15642 NE2 HIS B1064 174.963 157.024 194.769 1.00 40.84 N -ATOM 15643 N VAL B1065 178.329 156.255 200.736 1.00 74.85 N -ATOM 15644 CA VAL B1065 178.683 155.615 201.994 1.00 74.85 C -ATOM 15645 C VAL B1065 177.387 155.263 202.704 1.00 74.85 C -ATOM 15646 O VAL B1065 176.550 156.143 202.949 1.00 74.85 O -ATOM 15647 CB VAL B1065 179.561 156.527 202.863 1.00 74.85 C -ATOM 15648 CG1 VAL B1065 180.069 155.772 204.073 1.00 74.85 C -ATOM 15649 CG2 VAL B1065 180.716 157.059 202.050 1.00 74.85 C -ATOM 15650 N THR B1066 177.219 153.971 203.003 1.00 74.85 N -ATOM 15651 CA THR B1066 176.006 153.398 203.567 1.00 74.85 C -ATOM 15652 C THR B1066 176.359 152.439 204.698 1.00 74.85 C -ATOM 15653 O THR B1066 177.480 151.926 204.786 1.00 74.85 O -ATOM 15654 CB THR B1066 175.184 152.634 202.513 1.00 74.85 C -ATOM 15655 OG1 THR B1066 176.012 151.648 201.886 1.00 74.85 O -ATOM 15656 CG2 THR B1066 174.616 153.569 201.453 1.00 74.85 C -ATOM 15657 N TYR B1067 175.363 152.179 205.543 1.00 37.46 N -ATOM 15658 CA TYR B1067 175.481 151.350 206.738 1.00 37.46 C -ATOM 15659 C TYR B1067 174.694 150.065 206.505 1.00 37.46 C -ATOM 15660 O TYR B1067 173.498 150.122 206.203 1.00 37.46 O -ATOM 15661 CB TYR B1067 174.952 152.131 207.946 1.00 37.46 C -ATOM 15662 CG TYR B1067 174.751 151.382 209.252 1.00 37.46 C -ATOM 15663 CD1 TYR B1067 173.536 150.770 209.554 1.00 37.46 C -ATOM 15664 CD2 TYR B1067 175.753 151.353 210.213 1.00 37.46 C -ATOM 15665 CE1 TYR B1067 173.347 150.108 210.751 1.00 37.46 C -ATOM 15666 CE2 TYR B1067 175.568 150.702 211.417 1.00 37.46 C -ATOM 15667 CZ TYR B1067 174.366 150.077 211.678 1.00 37.46 C -ATOM 15668 OH TYR B1067 174.178 149.422 212.873 1.00 37.46 O -ATOM 15669 N VAL B1068 175.347 148.915 206.647 1.00 74.85 N -ATOM 15670 CA VAL B1068 174.719 147.624 206.392 1.00 74.85 C -ATOM 15671 C VAL B1068 174.866 146.751 207.635 1.00 74.85 C -ATOM 15672 O VAL B1068 175.987 146.502 208.080 1.00 74.85 O -ATOM 15673 CB VAL B1068 175.325 146.922 205.165 1.00 74.85 C -ATOM 15674 CG1 VAL B1068 174.858 145.476 205.086 1.00 74.85 C -ATOM 15675 CG2 VAL B1068 174.960 147.666 203.891 1.00 74.85 C -ATOM 15676 N PRO B1069 173.774 146.266 208.231 1.00 56.43 N -ATOM 15677 CA PRO B1069 173.899 145.339 209.366 1.00 56.43 C -ATOM 15678 C PRO B1069 174.452 143.987 208.931 1.00 56.43 C -ATOM 15679 O PRO B1069 174.085 143.458 207.880 1.00 56.43 O -ATOM 15680 CB PRO B1069 172.461 145.217 209.882 1.00 56.43 C -ATOM 15681 CG PRO B1069 171.735 146.395 209.309 1.00 56.43 C -ATOM 15682 CD PRO B1069 172.376 146.650 207.987 1.00 56.43 C -ATOM 15683 N ALA B1070 175.338 143.422 209.758 1.00 55.15 N -ATOM 15684 CA ALA B1070 176.169 142.301 209.326 1.00 55.15 C -ATOM 15685 C ALA B1070 175.899 141.000 210.072 1.00 55.15 C -ATOM 15686 O ALA B1070 175.603 139.990 209.426 1.00 55.15 O -ATOM 15687 CB ALA B1070 177.650 142.682 209.451 1.00 55.15 C -ATOM 15688 N GLN B1071 176.007 140.971 211.401 1.00 61.18 N -ATOM 15689 CA GLN B1071 176.023 139.720 212.162 1.00 61.18 C -ATOM 15690 C GLN B1071 174.733 139.583 212.962 1.00 61.18 C -ATOM 15691 O GLN B1071 174.519 140.316 213.931 1.00 61.18 O -ATOM 15692 CB GLN B1071 177.240 139.658 213.081 1.00 61.18 C -ATOM 15693 CG GLN B1071 178.560 139.461 212.355 1.00 61.18 C -ATOM 15694 CD GLN B1071 179.734 139.374 213.307 1.00 61.18 C -ATOM 15695 OE1 GLN B1071 179.557 139.351 214.525 1.00 61.18 O -ATOM 15696 NE2 GLN B1071 180.941 139.323 212.758 1.00 61.18 N -ATOM 15697 N GLU B1072 173.906 138.612 212.585 1.00 67.33 N -ATOM 15698 CA GLU B1072 172.543 138.475 213.076 1.00 67.33 C -ATOM 15699 C GLU B1072 172.473 137.492 214.244 1.00 67.33 C -ATOM 15700 O GLU B1072 173.337 136.629 214.412 1.00 67.33 O -ATOM 15701 CB GLU B1072 171.623 138.004 211.947 1.00 67.33 C -ATOM 15702 CG GLU B1072 171.440 139.014 210.822 1.00 67.33 C -ATOM 15703 CD GLU B1072 172.548 138.996 209.786 1.00 67.33 C -ATOM 15704 OE1 GLU B1072 173.452 138.142 209.896 1.00 67.33 O -ATOM 15705 OE2 GLU B1072 172.525 139.850 208.876 1.00 67.33 O1- -ATOM 15706 N LYS B1073 171.416 137.624 215.051 1.00 69.81 N -ATOM 15707 CA LYS B1073 171.201 136.703 216.159 1.00 69.81 C -ATOM 15708 C LYS B1073 169.710 136.554 216.440 1.00 69.81 C -ATOM 15709 O LYS B1073 168.958 137.533 216.386 1.00 69.81 O -ATOM 15710 CB LYS B1073 171.933 137.176 217.421 1.00 69.81 C -ATOM 15711 CG LYS B1073 172.098 136.107 218.491 1.00 69.81 C -ATOM 15712 CD LYS B1073 173.044 136.572 219.586 1.00 69.81 C -ATOM 15713 CE LYS B1073 172.851 135.771 220.864 1.00 69.81 C -ATOM 15714 NZ LYS B1073 173.537 136.408 222.021 1.00 69.81 N1+ -ATOM 15715 N ASN B1074 169.296 135.320 216.738 1.00 83.78 N -ATOM 15716 CA ASN B1074 167.909 135.007 217.065 1.00 83.78 C -ATOM 15717 C ASN B1074 167.576 135.414 218.496 1.00 83.78 C -ATOM 15718 O ASN B1074 168.408 135.292 219.399 1.00 83.78 O -ATOM 15719 CB ASN B1074 167.646 133.509 216.903 1.00 83.78 C -ATOM 15720 CG ASN B1074 167.211 133.127 215.503 1.00 83.78 C -ATOM 15721 OD1 ASN B1074 166.624 133.927 214.775 1.00 83.78 O -ATOM 15722 ND2 ASN B1074 167.493 131.883 215.125 1.00 83.78 N -ATOM 15723 N PHE B1075 166.342 135.875 218.702 1.00 55.66 N -ATOM 15724 CA PHE B1075 165.840 136.224 220.025 1.00 55.66 C -ATOM 15725 C PHE B1075 164.351 135.912 220.073 1.00 55.66 C -ATOM 15726 O PHE B1075 163.676 135.874 219.038 1.00 55.66 O -ATOM 15727 CB PHE B1075 166.082 137.704 220.351 1.00 55.66 C -ATOM 15728 CG PHE B1075 167.530 138.063 220.494 1.00 55.66 C -ATOM 15729 CD1 PHE B1075 168.237 137.717 221.635 1.00 55.66 C -ATOM 15730 CD2 PHE B1075 168.192 138.728 219.473 1.00 55.66 C -ATOM 15731 CE1 PHE B1075 169.575 138.040 221.761 1.00 55.66 C -ATOM 15732 CE2 PHE B1075 169.528 139.054 219.592 1.00 55.66 C -ATOM 15733 CZ PHE B1075 170.221 138.708 220.736 1.00 55.66 C -ATOM 15734 N THR B1076 163.832 135.692 221.282 1.00 56.47 N -ATOM 15735 CA THR B1076 162.412 135.408 221.467 1.00 56.47 C -ATOM 15736 C THR B1076 161.711 136.693 221.888 1.00 56.47 C -ATOM 15737 O THR B1076 162.061 137.282 222.913 1.00 56.47 O -ATOM 15738 CB THR B1076 162.199 134.310 222.508 1.00 56.47 C -ATOM 15739 OG1 THR B1076 162.759 133.082 222.028 1.00 56.47 O -ATOM 15740 CG2 THR B1076 160.716 134.111 222.776 1.00 56.47 C -ATOM 15741 N THR B1077 160.723 137.122 221.111 1.00 46.48 N -ATOM 15742 CA THR B1077 160.155 138.452 221.273 1.00 46.48 C -ATOM 15743 C THR B1077 158.688 138.382 221.684 1.00 46.48 C -ATOM 15744 O THR B1077 158.050 137.327 221.646 1.00 46.48 O -ATOM 15745 CB THR B1077 160.299 139.267 219.984 1.00 46.48 C -ATOM 15746 OG1 THR B1077 159.880 140.614 220.228 1.00 46.48 O -ATOM 15747 CG2 THR B1077 159.448 138.669 218.878 1.00 46.48 C -ATOM 15748 N ALA B1078 158.162 139.541 222.082 1.00 45.71 N -ATOM 15749 CA ALA B1078 156.781 139.687 222.521 1.00 45.71 C -ATOM 15750 C ALA B1078 156.367 141.137 222.326 1.00 45.71 C -ATOM 15751 O ALA B1078 157.201 142.036 222.477 1.00 45.71 O -ATOM 15752 CB ALA B1078 156.619 139.276 223.991 1.00 45.71 C -ATOM 15753 N PRO B1079 155.099 141.400 221.988 1.00 45.72 N -ATOM 15754 CA PRO B1079 154.698 142.790 221.712 1.00 45.72 C -ATOM 15755 C PRO B1079 154.548 143.655 222.953 1.00 45.72 C -ATOM 15756 O PRO B1079 154.846 144.854 222.890 1.00 45.72 O -ATOM 15757 CB PRO B1079 153.359 142.624 220.979 1.00 45.72 C -ATOM 15758 CG PRO B1079 152.840 141.314 221.449 1.00 45.72 C -ATOM 15759 CD PRO B1079 154.047 140.442 221.607 1.00 45.72 C -ATOM 15760 N ALA B1080 154.102 143.096 224.075 1.00 48.00 N -ATOM 15761 CA ALA B1080 153.855 143.881 225.277 1.00 48.00 C -ATOM 15762 C ALA B1080 154.161 143.020 226.493 1.00 48.00 C -ATOM 15763 O ALA B1080 154.413 141.819 226.376 1.00 48.00 O -ATOM 15764 CB ALA B1080 152.415 144.398 225.320 1.00 48.00 C -ATOM 15765 N ILE B1081 154.138 143.641 227.673 1.00 55.17 N -ATOM 15766 CA ILE B1081 154.442 142.942 228.919 1.00 55.17 C -ATOM 15767 C ILE B1081 153.383 143.274 229.966 1.00 55.17 C -ATOM 15768 O ILE B1081 153.058 144.447 230.181 1.00 55.17 O -ATOM 15769 CB ILE B1081 155.864 143.283 229.417 1.00 55.17 C -ATOM 15770 CG1 ILE B1081 156.885 142.422 228.668 1.00 55.17 C -ATOM 15771 CG2 ILE B1081 156.011 143.102 230.929 1.00 55.17 C -ATOM 15772 CD1 ILE B1081 158.300 142.599 229.128 1.00 55.17 C -ATOM 15773 N CYS B1082 152.822 142.234 230.586 1.00 65.26 N -ATOM 15774 CA CYS B1082 151.949 142.403 231.739 1.00 65.26 C -ATOM 15775 C CYS B1082 152.764 142.737 232.981 1.00 65.26 C -ATOM 15776 O CYS B1082 153.767 142.083 233.274 1.00 65.26 O -ATOM 15777 CB CYS B1082 151.159 141.122 232.001 1.00 65.26 C -ATOM 15778 SG CYS B1082 149.720 140.865 230.971 1.00 65.26 S -ATOM 15779 N HIS B1083 152.311 143.741 233.732 1.00 68.87 N -ATOM 15780 CA HIS B1083 152.900 144.029 235.039 1.00 68.87 C -ATOM 15781 C HIS B1083 151.839 144.720 235.884 1.00 68.87 C -ATOM 15782 O HIS B1083 151.469 145.860 235.585 1.00 68.87 O -ATOM 15783 CB HIS B1083 154.146 144.895 234.911 1.00 68.87 C -ATOM 15784 CG HIS B1083 154.759 145.259 236.227 1.00 68.87 C -ATOM 15785 ND1 HIS B1083 155.389 144.335 237.032 1.00 68.87 N -ATOM 15786 CD2 HIS B1083 154.833 146.442 236.882 1.00 68.87 C -ATOM 15787 CE1 HIS B1083 155.829 144.933 238.124 1.00 68.87 C -ATOM 15788 NE2 HIS B1083 155.504 146.212 238.058 1.00 68.87 N -ATOM 15789 N ASP B1084 151.369 144.022 236.929 1.00 72.15 N -ATOM 15790 CA ASP B1084 150.317 144.488 237.845 1.00 72.15 C -ATOM 15791 C ASP B1084 149.032 144.848 237.099 1.00 72.15 C -ATOM 15792 O ASP B1084 148.359 145.829 237.419 1.00 72.15 O -ATOM 15793 CB ASP B1084 150.795 145.662 238.706 1.00 72.15 C -ATOM 15794 CG ASP B1084 151.866 145.258 239.698 1.00 72.15 C -ATOM 15795 OD1 ASP B1084 151.887 144.078 240.107 1.00 72.15 O -ATOM 15796 OD2 ASP B1084 152.691 146.121 240.065 1.00 72.15 O1- -ATOM 15797 N GLY B1085 148.691 144.046 236.094 1.00 70.12 N -ATOM 15798 CA GLY B1085 147.510 144.298 235.296 1.00 70.12 C -ATOM 15799 C GLY B1085 147.652 145.392 234.264 1.00 70.12 C -ATOM 15800 O GLY B1085 146.649 145.777 233.652 1.00 70.12 O -ATOM 15801 N LYS B1086 148.859 145.903 234.047 1.00 61.19 N -ATOM 15802 CA LYS B1086 149.106 146.967 233.085 1.00 61.19 C -ATOM 15803 C LYS B1086 149.885 146.421 231.898 1.00 61.19 C -ATOM 15804 O LYS B1086 150.767 145.572 232.059 1.00 61.19 O -ATOM 15805 CB LYS B1086 149.882 148.120 233.723 1.00 61.19 C -ATOM 15806 CG LYS B1086 149.351 148.577 235.066 1.00 61.19 C -ATOM 15807 CD LYS B1086 150.291 149.588 235.701 1.00 61.19 C -ATOM 15808 CE LYS B1086 149.940 149.834 237.157 1.00 61.19 C -ATOM 15809 NZ LYS B1086 148.494 150.138 237.336 1.00 61.19 N1+ -ATOM 15810 N ALA B1087 149.559 146.914 230.708 1.00 52.15 N -ATOM 15811 CA ALA B1087 150.236 146.515 229.481 1.00 52.15 C -ATOM 15812 C ALA B1087 151.304 147.553 229.158 1.00 52.15 C -ATOM 15813 O ALA B1087 150.987 148.689 228.787 1.00 52.15 O -ATOM 15814 CB ALA B1087 149.243 146.368 228.331 1.00 52.15 C -ATOM 15815 N HIS B1088 152.567 147.160 229.299 1.00 46.45 N -ATOM 15816 CA HIS B1088 153.700 148.011 228.969 1.00 46.45 C -ATOM 15817 C HIS B1088 154.159 147.715 227.549 1.00 46.45 C -ATOM 15818 O HIS B1088 154.396 146.553 227.195 1.00 46.45 O -ATOM 15819 CB HIS B1088 154.857 147.795 229.946 1.00 46.45 C -ATOM 15820 CG HIS B1088 154.532 148.151 231.363 1.00 46.45 C -ATOM 15821 ND1 HIS B1088 154.873 149.365 231.920 1.00 46.45 N -ATOM 15822 CD2 HIS B1088 153.903 147.453 232.338 1.00 46.45 C -ATOM 15823 CE1 HIS B1088 154.467 149.400 233.177 1.00 46.45 C -ATOM 15824 NE2 HIS B1088 153.875 148.252 233.455 1.00 46.45 N -ATOM 15825 N PHE B1089 154.275 148.773 226.740 1.00 42.83 N -ATOM 15826 CA PHE B1089 154.777 148.766 225.378 1.00 42.83 C -ATOM 15827 C PHE B1089 156.087 149.545 225.311 1.00 42.83 C -ATOM 15828 O PHE B1089 156.252 150.537 226.026 1.00 42.83 O -ATOM 15829 CB PHE B1089 153.771 149.398 224.405 1.00 42.83 C -ATOM 15830 CG PHE B1089 152.450 148.685 224.333 1.00 42.83 C -ATOM 15831 CD1 PHE B1089 151.423 148.997 225.212 1.00 42.83 C -ATOM 15832 CD2 PHE B1089 152.226 147.719 223.366 1.00 42.83 C -ATOM 15833 CE1 PHE B1089 150.207 148.345 225.140 1.00 42.83 C -ATOM 15834 CE2 PHE B1089 151.010 147.066 223.289 1.00 42.83 C -ATOM 15835 CZ PHE B1089 150.001 147.381 224.176 1.00 42.83 C -ATOM 15836 N PRO B1090 157.041 149.131 224.477 1.00 43.01 N -ATOM 15837 CA PRO B1090 158.307 149.872 224.398 1.00 43.01 C -ATOM 15838 C PRO B1090 158.140 151.199 223.673 1.00 43.01 C -ATOM 15839 O PRO B1090 157.417 151.299 222.679 1.00 43.01 O -ATOM 15840 CB PRO B1090 159.225 148.920 223.625 1.00 43.01 C -ATOM 15841 CG PRO B1090 158.299 148.112 222.790 1.00 43.01 C -ATOM 15842 CD PRO B1090 157.042 147.945 223.601 1.00 43.01 C -ATOM 15843 N ARG B1091 158.809 152.231 224.198 1.00 47.09 N -ATOM 15844 CA ARG B1091 158.812 153.532 223.533 1.00 47.09 C -ATOM 15845 C ARG B1091 159.584 153.465 222.221 1.00 47.09 C -ATOM 15846 O ARG B1091 159.102 153.925 221.179 1.00 47.09 O -ATOM 15847 CB ARG B1091 159.408 154.596 224.455 1.00 47.09 C -ATOM 15848 CG ARG B1091 158.423 155.226 225.424 1.00 47.09 C -ATOM 15849 CD ARG B1091 159.113 156.284 226.272 1.00 47.09 C -ATOM 15850 NE ARG B1091 158.173 157.056 227.075 1.00 47.09 N -ATOM 15851 CZ ARG B1091 157.901 156.815 228.350 1.00 47.09 C -ATOM 15852 NH1 ARG B1091 158.475 155.818 229.003 1.00 47.09 N1+ -ATOM 15853 NH2 ARG B1091 157.033 157.595 228.987 1.00 47.09 N -ATOM 15854 N GLU B1092 160.784 152.892 222.256 1.00 50.11 N -ATOM 15855 CA GLU B1092 161.515 152.535 221.051 1.00 50.11 C -ATOM 15856 C GLU B1092 162.165 151.178 221.271 1.00 50.11 C -ATOM 15857 O GLU B1092 162.395 150.751 222.406 1.00 50.11 O -ATOM 15858 CB GLU B1092 162.586 153.574 220.672 1.00 50.11 C -ATOM 15859 CG GLU B1092 163.791 153.655 221.615 1.00 50.11 C -ATOM 15860 CD GLU B1092 163.578 154.555 222.823 1.00 50.11 C -ATOM 15861 OE1 GLU B1092 162.423 154.910 223.131 1.00 50.11 O -ATOM 15862 OE2 GLU B1092 164.584 154.906 223.475 1.00 50.11 O1- -ATOM 15863 N GLY B1093 162.450 150.498 220.173 1.00 44.70 N -ATOM 15864 CA GLY B1093 163.138 149.229 220.245 1.00 44.70 C -ATOM 15865 C GLY B1093 162.214 148.039 220.396 1.00 44.70 C -ATOM 15866 O GLY B1093 160.984 148.134 220.356 1.00 44.70 O -ATOM 15867 N VAL B1094 162.846 146.883 220.579 1.00 43.11 N -ATOM 15868 CA VAL B1094 162.176 145.591 220.551 1.00 43.11 C -ATOM 15869 C VAL B1094 162.318 144.949 221.926 1.00 43.11 C -ATOM 15870 O VAL B1094 163.404 144.976 222.520 1.00 43.11 O -ATOM 15871 CB VAL B1094 162.787 144.687 219.457 1.00 43.11 C -ATOM 15872 CG1 VAL B1094 162.165 143.293 219.461 1.00 43.11 C -ATOM 15873 CG2 VAL B1094 162.713 145.340 218.088 1.00 43.11 C -ATOM 15874 N PHE B1095 161.218 144.396 222.442 1.00 43.13 N -ATOM 15875 CA PHE B1095 161.283 143.500 223.590 1.00 43.13 C -ATOM 15876 C PHE B1095 161.843 142.158 223.136 1.00 43.13 C -ATOM 15877 O PHE B1095 161.243 141.488 222.291 1.00 43.13 O -ATOM 15878 CB PHE B1095 159.903 143.297 224.214 1.00 43.13 C -ATOM 15879 CG PHE B1095 159.464 144.409 225.122 1.00 43.13 C -ATOM 15880 CD1 PHE B1095 160.389 145.251 225.716 1.00 43.13 C -ATOM 15881 CD2 PHE B1095 158.120 144.581 225.417 1.00 43.13 C -ATOM 15882 CE1 PHE B1095 159.978 146.267 226.562 1.00 43.13 C -ATOM 15883 CE2 PHE B1095 157.703 145.589 226.265 1.00 43.13 C -ATOM 15884 CZ PHE B1095 158.633 146.434 226.836 1.00 43.13 C -ATOM 15885 N VAL B1096 162.987 141.760 223.693 1.00 54.36 N -ATOM 15886 CA VAL B1096 163.628 140.498 223.351 1.00 54.36 C -ATOM 15887 C VAL B1096 163.887 139.700 224.619 1.00 54.36 C -ATOM 15888 O VAL B1096 163.824 140.213 225.736 1.00 54.36 O -ATOM 15889 CB VAL B1096 164.955 140.682 222.591 1.00 54.36 C -ATOM 15890 CG1 VAL B1096 164.731 141.363 221.271 1.00 54.36 C -ATOM 15891 CG2 VAL B1096 165.933 141.457 223.446 1.00 54.36 C -ATOM 15892 N SER B1097 164.191 138.423 224.418 1.00 68.55 N -ATOM 15893 CA SER B1097 164.639 137.545 225.482 1.00 68.55 C -ATOM 15894 C SER B1097 165.630 136.551 224.900 1.00 68.55 C -ATOM 15895 O SER B1097 165.464 136.085 223.765 1.00 68.55 O -ATOM 15896 CB SER B1097 163.472 136.800 226.136 1.00 68.55 C -ATOM 15897 OG SER B1097 163.937 135.677 226.862 1.00 68.55 O -ATOM 15898 N ASN B1098 166.660 136.248 225.688 1.00 93.61 N -ATOM 15899 CA ASN B1098 167.650 135.230 225.373 1.00 93.61 C -ATOM 15900 C ASN B1098 167.311 133.878 225.985 1.00 93.61 C -ATOM 15901 O ASN B1098 168.089 132.932 225.832 1.00 93.61 O -ATOM 15902 CB ASN B1098 169.040 135.682 225.844 1.00 93.61 C -ATOM 15903 CG ASN B1098 169.095 135.957 227.339 1.00 93.61 C -ATOM 15904 OD1 ASN B1098 168.081 136.275 227.961 1.00 93.61 O -ATOM 15905 ND2 ASN B1098 170.288 135.843 227.922 1.00 93.61 N -ATOM 15906 N GLY B1099 166.173 133.767 226.666 1.00 99.10 N -ATOM 15907 CA GLY B1099 165.753 132.507 227.245 1.00 99.10 C -ATOM 15908 C GLY B1099 165.264 132.616 228.675 1.00 99.10 C -ATOM 15909 O GLY B1099 164.328 131.914 229.068 1.00 99.10 O -ATOM 15910 N THR B1100 165.882 133.492 229.465 1.00 95.15 N -ATOM 15911 CA THR B1100 165.518 133.650 230.868 1.00 95.15 C -ATOM 15912 C THR B1100 165.035 135.053 231.199 1.00 95.15 C -ATOM 15913 O THR B1100 163.985 135.207 231.833 1.00 95.15 O -ATOM 15914 CB THR B1100 166.711 133.287 231.768 1.00 95.15 C -ATOM 15915 OG1 THR B1100 167.902 133.898 231.257 1.00 95.15 O -ATOM 15916 CG2 THR B1100 166.901 131.779 231.816 1.00 95.15 C -ATOM 15917 N HIS B1101 165.767 136.082 230.786 1.00 85.91 N -ATOM 15918 CA HIS B1101 165.443 137.460 231.116 1.00 85.91 C -ATOM 15919 C HIS B1101 164.983 138.203 229.869 1.00 85.91 C -ATOM 15920 O HIS B1101 165.365 137.863 228.747 1.00 85.91 O -ATOM 15921 CB HIS B1101 166.648 138.181 231.729 1.00 85.91 C -ATOM 15922 CG HIS B1101 167.129 137.580 233.014 1.00 85.91 C -ATOM 15923 ND1 HIS B1101 167.794 136.374 233.070 1.00 85.91 N -ATOM 15924 CD2 HIS B1101 167.045 138.023 234.291 1.00 85.91 C -ATOM 15925 CE1 HIS B1101 168.096 136.098 234.326 1.00 85.91 C -ATOM 15926 NE2 HIS B1101 167.654 137.083 235.087 1.00 85.91 N -ATOM 15927 N TRP B1102 164.158 139.225 230.077 1.00 58.88 N -ATOM 15928 CA TRP B1102 163.640 140.053 228.998 1.00 58.88 C -ATOM 15929 C TRP B1102 164.300 141.422 229.047 1.00 58.88 C -ATOM 15930 O TRP B1102 164.371 142.046 230.111 1.00 58.88 O -ATOM 15931 CB TRP B1102 162.121 140.204 229.091 1.00 58.88 C -ATOM 15932 CG TRP B1102 161.365 138.969 228.725 1.00 58.88 C -ATOM 15933 CD1 TRP B1102 161.081 137.913 229.538 1.00 58.88 C -ATOM 15934 CD2 TRP B1102 160.789 138.662 227.451 1.00 58.88 C -ATOM 15935 NE1 TRP B1102 160.367 136.964 228.849 1.00 58.88 N -ATOM 15936 CE2 TRP B1102 160.176 137.400 227.565 1.00 58.88 C -ATOM 15937 CE3 TRP B1102 160.738 139.329 226.224 1.00 58.88 C -ATOM 15938 CZ2 TRP B1102 159.517 136.793 226.500 1.00 58.88 C -ATOM 15939 CZ3 TRP B1102 160.084 138.725 225.168 1.00 58.88 C -ATOM 15940 CH2 TRP B1102 159.483 137.469 225.312 1.00 58.88 C -ATOM 15941 N PHE B1103 164.779 141.880 227.898 1.00 51.50 N -ATOM 15942 CA PHE B1103 165.379 143.195 227.747 1.00 51.50 C -ATOM 15943 C PHE B1103 164.670 143.947 226.633 1.00 51.50 C -ATOM 15944 O PHE B1103 163.826 143.400 225.920 1.00 51.50 O -ATOM 15945 CB PHE B1103 166.876 143.088 227.441 1.00 51.50 C -ATOM 15946 CG PHE B1103 167.608 142.146 228.343 1.00 51.50 C -ATOM 15947 CD1 PHE B1103 167.923 142.517 229.639 1.00 51.50 C -ATOM 15948 CD2 PHE B1103 167.978 140.889 227.895 1.00 51.50 C -ATOM 15949 CE1 PHE B1103 168.596 141.651 230.475 1.00 51.50 C -ATOM 15950 CE2 PHE B1103 168.650 140.018 228.725 1.00 51.50 C -ATOM 15951 CZ PHE B1103 168.958 140.401 230.016 1.00 51.50 C -ATOM 15952 N VAL B1104 165.019 145.221 226.485 1.00 44.17 N -ATOM 15953 CA VAL B1104 164.564 146.023 225.356 1.00 44.17 C -ATOM 15954 C VAL B1104 165.790 146.589 224.647 1.00 44.17 C -ATOM 15955 O VAL B1104 166.750 147.030 225.292 1.00 44.17 O -ATOM 15956 CB VAL B1104 163.552 147.110 225.787 1.00 44.17 C -ATOM 15957 CG1 VAL B1104 164.152 148.159 226.717 1.00 44.17 C -ATOM 15958 CG2 VAL B1104 162.922 147.769 224.567 1.00 44.17 C -ATOM 15959 N THR B1105 165.808 146.465 223.325 1.00 40.27 N -ATOM 15960 CA THR B1105 166.922 146.927 222.503 1.00 40.27 C -ATOM 15961 C THR B1105 166.432 147.958 221.496 1.00 40.27 C -ATOM 15962 O THR B1105 165.243 148.264 221.411 1.00 40.27 O -ATOM 15963 CB THR B1105 167.603 145.773 221.755 1.00 40.27 C -ATOM 15964 OG1 THR B1105 166.825 145.422 220.604 1.00 40.27 O -ATOM 15965 CG2 THR B1105 167.783 144.556 222.636 1.00 40.27 C -ATOM 15966 N GLN B1106 167.376 148.505 220.738 1.00 40.14 N -ATOM 15967 CA GLN B1106 167.032 149.200 219.512 1.00 40.14 C -ATOM 15968 C GLN B1106 166.921 148.191 218.372 1.00 40.14 C -ATOM 15969 O GLN B1106 167.375 147.049 218.475 1.00 40.14 O -ATOM 15970 CB GLN B1106 168.065 150.280 219.193 1.00 40.14 C -ATOM 15971 CG GLN B1106 169.496 149.875 219.482 1.00 40.14 C -ATOM 15972 CD GLN B1106 170.494 150.942 219.093 1.00 40.14 C -ATOM 15973 OE1 GLN B1106 170.677 151.235 217.912 1.00 40.14 O -ATOM 15974 NE2 GLN B1106 171.148 151.530 220.086 1.00 40.14 N -ATOM 15975 N ARG B1107 166.298 148.624 217.276 1.00 41.56 N -ATOM 15976 CA ARG B1107 165.943 147.690 216.213 1.00 41.56 C -ATOM 15977 C ARG B1107 167.144 147.278 215.369 1.00 41.56 C -ATOM 15978 O ARG B1107 167.251 146.112 214.971 1.00 41.56 O -ATOM 15979 CB ARG B1107 164.858 148.298 215.325 1.00 41.56 C -ATOM 15980 CG ARG B1107 163.482 148.321 215.964 1.00 41.56 C -ATOM 15981 CD ARG B1107 162.517 149.194 215.178 1.00 41.56 C -ATOM 15982 NE ARG B1107 161.299 149.475 215.929 1.00 41.56 N -ATOM 15983 CZ ARG B1107 161.187 150.418 216.855 1.00 41.56 C -ATOM 15984 NH1 ARG B1107 162.202 151.207 217.166 1.00 41.56 N1+ -ATOM 15985 NH2 ARG B1107 160.025 150.575 217.483 1.00 41.56 N -ATOM 15986 N ASN B1108 168.055 148.205 215.083 1.00 47.25 N -ATOM 15987 CA ASN B1108 169.123 147.971 214.120 1.00 47.25 C -ATOM 15988 C ASN B1108 170.447 147.584 214.766 1.00 47.25 C -ATOM 15989 O ASN B1108 171.452 147.457 214.060 1.00 47.25 O -ATOM 15990 CB ASN B1108 169.312 149.209 213.245 1.00 47.25 C -ATOM 15991 CG ASN B1108 168.095 149.510 212.397 1.00 47.25 C -ATOM 15992 OD1 ASN B1108 167.721 148.723 211.529 1.00 47.25 O -ATOM 15993 ND2 ASN B1108 167.465 150.650 212.650 1.00 47.25 N -ATOM 15994 N PHE B1109 170.473 147.386 216.081 1.00 39.20 N -ATOM 15995 CA PHE B1109 171.692 147.007 216.781 1.00 39.20 C -ATOM 15996 C PHE B1109 171.305 146.333 218.086 1.00 39.20 C -ATOM 15997 O PHE B1109 170.397 146.796 218.779 1.00 39.20 O -ATOM 15998 CB PHE B1109 172.584 148.226 217.051 1.00 39.20 C -ATOM 15999 CG PHE B1109 174.006 147.877 217.381 1.00 39.20 C -ATOM 16000 CD1 PHE B1109 174.889 147.490 216.386 1.00 39.20 C -ATOM 16001 CD2 PHE B1109 174.464 147.949 218.687 1.00 39.20 C -ATOM 16002 CE1 PHE B1109 176.201 147.171 216.690 1.00 39.20 C -ATOM 16003 CE2 PHE B1109 175.774 147.633 218.998 1.00 39.20 C -ATOM 16004 CZ PHE B1109 176.643 147.244 217.997 1.00 39.20 C -ATOM 16005 N TYR B1110 171.985 145.239 218.415 1.00 45.48 N -ATOM 16006 CA TYR B1110 171.693 144.528 219.654 1.00 45.48 C -ATOM 16007 C TYR B1110 172.369 145.254 220.810 1.00 45.48 C -ATOM 16008 O TYR B1110 173.592 145.187 220.968 1.00 45.48 O -ATOM 16009 CB TYR B1110 172.146 143.074 219.579 1.00 45.48 C -ATOM 16010 CG TYR B1110 171.841 142.306 220.844 1.00 45.48 C -ATOM 16011 CD1 TYR B1110 170.581 142.373 221.429 1.00 45.48 C -ATOM 16012 CD2 TYR B1110 172.811 141.525 221.460 1.00 45.48 C -ATOM 16013 CE1 TYR B1110 170.294 141.683 222.592 1.00 45.48 C -ATOM 16014 CE2 TYR B1110 172.532 140.827 222.623 1.00 45.48 C -ATOM 16015 CZ TYR B1110 171.272 140.911 223.183 1.00 45.48 C -ATOM 16016 OH TYR B1110 170.988 140.219 224.337 1.00 45.48 O -ATOM 16017 N GLU B1111 171.570 145.947 221.617 1.00 49.06 N -ATOM 16018 CA GLU B1111 172.060 146.651 222.799 1.00 49.06 C -ATOM 16019 C GLU B1111 171.012 146.487 223.888 1.00 49.06 C -ATOM 16020 O GLU B1111 170.105 147.318 224.027 1.00 49.06 O -ATOM 16021 CB GLU B1111 172.331 148.125 222.500 1.00 49.06 C -ATOM 16022 CG GLU B1111 173.167 148.831 223.551 1.00 49.06 C -ATOM 16023 CD GLU B1111 173.208 150.330 223.346 1.00 49.06 C -ATOM 16024 OE1 GLU B1111 172.126 150.951 223.276 1.00 49.06 O -ATOM 16025 OE2 GLU B1111 174.320 150.889 223.249 1.00 49.06 O1- -ATOM 16026 N PRO B1112 171.094 145.411 224.672 1.00 47.26 N -ATOM 16027 CA PRO B1112 170.021 145.108 225.630 1.00 47.26 C -ATOM 16028 C PRO B1112 170.051 146.040 226.833 1.00 47.26 C -ATOM 16029 O PRO B1112 171.106 146.299 227.415 1.00 47.26 O -ATOM 16030 CB PRO B1112 170.307 143.657 226.033 1.00 47.26 C -ATOM 16031 CG PRO B1112 171.767 143.488 225.810 1.00 47.26 C -ATOM 16032 CD PRO B1112 172.119 144.353 224.635 1.00 47.26 C -ATOM 16033 N GLN B1113 168.875 146.547 227.195 1.00 54.31 N -ATOM 16034 CA GLN B1113 168.698 147.381 228.373 1.00 54.31 C -ATOM 16035 C GLN B1113 167.593 146.794 229.236 1.00 54.31 C -ATOM 16036 O GLN B1113 166.671 146.143 228.734 1.00 54.31 O -ATOM 16037 CB GLN B1113 168.347 148.834 228.012 1.00 54.31 C -ATOM 16038 CG GLN B1113 169.171 149.438 226.890 1.00 54.31 C -ATOM 16039 CD GLN B1113 168.479 150.617 226.237 1.00 54.31 C -ATOM 16040 OE1 GLN B1113 167.646 151.280 226.854 1.00 54.31 O -ATOM 16041 NE2 GLN B1113 168.819 150.882 224.981 1.00 54.31 N -ATOM 16042 N ILE B1114 167.702 147.039 230.543 1.00 54.91 N -ATOM 16043 CA ILE B1114 166.733 146.531 231.507 1.00 54.91 C -ATOM 16044 C ILE B1114 165.405 147.253 231.317 1.00 54.91 C -ATOM 16045 O ILE B1114 165.357 148.487 231.233 1.00 54.91 O -ATOM 16046 CB ILE B1114 167.271 146.701 232.937 1.00 54.91 C -ATOM 16047 CG1 ILE B1114 168.533 145.859 233.135 1.00 54.91 C -ATOM 16048 CG2 ILE B1114 166.226 146.316 233.975 1.00 54.91 C -ATOM 16049 CD1 ILE B1114 168.309 144.372 232.960 1.00 54.91 C -ATOM 16050 N ILE B1115 164.321 146.481 231.235 1.00 56.74 N -ATOM 16051 CA ILE B1115 162.986 147.015 230.993 1.00 56.74 C -ATOM 16052 C ILE B1115 162.484 147.749 232.228 1.00 56.74 C -ATOM 16053 O ILE B1115 162.088 147.126 233.219 1.00 56.74 O -ATOM 16054 CB ILE B1115 162.018 145.891 230.585 1.00 56.74 C -ATOM 16055 CG1 ILE B1115 162.627 145.073 229.447 1.00 56.74 C -ATOM 16056 CG2 ILE B1115 160.671 146.461 230.192 1.00 56.74 C -ATOM 16057 CD1 ILE B1115 161.752 143.960 228.953 1.00 56.74 C -ATOM 16058 N THR B1116 162.500 149.076 232.171 1.00 60.48 N -ATOM 16059 CA THR B1116 162.076 149.942 233.258 1.00 60.48 C -ATOM 16060 C THR B1116 160.818 150.709 232.853 1.00 60.48 C -ATOM 16061 O THR B1116 160.221 150.458 231.801 1.00 60.48 O -ATOM 16062 CB THR B1116 163.209 150.893 233.652 1.00 60.48 C -ATOM 16063 OG1 THR B1116 163.520 151.751 232.548 1.00 60.48 O -ATOM 16064 CG2 THR B1116 164.451 150.113 234.052 1.00 60.48 C -ATOM 16065 N THR B1117 160.404 151.642 233.707 1.00 68.09 N -ATOM 16066 CA THR B1117 159.262 152.500 233.424 1.00 68.09 C -ATOM 16067 C THR B1117 159.645 153.765 232.668 1.00 68.09 C -ATOM 16068 O THR B1117 158.759 154.551 232.318 1.00 68.09 O -ATOM 16069 CB THR B1117 158.550 152.888 234.724 1.00 68.09 C -ATOM 16070 OG1 THR B1117 159.461 153.591 235.577 1.00 68.09 O -ATOM 16071 CG2 THR B1117 158.045 151.652 235.445 1.00 68.09 C -ATOM 16072 N ASP B1118 160.934 153.981 232.411 1.00 65.40 N -ATOM 16073 CA ASP B1118 161.396 155.169 231.708 1.00 65.40 C -ATOM 16074 C ASP B1118 161.579 154.945 230.214 1.00 65.40 C -ATOM 16075 O ASP B1118 161.748 155.920 229.474 1.00 65.40 O -ATOM 16076 CB ASP B1118 162.714 155.663 232.314 1.00 65.40 C -ATOM 16077 CG ASP B1118 162.584 156.010 233.784 1.00 65.40 C -ATOM 16078 OD1 ASP B1118 161.440 156.195 234.252 1.00 65.40 O -ATOM 16079 OD2 ASP B1118 163.622 156.097 234.472 1.00 65.40 O1- -ATOM 16080 N ASN B1119 161.551 153.695 229.756 1.00 53.70 N -ATOM 16081 CA ASN B1119 161.624 153.381 228.338 1.00 53.70 C -ATOM 16082 C ASN B1119 160.397 152.636 227.831 1.00 53.70 C -ATOM 16083 O ASN B1119 160.350 152.280 226.648 1.00 53.70 O -ATOM 16084 CB ASN B1119 162.899 152.579 228.037 1.00 53.70 C -ATOM 16085 CG ASN B1119 163.090 151.401 228.975 1.00 53.70 C -ATOM 16086 OD1 ASN B1119 162.223 151.084 229.786 1.00 53.70 O -ATOM 16087 ND2 ASN B1119 164.250 150.764 228.885 1.00 53.70 N -ATOM 16088 N THR B1120 159.413 152.381 228.692 1.00 49.68 N -ATOM 16089 CA THR B1120 158.140 151.793 228.307 1.00 49.68 C -ATOM 16090 C THR B1120 157.006 152.727 228.705 1.00 49.68 C -ATOM 16091 O THR B1120 157.147 153.566 229.599 1.00 49.68 O -ATOM 16092 CB THR B1120 157.914 150.423 228.964 1.00 49.68 C -ATOM 16093 OG1 THR B1120 157.693 150.596 230.369 1.00 49.68 O -ATOM 16094 CG2 THR B1120 159.104 149.513 228.750 1.00 49.68 C -ATOM 16095 N PHE B1121 155.873 152.573 228.028 1.00 46.08 N -ATOM 16096 CA PHE B1121 154.673 153.329 228.347 1.00 46.08 C -ATOM 16097 C PHE B1121 153.500 152.378 228.541 1.00 46.08 C -ATOM 16098 O PHE B1121 153.430 151.308 227.928 1.00 46.08 O -ATOM 16099 CB PHE B1121 154.358 154.396 227.272 1.00 46.08 C -ATOM 16100 CG PHE B1121 153.928 153.839 225.940 1.00 46.08 C -ATOM 16101 CD1 PHE B1121 154.868 153.399 225.020 1.00 46.08 C -ATOM 16102 CD2 PHE B1121 152.586 153.802 225.589 1.00 46.08 C -ATOM 16103 CE1 PHE B1121 154.476 152.905 223.789 1.00 46.08 C -ATOM 16104 CE2 PHE B1121 152.188 153.307 224.361 1.00 46.08 C -ATOM 16105 CZ PHE B1121 153.135 152.860 223.460 1.00 46.08 C -ATOM 16106 N VAL B1122 152.585 152.788 229.410 1.00 46.23 N -ATOM 16107 CA VAL B1122 151.453 151.977 229.841 1.00 46.23 C -ATOM 16108 C VAL B1122 150.256 152.277 228.953 1.00 46.23 C -ATOM 16109 O VAL B1122 149.968 153.441 228.652 1.00 46.23 O -ATOM 16110 CB VAL B1122 151.133 152.258 231.322 1.00 46.23 C -ATOM 16111 CG1 VAL B1122 150.089 151.293 231.846 1.00 46.23 C -ATOM 16112 CG2 VAL B1122 152.401 152.190 232.158 1.00 46.23 C -ATOM 16113 N SER B1123 149.553 151.230 228.524 1.00 50.82 N -ATOM 16114 CA SER B1123 148.360 151.418 227.702 1.00 50.82 C -ATOM 16115 C SER B1123 147.373 150.295 227.987 1.00 50.82 C -ATOM 16116 O SER B1123 147.576 149.163 227.539 1.00 50.82 O -ATOM 16117 CB SER B1123 148.716 151.463 226.221 1.00 50.82 C -ATOM 16118 OG SER B1123 147.546 151.557 225.428 1.00 50.82 O -ATOM 16119 N GLY B1124 146.305 150.615 228.716 1.00 59.87 N -ATOM 16120 CA GLY B1124 145.232 149.666 228.938 1.00 59.87 C -ATOM 16121 C GLY B1124 145.612 148.558 229.905 1.00 59.87 C -ATOM 16122 O GLY B1124 146.429 148.731 230.815 1.00 59.87 O -ATOM 16123 N ASN B1125 144.996 147.395 229.700 1.00 68.59 N -ATOM 16124 CA ASN B1125 145.258 146.235 230.540 1.00 68.59 C -ATOM 16125 C ASN B1125 145.650 145.031 229.692 1.00 68.59 C -ATOM 16126 O ASN B1125 145.843 145.150 228.478 1.00 68.59 O -ATOM 16127 CB ASN B1125 144.038 145.921 231.409 1.00 68.59 C -ATOM 16128 CG ASN B1125 142.845 145.471 230.596 1.00 68.59 C -ATOM 16129 OD1 ASN B1125 142.527 146.059 229.563 1.00 68.59 O -ATOM 16130 ND2 ASN B1125 142.166 144.433 231.067 1.00 68.59 N -ATOM 16131 N CYS B1126 145.766 143.866 230.329 1.00 73.75 N -ATOM 16132 CA CYS B1126 146.396 142.709 229.708 1.00 73.75 C -ATOM 16133 C CYS B1126 145.495 141.950 228.742 1.00 73.75 C -ATOM 16134 O CYS B1126 146.007 141.173 227.929 1.00 73.75 O -ATOM 16135 CB CYS B1126 146.878 141.751 230.795 1.00 73.75 C -ATOM 16136 SG CYS B1126 148.394 142.261 231.606 1.00 73.75 S -ATOM 16137 N ASP B1127 144.178 142.150 228.807 1.00 70.36 N -ATOM 16138 CA ASP B1127 143.252 141.239 228.139 1.00 70.36 C -ATOM 16139 C ASP B1127 143.192 141.435 226.629 1.00 70.36 C -ATOM 16140 O ASP B1127 142.897 140.481 225.901 1.00 70.36 O -ATOM 16141 CB ASP B1127 141.852 141.392 228.733 1.00 70.36 C -ATOM 16142 CG ASP B1127 141.852 141.322 230.245 1.00 70.36 C -ATOM 16143 OD1 ASP B1127 142.793 140.730 230.814 1.00 70.36 O -ATOM 16144 OD2 ASP B1127 140.910 141.859 230.866 1.00 70.36 O1- -ATOM 16145 N VAL B1128 143.464 142.639 226.137 1.00 59.99 N -ATOM 16146 CA VAL B1128 143.200 142.945 224.734 1.00 59.99 C -ATOM 16147 C VAL B1128 144.370 142.544 223.839 1.00 59.99 C -ATOM 16148 O VAL B1128 144.165 142.053 222.725 1.00 59.99 O -ATOM 16149 CB VAL B1128 142.857 144.443 224.594 1.00 59.99 C -ATOM 16150 CG1 VAL B1128 142.430 144.778 223.175 1.00 59.99 C -ATOM 16151 CG2 VAL B1128 141.774 144.833 225.588 1.00 59.99 C -ATOM 16152 N VAL B1129 145.604 142.722 224.313 1.00 51.13 N -ATOM 16153 CA VAL B1129 146.782 142.490 223.483 1.00 51.13 C -ATOM 16154 C VAL B1129 147.007 140.994 223.301 1.00 51.13 C -ATOM 16155 O VAL B1129 146.986 140.222 224.268 1.00 51.13 O -ATOM 16156 CB VAL B1129 148.013 143.165 224.105 1.00 51.13 C -ATOM 16157 CG1 VAL B1129 149.189 143.127 223.142 1.00 51.13 C -ATOM 16158 CG2 VAL B1129 147.686 144.593 224.500 1.00 51.13 C -ATOM 16159 N ILE B1130 147.225 140.581 222.056 1.00 50.96 N -ATOM 16160 CA ILE B1130 147.430 139.177 221.716 1.00 50.96 C -ATOM 16161 C ILE B1130 148.926 138.887 221.714 1.00 50.96 C -ATOM 16162 O ILE B1130 149.696 139.556 221.016 1.00 50.96 O -ATOM 16163 CB ILE B1130 146.805 138.845 220.353 1.00 50.96 C -ATOM 16164 CG1 ILE B1130 145.312 139.176 220.356 1.00 50.96 C -ATOM 16165 CG2 ILE B1130 147.029 137.383 220.005 1.00 50.96 C -ATOM 16166 CD1 ILE B1130 144.698 139.206 218.975 1.00 50.96 C -ATOM 16167 N GLY B1131 149.338 137.888 222.489 1.00 50.68 N -ATOM 16168 CA GLY B1131 150.730 137.494 222.563 1.00 50.68 C -ATOM 16169 C GLY B1131 151.525 138.107 223.695 1.00 50.68 C -ATOM 16170 O GLY B1131 152.759 138.050 223.658 1.00 50.68 O -ATOM 16171 N ILE B1132 150.860 138.691 224.692 1.00 51.85 N -ATOM 16172 CA ILE B1132 151.550 139.374 225.778 1.00 51.85 C -ATOM 16173 C ILE B1132 152.119 138.351 226.763 1.00 51.85 C -ATOM 16174 O ILE B1132 151.576 137.253 226.939 1.00 51.85 O -ATOM 16175 CB ILE B1132 150.571 140.373 226.435 1.00 51.85 C -ATOM 16176 CG1 ILE B1132 151.264 141.320 227.421 1.00 51.85 C -ATOM 16177 CG2 ILE B1132 149.386 139.661 227.075 1.00 51.85 C -ATOM 16178 CD1 ILE B1132 150.414 142.510 227.831 1.00 51.85 C -ATOM 16179 N VAL B1133 153.246 138.701 227.395 1.00 64.01 N -ATOM 16180 CA VAL B1133 153.948 137.812 228.311 1.00 64.01 C -ATOM 16181 C VAL B1133 154.052 138.479 229.676 1.00 64.01 C -ATOM 16182 O VAL B1133 153.947 139.699 229.810 1.00 64.01 O -ATOM 16183 CB VAL B1133 155.356 137.429 227.801 1.00 64.01 C -ATOM 16184 CG1 VAL B1133 155.264 136.676 226.483 1.00 64.01 C -ATOM 16185 CG2 VAL B1133 156.234 138.661 227.662 1.00 64.01 C -ATOM 16186 N ASN B1134 154.268 137.654 230.698 1.00 80.57 N -ATOM 16187 CA ASN B1134 154.345 138.111 232.081 1.00 80.57 C -ATOM 16188 C ASN B1134 155.804 138.299 232.478 1.00 80.57 C -ATOM 16189 O ASN B1134 156.602 137.360 232.381 1.00 80.57 O -ATOM 16190 CB ASN B1134 153.677 137.111 233.025 1.00 80.57 C -ATOM 16191 CG ASN B1134 152.168 137.108 232.910 1.00 80.57 C -ATOM 16192 OD1 ASN B1134 151.588 137.822 232.094 1.00 80.57 O -ATOM 16193 ND2 ASN B1134 151.523 136.294 233.738 1.00 80.57 N -ATOM 16194 N ASN B1135 156.146 139.502 232.936 1.00 73.25 N -ATOM 16195 CA ASN B1135 157.464 139.768 233.499 1.00 73.25 C -ATOM 16196 C ASN B1135 157.370 140.977 234.418 1.00 73.25 C -ATOM 16197 O ASN B1135 156.326 141.621 234.530 1.00 73.25 O -ATOM 16198 CB ASN B1135 158.521 140.001 232.417 1.00 73.25 C -ATOM 16199 CG ASN B1135 159.867 139.425 232.798 1.00 73.25 C -ATOM 16200 OD1 ASN B1135 159.954 138.536 233.644 1.00 73.25 O -ATOM 16201 ND2 ASN B1135 160.927 139.948 232.201 1.00 73.25 N -ATOM 16202 N THR B1136 158.484 141.274 235.081 1.00 69.32 N -ATOM 16203 CA THR B1136 158.564 142.405 235.992 1.00 69.32 C -ATOM 16204 C THR B1136 159.125 143.626 235.275 1.00 69.32 C -ATOM 16205 O THR B1136 160.081 143.523 234.502 1.00 69.32 O -ATOM 16206 CB THR B1136 159.442 142.068 237.198 1.00 69.32 C -ATOM 16207 OG1 THR B1136 160.816 142.033 236.795 1.00 69.32 O -ATOM 16208 CG2 THR B1136 159.056 140.716 237.775 1.00 69.32 C -ATOM 16209 N VAL B1137 158.522 144.781 235.539 1.00 68.07 N -ATOM 16210 CA VAL B1137 158.986 146.058 235.011 1.00 68.07 C -ATOM 16211 C VAL B1137 159.557 146.854 236.176 1.00 68.07 C -ATOM 16212 O VAL B1137 158.844 147.154 237.142 1.00 68.07 O -ATOM 16213 CB VAL B1137 157.859 146.828 234.308 1.00 68.07 C -ATOM 16214 CG1 VAL B1137 158.331 148.218 233.924 1.00 68.07 C -ATOM 16215 CG2 VAL B1137 157.387 146.066 233.081 1.00 68.07 C -ATOM 16216 N TYR B1138 160.842 147.186 236.086 1.00 89.82 N -ATOM 16217 CA TYR B1138 161.541 147.823 237.192 1.00 89.82 C -ATOM 16218 C TYR B1138 161.125 149.282 237.337 1.00 89.82 C -ATOM 16219 O TYR B1138 160.905 149.985 236.348 1.00 89.82 O -ATOM 16220 CB TYR B1138 163.051 147.716 236.975 1.00 89.82 C -ATOM 16221 CG TYR B1138 163.895 148.392 238.030 1.00 89.82 C -ATOM 16222 CD1 TYR B1138 163.905 147.931 239.341 1.00 89.82 C -ATOM 16223 CD2 TYR B1138 164.700 149.478 237.708 1.00 89.82 C -ATOM 16224 CE1 TYR B1138 164.683 148.544 240.308 1.00 89.82 C -ATOM 16225 CE2 TYR B1138 165.483 150.096 238.666 1.00 89.82 C -ATOM 16226 CZ TYR B1138 165.470 149.625 239.963 1.00 89.82 C -ATOM 16227 OH TYR B1138 166.248 150.239 240.916 1.00 89.82 O -ATOM 16228 N ASP B1139 161.002 149.732 238.581 1.00110.98 N -ATOM 16229 CA ASP B1139 160.706 151.130 238.871 1.00110.98 C -ATOM 16230 C ASP B1139 161.946 151.784 239.462 1.00110.98 C -ATOM 16231 O ASP B1139 162.350 151.428 240.580 1.00110.98 O -ATOM 16232 CB ASP B1139 159.526 151.249 239.835 1.00110.98 C -ATOM 16233 CG ASP B1139 158.887 152.625 239.809 1.00110.98 C -ATOM 16234 OD1 ASP B1139 159.292 153.457 238.970 1.00110.98 O -ATOM 16235 OD2 ASP B1139 157.979 152.876 240.628 1.00110.98 O1- -ATOM 16236 N PRO B1140 162.588 152.723 238.760 1.00119.42 N -ATOM 16237 CA PRO B1140 163.820 153.323 239.297 1.00119.42 C -ATOM 16238 C PRO B1140 163.584 154.283 240.449 1.00119.42 C -ATOM 16239 O PRO B1140 164.514 154.527 241.226 1.00119.42 O -ATOM 16240 CB PRO B1140 164.418 154.055 238.084 1.00119.42 C -ATOM 16241 CG PRO B1140 163.608 153.604 236.890 1.00119.42 C -ATOM 16242 CD PRO B1140 162.266 153.238 237.422 1.00119.42 C -ATOM 16243 N LEU B1141 162.377 154.833 240.584 1.00152.44 N -ATOM 16244 CA LEU B1141 162.125 155.847 241.602 1.00152.44 C -ATOM 16245 C LEU B1141 161.974 155.257 242.999 1.00152.44 C -ATOM 16246 O LEU B1141 162.349 155.912 243.979 1.00152.44 O -ATOM 16247 CB LEU B1141 160.871 156.645 241.239 1.00152.44 C -ATOM 16248 CG LEU B1141 160.682 158.010 241.903 1.00152.44 C -ATOM 16249 CD1 LEU B1141 161.983 158.798 241.913 1.00152.44 C -ATOM 16250 CD2 LEU B1141 159.583 158.792 241.202 1.00152.44 C -ATOM 16251 N GLN B1142 161.412 154.042 243.105 1.00172.71 N -ATOM 16252 CA GLN B1142 161.043 153.498 244.414 1.00172.71 C -ATOM 16253 C GLN B1142 162.235 153.184 245.325 1.00172.71 C -ATOM 16254 O GLN B1142 162.217 153.638 246.483 1.00172.71 O -ATOM 16255 CB GLN B1142 160.112 152.291 244.230 1.00172.71 C -ATOM 16256 CG GLN B1142 159.651 151.649 245.526 1.00172.71 C -ATOM 16257 CD GLN B1142 158.648 152.505 246.273 1.00172.71 C -ATOM 16258 OE1 GLN B1142 157.520 152.698 245.820 1.00172.71 O -ATOM 16259 NE2 GLN B1142 159.054 153.023 247.426 1.00172.71 N -ATOM 16260 N PRO B1143 163.290 152.450 244.908 1.00172.95 N -ATOM 16261 CA PRO B1143 164.414 152.268 245.843 1.00172.95 C -ATOM 16262 C PRO B1143 165.278 153.505 245.999 1.00172.95 C -ATOM 16263 O PRO B1143 166.025 153.596 246.981 1.00172.95 O -ATOM 16264 CB PRO B1143 165.203 151.108 245.228 1.00172.95 C -ATOM 16265 CG PRO B1143 164.992 151.268 243.803 1.00172.95 C -ATOM 16266 CD PRO B1143 163.563 151.702 243.658 1.00172.95 C -ATOM 16267 N GLU B1144 165.208 154.454 245.062 1.00178.82 N -ATOM 16268 CA GLU B1144 165.919 155.715 245.239 1.00178.82 C -ATOM 16269 C GLU B1144 165.259 156.574 246.310 1.00178.82 C -ATOM 16270 O GLU B1144 165.950 157.214 247.110 1.00178.82 O -ATOM 16271 CB GLU B1144 166.001 156.468 243.912 1.00178.82 C -ATOM 16272 CG GLU B1144 167.008 155.882 242.933 1.00178.82 C -ATOM 16273 CD GLU B1144 168.433 155.942 243.450 1.00178.82 C -ATOM 16274 OE1 GLU B1144 168.813 156.977 244.036 1.00178.82 O -ATOM 16275 OE2 GLU B1144 169.173 154.952 243.270 1.00178.82 O1- -ATOM 16276 N LEU B1145 163.922 156.606 246.343 1.00183.35 N -ATOM 16277 CA LEU B1145 163.250 157.313 247.428 1.00183.35 C -ATOM 16278 C LEU B1145 163.295 156.520 248.728 1.00183.35 C -ATOM 16279 O LEU B1145 163.219 157.110 249.811 1.00183.35 O -ATOM 16280 CB LEU B1145 161.801 157.652 247.046 1.00183.35 C -ATOM 16281 CG LEU B1145 160.697 156.611 246.811 1.00183.35 C -ATOM 16282 CD1 LEU B1145 159.885 156.319 248.072 1.00183.35 C -ATOM 16283 CD2 LEU B1145 159.771 157.080 245.698 1.00183.35 C -ATOM 16284 N ASP B1146 163.418 155.193 248.645 1.00188.71 N -ATOM 16285 CA ASP B1146 163.549 154.371 249.841 1.00188.71 C -ATOM 16286 C ASP B1146 164.963 154.365 250.408 1.00188.71 C -ATOM 16287 O ASP B1146 165.170 153.827 251.501 1.00188.71 O -ATOM 16288 CB ASP B1146 163.114 152.934 249.545 1.00188.71 C -ATOM 16289 CG ASP B1146 161.608 152.785 249.468 1.00188.71 C -ATOM 16290 OD1 ASP B1146 160.895 153.672 249.982 1.00188.71 O -ATOM 16291 OD2 ASP B1146 161.137 151.782 248.892 1.00188.71 O1- -ATOM 16292 N SER B1147 165.931 154.942 249.703 1.00194.08 N -ATOM 16293 CA SER B1147 167.308 154.984 250.181 1.00194.08 C -ATOM 16294 C SER B1147 167.479 156.043 251.266 1.00194.08 C -ATOM 16295 O SER B1147 166.713 157.003 251.341 1.00194.08 O -ATOM 16296 CB SER B1147 168.270 155.258 249.023 1.00194.08 C -ATOM 16297 OG SER B1147 169.609 154.988 249.397 1.00194.08 O -ATOM 16298 OXT SER B1147 168.389 155.962 252.091 1.00194.08 O1- -TER 16299 SER B1147 -ATOM 16300 N ALA C 27 106.671 157.545 139.732 1.00180.81 N -ATOM 16301 CA ALA C 27 106.590 157.322 141.170 1.00180.81 C -ATOM 16302 C ALA C 27 107.954 156.950 141.743 1.00180.81 C -ATOM 16303 O ALA C 27 108.885 156.636 141.002 1.00180.81 O -ATOM 16304 CB ALA C 27 105.570 156.239 141.483 1.00180.81 C -ATOM 16305 N TYR C 28 108.063 156.989 143.070 1.00170.45 N -ATOM 16306 CA TYR C 28 109.300 156.660 143.760 1.00170.45 C -ATOM 16307 C TYR C 28 108.984 155.780 144.959 1.00170.45 C -ATOM 16308 O TYR C 28 107.880 155.829 145.507 1.00170.45 O -ATOM 16309 CB TYR C 28 110.038 157.917 144.241 1.00170.45 C -ATOM 16310 CG TYR C 28 110.342 158.925 143.158 1.00170.45 C -ATOM 16311 CD1 TYR C 28 111.228 158.628 142.129 1.00170.45 C -ATOM 16312 CD2 TYR C 28 109.746 160.181 143.170 1.00170.45 C -ATOM 16313 CE1 TYR C 28 111.509 159.553 141.139 1.00170.45 C -ATOM 16314 CE2 TYR C 28 110.020 161.113 142.187 1.00170.45 C -ATOM 16315 CZ TYR C 28 110.902 160.793 141.174 1.00170.45 C -ATOM 16316 OH TYR C 28 111.176 161.718 140.194 1.00170.45 O -ATOM 16317 N THR C 29 109.965 154.977 145.364 1.00160.42 N -ATOM 16318 CA THR C 29 109.882 154.251 146.624 1.00160.42 C -ATOM 16319 C THR C 29 111.289 154.109 147.194 1.00160.42 C -ATOM 16320 O THR C 29 112.273 154.555 146.596 1.00160.42 O -ATOM 16321 CB THR C 29 109.176 152.897 146.452 1.00160.42 C -ATOM 16322 OG1 THR C 29 109.098 152.228 147.718 1.00160.42 O -ATOM 16323 CG2 THR C 29 109.895 152.021 145.450 1.00160.42 C -ATOM 16324 N ASN C 30 111.376 153.492 148.369 1.00136.61 N -ATOM 16325 CA ASN C 30 112.608 153.468 149.147 1.00136.61 C -ATOM 16326 C ASN C 30 113.385 152.194 148.836 1.00136.61 C -ATOM 16327 O ASN C 30 112.834 151.089 148.907 1.00136.61 O -ATOM 16328 CB ASN C 30 112.289 153.566 150.639 1.00136.61 C -ATOM 16329 CG ASN C 30 113.450 154.102 151.455 1.00136.61 C -ATOM 16330 OD1 ASN C 30 114.597 153.697 151.271 1.00136.61 O -ATOM 16331 ND2 ASN C 30 113.154 155.022 152.365 1.00136.61 N -ATOM 16332 N SER C 31 114.666 152.351 148.496 1.00126.54 N -ATOM 16333 CA SER C 31 115.495 151.217 148.108 1.00126.54 C -ATOM 16334 C SER C 31 116.063 150.451 149.296 1.00126.54 C -ATOM 16335 O SER C 31 116.510 149.313 149.108 1.00126.54 O -ATOM 16336 CB SER C 31 116.642 151.690 147.213 1.00126.54 C -ATOM 16337 OG SER C 31 117.298 152.812 147.775 1.00126.54 O -ATOM 16338 N PHE C 32 116.035 151.044 150.497 1.00123.29 N -ATOM 16339 CA PHE C 32 116.582 150.495 151.758 1.00123.29 C -ATOM 16340 C PHE C 32 118.064 150.172 151.555 1.00123.29 C -ATOM 16341 O PHE C 32 118.790 150.993 150.978 1.00123.29 O -ATOM 16342 CB PHE C 32 115.718 149.331 152.234 1.00123.29 C -ATOM 16343 CG PHE C 32 114.271 149.680 152.406 1.00123.29 C -ATOM 16344 CD1 PHE C 32 113.900 150.816 153.109 1.00123.29 C -ATOM 16345 CD2 PHE C 32 113.281 148.874 151.866 1.00123.29 C -ATOM 16346 CE1 PHE C 32 112.566 151.141 153.274 1.00123.29 C -ATOM 16347 CE2 PHE C 32 111.944 149.194 152.024 1.00123.29 C -ATOM 16348 CZ PHE C 32 111.587 150.330 152.728 1.00123.29 C -ATOM 16349 N THR C 33 118.548 149.012 152.002 1.00107.48 N -ATOM 16350 CA THR C 33 119.952 148.639 151.886 1.00107.48 C -ATOM 16351 C THR C 33 120.201 147.663 150.741 1.00107.48 C -ATOM 16352 O THR C 33 121.080 146.801 150.841 1.00107.48 O -ATOM 16353 CB THR C 33 120.450 148.042 153.202 1.00107.48 C -ATOM 16354 OG1 THR C 33 119.490 147.099 153.694 1.00107.48 O -ATOM 16355 CG2 THR C 33 120.652 149.135 154.239 1.00107.48 C -ATOM 16356 N ARG C 34 119.443 147.778 149.657 1.00107.11 N -ATOM 16357 CA ARG C 34 119.580 146.875 148.527 1.00107.11 C -ATOM 16358 C ARG C 34 120.580 147.427 147.516 1.00107.11 C -ATOM 16359 O ARG C 34 120.869 148.625 147.477 1.00107.11 O -ATOM 16360 CB ARG C 34 118.225 146.649 147.854 1.00107.11 C -ATOM 16361 CG ARG C 34 117.166 146.063 148.773 1.00107.11 C -ATOM 16362 CD ARG C 34 117.140 144.547 148.718 1.00107.11 C -ATOM 16363 NE ARG C 34 116.353 143.987 149.810 1.00107.11 N -ATOM 16364 CZ ARG C 34 116.414 142.724 150.208 1.00107.11 C -ATOM 16365 NH1 ARG C 34 117.209 141.850 149.614 1.00107.11 N1+ -ATOM 16366 NH2 ARG C 34 115.657 142.328 151.228 1.00107.11 N -ATOM 16367 N GLY C 35 121.110 146.530 146.693 1.00 85.74 N -ATOM 16368 CA GLY C 35 122.038 146.903 145.649 1.00 85.74 C -ATOM 16369 C GLY C 35 123.503 146.706 145.963 1.00 85.74 C -ATOM 16370 O GLY C 35 124.339 147.392 145.364 1.00 85.74 O -ATOM 16371 N VAL C 36 123.843 145.800 146.874 1.00 80.38 N -ATOM 16372 CA VAL C 36 125.228 145.527 147.239 1.00 80.38 C -ATOM 16373 C VAL C 36 125.690 144.306 146.457 1.00 80.38 C -ATOM 16374 O VAL C 36 125.081 143.233 146.547 1.00 80.38 O -ATOM 16375 CB VAL C 36 125.378 145.308 148.752 1.00 80.38 C -ATOM 16376 CG1 VAL C 36 126.802 144.900 149.091 1.00 80.38 C -ATOM 16377 CG2 VAL C 36 124.986 146.566 149.508 1.00 80.38 C -ATOM 16378 N TYR C 37 126.765 144.465 145.692 1.00 79.82 N -ATOM 16379 CA TYR C 37 127.315 143.399 144.872 1.00 79.82 C -ATOM 16380 C TYR C 37 128.782 143.187 145.218 1.00 79.82 C -ATOM 16381 O TYR C 37 129.420 144.030 145.855 1.00 79.82 O -ATOM 16382 CB TYR C 37 127.161 143.702 143.370 1.00 79.82 C -ATOM 16383 CG TYR C 37 127.851 144.965 142.891 1.00 79.82 C -ATOM 16384 CD1 TYR C 37 127.228 146.205 142.989 1.00 79.82 C -ATOM 16385 CD2 TYR C 37 129.116 144.913 142.313 1.00 79.82 C -ATOM 16386 CE1 TYR C 37 127.852 147.356 142.548 1.00 79.82 C -ATOM 16387 CE2 TYR C 37 129.748 146.060 141.868 1.00 79.82 C -ATOM 16388 CZ TYR C 37 129.110 147.277 141.987 1.00 79.82 C -ATOM 16389 OH TYR C 37 129.735 148.419 141.544 1.00 79.82 O -ATOM 16390 N TYR C 38 129.310 142.047 144.795 1.00 91.30 N -ATOM 16391 CA TYR C 38 130.717 141.742 145.025 1.00 91.30 C -ATOM 16392 C TYR C 38 131.575 142.561 144.070 1.00 91.30 C -ATOM 16393 O TYR C 38 131.424 142.429 142.849 1.00 91.30 O -ATOM 16394 CB TYR C 38 130.984 140.255 144.828 1.00 91.30 C -ATOM 16395 CG TYR C 38 130.407 139.375 145.911 1.00 91.30 C -ATOM 16396 CD1 TYR C 38 129.094 138.929 145.839 1.00 91.30 C -ATOM 16397 CD2 TYR C 38 131.175 138.984 147.000 1.00 91.30 C -ATOM 16398 CE1 TYR C 38 128.559 138.120 146.819 1.00 91.30 C -ATOM 16399 CE2 TYR C 38 130.646 138.174 147.991 1.00 91.30 C -ATOM 16400 CZ TYR C 38 129.337 137.747 147.892 1.00 91.30 C -ATOM 16401 OH TYR C 38 128.797 136.942 148.866 1.00 91.30 O -ATOM 16402 N PRO C 39 132.480 143.409 144.568 1.00 97.16 N -ATOM 16403 CA PRO C 39 133.279 144.241 143.658 1.00 97.16 C -ATOM 16404 C PRO C 39 134.408 143.499 142.966 1.00 97.16 C -ATOM 16405 O PRO C 39 134.902 143.988 141.941 1.00 97.16 O -ATOM 16406 CB PRO C 39 133.830 145.336 144.580 1.00 97.16 C -ATOM 16407 CG PRO C 39 133.894 144.690 145.920 1.00 97.16 C -ATOM 16408 CD PRO C 39 132.761 143.701 145.985 1.00 97.16 C -ATOM 16409 N ASP C 40 134.827 142.346 143.479 1.00108.21 N -ATOM 16410 CA ASP C 40 135.954 141.620 142.909 1.00108.21 C -ATOM 16411 C ASP C 40 135.822 140.148 143.270 1.00108.21 C -ATOM 16412 O ASP C 40 135.047 139.770 144.152 1.00108.21 O -ATOM 16413 CB ASP C 40 137.290 142.187 143.402 1.00108.21 C -ATOM 16414 CG ASP C 40 137.302 142.436 144.898 1.00108.21 C -ATOM 16415 OD1 ASP C 40 136.235 142.309 145.535 1.00108.21 O -ATOM 16416 OD2 ASP C 40 138.380 142.760 145.440 1.00108.21 O1- -ATOM 16417 N LYS C 41 136.595 139.320 142.574 1.00116.03 N -ATOM 16418 CA LYS C 41 136.621 137.877 142.819 1.00116.03 C -ATOM 16419 C LYS C 41 137.688 137.511 143.847 1.00116.03 C -ATOM 16420 O LYS C 41 138.561 136.679 143.603 1.00116.03 O -ATOM 16421 CB LYS C 41 136.844 137.132 141.509 1.00116.03 C -ATOM 16422 CG LYS C 41 136.334 137.867 140.279 1.00116.03 C -ATOM 16423 CD LYS C 41 134.830 137.712 140.120 1.00116.03 C -ATOM 16424 CE LYS C 41 134.279 138.710 139.113 1.00116.03 C -ATOM 16425 NZ LYS C 41 134.954 138.595 137.791 1.00116.03 N1+ -ATOM 16426 N VAL C 42 137.616 138.141 145.015 1.00122.54 N -ATOM 16427 CA VAL C 42 138.615 137.990 146.066 1.00122.54 C -ATOM 16428 C VAL C 42 137.916 137.436 147.299 1.00122.54 C -ATOM 16429 O VAL C 42 136.936 138.021 147.778 1.00122.54 O -ATOM 16430 CB VAL C 42 139.313 139.326 146.373 1.00122.54 C -ATOM 16431 CG1 VAL C 42 140.040 139.271 147.705 1.00122.54 C -ATOM 16432 CG2 VAL C 42 140.272 139.691 145.250 1.00122.54 C -ATOM 16433 N PHE C 43 138.412 136.312 147.809 1.00136.65 N -ATOM 16434 CA PHE C 43 137.858 135.718 149.018 1.00136.65 C -ATOM 16435 C PHE C 43 138.493 136.373 150.238 1.00136.65 C -ATOM 16436 O PHE C 43 139.720 136.388 150.376 1.00136.65 O -ATOM 16437 CB PHE C 43 138.091 134.209 149.036 1.00136.65 C -ATOM 16438 CG PHE C 43 137.767 133.562 150.353 1.00136.65 C -ATOM 16439 CD1 PHE C 43 136.450 133.418 150.762 1.00136.65 C -ATOM 16440 CD2 PHE C 43 138.778 133.098 151.184 1.00136.65 C -ATOM 16441 CE1 PHE C 43 136.146 132.824 151.974 1.00136.65 C -ATOM 16442 CE2 PHE C 43 138.481 132.503 152.397 1.00136.65 C -ATOM 16443 CZ PHE C 43 137.163 132.366 152.792 1.00136.65 C -ATOM 16444 N ARG C 44 137.661 136.923 151.115 1.00127.69 N -ATOM 16445 CA ARG C 44 138.111 137.496 152.373 1.00127.69 C -ATOM 16446 C ARG C 44 137.288 136.904 153.506 1.00127.69 C -ATOM 16447 O ARG C 44 136.071 136.747 153.379 1.00127.69 O -ATOM 16448 CB ARG C 44 137.995 139.023 152.363 1.00127.69 C -ATOM 16449 CG ARG C 44 138.815 139.714 151.283 1.00127.69 C -ATOM 16450 CD ARG C 44 138.824 141.221 151.479 1.00127.69 C -ATOM 16451 NE ARG C 44 139.436 141.917 150.355 1.00127.69 N -ATOM 16452 CZ ARG C 44 138.773 142.350 149.292 1.00127.69 C -ATOM 16453 NH1 ARG C 44 137.469 142.169 149.170 1.00127.69 N1+ -ATOM 16454 NH2 ARG C 44 139.436 142.984 148.328 1.00127.69 N -ATOM 16455 N SER C 45 137.952 136.572 154.611 1.00138.78 N -ATOM 16456 CA SER C 45 137.327 135.847 155.714 1.00138.78 C -ATOM 16457 C SER C 45 137.324 136.712 156.968 1.00138.78 C -ATOM 16458 O SER C 45 138.387 136.975 157.542 1.00138.78 O -ATOM 16459 CB SER C 45 138.049 134.525 155.970 1.00138.78 C -ATOM 16460 OG SER C 45 139.400 134.746 156.335 1.00138.78 O -ATOM 16461 N SER C 46 136.123 137.138 157.382 1.00139.17 N -ATOM 16462 CA SER C 46 135.840 137.802 158.662 1.00139.17 C -ATOM 16463 C SER C 46 136.654 139.091 158.823 1.00139.17 C -ATOM 16464 O SER C 46 137.526 139.214 159.684 1.00139.17 O -ATOM 16465 CB SER C 46 136.081 136.845 159.837 1.00139.17 C -ATOM 16466 OG SER C 46 135.395 135.621 159.645 1.00139.17 O -ATOM 16467 N VAL C 47 136.346 140.056 157.955 1.00131.19 N -ATOM 16468 CA VAL C 47 137.106 141.298 157.886 1.00131.19 C -ATOM 16469 C VAL C 47 136.144 142.403 157.457 1.00131.19 C -ATOM 16470 O VAL C 47 135.049 142.139 156.959 1.00131.19 O -ATOM 16471 CB VAL C 47 138.301 141.131 156.904 1.00131.19 C -ATOM 16472 CG1 VAL C 47 137.805 140.923 155.488 1.00131.19 C -ATOM 16473 CG2 VAL C 47 139.380 142.232 157.025 1.00131.19 C -ATOM 16474 N LEU C 48 136.534 143.654 157.692 1.00117.20 N -ATOM 16475 CA LEU C 48 135.810 144.816 157.194 1.00117.20 C -ATOM 16476 C LEU C 48 136.692 145.522 156.173 1.00117.20 C -ATOM 16477 O LEU C 48 137.747 146.059 156.529 1.00117.20 O -ATOM 16478 CB LEU C 48 135.435 145.758 158.336 1.00117.20 C -ATOM 16479 CG LEU C 48 134.825 145.086 159.567 1.00117.20 C -ATOM 16480 CD1 LEU C 48 134.559 146.101 160.660 1.00117.20 C -ATOM 16481 CD2 LEU C 48 133.549 144.353 159.205 1.00117.20 C -ATOM 16482 N HIS C 49 136.263 145.522 154.913 1.00110.41 N -ATOM 16483 CA HIS C 49 137.061 146.040 153.808 1.00110.41 C -ATOM 16484 C HIS C 49 136.368 147.246 153.194 1.00110.41 C -ATOM 16485 O HIS C 49 135.171 147.194 152.901 1.00110.41 O -ATOM 16486 CB HIS C 49 137.285 144.964 152.744 1.00110.41 C -ATOM 16487 CG HIS C 49 138.336 145.318 151.740 1.00110.41 C -ATOM 16488 ND1 HIS C 49 139.659 145.502 152.079 1.00110.41 N -ATOM 16489 CD2 HIS C 49 138.258 145.524 150.404 1.00110.41 C -ATOM 16490 CE1 HIS C 49 140.351 145.806 150.995 1.00110.41 C -ATOM 16491 NE2 HIS C 49 139.524 145.825 149.965 1.00110.41 N -ATOM 16492 N SER C 50 137.122 148.319 152.980 1.00100.18 N -ATOM 16493 CA SER C 50 136.579 149.559 152.442 1.00100.18 C -ATOM 16494 C SER C 50 136.964 149.698 150.975 1.00100.18 C -ATOM 16495 O SER C 50 138.140 149.563 150.621 1.00100.18 O -ATOM 16496 CB SER C 50 137.084 150.764 153.237 1.00100.18 C -ATOM 16497 OG SER C 50 136.551 151.973 152.726 1.00100.18 O -ATOM 16498 N THR C 51 135.972 149.968 150.128 1.00 94.66 N -ATOM 16499 CA THR C 51 136.191 150.126 148.698 1.00 94.66 C -ATOM 16500 C THR C 51 135.396 151.327 148.208 1.00 94.66 C -ATOM 16501 O THR C 51 134.519 151.840 148.904 1.00 94.66 O -ATOM 16502 CB THR C 51 135.793 148.864 147.921 1.00 94.66 C -ATOM 16503 OG1 THR C 51 136.090 149.044 146.531 1.00 94.66 O -ATOM 16504 CG2 THR C 51 134.308 148.582 148.086 1.00 94.66 C -ATOM 16505 N GLN C 52 135.719 151.789 147.002 1.00 95.68 N -ATOM 16506 CA GLN C 52 135.054 152.944 146.398 1.00 95.68 C -ATOM 16507 C GLN C 52 134.697 152.591 144.958 1.00 95.68 C -ATOM 16508 O GLN C 52 135.561 152.618 144.077 1.00 95.68 O -ATOM 16509 CB GLN C 52 135.939 154.184 146.460 1.00 95.68 C -ATOM 16510 CG GLN C 52 135.313 155.422 145.841 1.00 95.68 C -ATOM 16511 CD GLN C 52 136.347 156.382 145.290 1.00 95.68 C -ATOM 16512 OE1 GLN C 52 137.414 155.968 144.836 1.00 95.68 O -ATOM 16513 NE2 GLN C 52 136.036 157.672 145.327 1.00 95.68 N -ATOM 16514 N ASP C 53 133.422 152.286 144.718 1.00 94.03 N -ATOM 16515 CA ASP C 53 132.966 151.809 143.416 1.00 94.03 C -ATOM 16516 C ASP C 53 131.609 152.422 143.100 1.00 94.03 C -ATOM 16517 O ASP C 53 131.059 153.203 143.880 1.00 94.03 O -ATOM 16518 CB ASP C 53 132.880 150.277 143.376 1.00 94.03 C -ATOM 16519 CG ASP C 53 134.241 149.609 143.351 1.00 94.03 C -ATOM 16520 OD1 ASP C 53 135.162 150.144 142.702 1.00 94.03 O -ATOM 16521 OD2 ASP C 53 134.390 148.547 143.987 1.00 94.03 O1- -ATOM 16522 N LEU C 54 131.061 152.056 141.945 1.00 85.54 N -ATOM 16523 CA LEU C 54 129.724 152.495 141.555 1.00 85.54 C -ATOM 16524 C LEU C 54 128.707 151.652 142.312 1.00 85.54 C -ATOM 16525 O LEU C 54 128.469 150.490 141.976 1.00 85.54 O -ATOM 16526 CB LEU C 54 129.534 152.375 140.047 1.00 85.54 C -ATOM 16527 CG LEU C 54 130.529 153.134 139.167 1.00 85.54 C -ATOM 16528 CD1 LEU C 54 130.283 152.827 137.699 1.00 85.54 C -ATOM 16529 CD2 LEU C 54 130.444 154.629 139.425 1.00 85.54 C -ATOM 16530 N PHE C 55 128.100 152.239 143.339 1.00 84.84 N -ATOM 16531 CA PHE C 55 127.120 151.565 144.173 1.00 84.84 C -ATOM 16532 C PHE C 55 125.805 152.331 144.149 1.00 84.84 C -ATOM 16533 O PHE C 55 125.757 153.521 143.825 1.00 84.84 O -ATOM 16534 CB PHE C 55 127.604 151.443 145.624 1.00 84.84 C -ATOM 16535 CG PHE C 55 128.732 150.473 145.815 1.00 84.84 C -ATOM 16536 CD1 PHE C 55 128.554 149.121 145.566 1.00 84.84 C -ATOM 16537 CD2 PHE C 55 129.969 150.912 146.261 1.00 84.84 C -ATOM 16538 CE1 PHE C 55 129.592 148.225 145.750 1.00 84.84 C -ATOM 16539 CE2 PHE C 55 131.010 150.023 146.449 1.00 84.84 C -ATOM 16540 CZ PHE C 55 130.822 148.678 146.191 1.00 84.84 C -ATOM 16541 N LEU C 56 124.734 151.629 144.486 1.00 88.68 N -ATOM 16542 CA LEU C 56 123.461 152.294 144.724 1.00 88.68 C -ATOM 16543 C LEU C 56 123.438 152.841 146.147 1.00 88.68 C -ATOM 16544 O LEU C 56 123.719 152.095 147.090 1.00 88.68 O -ATOM 16545 CB LEU C 56 122.295 151.335 144.509 1.00 88.68 C -ATOM 16546 CG LEU C 56 120.904 151.923 144.748 1.00 88.68 C -ATOM 16547 CD1 LEU C 56 120.486 152.803 143.583 1.00 88.68 C -ATOM 16548 CD2 LEU C 56 119.885 150.821 144.985 1.00 88.68 C -ATOM 16549 N PRO C 57 123.152 154.130 146.335 1.00 90.82 N -ATOM 16550 CA PRO C 57 123.149 154.700 147.688 1.00 90.82 C -ATOM 16551 C PRO C 57 122.018 154.151 148.543 1.00 90.82 C -ATOM 16552 O PRO C 57 120.949 153.787 148.048 1.00 90.82 O -ATOM 16553 CB PRO C 57 122.971 156.203 147.439 1.00 90.82 C -ATOM 16554 CG PRO C 57 123.363 156.411 146.011 1.00 90.82 C -ATOM 16555 CD PRO C 57 122.952 155.161 145.305 1.00 90.82 C -ATOM 16556 N PHE C 58 122.278 154.086 149.847 1.00 99.56 N -ATOM 16557 CA PHE C 58 121.277 153.608 150.790 1.00 99.56 C -ATOM 16558 C PHE C 58 120.160 154.632 150.943 1.00 99.56 C -ATOM 16559 O PHE C 58 120.413 155.841 150.975 1.00 99.56 O -ATOM 16560 CB PHE C 58 121.912 153.325 152.153 1.00 99.56 C -ATOM 16561 CG PHE C 58 122.666 152.022 152.226 1.00 99.56 C -ATOM 16562 CD1 PHE C 58 122.633 151.114 151.177 1.00 99.56 C -ATOM 16563 CD2 PHE C 58 123.405 151.706 153.356 1.00 99.56 C -ATOM 16564 CE1 PHE C 58 123.329 149.919 151.252 1.00 99.56 C -ATOM 16565 CE2 PHE C 58 124.101 150.512 153.438 1.00 99.56 C -ATOM 16566 CZ PHE C 58 124.062 149.619 152.385 1.00 99.56 C -ATOM 16567 N PHE C 59 118.924 154.124 151.039 1.00111.39 N -ATOM 16568 CA PHE C 59 117.700 154.917 151.226 1.00111.39 C -ATOM 16569 C PHE C 59 117.515 155.958 150.122 1.00111.39 C -ATOM 16570 O PHE C 59 117.178 157.115 150.384 1.00111.39 O -ATOM 16571 CB PHE C 59 117.663 155.573 152.610 1.00111.39 C -ATOM 16572 CG PHE C 59 117.839 154.604 153.744 1.00111.39 C -ATOM 16573 CD1 PHE C 59 116.765 153.861 154.211 1.00111.39 C -ATOM 16574 CD2 PHE C 59 119.077 154.438 154.345 1.00111.39 C -ATOM 16575 CE1 PHE C 59 116.923 152.967 155.255 1.00111.39 C -ATOM 16576 CE2 PHE C 59 119.243 153.546 155.390 1.00111.39 C -ATOM 16577 CZ PHE C 59 118.164 152.810 155.845 1.00111.39 C -ATOM 16578 N SER C 60 117.736 155.544 148.880 1.00125.74 N -ATOM 16579 CA SER C 60 117.585 156.412 147.723 1.00125.74 C -ATOM 16580 C SER C 60 116.247 156.156 147.039 1.00125.74 C -ATOM 16581 O SER C 60 115.627 155.103 147.206 1.00125.74 O -ATOM 16582 CB SER C 60 118.732 156.199 146.732 1.00125.74 C -ATOM 16583 OG SER C 60 118.719 154.879 146.218 1.00125.74 O -ATOM 16584 N ASN C 61 115.805 157.144 146.263 1.00155.94 N -ATOM 16585 CA ASN C 61 114.535 157.059 145.546 1.00155.94 C -ATOM 16586 C ASN C 61 114.717 156.139 144.348 1.00155.94 C -ATOM 16587 O ASN C 61 115.320 156.520 143.342 1.00155.94 O -ATOM 16588 CB ASN C 61 114.066 158.440 145.104 1.00155.94 C -ATOM 16589 CG ASN C 61 113.260 159.153 146.168 1.00155.94 C -ATOM 16590 OD1 ASN C 61 113.207 158.720 147.319 1.00155.94 O -ATOM 16591 ND2 ASN C 61 112.621 160.252 145.786 1.00155.94 N -ATOM 16592 N VAL C 62 114.194 154.924 144.448 1.00158.58 N -ATOM 16593 CA VAL C 62 114.210 153.983 143.338 1.00158.58 C -ATOM 16594 C VAL C 62 112.874 154.073 142.602 1.00158.58 C -ATOM 16595 O VAL C 62 111.806 154.189 143.222 1.00158.58 O -ATOM 16596 CB VAL C 62 114.549 152.556 143.827 1.00158.58 C -ATOM 16597 CG1 VAL C 62 113.503 151.972 144.761 1.00158.58 C -ATOM 16598 CG2 VAL C 62 114.779 151.616 142.660 1.00158.58 C -ATOM 16599 N THR C 63 112.944 154.145 141.272 1.00168.81 N -ATOM 16600 CA THR C 63 111.778 154.417 140.447 1.00168.81 C -ATOM 16601 C THR C 63 110.898 153.179 140.339 1.00168.81 C -ATOM 16602 O THR C 63 111.390 152.075 140.082 1.00168.81 O -ATOM 16603 CB THR C 63 112.215 154.882 139.057 1.00168.81 C -ATOM 16604 OG1 THR C 63 113.293 155.818 139.185 1.00168.81 O -ATOM 16605 CG2 THR C 63 111.063 155.557 138.332 1.00168.81 C -ATOM 16606 N TRP C 64 109.595 153.382 140.510 1.00187.91 N -ATOM 16607 CA TRP C 64 108.592 152.330 140.568 1.00187.91 C -ATOM 16608 C TRP C 64 107.879 152.221 139.226 1.00187.91 C -ATOM 16609 O TRP C 64 107.510 153.236 138.628 1.00187.91 O -ATOM 16610 CB TRP C 64 107.585 152.654 141.676 1.00187.91 C -ATOM 16611 CG TRP C 64 106.707 151.535 142.155 1.00187.91 C -ATOM 16612 CD1 TRP C 64 106.622 150.269 141.654 1.00187.91 C -ATOM 16613 CD2 TRP C 64 105.776 151.598 143.241 1.00187.91 C -ATOM 16614 NE1 TRP C 64 105.698 149.539 142.365 1.00187.91 N -ATOM 16615 CE2 TRP C 64 105.165 150.334 143.345 1.00187.91 C -ATOM 16616 CE3 TRP C 64 105.402 152.604 144.139 1.00187.91 C -ATOM 16617 CZ2 TRP C 64 104.199 150.049 144.309 1.00187.91 C -ATOM 16618 CZ3 TRP C 64 104.444 152.320 145.095 1.00187.91 C -ATOM 16619 CH2 TRP C 64 103.854 151.053 145.172 1.00187.91 C -ATOM 16620 N PHE C 65 107.686 150.990 138.750 1.00196.80 N -ATOM 16621 CA PHE C 65 106.900 150.757 137.549 1.00196.80 C -ATOM 16622 C PHE C 65 106.061 149.500 137.725 1.00196.80 C -ATOM 16623 O PHE C 65 106.530 148.498 138.276 1.00196.80 O -ATOM 16624 CB PHE C 65 107.786 150.617 136.310 1.00196.80 C -ATOM 16625 CG PHE C 65 108.441 151.897 135.880 1.00196.80 C -ATOM 16626 CD1 PHE C 65 107.684 152.939 135.365 1.00196.80 C -ATOM 16627 CD2 PHE C 65 109.815 152.054 135.976 1.00196.80 C -ATOM 16628 CE1 PHE C 65 108.284 154.120 134.964 1.00196.80 C -ATOM 16629 CE2 PHE C 65 110.424 153.232 135.575 1.00196.80 C -ATOM 16630 CZ PHE C 65 109.656 154.266 135.069 1.00196.80 C -ATOM 16631 N HIS C 66 104.823 149.563 137.244 1.00224.64 N -ATOM 16632 CA HIS C 66 103.889 148.450 137.293 1.00224.64 C -ATOM 16633 C HIS C 66 103.459 148.085 135.880 1.00224.64 C -ATOM 16634 O HIS C 66 103.384 148.943 134.995 1.00224.64 O -ATOM 16635 CB HIS C 66 102.659 148.792 138.143 1.00224.64 C -ATOM 16636 CG HIS C 66 102.160 147.649 138.971 1.00224.64 C -ATOM 16637 ND1 HIS C 66 101.701 146.473 138.418 1.00224.64 N -ATOM 16638 CD2 HIS C 66 102.044 147.504 140.312 1.00224.64 C -ATOM 16639 CE1 HIS C 66 101.326 145.652 139.382 1.00224.64 C -ATOM 16640 NE2 HIS C 66 101.523 146.254 140.541 1.00224.64 N -ATOM 16641 N VAL C 67 103.175 146.802 135.675 1.00234.92 N -ATOM 16642 CA VAL C 67 102.787 146.275 134.372 1.00234.92 C -ATOM 16643 C VAL C 67 101.280 146.065 134.362 1.00234.92 C -ATOM 16644 O VAL C 67 100.733 145.388 135.242 1.00234.92 O -ATOM 16645 CB VAL C 67 103.530 144.965 134.058 1.00234.92 C -ATOM 16646 CG1 VAL C 67 103.134 144.442 132.686 1.00234.92 C -ATOM 16647 CG2 VAL C 67 105.034 145.178 134.138 1.00234.92 C -ATOM 16648 N ILE C 68 100.610 146.642 133.369 1.00229.56 N -ATOM 16649 CA ILE C 68 99.164 146.515 133.241 1.00229.56 C -ATOM 16650 C ILE C 68 98.796 145.145 132.679 1.00229.56 C -ATOM 16651 O ILE C 68 99.658 144.403 132.206 1.00229.56 O -ATOM 16652 CB ILE C 68 98.582 147.637 132.362 1.00229.56 C -ATOM 16653 CG1 ILE C 68 98.933 147.403 130.891 1.00229.56 C -ATOM 16654 CG2 ILE C 68 99.092 148.993 132.824 1.00229.56 C -ATOM 16655 CD1 ILE C 68 98.248 148.359 129.939 1.00229.56 C -ATOM 16656 N ASP C 80 103.859 150.107 131.599 1.00201.63 N -ATOM 16657 CA ASP C 80 104.456 150.248 130.276 1.00201.63 C -ATOM 16658 C ASP C 80 105.971 150.101 130.364 1.00201.63 C -ATOM 16659 O ASP C 80 106.522 149.906 131.446 1.00201.63 O -ATOM 16660 CB ASP C 80 104.083 151.598 129.658 1.00201.63 C -ATOM 16661 CG ASP C 80 103.896 151.526 128.150 1.00201.63 C -ATOM 16662 OD1 ASP C 80 103.804 150.405 127.609 1.00201.63 O -ATOM 16663 OD2 ASP C 80 103.828 152.595 127.508 1.00201.63 O1- -ATOM 16664 N ASN C 81 106.640 150.198 129.216 1.00193.74 N -ATOM 16665 CA ASN C 81 108.095 150.055 129.117 1.00193.74 C -ATOM 16666 C ASN C 81 108.760 151.197 128.342 1.00193.74 C -ATOM 16667 O ASN C 81 109.293 151.007 127.239 1.00193.74 O -ATOM 16668 CB ASN C 81 108.433 148.644 128.603 1.00193.74 C -ATOM 16669 CG ASN C 81 107.888 148.332 127.194 1.00193.74 C -ATOM 16670 OD1 ASN C 81 107.332 149.182 126.495 1.00193.74 O -ATOM 16671 ND2 ASN C 81 108.065 147.081 126.778 1.00193.74 N -ATOM 16672 N PRO C 82 108.825 152.389 128.934 1.00183.70 N -ATOM 16673 CA PRO C 82 109.452 153.519 128.245 1.00183.70 C -ATOM 16674 C PRO C 82 110.969 153.410 128.262 1.00183.70 C -ATOM 16675 O PRO C 82 111.567 152.720 129.090 1.00183.70 O -ATOM 16676 CB PRO C 82 108.976 154.728 129.054 1.00183.70 C -ATOM 16677 CG PRO C 82 108.838 154.197 130.434 1.00183.70 C -ATOM 16678 CD PRO C 82 108.431 152.747 130.310 1.00183.70 C -ATOM 16679 N VAL C 83 111.586 154.109 127.319 1.00167.88 N -ATOM 16680 CA VAL C 83 113.036 154.079 127.176 1.00167.88 C -ATOM 16681 C VAL C 83 113.656 154.953 128.257 1.00167.88 C -ATOM 16682 O VAL C 83 113.283 156.121 128.419 1.00167.88 O -ATOM 16683 CB VAL C 83 113.453 154.543 125.773 1.00167.88 C -ATOM 16684 CG1 VAL C 83 114.937 154.318 125.569 1.00167.88 C -ATOM 16685 CG2 VAL C 83 112.647 153.808 124.715 1.00167.88 C -ATOM 16686 N LEU C 84 114.609 154.390 128.995 1.00150.51 N -ATOM 16687 CA LEU C 84 115.195 155.040 130.152 1.00150.51 C -ATOM 16688 C LEU C 84 116.699 155.213 129.962 1.00150.51 C -ATOM 16689 O LEU C 84 117.326 154.444 129.226 1.00150.51 O -ATOM 16690 CB LEU C 84 114.923 154.223 131.423 1.00150.51 C -ATOM 16691 CG LEU C 84 113.463 154.158 131.875 1.00150.51 C -ATOM 16692 CD1 LEU C 84 113.272 153.073 132.924 1.00150.51 C -ATOM 16693 CD2 LEU C 84 113.007 155.508 132.404 1.00150.51 C -ATOM 16694 N PRO C 85 117.299 156.227 130.585 1.00130.50 N -ATOM 16695 CA PRO C 85 118.755 156.385 130.501 1.00130.50 C -ATOM 16696 C PRO C 85 119.492 155.287 131.254 1.00130.50 C -ATOM 16697 O PRO C 85 118.958 154.636 132.155 1.00130.50 O -ATOM 16698 CB PRO C 85 119.006 157.756 131.138 1.00130.50 C -ATOM 16699 CG PRO C 85 117.703 158.468 131.035 1.00130.50 C -ATOM 16700 CD PRO C 85 116.661 157.409 131.192 1.00130.50 C -ATOM 16701 N PHE C 86 120.744 155.076 130.849 1.00112.38 N -ATOM 16702 CA PHE C 86 121.615 154.078 131.459 1.00112.38 C -ATOM 16703 C PHE C 86 122.549 154.665 132.506 1.00112.38 C -ATOM 16704 O PHE C 86 122.760 154.037 133.550 1.00112.38 O -ATOM 16705 CB PHE C 86 122.444 153.373 130.380 1.00112.38 C -ATOM 16706 CG PHE C 86 123.272 152.230 130.897 1.00112.38 C -ATOM 16707 CD1 PHE C 86 122.675 151.030 131.254 1.00112.38 C -ATOM 16708 CD2 PHE C 86 124.649 152.353 131.021 1.00112.38 C -ATOM 16709 CE1 PHE C 86 123.434 149.975 131.730 1.00112.38 C -ATOM 16710 CE2 PHE C 86 125.415 151.302 131.496 1.00112.38 C -ATOM 16711 CZ PHE C 86 124.806 150.112 131.850 1.00112.38 C -ATOM 16712 N ASN C 87 123.095 155.860 132.239 1.00107.05 N -ATOM 16713 CA ASN C 87 124.067 156.569 133.074 1.00107.05 C -ATOM 16714 C ASN C 87 125.286 155.711 133.395 1.00107.05 C -ATOM 16715 O ASN C 87 125.794 154.996 132.525 1.00107.05 O -ATOM 16716 CB ASN C 87 123.413 157.081 134.364 1.00107.05 C -ATOM 16717 CG ASN C 87 122.563 158.314 134.136 1.00107.05 C -ATOM 16718 OD1 ASN C 87 123.012 159.287 133.531 1.00107.05 O -ATOM 16719 ND2 ASN C 87 121.329 158.282 134.624 1.00107.05 N -ATOM 16720 N ASP C 88 125.764 155.777 134.639 1.00 99.09 N -ATOM 16721 CA ASP C 88 126.921 154.982 135.031 1.00 99.09 C -ATOM 16722 C ASP C 88 126.564 153.517 135.248 1.00 99.09 C -ATOM 16723 O ASP C 88 127.387 152.636 134.975 1.00 99.09 O -ATOM 16724 CB ASP C 88 127.552 155.564 136.296 1.00 99.09 C -ATOM 16725 CG ASP C 88 128.157 156.935 136.066 1.00 99.09 C -ATOM 16726 OD1 ASP C 88 128.999 157.069 135.153 1.00 99.09 O -ATOM 16727 OD2 ASP C 88 127.790 157.880 136.796 1.00 99.09 O1- -ATOM 16728 N GLY C 89 125.359 153.239 135.730 1.00 96.31 N -ATOM 16729 CA GLY C 89 124.928 151.871 135.943 1.00 96.31 C -ATOM 16730 C GLY C 89 123.456 151.830 136.276 1.00 96.31 C -ATOM 16731 O GLY C 89 122.853 152.847 136.633 1.00 96.31 O -ATOM 16732 N VAL C 90 122.881 150.636 136.151 1.00 99.48 N -ATOM 16733 CA VAL C 90 121.453 150.435 136.367 1.00 99.48 C -ATOM 16734 C VAL C 90 121.267 149.289 137.352 1.00 99.48 C -ATOM 16735 O VAL C 90 121.753 148.176 137.117 1.00 99.48 O -ATOM 16736 CB VAL C 90 120.705 150.150 135.052 1.00 99.48 C -ATOM 16737 CG1 VAL C 90 119.309 149.605 135.323 1.00 99.48 C -ATOM 16738 CG2 VAL C 90 120.613 151.412 134.211 1.00 99.48 C -ATOM 16739 N TYR C 91 120.571 149.561 138.451 1.00108.10 N -ATOM 16740 CA TYR C 91 120.093 148.531 139.359 1.00108.10 C -ATOM 16741 C TYR C 91 118.641 148.229 139.018 1.00108.10 C -ATOM 16742 O TYR C 91 117.818 149.143 138.925 1.00108.10 O -ATOM 16743 CB TYR C 91 120.221 148.979 140.815 1.00108.10 C -ATOM 16744 CG TYR C 91 119.392 148.169 141.786 1.00108.10 C -ATOM 16745 CD1 TYR C 91 119.723 146.852 142.082 1.00108.10 C -ATOM 16746 CD2 TYR C 91 118.282 148.724 142.413 1.00108.10 C -ATOM 16747 CE1 TYR C 91 118.968 146.108 142.971 1.00108.10 C -ATOM 16748 CE2 TYR C 91 117.521 147.988 143.303 1.00108.10 C -ATOM 16749 CZ TYR C 91 117.869 146.682 143.578 1.00108.10 C -ATOM 16750 OH TYR C 91 117.116 145.947 144.463 1.00108.10 O -ATOM 16751 N PHE C 92 118.332 146.953 138.828 1.00130.63 N -ATOM 16752 CA PHE C 92 117.011 146.509 138.420 1.00130.63 C -ATOM 16753 C PHE C 92 116.476 145.537 139.459 1.00130.63 C -ATOM 16754 O PHE C 92 117.214 144.688 139.964 1.00130.63 O -ATOM 16755 CB PHE C 92 117.069 145.843 137.039 1.00130.63 C -ATOM 16756 CG PHE C 92 115.731 145.687 136.376 1.00130.63 C -ATOM 16757 CD1 PHE C 92 114.973 144.540 136.566 1.00130.63 C -ATOM 16758 CD2 PHE C 92 115.237 146.684 135.550 1.00130.63 C -ATOM 16759 CE1 PHE C 92 113.743 144.395 135.951 1.00130.63 C -ATOM 16760 CE2 PHE C 92 114.008 146.546 134.931 1.00130.63 C -ATOM 16761 CZ PHE C 92 113.261 145.400 135.132 1.00130.63 C -ATOM 16762 N ALA C 93 115.198 145.671 139.791 1.00155.45 N -ATOM 16763 CA ALA C 93 114.561 144.741 140.710 1.00155.45 C -ATOM 16764 C ALA C 93 113.215 144.334 140.140 1.00155.45 C -ATOM 16765 O ALA C 93 112.457 145.183 139.675 1.00155.45 O -ATOM 16766 CB ALA C 93 114.384 145.357 142.100 1.00155.45 C -ATOM 16767 N SER C 94 112.917 143.038 140.178 1.00178.47 N -ATOM 16768 CA SER C 94 111.675 142.520 139.621 1.00178.47 C -ATOM 16769 C SER C 94 110.973 141.663 140.660 1.00178.47 C -ATOM 16770 O SER C 94 111.575 140.730 141.205 1.00178.47 O -ATOM 16771 CB SER C 94 111.937 141.699 138.357 1.00178.47 C -ATOM 16772 OG SER C 94 112.493 140.438 138.679 1.00178.47 O -ATOM 16773 N ILE C 95 109.706 141.976 140.927 1.00205.22 N -ATOM 16774 CA ILE C 95 108.861 141.190 141.818 1.00205.22 C -ATOM 16775 C ILE C 95 107.717 140.642 140.978 1.00205.22 C -ATOM 16776 O ILE C 95 106.857 141.408 140.517 1.00205.22 O -ATOM 16777 CB ILE C 95 108.329 142.018 142.995 1.00205.22 C -ATOM 16778 CG1 ILE C 95 109.483 142.524 143.861 1.00205.22 C -ATOM 16779 CG2 ILE C 95 107.359 141.193 143.830 1.00205.22 C -ATOM 16780 CD1 ILE C 95 109.043 143.379 145.030 1.00205.22 C -ATOM 16781 N GLU C 96 107.705 139.322 140.784 1.00223.51 N -ATOM 16782 CA GLU C 96 106.663 138.654 140.011 1.00223.51 C -ATOM 16783 C GLU C 96 106.703 137.160 140.298 1.00223.51 C -ATOM 16784 O GLU C 96 107.658 136.639 140.880 1.00223.51 O -ATOM 16785 CB GLU C 96 106.815 138.902 138.505 1.00223.51 C -ATOM 16786 CG GLU C 96 108.215 138.682 137.966 1.00223.51 C -ATOM 16787 CD GLU C 96 108.278 138.816 136.458 1.00223.51 C -ATOM 16788 OE1 GLU C 96 107.269 139.239 135.856 1.00223.51 O -ATOM 16789 OE2 GLU C 96 109.334 138.496 135.874 1.00223.51 O1- -ATOM 16790 N LYS C 97 105.643 136.477 139.873 1.00227.98 N -ATOM 16791 CA LYS C 97 105.572 135.023 139.869 1.00227.98 C -ATOM 16792 C LYS C 97 105.324 134.439 138.487 1.00227.98 C -ATOM 16793 O LYS C 97 105.748 133.312 138.221 1.00227.98 O -ATOM 16794 CB LYS C 97 104.465 134.535 140.819 1.00227.98 C -ATOM 16795 CG LYS C 97 104.621 133.093 141.290 1.00227.98 C -ATOM 16796 CD LYS C 97 103.537 132.708 142.284 1.00227.98 C -ATOM 16797 CE LYS C 97 103.801 131.335 142.883 1.00227.98 C -ATOM 16798 NZ LYS C 97 102.837 131.004 143.969 1.00227.98 N1+ -ATOM 16799 N SER C 98 104.670 135.183 137.597 1.00236.97 N -ATOM 16800 CA SER C 98 104.305 134.693 136.274 1.00236.97 C -ATOM 16801 C SER C 98 105.422 134.834 135.248 1.00236.97 C -ATOM 16802 O SER C 98 105.231 134.396 134.106 1.00236.97 O -ATOM 16803 CB SER C 98 103.056 135.425 135.776 1.00236.97 C -ATOM 16804 OG SER C 98 103.137 136.812 136.053 1.00236.97 O -ATOM 16805 N ASN C 99 106.560 135.431 135.636 1.00231.27 N -ATOM 16806 CA ASN C 99 107.730 135.657 134.774 1.00231.27 C -ATOM 16807 C ASN C 99 107.368 136.467 133.527 1.00231.27 C -ATOM 16808 O ASN C 99 107.681 136.087 132.396 1.00231.27 O -ATOM 16809 CB ASN C 99 108.416 134.338 134.398 1.00231.27 C -ATOM 16810 CG ASN C 99 108.847 133.540 135.612 1.00231.27 C -ATOM 16811 OD1 ASN C 99 108.925 134.069 136.721 1.00231.27 O -ATOM 16812 ND2 ASN C 99 109.129 132.259 135.408 1.00231.27 N -ATOM 16813 N ILE C 100 106.683 137.591 133.749 1.00225.92 N -ATOM 16814 CA ILE C 100 106.308 138.473 132.647 1.00225.92 C -ATOM 16815 C ILE C 100 107.537 139.175 132.079 1.00225.92 C -ATOM 16816 O ILE C 100 107.714 139.255 130.857 1.00225.92 O -ATOM 16817 CB ILE C 100 105.236 139.476 133.119 1.00225.92 C -ATOM 16818 CG1 ILE C 100 103.931 138.745 133.439 1.00225.92 C -ATOM 16819 CG2 ILE C 100 104.982 140.554 132.074 1.00225.92 C -ATOM 16820 CD1 ILE C 100 103.355 137.980 132.265 1.00225.92 C -ATOM 16821 N ILE C 101 108.417 139.666 132.952 1.00212.67 N -ATOM 16822 CA ILE C 101 109.623 140.359 132.513 1.00212.67 C -ATOM 16823 C ILE C 101 110.601 139.336 131.948 1.00212.67 C -ATOM 16824 O ILE C 101 110.965 138.365 132.621 1.00212.67 O -ATOM 16825 CB ILE C 101 110.249 141.153 133.666 1.00212.67 C -ATOM 16826 CG1 ILE C 101 109.178 141.992 134.366 1.00212.67 C -ATOM 16827 CG2 ILE C 101 111.375 142.036 133.154 1.00212.67 C -ATOM 16828 CD1 ILE C 101 109.668 142.716 135.594 1.00212.67 C -ATOM 16829 N ARG C 102 111.031 139.553 130.707 1.00197.42 N -ATOM 16830 CA ARG C 102 111.807 138.561 129.976 1.00197.42 C -ATOM 16831 C ARG C 102 113.175 139.040 129.519 1.00197.42 C -ATOM 16832 O ARG C 102 114.069 138.207 129.348 1.00197.42 O -ATOM 16833 CB ARG C 102 111.025 138.073 128.747 1.00197.42 C -ATOM 16834 CG ARG C 102 109.771 137.287 129.084 1.00197.42 C -ATOM 16835 CD ARG C 102 110.112 135.897 129.593 1.00197.42 C -ATOM 16836 NE ARG C 102 108.993 135.280 130.294 1.00197.42 N -ATOM 16837 CZ ARG C 102 108.340 134.209 129.864 1.00197.42 C -ATOM 16838 NH1 ARG C 102 108.669 133.607 128.733 1.00197.42 N1+ -ATOM 16839 NH2 ARG C 102 107.331 133.731 130.587 1.00197.42 N -ATOM 16840 N GLY C 103 113.372 140.333 129.300 1.00170.98 N -ATOM 16841 CA GLY C 103 114.677 140.748 128.828 1.00170.98 C -ATOM 16842 C GLY C 103 114.859 142.247 128.854 1.00170.98 C -ATOM 16843 O GLY C 103 114.051 142.985 129.413 1.00170.98 O -ATOM 16844 N TRP C 104 115.957 142.680 128.237 1.00150.43 N -ATOM 16845 CA TRP C 104 116.278 144.092 128.091 1.00150.43 C -ATOM 16846 C TRP C 104 116.915 144.341 126.729 1.00150.43 C -ATOM 16847 O TRP C 104 117.483 143.439 126.104 1.00150.43 O -ATOM 16848 CB TRP C 104 117.223 144.590 129.198 1.00150.43 C -ATOM 16849 CG TRP C 104 116.732 144.343 130.592 1.00150.43 C -ATOM 16850 CD1 TRP C 104 115.963 145.177 131.349 1.00150.43 C -ATOM 16851 CD2 TRP C 104 116.978 143.183 131.396 1.00150.43 C -ATOM 16852 NE1 TRP C 104 115.713 144.608 132.574 1.00150.43 N -ATOM 16853 CE2 TRP C 104 116.326 143.384 132.628 1.00150.43 C -ATOM 16854 CE3 TRP C 104 117.686 141.995 131.193 1.00150.43 C -ATOM 16855 CZ2 TRP C 104 116.360 142.441 133.654 1.00150.43 C -ATOM 16856 CZ3 TRP C 104 117.719 141.059 132.213 1.00150.43 C -ATOM 16857 CH2 TRP C 104 117.060 141.288 133.427 1.00150.43 C -ATOM 16858 N ILE C 105 116.804 145.589 126.276 1.00163.54 N -ATOM 16859 CA ILE C 105 117.462 146.067 125.067 1.00163.54 C -ATOM 16860 C ILE C 105 118.247 147.323 125.434 1.00163.54 C -ATOM 16861 O ILE C 105 117.786 148.148 126.231 1.00163.54 O -ATOM 16862 CB ILE C 105 116.449 146.314 123.915 1.00163.54 C -ATOM 16863 CG1 ILE C 105 117.148 146.746 122.623 1.00163.54 C -ATOM 16864 CG2 ILE C 105 115.364 147.321 124.289 1.00163.54 C -ATOM 16865 CD1 ILE C 105 116.237 146.773 121.415 1.00163.54 C -ATOM 16866 N PHE C 106 119.466 147.428 124.910 1.00154.40 N -ATOM 16867 CA PHE C 106 120.368 148.528 125.209 1.00154.40 C -ATOM 16868 C PHE C 106 120.797 149.191 123.908 1.00154.40 C -ATOM 16869 O PHE C 106 120.701 148.601 122.829 1.00154.40 O -ATOM 16870 CB PHE C 106 121.621 148.060 125.975 1.00154.40 C -ATOM 16871 CG PHE C 106 121.340 147.456 127.331 1.00154.40 C -ATOM 16872 CD1 PHE C 106 120.914 146.139 127.455 1.00154.40 C -ATOM 16873 CD2 PHE C 106 121.534 148.200 128.483 1.00154.40 C -ATOM 16874 CE1 PHE C 106 120.666 145.588 128.699 1.00154.40 C -ATOM 16875 CE2 PHE C 106 121.288 147.656 129.731 1.00154.40 C -ATOM 16876 CZ PHE C 106 120.854 146.348 129.838 1.00154.40 C -ATOM 16877 N GLY C 107 121.264 150.425 124.012 1.00168.04 N -ATOM 16878 CA GLY C 107 121.794 151.105 122.848 1.00168.04 C -ATOM 16879 C GLY C 107 121.844 152.601 123.037 1.00168.04 C -ATOM 16880 O GLY C 107 121.162 153.180 123.885 1.00168.04 O -ATOM 16881 N THR C 108 122.688 153.239 122.220 1.00176.58 N -ATOM 16882 CA THR C 108 122.795 154.694 122.231 1.00176.58 C -ATOM 16883 C THR C 108 121.606 155.358 121.549 1.00176.58 C -ATOM 16884 O THR C 108 121.104 156.379 122.030 1.00176.58 O -ATOM 16885 CB THR C 108 124.092 155.143 121.554 1.00176.58 C -ATOM 16886 OG1 THR C 108 124.097 154.713 120.186 1.00176.58 O -ATOM 16887 CG2 THR C 108 125.301 154.583 122.275 1.00176.58 C -ATOM 16888 N THR C 109 121.154 154.810 120.421 1.00196.12 N -ATOM 16889 CA THR C 109 120.104 155.450 119.637 1.00196.12 C -ATOM 16890 C THR C 109 118.951 154.496 119.352 1.00196.12 C -ATOM 16891 O THR C 109 117.804 154.939 119.218 1.00196.12 O -ATOM 16892 CB THR C 109 120.670 155.990 118.320 1.00196.12 C -ATOM 16893 OG1 THR C 109 121.440 154.968 117.673 1.00196.12 O -ATOM 16894 CG2 THR C 109 121.545 157.215 118.558 1.00196.12 C -ATOM 16895 N LEU C 110 119.264 153.194 119.258 1.00200.43 N -ATOM 16896 CA LEU C 110 118.302 152.113 118.991 1.00200.43 C -ATOM 16897 C LEU C 110 117.535 152.336 117.687 1.00200.43 C -ATOM 16898 O LEU C 110 116.327 152.105 117.608 1.00200.43 O -ATOM 16899 CB LEU C 110 117.333 151.916 120.162 1.00200.43 C -ATOM 16900 CG LEU C 110 117.902 151.436 121.498 1.00200.43 C -ATOM 16901 CD1 LEU C 110 118.165 152.608 122.429 1.00200.43 C -ATOM 16902 CD2 LEU C 110 116.948 150.451 122.145 1.00200.43 C -ATOM 16903 N ASP C 111 118.244 152.789 116.652 1.00223.60 N -ATOM 16904 CA ASP C 111 117.643 153.080 115.356 1.00223.60 C -ATOM 16905 C ASP C 111 118.112 152.118 114.269 1.00223.60 C -ATOM 16906 O ASP C 111 117.982 152.432 113.080 1.00223.60 O -ATOM 16907 CB ASP C 111 117.942 154.523 114.948 1.00223.60 C -ATOM 16908 CG ASP C 111 119.391 154.905 115.175 1.00223.60 C -ATOM 16909 OD1 ASP C 111 120.179 154.041 115.617 1.00223.60 O -ATOM 16910 OD2 ASP C 111 119.744 156.075 114.920 1.00223.60 O1- -ATOM 16911 N SER C 112 118.672 150.967 114.669 1.00237.25 N -ATOM 16912 CA SER C 112 119.209 149.927 113.779 1.00237.25 C -ATOM 16913 C SER C 112 120.310 150.457 112.860 1.00237.25 C -ATOM 16914 O SER C 112 120.464 149.993 111.727 1.00237.25 O -ATOM 16915 CB SER C 112 118.103 149.247 112.961 1.00237.25 C -ATOM 16916 OG SER C 112 117.070 148.765 113.802 1.00237.25 O -ATOM 16917 N LYS C 113 121.082 151.431 113.339 1.00241.25 N -ATOM 16918 CA LYS C 113 122.241 151.934 112.612 1.00241.25 C -ATOM 16919 C LYS C 113 123.560 151.439 113.183 1.00241.25 C -ATOM 16920 O LYS C 113 124.531 151.291 112.434 1.00241.25 O -ATOM 16921 CB LYS C 113 122.252 153.467 112.609 1.00241.25 C -ATOM 16922 CG LYS C 113 121.017 154.113 112.007 1.00241.25 C -ATOM 16923 CD LYS C 113 121.192 155.622 111.923 1.00241.25 C -ATOM 16924 CE LYS C 113 119.887 156.320 111.582 1.00241.25 C -ATOM 16925 NZ LYS C 113 119.775 157.636 112.272 1.00241.25 N1+ -ATOM 16926 N THR C 114 123.615 151.181 114.487 1.00243.28 N -ATOM 16927 CA THR C 114 124.823 150.704 115.145 1.00243.28 C -ATOM 16928 C THR C 114 124.443 149.525 116.034 1.00243.28 C -ATOM 16929 O THR C 114 123.307 149.041 116.004 1.00243.28 O -ATOM 16930 CB THR C 114 125.497 151.833 115.937 1.00243.28 C -ATOM 16931 OG1 THR C 114 126.619 151.309 116.658 1.00243.28 O -ATOM 16932 CG2 THR C 114 124.515 152.456 116.916 1.00243.28 C -ATOM 16933 N GLN C 115 125.404 149.063 116.831 1.00236.00 N -ATOM 16934 CA GLN C 115 125.193 147.894 117.675 1.00236.00 C -ATOM 16935 C GLN C 115 124.236 148.208 118.819 1.00236.00 C -ATOM 16936 O GLN C 115 124.249 149.305 119.383 1.00236.00 O -ATOM 16937 CB GLN C 115 126.529 147.396 118.228 1.00236.00 C -ATOM 16938 CG GLN C 115 127.375 146.627 117.222 1.00236.00 C -ATOM 16939 CD GLN C 115 128.271 147.521 116.381 1.00236.00 C -ATOM 16940 OE1 GLN C 115 128.100 148.740 116.341 1.00236.00 O -ATOM 16941 NE2 GLN C 115 129.235 146.913 115.699 1.00236.00 N -ATOM 16942 N SER C 116 123.401 147.228 119.158 1.00203.50 N -ATOM 16943 CA SER C 116 122.392 147.395 120.199 1.00203.50 C -ATOM 16944 C SER C 116 122.188 146.058 120.891 1.00203.50 C -ATOM 16945 O SER C 116 121.838 145.072 120.235 1.00203.50 O -ATOM 16946 CB SER C 116 121.076 147.907 119.608 1.00203.50 C -ATOM 16947 OG SER C 116 120.025 147.824 120.553 1.00203.50 O -ATOM 16948 N LEU C 117 122.392 146.032 122.207 1.00171.31 N -ATOM 16949 CA LEU C 117 122.317 144.798 122.977 1.00171.31 C -ATOM 16950 C LEU C 117 120.880 144.296 123.073 1.00171.31 C -ATOM 16951 O LEU C 117 119.915 145.052 122.945 1.00171.31 O -ATOM 16952 CB LEU C 117 122.877 144.994 124.389 1.00171.31 C -ATOM 16953 CG LEU C 117 124.377 144.918 124.706 1.00171.31 C -ATOM 16954 CD1 LEU C 117 124.901 143.517 124.428 1.00171.31 C -ATOM 16955 CD2 LEU C 117 125.210 145.975 123.984 1.00171.31 C -ATOM 16956 N LEU C 118 120.752 142.992 123.308 1.00163.55 N -ATOM 16957 CA LEU C 118 119.446 142.343 123.388 1.00163.55 C -ATOM 16958 C LEU C 118 119.625 141.078 124.216 1.00163.55 C -ATOM 16959 O LEU C 118 120.237 140.116 123.740 1.00163.55 O -ATOM 16960 CB LEU C 118 118.910 142.032 121.991 1.00163.55 C -ATOM 16961 CG LEU C 118 117.459 141.582 121.782 1.00163.55 C -ATOM 16962 CD1 LEU C 118 116.939 142.136 120.468 1.00163.55 C -ATOM 16963 CD2 LEU C 118 117.336 140.064 121.775 1.00163.55 C -ATOM 16964 N ILE C 119 119.108 141.084 125.442 1.00155.65 N -ATOM 16965 CA ILE C 119 119.181 139.936 126.338 1.00155.65 C -ATOM 16966 C ILE C 119 117.758 139.465 126.591 1.00155.65 C -ATOM 16967 O ILE C 119 116.936 140.226 127.114 1.00155.65 O -ATOM 16968 CB ILE C 119 119.886 140.283 127.658 1.00155.65 C -ATOM 16969 CG1 ILE C 119 121.263 140.891 127.387 1.00155.65 C -ATOM 16970 CG2 ILE C 119 120.012 139.047 128.535 1.00155.65 C -ATOM 16971 CD1 ILE C 119 121.919 141.486 128.612 1.00155.65 C -ATOM 16972 N VAL C 120 117.460 138.224 126.209 1.00160.10 N -ATOM 16973 CA VAL C 120 116.108 137.678 126.297 1.00160.10 C -ATOM 16974 C VAL C 120 116.176 136.276 126.891 1.00160.10 C -ATOM 16975 O VAL C 120 116.927 135.426 126.401 1.00160.10 O -ATOM 16976 CB VAL C 120 115.413 137.655 124.917 1.00160.10 C -ATOM 16977 CG1 VAL C 120 114.206 136.724 124.913 1.00160.10 C -ATOM 16978 CG2 VAL C 120 114.973 139.055 124.512 1.00160.10 C -ATOM 16979 N ASN C 121 115.402 136.037 127.950 1.00171.22 N -ATOM 16980 CA ASN C 121 115.171 134.690 128.459 1.00171.22 C -ATOM 16981 C ASN C 121 113.919 134.145 127.781 1.00171.22 C -ATOM 16982 O ASN C 121 112.812 134.641 128.017 1.00171.22 O -ATOM 16983 CB ASN C 121 115.022 134.709 129.980 1.00171.22 C -ATOM 16984 CG ASN C 121 114.847 133.320 130.573 1.00171.22 C -ATOM 16985 OD1 ASN C 121 113.754 132.753 130.551 1.00171.22 O -ATOM 16986 ND2 ASN C 121 115.926 132.769 131.114 1.00171.22 N -ATOM 16987 N ASN C 122 114.088 133.125 126.938 1.00174.17 N -ATOM 16988 CA ASN C 122 112.980 132.534 126.198 1.00174.17 C -ATOM 16989 C ASN C 122 112.421 131.290 126.887 1.00174.17 C -ATOM 16990 O ASN C 122 111.974 130.353 126.214 1.00174.17 O -ATOM 16991 CB ASN C 122 113.403 132.226 124.757 1.00174.17 C -ATOM 16992 CG ASN C 122 114.516 131.188 124.664 1.00174.17 C -ATOM 16993 OD1 ASN C 122 115.223 130.917 125.634 1.00174.17 O -ATOM 16994 ND2 ASN C 122 114.670 130.601 123.481 1.00174.17 N -ATOM 16995 N ALA C 123 112.467 131.268 128.224 1.00182.23 N -ATOM 16996 CA ALA C 123 111.983 130.240 129.151 1.00182.23 C -ATOM 16997 C ALA C 123 112.716 128.904 129.039 1.00182.23 C -ATOM 16998 O ALA C 123 112.326 127.948 129.719 1.00182.23 O -ATOM 16999 CB ALA C 123 110.471 129.986 129.028 1.00182.23 C -ATOM 17000 N THR C 124 113.755 128.798 128.209 1.00174.00 N -ATOM 17001 CA THR C 124 114.590 127.604 128.162 1.00174.00 C -ATOM 17002 C THR C 124 116.061 127.981 128.288 1.00174.00 C -ATOM 17003 O THR C 124 116.849 127.244 128.889 1.00174.00 O -ATOM 17004 CB THR C 124 114.357 126.817 126.868 1.00174.00 C -ATOM 17005 OG1 THR C 124 114.454 127.700 125.744 1.00174.00 O -ATOM 17006 CG2 THR C 124 112.991 126.140 126.874 1.00174.00 C -ATOM 17007 N ASN C 125 116.438 129.128 127.721 1.00163.88 N -ATOM 17008 CA ASN C 125 117.818 129.590 127.722 1.00163.88 C -ATOM 17009 C ASN C 125 117.832 131.109 127.844 1.00163.88 C -ATOM 17010 O ASN C 125 116.786 131.756 127.952 1.00163.88 O -ATOM 17011 CB ASN C 125 118.557 129.139 126.455 1.00163.88 C -ATOM 17012 CG ASN C 125 118.897 127.663 126.472 1.00163.88 C -ATOM 17013 OD1 ASN C 125 118.177 126.842 125.903 1.00163.88 O -ATOM 17014 ND2 ASN C 125 120.000 127.317 127.125 1.00163.88 N -ATOM 17015 N VAL C 126 119.035 131.679 127.838 1.00149.35 N -ATOM 17016 CA VAL C 126 119.241 133.122 127.810 1.00149.35 C -ATOM 17017 C VAL C 126 120.043 133.451 126.560 1.00149.35 C -ATOM 17018 O VAL C 126 121.126 132.891 126.351 1.00149.35 O -ATOM 17019 CB VAL C 126 119.968 133.626 129.071 1.00149.35 C -ATOM 17020 CG1 VAL C 126 120.148 135.137 129.016 1.00149.35 C -ATOM 17021 CG2 VAL C 126 119.218 133.220 130.330 1.00149.35 C -ATOM 17022 N VAL C 127 119.518 134.355 125.736 1.00150.09 N -ATOM 17023 CA VAL C 127 120.114 134.708 124.454 1.00150.09 C -ATOM 17024 C VAL C 127 120.567 136.159 124.518 1.00150.09 C -ATOM 17025 O VAL C 127 119.783 137.044 124.883 1.00150.09 O -ATOM 17026 CB VAL C 127 119.123 134.501 123.293 1.00150.09 C -ATOM 17027 CG1 VAL C 127 119.799 134.766 121.956 1.00150.09 C -ATOM 17028 CG2 VAL C 127 118.532 133.102 123.339 1.00150.09 C -ATOM 17029 N ILE C 128 121.828 136.399 124.163 1.00151.51 N -ATOM 17030 CA ILE C 128 122.411 137.733 124.117 1.00151.51 C -ATOM 17031 C ILE C 128 122.888 137.979 122.693 1.00151.51 C -ATOM 17032 O ILE C 128 123.722 137.224 122.174 1.00151.51 O -ATOM 17033 CB ILE C 128 123.567 137.888 125.117 1.00151.51 C -ATOM 17034 CG1 ILE C 128 123.053 137.739 126.553 1.00151.51 C -ATOM 17035 CG2 ILE C 128 124.268 139.227 124.918 1.00151.51 C -ATOM 17036 CD1 ILE C 128 124.093 138.019 127.620 1.00151.51 C -ATOM 17037 N LYS C 129 122.361 139.031 122.070 1.00173.76 N -ATOM 17038 CA LYS C 129 122.717 139.421 120.713 1.00173.76 C -ATOM 17039 C LYS C 129 123.009 140.915 120.676 1.00173.76 C -ATOM 17040 O LYS C 129 122.629 141.664 121.578 1.00173.76 O -ATOM 17041 CB LYS C 129 121.602 139.084 119.710 1.00173.76 C -ATOM 17042 CG LYS C 129 121.382 137.597 119.481 1.00173.76 C -ATOM 17043 CD LYS C 129 120.213 137.357 118.538 1.00173.76 C -ATOM 17044 CE LYS C 129 119.936 135.873 118.361 1.00173.76 C -ATOM 17045 NZ LYS C 129 118.726 135.629 117.529 1.00173.76 N1+ -ATOM 17046 N VAL C 130 123.701 141.345 119.621 1.00203.93 N -ATOM 17047 CA VAL C 130 124.063 142.750 119.462 1.00203.93 C -ATOM 17048 C VAL C 130 123.532 143.281 118.135 1.00203.93 C -ATOM 17049 O VAL C 130 124.082 144.235 117.573 1.00203.93 O -ATOM 17050 CB VAL C 130 125.587 142.950 119.560 1.00203.93 C -ATOM 17051 CG1 VAL C 130 126.074 142.680 120.973 1.00203.93 C -ATOM 17052 CG2 VAL C 130 126.303 142.044 118.579 1.00203.93 C -ATOM 17053 N CYS C 131 122.446 142.686 117.644 1.00227.61 N -ATOM 17054 CA CYS C 131 121.971 142.954 116.293 1.00227.61 C -ATOM 17055 C CYS C 131 121.336 144.338 116.176 1.00227.61 C -ATOM 17056 O CYS C 131 120.850 144.913 117.154 1.00227.61 O -ATOM 17057 CB CYS C 131 120.964 141.886 115.869 1.00227.61 C -ATOM 17058 SG CYS C 131 121.609 140.198 115.928 1.00227.61 S -ATOM 17059 N GLU C 132 121.360 144.874 114.951 1.00244.66 N -ATOM 17060 CA GLU C 132 120.767 146.182 114.682 1.00244.66 C -ATOM 17061 C GLU C 132 119.247 146.131 114.765 1.00244.66 C -ATOM 17062 O GLU C 132 118.619 146.994 115.390 1.00244.66 O -ATOM 17063 CB GLU C 132 121.190 146.676 113.297 1.00244.66 C -ATOM 17064 CG GLU C 132 122.495 147.440 113.252 1.00244.66 C -ATOM 17065 CD GLU C 132 122.939 147.739 111.834 1.00244.66 C -ATOM 17066 OE1 GLU C 132 122.301 147.226 110.890 1.00244.66 O -ATOM 17067 OE2 GLU C 132 123.924 148.486 111.663 1.00244.66 O1- -ATOM 17068 N PHE C 133 118.643 145.128 114.137 1.00221.85 N -ATOM 17069 CA PHE C 133 117.207 145.098 113.922 1.00221.85 C -ATOM 17070 C PHE C 133 116.462 144.760 115.209 1.00221.85 C -ATOM 17071 O PHE C 133 117.026 144.232 116.172 1.00221.85 O -ATOM 17072 CB PHE C 133 116.853 144.090 112.828 1.00221.85 C -ATOM 17073 CG PHE C 133 117.483 144.397 111.499 1.00221.85 C -ATOM 17074 CD1 PHE C 133 116.907 145.322 110.641 1.00221.85 C -ATOM 17075 CD2 PHE C 133 118.654 143.763 111.110 1.00221.85 C -ATOM 17076 CE1 PHE C 133 117.487 145.609 109.416 1.00221.85 C -ATOM 17077 CE2 PHE C 133 119.240 144.044 109.888 1.00221.85 C -ATOM 17078 CZ PHE C 133 118.655 144.969 109.040 1.00221.85 C -ATOM 17079 N GLN C 134 115.172 145.077 115.210 1.00183.22 N -ATOM 17080 CA GLN C 134 114.302 144.871 116.357 1.00183.22 C -ATOM 17081 C GLN C 134 113.386 143.686 116.082 1.00183.22 C -ATOM 17082 O GLN C 134 112.946 143.484 114.946 1.00183.22 O -ATOM 17083 CB GLN C 134 113.483 146.132 116.645 1.00183.22 C -ATOM 17084 CG GLN C 134 112.962 146.237 118.065 1.00183.22 C -ATOM 17085 CD GLN C 134 112.169 147.509 118.295 1.00183.22 C -ATOM 17086 OE1 GLN C 134 111.955 148.295 117.371 1.00183.22 O -ATOM 17087 NE2 GLN C 134 111.726 147.717 119.529 1.00183.22 N -ATOM 17088 N PHE C 135 113.128 142.891 117.127 1.00168.41 N -ATOM 17089 CA PHE C 135 112.344 141.668 116.969 1.00168.41 C -ATOM 17090 C PHE C 135 110.889 141.975 116.630 1.00168.41 C -ATOM 17091 O PHE C 135 110.283 141.293 115.795 1.00168.41 O -ATOM 17092 CB PHE C 135 112.440 140.822 118.240 1.00168.41 C -ATOM 17093 CG PHE C 135 111.441 139.701 118.305 1.00168.41 C -ATOM 17094 CD1 PHE C 135 111.496 138.652 117.398 1.00168.41 C -ATOM 17095 CD2 PHE C 135 110.454 139.690 119.280 1.00168.41 C -ATOM 17096 CE1 PHE C 135 110.580 137.616 117.457 1.00168.41 C -ATOM 17097 CE2 PHE C 135 109.535 138.656 119.346 1.00168.41 C -ATOM 17098 CZ PHE C 135 109.599 137.618 118.433 1.00168.41 C -ATOM 17099 N CYS C 136 110.314 142.994 117.263 1.00173.30 N -ATOM 17100 CA CYS C 136 108.960 143.432 116.963 1.00173.30 C -ATOM 17101 C CYS C 136 108.917 144.952 116.994 1.00173.30 C -ATOM 17102 O CYS C 136 109.760 145.593 117.626 1.00173.30 O -ATOM 17103 CB CYS C 136 107.943 142.847 117.952 1.00173.30 C -ATOM 17104 SG CYS C 136 107.514 141.119 117.637 1.00173.30 S -ATOM 17105 N ASN C 137 107.937 145.522 116.285 1.00172.47 N -ATOM 17106 CA ASN C 137 107.781 146.975 116.251 1.00172.47 C -ATOM 17107 C ASN C 137 107.398 147.518 117.623 1.00172.47 C -ATOM 17108 O ASN C 137 107.993 148.487 118.108 1.00172.47 O -ATOM 17109 CB ASN C 137 106.740 147.362 115.201 1.00172.47 C -ATOM 17110 CG ASN C 137 106.825 146.504 113.954 1.00172.47 C -ATOM 17111 OD1 ASN C 137 107.867 146.438 113.302 1.00172.47 O -ATOM 17112 ND2 ASN C 137 105.727 145.839 113.617 1.00172.47 N -ATOM 17113 N ASP C 138 106.406 146.905 118.261 1.00177.23 N -ATOM 17114 CA ASP C 138 106.166 147.118 119.680 1.00177.23 C -ATOM 17115 C ASP C 138 106.856 146.001 120.450 1.00177.23 C -ATOM 17116 O ASP C 138 106.517 144.828 120.244 1.00177.23 O -ATOM 17117 CB ASP C 138 104.677 147.128 119.982 1.00177.23 C -ATOM 17118 CG ASP C 138 104.356 147.769 121.320 1.00177.23 C -ATOM 17119 OD1 ASP C 138 105.152 148.609 121.787 1.00177.23 O -ATOM 17120 OD2 ASP C 138 103.303 147.435 121.903 1.00177.23 O1- -ATOM 17121 N PRO C 139 107.838 146.305 121.315 1.00179.58 N -ATOM 17122 CA PRO C 139 108.669 145.241 121.903 1.00179.58 C -ATOM 17123 C PRO C 139 107.942 144.341 122.893 1.00179.58 C -ATOM 17124 O PRO C 139 107.531 144.776 123.974 1.00179.58 O -ATOM 17125 CB PRO C 139 109.798 146.021 122.591 1.00179.58 C -ATOM 17126 CG PRO C 139 109.240 147.383 122.825 1.00179.58 C -ATOM 17127 CD PRO C 139 108.317 147.650 121.678 1.00179.58 C -ATOM 17128 N PHE C 140 107.785 143.074 122.515 1.00178.68 N -ATOM 17129 CA PHE C 140 107.193 142.062 123.376 1.00178.68 C -ATOM 17130 C PHE C 140 107.751 140.706 122.965 1.00178.68 C -ATOM 17131 O PHE C 140 108.481 140.585 121.978 1.00178.68 O -ATOM 17132 CB PHE C 140 105.658 142.083 123.306 1.00178.68 C -ATOM 17133 CG PHE C 140 105.086 141.387 122.098 1.00178.68 C -ATOM 17134 CD1 PHE C 140 105.126 141.990 120.850 1.00178.68 C -ATOM 17135 CD2 PHE C 140 104.482 140.141 122.216 1.00178.68 C -ATOM 17136 CE1 PHE C 140 104.594 141.357 119.738 1.00178.68 C -ATOM 17137 CE2 PHE C 140 103.949 139.501 121.109 1.00178.68 C -ATOM 17138 CZ PHE C 140 104.005 140.112 119.869 1.00178.68 C -ATOM 17139 N LEU C 141 107.399 139.681 123.736 1.00184.84 N -ATOM 17140 CA LEU C 141 107.834 138.318 123.472 1.00184.84 C -ATOM 17141 C LEU C 141 106.627 137.438 123.176 1.00184.84 C -ATOM 17142 O LEU C 141 105.597 137.534 123.851 1.00184.84 O -ATOM 17143 CB LEU C 141 108.622 137.744 124.654 1.00184.84 C -ATOM 17144 CG LEU C 141 109.434 136.477 124.368 1.00184.84 C -ATOM 17145 CD1 LEU C 141 110.311 136.657 123.137 1.00184.84 C -ATOM 17146 CD2 LEU C 141 110.273 136.085 125.573 1.00184.84 C -ATOM 17147 N ASP C 142 106.761 136.587 122.164 1.00173.23 N -ATOM 17148 CA ASP C 142 105.694 135.669 121.783 1.00173.23 C -ATOM 17149 C ASP C 142 105.558 134.538 122.797 1.00173.23 C -ATOM 17150 O ASP C 142 106.265 133.533 122.719 1.00173.23 O -ATOM 17151 CB ASP C 142 105.952 135.093 120.389 1.00173.23 C -ATOM 17152 CG ASP C 142 106.284 136.163 119.369 1.00173.23 C -ATOM 17153 OD1 ASP C 142 105.936 137.340 119.604 1.00173.23 O -ATOM 17154 OD2 ASP C 142 106.890 135.826 118.330 1.00173.23 O1- -ATOM 17155 N ASN C 165 125.126 139.775 110.395 1.00275.95 N -ATOM 17156 CA ASN C 165 125.910 140.989 110.585 1.00275.95 C -ATOM 17157 C ASN C 165 126.175 141.231 112.073 1.00275.95 C -ATOM 17158 O ASN C 165 127.008 142.063 112.440 1.00275.95 O -ATOM 17159 CB ASN C 165 125.194 142.191 109.955 1.00275.95 C -ATOM 17160 CG ASN C 165 126.078 143.420 109.870 1.00275.95 C -ATOM 17161 OD1 ASN C 165 127.291 143.310 109.680 1.00275.95 O -ATOM 17162 ND2 ASN C 165 125.474 144.597 110.025 1.00275.95 N -ATOM 17163 N CYS C 166 125.472 140.485 112.925 1.00237.21 N -ATOM 17164 CA CYS C 166 125.626 140.624 114.369 1.00237.21 C -ATOM 17165 C CYS C 166 126.997 140.110 114.797 1.00237.21 C -ATOM 17166 O CYS C 166 127.359 138.965 114.509 1.00237.21 O -ATOM 17167 CB CYS C 166 124.513 139.869 115.090 1.00237.21 C -ATOM 17168 SG CYS C 166 122.878 140.091 114.346 1.00237.21 S -ATOM 17169 N THR C 167 127.756 140.960 115.488 1.00209.58 N -ATOM 17170 CA THR C 167 129.158 140.692 115.786 1.00209.58 C -ATOM 17171 C THR C 167 129.362 139.833 117.026 1.00209.58 C -ATOM 17172 O THR C 167 130.508 139.491 117.336 1.00209.58 O -ATOM 17173 CB THR C 167 129.917 142.012 115.953 1.00209.58 C -ATOM 17174 OG1 THR C 167 129.225 142.847 116.890 1.00209.58 O -ATOM 17175 CG2 THR C 167 130.022 142.738 114.620 1.00209.58 C -ATOM 17176 N PHE C 168 128.294 139.475 117.735 1.00172.11 N -ATOM 17177 CA PHE C 168 128.417 138.713 118.969 1.00172.11 C -ATOM 17178 C PHE C 168 127.104 137.994 119.235 1.00172.11 C -ATOM 17179 O PHE C 168 126.029 138.525 118.944 1.00172.11 O -ATOM 17180 CB PHE C 168 128.777 139.622 120.152 1.00172.11 C -ATOM 17181 CG PHE C 168 129.141 138.875 121.403 1.00172.11 C -ATOM 17182 CD1 PHE C 168 130.417 138.357 121.567 1.00172.11 C -ATOM 17183 CD2 PHE C 168 128.211 138.693 122.415 1.00172.11 C -ATOM 17184 CE1 PHE C 168 130.760 137.668 122.718 1.00172.11 C -ATOM 17185 CE2 PHE C 168 128.545 138.004 123.567 1.00172.11 C -ATOM 17186 CZ PHE C 168 129.821 137.492 123.719 1.00172.11 C -ATOM 17187 N GLU C 169 127.203 136.789 119.792 1.00151.71 N -ATOM 17188 CA GLU C 169 126.030 136.001 120.149 1.00151.71 C -ATOM 17189 C GLU C 169 126.424 135.045 121.263 1.00151.71 C -ATOM 17190 O GLU C 169 127.467 134.391 121.175 1.00151.71 O -ATOM 17191 CB GLU C 169 125.493 135.229 118.938 1.00151.71 C -ATOM 17192 CG GLU C 169 124.217 134.452 119.208 1.00151.71 C -ATOM 17193 CD GLU C 169 123.649 133.816 117.955 1.00151.71 C -ATOM 17194 OE1 GLU C 169 123.580 134.505 116.915 1.00151.71 O -ATOM 17195 OE2 GLU C 169 123.271 132.627 118.008 1.00151.71 O1- -ATOM 17196 N TYR C 170 125.597 134.966 122.303 1.00136.83 N -ATOM 17197 CA TYR C 170 125.914 134.126 123.452 1.00136.83 C -ATOM 17198 C TYR C 170 124.645 133.482 123.989 1.00136.83 C -ATOM 17199 O TYR C 170 123.629 134.158 124.169 1.00136.83 O -ATOM 17200 CB TYR C 170 126.611 134.942 124.548 1.00136.83 C -ATOM 17201 CG TYR C 170 126.598 134.298 125.916 1.00136.83 C -ATOM 17202 CD1 TYR C 170 127.322 133.137 126.167 1.00136.83 C -ATOM 17203 CD2 TYR C 170 125.876 134.862 126.961 1.00136.83 C -ATOM 17204 CE1 TYR C 170 127.316 132.548 127.420 1.00136.83 C -ATOM 17205 CE2 TYR C 170 125.866 134.283 128.217 1.00136.83 C -ATOM 17206 CZ TYR C 170 126.586 133.126 128.440 1.00136.83 C -ATOM 17207 OH TYR C 170 126.578 132.547 129.688 1.00136.83 O -ATOM 17208 N VAL C 171 124.705 132.177 124.244 1.00132.69 N -ATOM 17209 CA VAL C 171 123.574 131.418 124.765 1.00132.69 C -ATOM 17210 C VAL C 171 123.991 130.781 126.082 1.00132.69 C -ATOM 17211 O VAL C 171 125.000 130.068 126.142 1.00132.69 O -ATOM 17212 CB VAL C 171 123.096 130.346 123.766 1.00132.69 C -ATOM 17213 CG1 VAL C 171 121.974 129.511 124.370 1.00132.69 C -ATOM 17214 CG2 VAL C 171 122.638 130.989 122.465 1.00132.69 C -ATOM 17215 N SER C 172 123.216 131.037 127.132 1.00132.37 N -ATOM 17216 CA SER C 172 123.472 130.443 128.440 1.00132.37 C -ATOM 17217 C SER C 172 122.894 129.035 128.523 1.00132.37 C -ATOM 17218 O SER C 172 122.154 128.712 129.453 1.00132.37 O -ATOM 17219 CB SER C 172 122.888 131.314 129.554 1.00132.37 C -ATOM 17220 OG SER C 172 123.627 132.511 129.710 1.00132.37 O -ATOM 17221 N PHE C 186 103.908 137.067 143.054 1.00210.68 N -ATOM 17222 CA PHE C 186 104.910 137.903 143.705 1.00210.68 C -ATOM 17223 C PHE C 186 105.868 137.055 144.532 1.00210.68 C -ATOM 17224 O PHE C 186 106.548 137.561 145.424 1.00210.68 O -ATOM 17225 CB PHE C 186 104.237 138.954 144.588 1.00210.68 C -ATOM 17226 CG PHE C 186 103.376 139.920 143.829 1.00210.68 C -ATOM 17227 CD1 PHE C 186 103.775 140.395 142.588 1.00210.68 C -ATOM 17228 CD2 PHE C 186 102.166 140.349 144.352 1.00210.68 C -ATOM 17229 CE1 PHE C 186 102.983 141.285 141.884 1.00210.68 C -ATOM 17230 CE2 PHE C 186 101.367 141.237 143.652 1.00210.68 C -ATOM 17231 CZ PHE C 186 101.777 141.706 142.417 1.00210.68 C -ATOM 17232 N LYS C 187 105.916 135.759 144.228 1.00189.36 N -ATOM 17233 CA LYS C 187 106.773 134.831 144.953 1.00189.36 C -ATOM 17234 C LYS C 187 108.236 134.917 144.538 1.00189.36 C -ATOM 17235 O LYS C 187 109.090 134.368 145.240 1.00189.36 O -ATOM 17236 CB LYS C 187 106.272 133.397 144.759 1.00189.36 C -ATOM 17237 CG LYS C 187 106.465 132.486 145.964 1.00189.36 C -ATOM 17238 CD LYS C 187 105.450 132.773 147.057 1.00189.36 C -ATOM 17239 CE LYS C 187 105.728 131.931 148.293 1.00189.36 C -ATOM 17240 NZ LYS C 187 104.754 132.203 149.386 1.00189.36 N1+ -ATOM 17241 N ASN C 188 108.548 135.583 143.430 1.00185.33 N -ATOM 17242 CA ASN C 188 109.905 135.644 142.903 1.00185.33 C -ATOM 17243 C ASN C 188 110.406 137.081 142.938 1.00185.33 C -ATOM 17244 O ASN C 188 109.706 137.998 142.490 1.00185.33 O -ATOM 17245 CB ASN C 188 109.957 135.101 141.470 1.00185.33 C -ATOM 17246 CG ASN C 188 111.367 135.060 140.906 1.00185.33 C -ATOM 17247 OD1 ASN C 188 112.350 135.055 141.648 1.00185.33 O -ATOM 17248 ND2 ASN C 188 111.471 135.033 139.582 1.00185.33 N -ATOM 17249 N LEU C 189 111.618 137.273 143.463 1.00162.26 N -ATOM 17250 CA LEU C 189 112.309 138.553 143.398 1.00162.26 C -ATOM 17251 C LEU C 189 113.669 138.334 142.754 1.00162.26 C -ATOM 17252 O LEU C 189 114.473 137.530 143.240 1.00162.26 O -ATOM 17253 CB LEU C 189 112.463 139.180 144.786 1.00162.26 C -ATOM 17254 CG LEU C 189 113.517 140.287 144.898 1.00162.26 C -ATOM 17255 CD1 LEU C 189 113.070 141.547 144.173 1.00162.26 C -ATOM 17256 CD2 LEU C 189 113.824 140.594 146.352 1.00162.26 C -ATOM 17257 N ARG C 190 113.926 139.052 141.667 1.00152.65 N -ATOM 17258 CA ARG C 190 115.205 138.984 140.974 1.00152.65 C -ATOM 17259 C ARG C 190 115.850 140.360 140.981 1.00152.65 C -ATOM 17260 O ARG C 190 115.234 141.342 140.555 1.00152.65 O -ATOM 17261 CB ARG C 190 115.032 138.476 139.541 1.00152.65 C -ATOM 17262 CG ARG C 190 114.548 137.037 139.452 1.00152.65 C -ATOM 17263 CD ARG C 190 114.423 136.580 138.009 1.00152.65 C -ATOM 17264 NE ARG C 190 113.323 137.242 137.317 1.00152.65 N -ATOM 17265 CZ ARG C 190 113.132 137.201 136.006 1.00152.65 C -ATOM 17266 NH1 ARG C 190 113.951 136.536 135.208 1.00152.65 N1+ -ATOM 17267 NH2 ARG C 190 112.092 137.844 135.482 1.00152.65 N -ATOM 17268 N GLU C 191 117.087 140.427 141.463 1.00113.49 N -ATOM 17269 CA GLU C 191 117.852 141.663 141.504 1.00113.49 C -ATOM 17270 C GLU C 191 119.001 141.573 140.512 1.00113.49 C -ATOM 17271 O GLU C 191 119.680 140.546 140.428 1.00113.49 O -ATOM 17272 CB GLU C 191 118.390 141.931 142.912 1.00113.49 C -ATOM 17273 CG GLU C 191 117.339 141.834 144.008 1.00113.49 C -ATOM 17274 CD GLU C 191 117.707 142.632 145.244 1.00113.49 C -ATOM 17275 OE1 GLU C 191 117.982 143.843 145.113 1.00113.49 O -ATOM 17276 OE2 GLU C 191 117.720 142.049 146.348 1.00113.49 O1- -ATOM 17277 N PHE C 192 119.206 142.648 139.756 1.00104.16 N -ATOM 17278 CA PHE C 192 120.240 142.718 138.738 1.00104.16 C -ATOM 17279 C PHE C 192 120.975 144.044 138.850 1.00104.16 C -ATOM 17280 O PHE C 192 120.414 145.050 139.286 1.00104.16 O -ATOM 17281 CB PHE C 192 119.657 142.587 137.324 1.00104.16 C -ATOM 17282 CG PHE C 192 119.176 141.207 136.984 1.00104.16 C -ATOM 17283 CD1 PHE C 192 117.890 140.805 137.315 1.00104.16 C -ATOM 17284 CD2 PHE C 192 120.005 140.316 136.320 1.00104.16 C -ATOM 17285 CE1 PHE C 192 117.442 139.535 136.997 1.00104.16 C -ATOM 17286 CE2 PHE C 192 119.564 139.044 136.000 1.00104.16 C -ATOM 17287 CZ PHE C 192 118.281 138.653 136.339 1.00104.16 C -ATOM 17288 N VAL C 193 122.243 144.031 138.457 1.00 89.13 N -ATOM 17289 CA VAL C 193 123.048 145.237 138.315 1.00 89.13 C -ATOM 17290 C VAL C 193 123.760 145.144 136.974 1.00 89.13 C -ATOM 17291 O VAL C 193 124.492 144.178 136.724 1.00 89.13 O -ATOM 17292 CB VAL C 193 124.058 145.409 139.466 1.00 89.13 C -ATOM 17293 CG1 VAL C 193 125.176 146.372 139.080 1.00 89.13 C -ATOM 17294 CG2 VAL C 193 123.357 145.909 140.718 1.00 89.13 C -ATOM 17295 N PHE C 194 123.524 146.122 136.106 1.00 94.16 N -ATOM 17296 CA PHE C 194 124.209 146.226 134.826 1.00 94.16 C -ATOM 17297 C PHE C 194 125.130 147.433 134.883 1.00 94.16 C -ATOM 17298 O PHE C 194 124.679 148.547 135.173 1.00 94.16 O -ATOM 17299 CB PHE C 194 123.220 146.373 133.669 1.00 94.16 C -ATOM 17300 CG PHE C 194 122.018 145.481 133.771 1.00 94.16 C -ATOM 17301 CD1 PHE C 194 122.120 144.124 133.508 1.00 94.16 C -ATOM 17302 CD2 PHE C 194 120.781 146.004 134.113 1.00 94.16 C -ATOM 17303 CE1 PHE C 194 121.011 143.301 133.595 1.00 94.16 C -ATOM 17304 CE2 PHE C 194 119.668 145.188 134.202 1.00 94.16 C -ATOM 17305 CZ PHE C 194 119.783 143.835 133.941 1.00 94.16 C -ATOM 17306 N LYS C 195 126.415 147.219 134.608 1.00 88.83 N -ATOM 17307 CA LYS C 195 127.332 148.346 134.525 1.00 88.83 C -ATOM 17308 C LYS C 195 128.287 148.140 133.360 1.00 88.83 C -ATOM 17309 O LYS C 195 128.495 147.022 132.885 1.00 88.83 O -ATOM 17310 CB LYS C 195 128.098 148.569 135.840 1.00 88.83 C -ATOM 17311 CG LYS C 195 129.060 147.475 136.250 1.00 88.83 C -ATOM 17312 CD LYS C 195 129.736 147.860 137.558 1.00 88.83 C -ATOM 17313 CE LYS C 195 130.845 146.898 137.935 1.00 88.83 C -ATOM 17314 NZ LYS C 195 131.570 147.356 139.153 1.00 88.83 N1+ -ATOM 17315 N ASN C 196 128.843 149.250 132.881 1.00 99.84 N -ATOM 17316 CA ASN C 196 129.671 149.271 131.678 1.00 99.84 C -ATOM 17317 C ASN C 196 130.942 150.053 131.994 1.00 99.84 C -ATOM 17318 O ASN C 196 130.936 151.287 131.977 1.00 99.84 O -ATOM 17319 CB ASN C 196 128.912 149.896 130.511 1.00 99.84 C -ATOM 17320 CG ASN C 196 129.247 149.253 129.182 1.00 99.84 C -ATOM 17321 OD1 ASN C 196 129.984 148.271 129.121 1.00 99.84 O -ATOM 17322 ND2 ASN C 196 128.703 149.807 128.105 1.00 99.84 N -ATOM 17323 N ILE C 197 132.029 149.341 132.280 1.00104.37 N -ATOM 17324 CA ILE C 197 133.311 149.966 132.592 1.00104.37 C -ATOM 17325 C ILE C 197 134.311 149.611 131.498 1.00104.37 C -ATOM 17326 O ILE C 197 134.471 148.434 131.152 1.00104.37 O -ATOM 17327 CB ILE C 197 133.812 149.577 133.999 1.00104.37 C -ATOM 17328 CG1 ILE C 197 133.770 148.063 134.237 1.00104.37 C -ATOM 17329 CG2 ILE C 197 133.010 150.307 135.067 1.00104.37 C -ATOM 17330 CD1 ILE C 197 134.489 147.630 135.491 1.00104.37 C -ATOM 17331 N ASP C 198 134.962 150.648 130.944 1.00111.44 N -ATOM 17332 CA ASP C 198 135.797 150.670 129.734 1.00111.44 C -ATOM 17333 C ASP C 198 135.240 149.836 128.579 1.00111.44 C -ATOM 17334 O ASP C 198 135.997 149.210 127.831 1.00111.44 O -ATOM 17335 CB ASP C 198 137.263 150.284 130.042 1.00111.44 C -ATOM 17336 CG ASP C 198 137.425 148.920 130.703 1.00111.44 C -ATOM 17337 OD1 ASP C 198 137.216 147.882 130.041 1.00111.44 O -ATOM 17338 OD2 ASP C 198 137.767 148.888 131.903 1.00111.44 O1- -ATOM 17339 N GLY C 199 133.917 149.859 128.402 1.00112.64 N -ATOM 17340 CA GLY C 199 133.249 149.093 127.377 1.00112.64 C -ATOM 17341 C GLY C 199 132.854 147.689 127.784 1.00112.64 C -ATOM 17342 O GLY C 199 131.963 147.104 127.159 1.00112.64 O -ATOM 17343 N TYR C 200 133.483 147.138 128.818 1.00102.56 N -ATOM 17344 CA TYR C 200 133.125 145.815 129.308 1.00102.56 C -ATOM 17345 C TYR C 200 131.819 145.877 130.089 1.00102.56 C -ATOM 17346 O TYR C 200 131.644 146.728 130.969 1.00102.56 O -ATOM 17347 CB TYR C 200 134.240 145.244 130.187 1.00102.56 C -ATOM 17348 CG TYR C 200 135.525 144.893 129.460 1.00102.56 C -ATOM 17349 CD1 TYR C 200 135.569 144.793 128.071 1.00102.56 C -ATOM 17350 CD2 TYR C 200 136.698 144.660 130.170 1.00102.56 C -ATOM 17351 CE1 TYR C 200 136.744 144.473 127.412 1.00102.56 C -ATOM 17352 CE2 TYR C 200 137.878 144.339 129.520 1.00102.56 C -ATOM 17353 CZ TYR C 200 137.894 144.248 128.143 1.00102.56 C -ATOM 17354 OH TYR C 200 139.064 143.929 127.494 1.00102.56 O -ATOM 17355 N PHE C 201 130.910 144.960 129.764 1.00 95.26 N -ATOM 17356 CA PHE C 201 129.573 144.906 130.339 1.00 95.26 C -ATOM 17357 C PHE C 201 129.543 143.843 131.430 1.00 95.26 C -ATOM 17358 O PHE C 201 129.797 142.664 131.159 1.00 95.26 O -ATOM 17359 CB PHE C 201 128.546 144.598 129.249 1.00 95.26 C -ATOM 17360 CG PHE C 201 127.134 144.949 129.618 1.00 95.26 C -ATOM 17361 CD1 PHE C 201 126.714 146.269 129.634 1.00 95.26 C -ATOM 17362 CD2 PHE C 201 126.219 143.953 129.923 1.00 95.26 C -ATOM 17363 CE1 PHE C 201 125.409 146.591 129.968 1.00 95.26 C -ATOM 17364 CE2 PHE C 201 124.913 144.268 130.253 1.00 95.26 C -ATOM 17365 CZ PHE C 201 124.508 145.588 130.276 1.00 95.26 C -ATOM 17366 N LYS C 202 129.232 144.258 132.656 1.00 83.30 N -ATOM 17367 CA LYS C 202 129.167 143.364 133.803 1.00 83.30 C -ATOM 17368 C LYS C 202 127.737 143.280 134.315 1.00 83.30 C -ATOM 17369 O LYS C 202 127.070 144.310 134.493 1.00 83.30 O -ATOM 17370 CB LYS C 202 130.100 143.829 134.922 1.00 83.30 C -ATOM 17371 CG LYS C 202 131.572 143.637 134.620 1.00 83.30 C -ATOM 17372 CD LYS C 202 132.423 143.915 135.846 1.00 83.30 C -ATOM 17373 CE LYS C 202 133.899 143.934 135.495 1.00 83.30 C -ATOM 17374 NZ LYS C 202 134.419 142.566 135.223 1.00 83.30 N1+ -ATOM 17375 N ILE C 203 127.281 142.051 134.552 1.00 79.71 N -ATOM 17376 CA ILE C 203 125.953 141.762 135.075 1.00 79.71 C -ATOM 17377 C ILE C 203 126.106 141.017 136.394 1.00 79.71 C -ATOM 17378 O ILE C 203 126.773 139.976 136.455 1.00 79.71 O -ATOM 17379 CB ILE C 203 125.113 140.935 134.082 1.00 79.71 C -ATOM 17380 CG1 ILE C 203 124.957 141.683 132.757 1.00 79.71 C -ATOM 17381 CG2 ILE C 203 123.752 140.598 134.677 1.00 79.71 C -ATOM 17382 CD1 ILE C 203 124.097 140.962 131.740 1.00 79.71 C -ATOM 17383 N TYR C 204 125.497 141.557 137.442 1.00 81.51 N -ATOM 17384 CA TYR C 204 125.388 140.909 138.738 1.00 81.51 C -ATOM 17385 C TYR C 204 123.925 140.568 138.980 1.00 81.51 C -ATOM 17386 O TYR C 204 123.031 141.291 138.540 1.00 81.51 O -ATOM 17387 CB TYR C 204 125.913 141.811 139.863 1.00 81.51 C -ATOM 17388 CG TYR C 204 127.317 142.335 139.646 1.00 81.51 C -ATOM 17389 CD1 TYR C 204 127.542 143.536 138.979 1.00 81.51 C -ATOM 17390 CD2 TYR C 204 128.418 141.637 140.124 1.00 81.51 C -ATOM 17391 CE1 TYR C 204 128.823 144.014 138.781 1.00 81.51 C -ATOM 17392 CE2 TYR C 204 129.703 142.106 139.930 1.00 81.51 C -ATOM 17393 CZ TYR C 204 129.899 143.295 139.261 1.00 81.51 C -ATOM 17394 OH TYR C 204 131.177 143.766 139.070 1.00 81.51 O -ATOM 17395 N SER C 205 123.677 139.462 139.676 1.00 92.53 N -ATOM 17396 CA SER C 205 122.309 139.004 139.849 1.00 92.53 C -ATOM 17397 C SER C 205 122.149 138.293 141.184 1.00 92.53 C -ATOM 17398 O SER C 205 123.121 137.856 141.808 1.00 92.53 O -ATOM 17399 CB SER C 205 121.881 138.078 138.706 1.00 92.53 C -ATOM 17400 OG SER C 205 120.535 137.664 138.863 1.00 92.53 O -ATOM 17401 N LYS C 206 120.891 138.206 141.609 1.00109.44 N -ATOM 17402 CA LYS C 206 120.499 137.472 142.810 1.00109.44 C -ATOM 17403 C LYS C 206 119.029 137.110 142.676 1.00109.44 C -ATOM 17404 O LYS C 206 118.173 138.001 142.637 1.00109.44 O -ATOM 17405 CB LYS C 206 120.739 138.301 144.071 1.00109.44 C -ATOM 17406 CG LYS C 206 120.427 137.568 145.364 1.00109.44 C -ATOM 17407 CD LYS C 206 121.391 136.416 145.590 1.00109.44 C -ATOM 17408 CE LYS C 206 121.324 135.915 147.023 1.00109.44 C -ATOM 17409 NZ LYS C 206 122.180 134.715 147.232 1.00109.44 N1+ -ATOM 17410 N HIS C 207 118.739 135.816 142.591 1.00138.12 N -ATOM 17411 CA HIS C 207 117.379 135.308 142.468 1.00138.12 C -ATOM 17412 C HIS C 207 116.946 134.711 143.799 1.00138.12 C -ATOM 17413 O HIS C 207 117.631 133.836 144.339 1.00138.12 O -ATOM 17414 CB HIS C 207 117.302 134.266 141.349 1.00138.12 C -ATOM 17415 CG HIS C 207 116.174 133.291 141.491 1.00138.12 C -ATOM 17416 ND1 HIS C 207 114.901 133.552 141.032 1.00138.12 N -ATOM 17417 CD2 HIS C 207 116.137 132.040 142.008 1.00138.12 C -ATOM 17418 CE1 HIS C 207 114.124 132.512 141.279 1.00138.12 C -ATOM 17419 NE2 HIS C 207 114.849 131.582 141.873 1.00138.12 N -ATOM 17420 N THR C 208 115.817 135.176 144.326 1.00149.69 N -ATOM 17421 CA THR C 208 115.369 134.731 145.635 1.00149.69 C -ATOM 17422 C THR C 208 113.859 134.539 145.639 1.00149.69 C -ATOM 17423 O THR C 208 113.141 135.163 144.845 1.00149.69 O -ATOM 17424 CB THR C 208 115.786 135.730 146.734 1.00149.69 C -ATOM 17425 OG1 THR C 208 115.378 135.249 148.021 1.00149.69 O -ATOM 17426 CG2 THR C 208 115.192 137.108 146.492 1.00149.69 C -ATOM 17427 N PRO C 209 113.356 133.630 146.477 1.00156.22 N -ATOM 17428 CA PRO C 209 111.912 133.575 146.725 1.00156.22 C -ATOM 17429 C PRO C 209 111.510 134.428 147.919 1.00156.22 C -ATOM 17430 O PRO C 209 112.209 134.507 148.931 1.00156.22 O -ATOM 17431 CB PRO C 209 111.664 132.086 147.000 1.00156.22 C -ATOM 17432 CG PRO C 209 112.946 131.585 147.556 1.00156.22 C -ATOM 17433 CD PRO C 209 114.053 132.434 146.988 1.00156.22 C -ATOM 17434 N ILE C 210 110.358 135.085 147.786 1.00169.11 N -ATOM 17435 CA ILE C 210 109.813 135.929 148.839 1.00169.11 C -ATOM 17436 C ILE C 210 108.358 135.547 149.070 1.00169.11 C -ATOM 17437 O ILE C 210 107.700 134.950 148.216 1.00169.11 O -ATOM 17438 CB ILE C 210 109.930 137.434 148.512 1.00169.11 C -ATOM 17439 CG1 ILE C 210 109.445 137.714 147.090 1.00169.11 C -ATOM 17440 CG2 ILE C 210 111.361 137.914 148.703 1.00169.11 C -ATOM 17441 CD1 ILE C 210 109.204 139.180 146.808 1.00169.11 C -ATOM 17442 N ILE C 212 107.861 135.904 150.251 1.00166.40 N -ATOM 17443 CA ILE C 212 106.518 135.552 150.681 1.00166.40 C -ATOM 17444 C ILE C 212 105.590 136.762 150.668 1.00166.40 C -ATOM 17445 O ILE C 212 104.420 136.648 150.294 1.00166.40 O -ATOM 17446 CB ILE C 212 106.567 134.898 152.082 1.00166.40 C -ATOM 17447 CG1 ILE C 212 107.456 133.655 152.051 1.00166.40 C -ATOM 17448 CG2 ILE C 212 105.182 134.496 152.573 1.00166.40 C -ATOM 17449 CD1 ILE C 212 107.764 133.090 153.421 1.00166.40 C -ATOM 17450 N VAL C 213 106.114 137.939 151.017 1.00177.80 N -ATOM 17451 CA VAL C 213 105.318 139.136 151.271 1.00177.80 C -ATOM 17452 C VAL C 213 104.690 139.689 149.997 1.00177.80 C -ATOM 17453 O VAL C 213 105.059 139.304 148.881 1.00177.80 O -ATOM 17454 CB VAL C 213 106.170 140.217 151.962 1.00177.80 C -ATOM 17455 CG1 VAL C 213 106.684 139.710 153.301 1.00177.80 C -ATOM 17456 CG2 VAL C 213 107.323 140.638 151.065 1.00177.80 C -ATOM 17457 N ARG C 214 103.737 140.601 150.168 1.00194.56 N -ATOM 17458 CA ARG C 214 102.912 141.137 149.098 1.00194.56 C -ATOM 17459 C ARG C 214 103.608 142.314 148.410 1.00194.56 C -ATOM 17460 O ARG C 214 104.754 142.656 148.711 1.00194.56 O -ATOM 17461 CB ARG C 214 101.535 141.528 149.647 1.00194.56 C -ATOM 17462 CG ARG C 214 101.485 142.795 150.516 1.00194.56 C -ATOM 17463 CD ARG C 214 101.830 142.561 151.985 1.00194.56 C -ATOM 17464 NE ARG C 214 101.577 143.743 152.799 1.00194.56 N -ATOM 17465 CZ ARG C 214 102.012 143.905 154.041 1.00194.56 C -ATOM 17466 NH1 ARG C 214 102.729 142.974 154.649 1.00194.56 N1+ -ATOM 17467 NH2 ARG C 214 101.724 145.030 154.689 1.00194.56 N -ATOM 17468 N GLU C 214A 102.911 142.929 147.447 1.00207.46 N -ATOM 17469 CA GLU C 214A 103.462 144.027 146.653 1.00207.46 C -ATOM 17470 C GLU C 214A 103.500 145.350 147.431 1.00207.46 C -ATOM 17471 O GLU C 214A 104.410 146.153 147.185 1.00207.46 O -ATOM 17472 CB GLU C 214A 102.697 144.169 145.328 1.00207.46 C -ATOM 17473 CG GLU C 214A 103.506 144.780 144.192 1.00207.46 C -ATOM 17474 CD GLU C 214A 103.468 146.294 144.181 1.00207.46 C -ATOM 17475 OE1 GLU C 214A 102.480 146.872 144.683 1.00207.46 O -ATOM 17476 OE2 GLU C 214A 104.428 146.906 143.669 1.00207.46 O1- -ATOM 17477 N PRO C 214B 102.555 145.648 148.341 1.00206.66 N -ATOM 17478 CA PRO C 214B 102.872 146.613 149.403 1.00206.66 C -ATOM 17479 C PRO C 214B 104.061 146.164 150.241 1.00206.66 C -ATOM 17480 O PRO C 214B 104.329 144.967 150.378 1.00206.66 O -ATOM 17481 CB PRO C 214B 101.587 146.658 150.232 1.00206.66 C -ATOM 17482 CG PRO C 214B 100.535 146.493 149.227 1.00206.66 C -ATOM 17483 CD PRO C 214B 101.086 145.550 148.180 1.00206.66 C -ATOM 17484 N GLU C 214C 104.746 147.165 150.816 1.00200.11 N -ATOM 17485 CA GLU C 214C 106.101 147.258 151.370 1.00200.11 C -ATOM 17486 C GLU C 214C 107.149 147.370 150.255 1.00200.11 C -ATOM 17487 O GLU C 214C 108.309 147.667 150.555 1.00200.11 O -ATOM 17488 CB GLU C 214C 106.483 146.098 152.320 1.00200.11 C -ATOM 17489 CG GLU C 214C 107.490 146.426 153.417 1.00200.11 C -ATOM 17490 CD GLU C 214C 108.032 145.180 154.092 1.00200.11 C -ATOM 17491 OE1 GLU C 214C 107.641 144.065 153.687 1.00200.11 O -ATOM 17492 OE2 GLU C 214C 108.852 145.314 155.024 1.00200.11 O1- -ATOM 17493 N ASP C 215 106.760 147.203 148.980 1.00190.45 N -ATOM 17494 CA ASP C 215 107.580 147.419 147.776 1.00190.45 C -ATOM 17495 C ASP C 215 108.824 146.538 147.835 1.00190.45 C -ATOM 17496 O ASP C 215 108.680 145.303 147.849 1.00190.45 O -ATOM 17497 CB ASP C 215 107.835 148.922 147.618 1.00190.45 C -ATOM 17498 CG ASP C 215 106.553 149.729 147.592 1.00190.45 C -ATOM 17499 OD1 ASP C 215 105.488 149.146 147.297 1.00190.45 O -ATOM 17500 OD2 ASP C 215 106.609 150.945 147.867 1.00190.45 O1- -ATOM 17501 N LEU C 216 110.029 147.097 147.859 1.00162.35 N -ATOM 17502 CA LEU C 216 111.227 146.289 148.012 1.00162.35 C -ATOM 17503 C LEU C 216 111.329 145.772 149.446 1.00162.35 C -ATOM 17504 O LEU C 216 110.983 146.490 150.389 1.00162.35 O -ATOM 17505 CB LEU C 216 112.469 147.105 147.658 1.00162.35 C -ATOM 17506 CG LEU C 216 112.778 147.225 146.167 1.00162.35 C -ATOM 17507 CD1 LEU C 216 113.828 148.294 145.919 1.00162.35 C -ATOM 17508 CD2 LEU C 216 113.237 145.885 145.627 1.00162.35 C -ATOM 17509 N PRO C 217 111.785 144.533 149.643 1.00142.95 N -ATOM 17510 CA PRO C 217 111.881 143.992 151.006 1.00142.95 C -ATOM 17511 C PRO C 217 113.026 144.635 151.778 1.00142.95 C -ATOM 17512 O PRO C 217 114.137 144.784 151.265 1.00142.95 O -ATOM 17513 CB PRO C 217 112.120 142.495 150.782 1.00142.95 C -ATOM 17514 CG PRO C 217 112.726 142.407 149.429 1.00142.95 C -ATOM 17515 CD PRO C 217 112.163 143.540 148.621 1.00142.95 C -ATOM 17516 N GLN C 218 112.740 145.018 153.019 1.00135.17 N -ATOM 17517 CA GLN C 218 113.720 145.682 153.875 1.00135.17 C -ATOM 17518 C GLN C 218 114.628 144.621 154.482 1.00135.17 C -ATOM 17519 O GLN C 218 114.245 143.917 155.418 1.00135.17 O -ATOM 17520 CB GLN C 218 113.019 146.501 154.952 1.00135.17 C -ATOM 17521 CG GLN C 218 113.795 147.723 155.412 1.00135.17 C -ATOM 17522 CD GLN C 218 112.887 148.846 155.871 1.00135.17 C -ATOM 17523 OE1 GLN C 218 111.662 148.726 155.829 1.00135.17 O -ATOM 17524 NE2 GLN C 218 113.483 149.946 156.314 1.00135.17 N -ATOM 17525 N GLY C 219 115.840 144.505 153.945 1.00119.70 N -ATOM 17526 CA GLY C 219 116.795 143.529 154.428 1.00119.70 C -ATOM 17527 C GLY C 219 118.160 143.693 153.794 1.00119.70 C -ATOM 17528 O GLY C 219 118.573 144.813 153.478 1.00119.70 O -ATOM 17529 N PHE C 220 118.873 142.585 153.604 1.00105.35 N -ATOM 17530 CA PHE C 220 120.187 142.625 152.979 1.00105.35 C -ATOM 17531 C PHE C 220 120.383 141.371 152.142 1.00105.35 C -ATOM 17532 O PHE C 220 120.019 140.270 152.566 1.00105.35 O -ATOM 17533 CB PHE C 220 121.303 142.737 154.023 1.00105.35 C -ATOM 17534 CG PHE C 220 122.622 143.166 153.451 1.00105.35 C -ATOM 17535 CD1 PHE C 220 122.886 144.506 153.218 1.00105.35 C -ATOM 17536 CD2 PHE C 220 123.592 142.228 153.135 1.00105.35 C -ATOM 17537 CE1 PHE C 220 124.100 144.905 152.688 1.00105.35 C -ATOM 17538 CE2 PHE C 220 124.808 142.619 152.605 1.00105.35 C -ATOM 17539 CZ PHE C 220 125.062 143.960 152.381 1.00105.35 C -ATOM 17540 N SER C 221 120.965 141.547 150.957 1.00 98.38 N -ATOM 17541 CA SER C 221 121.276 140.428 150.076 1.00 98.38 C -ATOM 17542 C SER C 221 122.391 140.846 149.131 1.00 98.38 C -ATOM 17543 O SER C 221 122.287 141.883 148.470 1.00 98.38 O -ATOM 17544 CB SER C 221 120.044 139.985 149.279 1.00 98.38 C -ATOM 17545 OG SER C 221 120.292 138.771 148.592 1.00 98.38 O -ATOM 17546 N ALA C 222 123.448 140.042 149.072 1.00 92.09 N -ATOM 17547 CA ALA C 222 124.553 140.309 148.165 1.00 92.09 C -ATOM 17548 C ALA C 222 124.218 139.825 146.759 1.00 92.09 C -ATOM 17549 O ALA C 222 123.419 138.904 146.570 1.00 92.09 O -ATOM 17550 CB ALA C 222 125.830 139.635 148.664 1.00 92.09 C -ATOM 17551 N LEU C 223 124.838 140.458 145.768 1.00 87.45 N -ATOM 17552 CA LEU C 223 124.586 140.164 144.364 1.00 87.45 C -ATOM 17553 C LEU C 223 125.850 139.596 143.732 1.00 87.45 C -ATOM 17554 O LEU C 223 126.927 140.187 143.855 1.00 87.45 O -ATOM 17555 CB LEU C 223 124.131 141.419 143.615 1.00 87.45 C -ATOM 17556 CG LEU C 223 122.622 141.607 143.421 1.00 87.45 C -ATOM 17557 CD1 LEU C 223 121.899 141.775 144.751 1.00 87.45 C -ATOM 17558 CD2 LEU C 223 122.341 142.787 142.511 1.00 87.45 C -ATOM 17559 N GLU C 224 125.712 138.453 143.043 1.00 90.38 N -ATOM 17560 CA GLU C 224 126.871 137.722 142.547 1.00 90.38 C -ATOM 17561 C GLU C 224 127.019 137.883 141.037 1.00 90.38 C -ATOM 17562 O GLU C 224 126.011 137.949 140.327 1.00 90.38 O -ATOM 17563 CB GLU C 224 126.746 136.234 142.896 1.00 90.38 C -ATOM 17564 CG GLU C 224 126.632 135.971 144.388 1.00 90.38 C -ATOM 17565 CD GLU C 224 126.372 134.514 144.708 1.00 90.38 C -ATOM 17566 OE1 GLU C 224 126.180 133.721 143.763 1.00 90.38 O -ATOM 17567 OE2 GLU C 224 126.357 134.162 145.907 1.00 90.38 O1- -ATOM 17568 N PRO C 225 128.247 137.960 140.518 1.00 83.70 N -ATOM 17569 CA PRO C 225 128.424 138.194 139.077 1.00 83.70 C -ATOM 17570 C PRO C 225 128.084 136.969 138.243 1.00 83.70 C -ATOM 17571 O PRO C 225 128.324 135.830 138.651 1.00 83.70 O -ATOM 17572 CB PRO C 225 129.910 138.549 138.956 1.00 83.70 C -ATOM 17573 CG PRO C 225 130.545 137.898 140.135 1.00 83.70 C -ATOM 17574 CD PRO C 225 129.532 137.970 141.239 1.00 83.70 C -ATOM 17575 N LEU C 226 127.513 137.213 137.060 1.00 80.97 N -ATOM 17576 CA LEU C 226 127.222 136.141 136.115 1.00 80.97 C -ATOM 17577 C LEU C 226 127.996 136.285 134.812 1.00 80.97 C -ATOM 17578 O LEU C 226 128.722 135.361 134.429 1.00 80.97 O -ATOM 17579 CB LEU C 226 125.717 136.078 135.824 1.00 80.97 C -ATOM 17580 CG LEU C 226 124.768 135.688 136.956 1.00 80.97 C -ATOM 17581 CD1 LEU C 226 123.354 135.547 136.415 1.00 80.97 C -ATOM 17582 CD2 LEU C 226 125.221 134.401 137.626 1.00 80.97 C -ATOM 17583 N VAL C 227 127.866 137.413 134.115 1.00 84.23 N -ATOM 17584 CA VAL C 227 128.304 137.544 132.729 1.00 84.23 C -ATOM 17585 C VAL C 227 129.222 138.753 132.602 1.00 84.23 C -ATOM 17586 O VAL C 227 128.867 139.855 133.034 1.00 84.23 O -ATOM 17587 CB VAL C 227 127.100 137.675 131.771 1.00 84.23 C -ATOM 17588 CG1 VAL C 227 127.549 138.019 130.360 1.00 84.23 C -ATOM 17589 CG2 VAL C 227 126.275 136.393 131.758 1.00 84.23 C -ATOM 17590 N ASP C 228 130.399 138.543 132.015 1.00 91.38 N -ATOM 17591 CA ASP C 228 131.275 139.617 131.570 1.00 91.38 C -ATOM 17592 C ASP C 228 131.360 139.579 130.049 1.00 91.38 C -ATOM 17593 O ASP C 228 131.417 138.500 129.450 1.00 91.38 O -ATOM 17594 CB ASP C 228 132.673 139.484 132.180 1.00 91.38 C -ATOM 17595 CG ASP C 228 133.467 140.780 132.124 1.00 91.38 C -ATOM 17596 OD1 ASP C 228 132.980 141.766 131.530 1.00 91.38 O -ATOM 17597 OD2 ASP C 228 134.588 140.809 132.674 1.00 91.38 O1- -ATOM 17598 N LEU C 229 131.365 140.756 129.424 1.00103.94 N -ATOM 17599 CA LEU C 229 131.351 140.821 127.971 1.00103.94 C -ATOM 17600 C LEU C 229 132.479 141.703 127.452 1.00103.94 C -ATOM 17601 O LEU C 229 132.734 142.781 128.001 1.00103.94 O -ATOM 17602 CB LEU C 229 130.005 141.353 127.457 1.00103.94 C -ATOM 17603 CG LEU C 229 128.789 140.462 127.716 1.00103.94 C -ATOM 17604 CD1 LEU C 229 127.506 141.157 127.286 1.00103.94 C -ATOM 17605 CD2 LEU C 229 128.945 139.123 127.013 1.00103.94 C -ATOM 17606 N PRO C 230 133.173 141.268 126.394 1.00109.03 N -ATOM 17607 CA PRO C 230 134.246 142.083 125.808 1.00109.03 C -ATOM 17608 C PRO C 230 133.766 143.022 124.711 1.00109.03 C -ATOM 17609 O PRO C 230 134.571 143.450 123.877 1.00109.03 O -ATOM 17610 CB PRO C 230 135.204 141.025 125.252 1.00109.03 C -ATOM 17611 CG PRO C 230 134.289 139.917 124.825 1.00109.03 C -ATOM 17612 CD PRO C 230 133.089 139.941 125.757 1.00109.03 C -ATOM 17613 N ILE C 231 132.460 143.317 124.696 1.00120.91 N -ATOM 17614 CA ILE C 231 131.797 143.905 123.530 1.00120.91 C -ATOM 17615 C ILE C 231 132.306 145.316 123.231 1.00120.91 C -ATOM 17616 O ILE C 231 132.460 145.691 122.063 1.00120.91 O -ATOM 17617 CB ILE C 231 130.269 143.874 123.728 1.00120.91 C -ATOM 17618 CG1 ILE C 231 129.890 144.407 125.113 1.00120.91 C -ATOM 17619 CG2 ILE C 231 129.736 142.463 123.537 1.00120.91 C -ATOM 17620 CD1 ILE C 231 128.411 144.570 125.324 1.00120.91 C -ATOM 17621 N GLY C 232 132.588 146.109 124.263 1.00129.18 N -ATOM 17622 CA GLY C 232 133.071 147.463 124.055 1.00129.18 C -ATOM 17623 C GLY C 232 132.062 148.415 123.451 1.00129.18 C -ATOM 17624 O GLY C 232 132.448 149.345 122.736 1.00129.18 O -ATOM 17625 N ILE C 233 130.776 148.211 123.722 1.00141.88 N -ATOM 17626 CA ILE C 233 129.701 148.979 123.104 1.00141.88 C -ATOM 17627 C ILE C 233 129.242 150.056 124.076 1.00141.88 C -ATOM 17628 O ILE C 233 128.940 149.764 125.241 1.00141.88 O -ATOM 17629 CB ILE C 233 128.532 148.064 122.700 1.00141.88 C -ATOM 17630 CG1 ILE C 233 128.997 147.037 121.667 1.00141.88 C -ATOM 17631 CG2 ILE C 233 127.362 148.875 122.157 1.00141.88 C -ATOM 17632 CD1 ILE C 233 128.002 145.930 121.418 1.00141.88 C -ATOM 17633 N ASN C 234 129.204 151.302 123.604 1.00144.49 N -ATOM 17634 CA ASN C 234 128.649 152.394 124.392 1.00144.49 C -ATOM 17635 C ASN C 234 127.147 152.199 124.564 1.00144.49 C -ATOM 17636 O ASN C 234 126.451 151.804 123.624 1.00144.49 O -ATOM 17637 CB ASN C 234 128.935 153.734 123.716 1.00144.49 C -ATOM 17638 CG ASN C 234 130.417 153.982 123.516 1.00144.49 C -ATOM 17639 OD1 ASN C 234 130.900 154.045 122.386 1.00144.49 O -ATOM 17640 ND2 ASN C 234 131.147 154.124 124.616 1.00144.49 N -ATOM 17641 N ILE C 235 126.655 152.427 125.780 1.00139.79 N -ATOM 17642 CA ILE C 235 125.238 152.288 126.103 1.00139.79 C -ATOM 17643 C ILE C 235 124.800 153.525 126.876 1.00139.79 C -ATOM 17644 O ILE C 235 125.395 153.857 127.908 1.00139.79 O -ATOM 17645 CB ILE C 235 124.950 151.013 126.918 1.00139.79 C -ATOM 17646 CG1 ILE C 235 125.207 149.757 126.081 1.00139.79 C -ATOM 17647 CG2 ILE C 235 123.524 151.018 127.440 1.00139.79 C -ATOM 17648 CD1 ILE C 235 125.232 148.482 126.882 1.00139.79 C -ATOM 17649 N THR C 236 123.763 154.206 126.380 1.00142.60 N -ATOM 17650 CA THR C 236 123.145 155.306 127.106 1.00142.60 C -ATOM 17651 C THR C 236 121.653 155.128 127.346 1.00142.60 C -ATOM 17652 O THR C 236 121.123 155.751 128.271 1.00142.60 O -ATOM 17653 CB THR C 236 123.360 156.640 126.371 1.00142.60 C -ATOM 17654 OG1 THR C 236 122.961 156.509 125.003 1.00142.60 O -ATOM 17655 CG2 THR C 236 124.820 157.063 126.435 1.00142.60 C -ATOM 17656 N ARG C 237 120.963 154.310 126.551 1.00154.20 N -ATOM 17657 CA ARG C 237 119.532 154.082 126.706 1.00154.20 C -ATOM 17658 C ARG C 237 119.258 152.589 126.816 1.00154.20 C -ATOM 17659 O ARG C 237 119.992 151.765 126.262 1.00154.20 O -ATOM 17660 CB ARG C 237 118.722 154.664 125.529 1.00154.20 C -ATOM 17661 CG ARG C 237 119.253 155.974 124.960 1.00154.20 C -ATOM 17662 CD ARG C 237 118.359 156.514 123.850 1.00154.20 C -ATOM 17663 NE ARG C 237 116.975 156.684 124.274 1.00154.20 N -ATOM 17664 CZ ARG C 237 116.514 157.739 124.933 1.00154.20 C -ATOM 17665 NH1 ARG C 237 117.300 158.754 125.251 1.00154.20 N1+ -ATOM 17666 NH2 ARG C 237 115.230 157.778 125.278 1.00154.20 N -ATOM 17667 N PHE C 238 118.189 152.248 127.536 1.00151.25 N -ATOM 17668 CA PHE C 238 117.788 150.856 127.690 1.00151.25 C -ATOM 17669 C PHE C 238 116.287 150.783 127.933 1.00151.25 C -ATOM 17670 O PHE C 238 115.647 151.768 128.309 1.00151.25 O -ATOM 17671 CB PHE C 238 118.560 150.166 128.825 1.00151.25 C -ATOM 17672 CG PHE C 238 117.942 150.335 130.185 1.00151.25 C -ATOM 17673 CD1 PHE C 238 117.994 151.556 130.840 1.00151.25 C -ATOM 17674 CD2 PHE C 238 117.331 149.262 130.819 1.00151.25 C -ATOM 17675 CE1 PHE C 238 117.433 151.709 132.096 1.00151.25 C -ATOM 17676 CE2 PHE C 238 116.767 149.408 132.074 1.00151.25 C -ATOM 17677 CZ PHE C 238 116.818 150.633 132.713 1.00151.25 C -ATOM 17678 N GLN C 239 115.736 149.590 127.711 1.00170.94 N -ATOM 17679 CA GLN C 239 114.297 149.375 127.826 1.00170.94 C -ATOM 17680 C GLN C 239 114.032 147.907 128.127 1.00170.94 C -ATOM 17681 O GLN C 239 114.611 147.028 127.484 1.00170.94 O -ATOM 17682 CB GLN C 239 113.583 149.804 126.537 1.00170.94 C -ATOM 17683 CG GLN C 239 112.127 149.377 126.437 1.00170.94 C -ATOM 17684 CD GLN C 239 111.459 149.870 125.170 1.00170.94 C -ATOM 17685 OE1 GLN C 239 112.126 150.191 124.187 1.00170.94 O -ATOM 17686 NE2 GLN C 239 110.133 149.932 125.187 1.00170.94 N -ATOM 17687 N THR C 240 113.165 147.643 129.102 1.00178.23 N -ATOM 17688 CA THR C 240 112.805 146.271 129.425 1.00178.23 C -ATOM 17689 C THR C 240 111.848 145.697 128.378 1.00178.23 C -ATOM 17690 O THR C 240 111.145 146.422 127.669 1.00178.23 O -ATOM 17691 CB THR C 240 112.184 146.188 130.822 1.00178.23 C -ATOM 17692 OG1 THR C 240 111.883 144.822 131.136 1.00178.23 O -ATOM 17693 CG2 THR C 240 110.915 147.024 130.910 1.00178.23 C -ATOM 17694 N LEU C 241 111.848 144.368 128.278 1.00182.13 N -ATOM 17695 CA LEU C 241 111.032 143.630 127.320 1.00182.13 C -ATOM 17696 C LEU C 241 110.234 142.578 128.072 1.00182.13 C -ATOM 17697 O LEU C 241 110.818 141.725 128.753 1.00182.13 O -ATOM 17698 CB LEU C 241 111.894 142.965 126.241 1.00182.13 C -ATOM 17699 CG LEU C 241 113.082 143.743 125.679 1.00182.13 C -ATOM 17700 CD1 LEU C 241 113.985 142.829 124.867 1.00182.13 C -ATOM 17701 CD2 LEU C 241 112.583 144.895 124.833 1.00182.13 C -ATOM 17702 N LEU C 242 108.913 142.626 127.921 1.00199.27 N -ATOM 17703 CA LEU C 242 107.978 141.753 128.605 1.00199.27 C -ATOM 17704 C LEU C 242 107.508 140.647 127.661 1.00199.27 C -ATOM 17705 O LEU C 242 108.013 140.492 126.544 1.00199.27 O -ATOM 17706 CB LEU C 242 106.799 142.574 129.132 1.00199.27 C -ATOM 17707 CG LEU C 242 107.140 143.830 129.934 1.00199.27 C -ATOM 17708 CD1 LEU C 242 105.914 144.715 130.086 1.00199.27 C -ATOM 17709 CD2 LEU C 242 107.706 143.463 131.290 1.00199.27 C -ATOM 17710 N ALA C 243 106.528 139.867 128.110 1.00198.96 N -ATOM 17711 CA ALA C 243 105.914 138.817 127.310 1.00198.96 C -ATOM 17712 C ALA C 243 104.412 139.050 127.249 1.00198.96 C -ATOM 17713 O ALA C 243 103.779 139.315 128.277 1.00198.96 O -ATOM 17714 CB ALA C 243 106.212 137.431 127.888 1.00198.96 C -ATOM 17715 N LEU C 244 103.845 138.952 126.048 1.00178.61 N -ATOM 17716 CA LEU C 244 102.424 139.175 125.831 1.00178.61 C -ATOM 17717 C LEU C 244 101.818 137.978 125.114 1.00178.61 C -ATOM 17718 O LEU C 244 102.415 137.434 124.180 1.00178.61 O -ATOM 17719 CB LEU C 244 102.177 140.451 125.016 1.00178.61 C -ATOM 17720 CG LEU C 244 102.501 141.777 125.707 1.00178.61 C -ATOM 17721 CD1 LEU C 244 102.244 142.946 124.769 1.00178.61 C -ATOM 17722 CD2 LEU C 244 101.695 141.925 126.988 1.00178.61 C -ATOM 17723 N HIS C 245 100.631 137.574 125.555 1.00161.11 N -ATOM 17724 CA HIS C 245 99.918 136.459 124.943 1.00161.11 C -ATOM 17725 C HIS C 245 98.440 136.788 124.766 1.00161.11 C -ATOM 17726 O HIS C 245 97.778 137.240 125.700 1.00161.11 O -ATOM 17727 CB HIS C 245 100.078 135.191 125.784 1.00161.11 C -ATOM 17728 CG HIS C 245 101.458 134.614 125.752 1.00161.11 C -ATOM 17729 ND1 HIS C 245 101.914 133.835 124.710 1.00161.11 N -ATOM 17730 CD2 HIS C 245 102.483 134.702 126.632 1.00161.11 C -ATOM 17731 CE1 HIS C 245 103.160 133.468 124.950 1.00161.11 C -ATOM 17732 NE2 HIS C 245 103.530 133.981 126.110 1.00161.11 N -ATOM 17733 N ALA C 263 102.986 141.750 138.597 1.00233.82 N -ATOM 17734 CA ALA C 263 104.379 141.965 138.224 1.00233.82 C -ATOM 17735 C ALA C 263 104.745 143.440 138.326 1.00233.82 C -ATOM 17736 O ALA C 263 104.036 144.299 137.804 1.00233.82 O -ATOM 17737 CB ALA C 263 104.635 141.452 136.817 1.00233.82 C -ATOM 17738 N ALA C 264 105.854 143.732 139.003 1.00215.46 N -ATOM 17739 CA ALA C 264 106.322 145.104 139.142 1.00215.46 C -ATOM 17740 C ALA C 264 107.841 145.123 139.083 1.00215.46 C -ATOM 17741 O ALA C 264 108.505 144.116 139.348 1.00215.46 O -ATOM 17742 CB ALA C 264 105.829 145.741 140.448 1.00215.46 C -ATOM 17743 N TYR C 265 108.396 146.281 138.725 1.00189.91 N -ATOM 17744 CA TYR C 265 109.844 146.410 138.683 1.00189.91 C -ATOM 17745 C TYR C 265 110.273 147.797 139.147 1.00189.91 C -ATOM 17746 O TYR C 265 109.475 148.735 139.236 1.00189.91 O -ATOM 17747 CB TYR C 265 110.411 146.074 137.290 1.00189.91 C -ATOM 17748 CG TYR C 265 109.979 146.944 136.132 1.00189.91 C -ATOM 17749 CD1 TYR C 265 108.807 146.674 135.435 1.00189.91 C -ATOM 17750 CD2 TYR C 265 110.778 147.994 135.693 1.00189.91 C -ATOM 17751 CE1 TYR C 265 108.420 147.451 134.357 1.00189.91 C -ATOM 17752 CE2 TYR C 265 110.401 148.776 134.615 1.00189.91 C -ATOM 17753 CZ TYR C 265 109.223 148.498 133.950 1.00189.91 C -ATOM 17754 OH TYR C 265 108.841 149.275 132.881 1.00189.91 O -ATOM 17755 N TYR C 266 111.554 147.885 139.495 1.00168.19 N -ATOM 17756 CA TYR C 266 112.151 149.056 140.116 1.00168.19 C -ATOM 17757 C TYR C 266 113.491 149.328 139.454 1.00168.19 C -ATOM 17758 O TYR C 266 114.282 148.404 139.239 1.00168.19 O -ATOM 17759 CB TYR C 266 112.355 148.854 141.623 1.00168.19 C -ATOM 17760 CG TYR C 266 111.141 148.331 142.358 1.00168.19 C -ATOM 17761 CD1 TYR C 266 110.167 149.198 142.837 1.00168.19 C -ATOM 17762 CD2 TYR C 266 110.975 146.967 142.581 1.00168.19 C -ATOM 17763 CE1 TYR C 266 109.058 148.722 143.514 1.00168.19 C -ATOM 17764 CE2 TYR C 266 109.868 146.483 143.253 1.00168.19 C -ATOM 17765 CZ TYR C 266 108.914 147.365 143.717 1.00168.19 C -ATOM 17766 OH TYR C 266 107.812 146.888 144.389 1.00168.19 O -ATOM 17767 N VAL C 267 113.744 150.599 139.149 1.00140.80 N -ATOM 17768 CA VAL C 267 114.947 151.024 138.437 1.00140.80 C -ATOM 17769 C VAL C 267 115.674 152.057 139.290 1.00140.80 C -ATOM 17770 O VAL C 267 115.083 153.067 139.688 1.00140.80 O -ATOM 17771 CB VAL C 267 114.615 151.597 137.049 1.00140.80 C -ATOM 17772 CG1 VAL C 267 115.856 152.193 136.400 1.00140.80 C -ATOM 17773 CG2 VAL C 267 114.010 150.523 136.155 1.00140.80 C -ATOM 17774 N GLY C 268 116.953 151.798 139.581 1.00116.33 N -ATOM 17775 CA GLY C 268 117.778 152.737 140.307 1.00116.33 C -ATOM 17776 C GLY C 268 119.089 152.964 139.575 1.00116.33 C -ATOM 17777 O GLY C 268 119.463 152.203 138.682 1.00116.33 O -ATOM 17778 N TYR C 269 119.794 154.014 139.985 1.00101.84 N -ATOM 17779 CA TYR C 269 120.992 154.455 139.286 1.00101.84 C -ATOM 17780 C TYR C 269 122.204 154.392 140.204 1.00101.84 C -ATOM 17781 O TYR C 269 122.143 154.813 141.363 1.00101.84 O -ATOM 17782 CB TYR C 269 120.808 155.873 138.746 1.00101.84 C -ATOM 17783 CG TYR C 269 119.941 155.911 137.512 1.00101.84 C -ATOM 17784 CD1 TYR C 269 120.432 155.490 136.283 1.00101.84 C -ATOM 17785 CD2 TYR C 269 118.623 156.348 137.580 1.00101.84 C -ATOM 17786 CE1 TYR C 269 119.640 155.512 135.154 1.00101.84 C -ATOM 17787 CE2 TYR C 269 117.822 156.375 136.454 1.00101.84 C -ATOM 17788 CZ TYR C 269 118.337 155.957 135.244 1.00101.84 C -ATOM 17789 OH TYR C 269 117.545 155.981 134.119 1.00101.84 O -ATOM 17790 N LEU C 270 123.304 153.862 139.674 1.00 90.30 N -ATOM 17791 CA LEU C 270 124.535 153.727 140.438 1.00 90.30 C -ATOM 17792 C LEU C 270 125.324 155.030 140.427 1.00 90.30 C -ATOM 17793 O LEU C 270 125.376 155.734 139.415 1.00 90.30 O -ATOM 17794 CB LEU C 270 125.395 152.597 139.872 1.00 90.30 C -ATOM 17795 CG LEU C 270 124.786 151.194 139.835 1.00 90.30 C -ATOM 17796 CD1 LEU C 270 125.838 150.171 139.439 1.00 90.30 C -ATOM 17797 CD2 LEU C 270 124.164 150.833 141.173 1.00 90.30 C -ATOM 17798 N GLN C 271 125.940 155.343 141.562 1.00 85.99 N -ATOM 17799 CA GLN C 271 126.771 156.523 141.734 1.00 85.99 C -ATOM 17800 C GLN C 271 128.076 156.124 142.405 1.00 85.99 C -ATOM 17801 O GLN C 271 128.123 155.112 143.110 1.00 85.99 O -ATOM 17802 CB GLN C 271 126.048 157.587 142.577 1.00 85.99 C -ATOM 17803 CG GLN C 271 124.850 158.213 141.883 1.00 85.99 C -ATOM 17804 CD GLN C 271 124.135 159.224 142.752 1.00 85.99 C -ATOM 17805 OE1 GLN C 271 124.764 159.968 143.504 1.00 85.99 O -ATOM 17806 NE2 GLN C 271 122.811 159.258 142.653 1.00 85.99 N -ATOM 17807 N PRO C 272 129.170 156.879 142.177 1.00 83.55 N -ATOM 17808 CA PRO C 272 130.434 156.554 142.857 1.00 83.55 C -ATOM 17809 C PRO C 272 130.374 156.793 144.358 1.00 83.55 C -ATOM 17810 O PRO C 272 130.303 157.937 144.816 1.00 83.55 O -ATOM 17811 CB PRO C 272 131.451 157.485 142.182 1.00 83.55 C -ATOM 17812 CG PRO C 272 130.639 158.555 141.538 1.00 83.55 C -ATOM 17813 CD PRO C 272 129.361 157.902 141.134 1.00 83.55 C -ATOM 17814 N ARG C 273 130.403 155.708 145.131 1.00 87.69 N -ATOM 17815 CA ARG C 273 130.277 155.767 146.577 1.00 87.69 C -ATOM 17816 C ARG C 273 131.320 154.861 147.215 1.00 87.69 C -ATOM 17817 O ARG C 273 131.822 153.915 146.597 1.00 87.69 O -ATOM 17818 CB ARG C 273 128.874 155.352 147.041 1.00 87.69 C -ATOM 17819 CG ARG C 273 127.788 156.380 146.774 1.00 87.69 C -ATOM 17820 CD ARG C 273 127.954 157.606 147.653 1.00 87.69 C -ATOM 17821 NE ARG C 273 126.762 158.446 147.636 1.00 87.69 N -ATOM 17822 CZ ARG C 273 125.727 158.289 148.449 1.00 87.69 C -ATOM 17823 NH1 ARG C 273 125.700 157.328 149.356 1.00 87.69 N1+ -ATOM 17824 NH2 ARG C 273 124.691 159.117 148.346 1.00 87.69 N -ATOM 17825 N THR C 274 131.631 155.163 148.473 1.00 89.02 N -ATOM 17826 CA THR C 274 132.557 154.374 149.273 1.00 89.02 C -ATOM 17827 C THR C 274 131.753 153.505 150.233 1.00 89.02 C -ATOM 17828 O THR C 274 130.945 154.018 151.014 1.00 89.02 O -ATOM 17829 CB THR C 274 133.522 155.280 150.039 1.00 89.02 C -ATOM 17830 OG1 THR C 274 134.341 156.000 149.110 1.00 89.02 O -ATOM 17831 CG2 THR C 274 134.415 154.463 150.958 1.00 89.02 C -ATOM 17832 N PHE C 275 131.974 152.196 150.167 1.00 89.61 N -ATOM 17833 CA PHE C 275 131.258 151.223 150.978 1.00 89.61 C -ATOM 17834 C PHE C 275 132.237 150.431 151.831 1.00 89.61 C -ATOM 17835 O PHE C 275 133.320 150.052 151.368 1.00 89.61 O -ATOM 17836 CB PHE C 275 130.451 150.258 150.102 1.00 89.61 C -ATOM 17837 CG PHE C 275 129.027 150.679 149.879 1.00 89.61 C -ATOM 17838 CD1 PHE C 275 128.729 151.950 149.413 1.00 89.61 C -ATOM 17839 CD2 PHE C 275 127.986 149.798 150.128 1.00 89.61 C -ATOM 17840 CE1 PHE C 275 127.418 152.336 149.202 1.00 89.61 C -ATOM 17841 CE2 PHE C 275 126.672 150.178 149.921 1.00 89.61 C -ATOM 17842 CZ PHE C 275 126.389 151.449 149.458 1.00 89.61 C -ATOM 17843 N LEU C 276 131.845 150.174 153.075 1.00 98.63 N -ATOM 17844 CA LEU C 276 132.597 149.322 153.992 1.00 98.63 C -ATOM 17845 C LEU C 276 131.853 147.993 154.076 1.00 98.63 C -ATOM 17846 O LEU C 276 130.839 147.880 154.770 1.00 98.63 O -ATOM 17847 CB LEU C 276 132.745 149.983 155.360 1.00 98.63 C -ATOM 17848 CG LEU C 276 133.419 149.163 156.461 1.00 98.63 C -ATOM 17849 CD1 LEU C 276 134.931 149.254 156.345 1.00 98.63 C -ATOM 17850 CD2 LEU C 276 132.956 149.628 157.829 1.00 98.63 C -ATOM 17851 N LEU C 277 132.357 146.993 153.360 1.00107.70 N -ATOM 17852 CA LEU C 277 131.714 145.692 153.273 1.00107.70 C -ATOM 17853 C LEU C 277 132.257 144.754 154.343 1.00107.70 C -ATOM 17854 O LEU C 277 133.459 144.741 154.629 1.00107.70 O -ATOM 17855 CB LEU C 277 131.927 145.085 151.885 1.00107.70 C -ATOM 17856 CG LEU C 277 131.749 146.043 150.706 1.00107.70 C -ATOM 17857 CD1 LEU C 277 132.407 145.487 149.452 1.00107.70 C -ATOM 17858 CD2 LEU C 277 130.277 146.328 150.460 1.00107.70 C -ATOM 17859 N LYS C 278 131.359 143.966 154.927 1.00116.20 N -ATOM 17860 CA LYS C 278 131.693 143.036 155.997 1.00116.20 C -ATOM 17861 C LYS C 278 131.703 141.616 155.444 1.00116.20 C -ATOM 17862 O LYS C 278 130.690 141.146 154.916 1.00116.20 O -ATOM 17863 CB LYS C 278 130.690 143.162 157.143 1.00116.20 C -ATOM 17864 CG LYS C 278 130.750 142.048 158.171 1.00116.20 C -ATOM 17865 CD LYS C 278 129.835 142.360 159.344 1.00116.20 C -ATOM 17866 CE LYS C 278 129.633 141.147 160.234 1.00116.20 C -ATOM 17867 NZ LYS C 278 128.544 141.373 161.224 1.00116.20 N1+ -ATOM 17868 N TYR C 279 132.843 140.941 155.563 1.00124.57 N -ATOM 17869 CA TYR C 279 133.008 139.572 155.095 1.00124.57 C -ATOM 17870 C TYR C 279 133.011 138.623 156.286 1.00124.57 C -ATOM 17871 O TYR C 279 133.781 138.813 157.235 1.00124.57 O -ATOM 17872 CB TYR C 279 134.310 139.416 154.308 1.00124.57 C -ATOM 17873 CG TYR C 279 134.309 140.063 152.943 1.00124.57 C -ATOM 17874 CD1 TYR C 279 134.699 141.387 152.780 1.00124.57 C -ATOM 17875 CD2 TYR C 279 133.936 139.343 151.815 1.00124.57 C -ATOM 17876 CE1 TYR C 279 134.707 141.980 151.529 1.00124.57 C -ATOM 17877 CE2 TYR C 279 133.940 139.926 150.561 1.00124.57 C -ATOM 17878 CZ TYR C 279 134.327 141.244 150.425 1.00124.57 C -ATOM 17879 OH TYR C 279 134.332 141.827 149.179 1.00124.57 O -ATOM 17880 N ASN C 280 132.166 137.596 156.221 1.00136.91 N -ATOM 17881 CA ASN C 280 132.085 136.575 157.254 1.00136.91 C -ATOM 17882 C ASN C 280 133.139 135.498 156.993 1.00136.91 C -ATOM 17883 O ASN C 280 134.072 135.693 156.210 1.00136.91 O -ATOM 17884 CB ASN C 280 130.666 136.007 157.335 1.00136.91 C -ATOM 17885 CG ASN C 280 130.282 135.178 156.116 1.00136.91 C -ATOM 17886 OD1 ASN C 280 130.813 135.360 155.021 1.00136.91 O -ATOM 17887 ND2 ASN C 280 129.344 134.258 156.309 1.00136.91 N -ATOM 17888 N GLU C 281 133.003 134.352 157.668 1.00147.20 N -ATOM 17889 CA GLU C 281 133.973 133.267 157.537 1.00147.20 C -ATOM 17890 C GLU C 281 133.970 132.652 156.141 1.00147.20 C -ATOM 17891 O GLU C 281 135.027 132.248 155.643 1.00147.20 O -ATOM 17892 CB GLU C 281 133.695 132.182 158.578 1.00147.20 C -ATOM 17893 CG GLU C 281 134.027 132.572 160.009 1.00147.20 C -ATOM 17894 CD GLU C 281 132.896 133.320 160.688 1.00147.20 C -ATOM 17895 OE1 GLU C 281 131.725 133.086 160.321 1.00147.20 O -ATOM 17896 OE2 GLU C 281 133.177 134.142 161.584 1.00147.20 O1- -ATOM 17897 N ASN C 282 132.807 132.571 155.498 1.00145.24 N -ATOM 17898 CA ASN C 282 132.684 131.949 154.187 1.00145.24 C -ATOM 17899 C ASN C 282 132.837 132.939 153.037 1.00145.24 C -ATOM 17900 O ASN C 282 132.676 132.548 151.877 1.00145.24 O -ATOM 17901 CB ASN C 282 131.341 131.224 154.074 1.00145.24 C -ATOM 17902 CG ASN C 282 131.018 130.401 155.305 1.00145.24 C -ATOM 17903 OD1 ASN C 282 130.354 130.874 156.227 1.00145.24 O -ATOM 17904 ND2 ASN C 282 131.488 129.159 155.326 1.00145.24 N -ATOM 17905 N GLY C 283 133.143 134.202 153.325 1.00133.39 N -ATOM 17906 CA GLY C 283 133.338 135.192 152.288 1.00133.39 C -ATOM 17907 C GLY C 283 132.085 135.892 151.812 1.00133.39 C -ATOM 17908 O GLY C 283 132.172 136.730 150.905 1.00133.39 O -ATOM 17909 N THR C 284 130.927 135.578 152.385 1.00126.26 N -ATOM 17910 CA THR C 284 129.684 136.234 152.005 1.00126.26 C -ATOM 17911 C THR C 284 129.635 137.635 152.604 1.00126.26 C -ATOM 17912 O THR C 284 129.998 137.834 153.767 1.00126.26 O -ATOM 17913 CB THR C 284 128.485 135.412 152.479 1.00126.26 C -ATOM 17914 OG1 THR C 284 128.710 134.027 152.188 1.00126.26 O -ATOM 17915 CG2 THR C 284 127.210 135.864 151.781 1.00126.26 C -ATOM 17916 N ILE C 285 129.200 138.607 151.806 1.00111.13 N -ATOM 17917 CA ILE C 285 129.030 139.968 152.306 1.00111.13 C -ATOM 17918 C ILE C 285 127.801 139.979 153.211 1.00111.13 C -ATOM 17919 O ILE C 285 126.664 139.901 152.739 1.00111.13 O -ATOM 17920 CB ILE C 285 128.900 140.980 151.163 1.00111.13 C -ATOM 17921 CG1 ILE C 285 130.189 141.003 150.336 1.00111.13 C -ATOM 17922 CG2 ILE C 285 128.604 142.369 151.714 1.00111.13 C -ATOM 17923 CD1 ILE C 285 130.211 142.053 149.244 1.00111.13 C -ATOM 17924 N THR C 286 128.035 140.056 154.522 1.00115.54 N -ATOM 17925 CA THR C 286 126.944 139.953 155.484 1.00115.54 C -ATOM 17926 C THR C 286 126.269 141.302 155.708 1.00115.54 C -ATOM 17927 O THR C 286 125.044 141.370 155.857 1.00115.54 O -ATOM 17928 CB THR C 286 127.471 139.382 156.803 1.00115.54 C -ATOM 17929 OG1 THR C 286 128.238 138.202 156.536 1.00115.54 O -ATOM 17930 CG2 THR C 286 126.323 139.012 157.734 1.00115.54 C -ATOM 17931 N ASP C 287 127.046 142.382 155.717 1.00113.54 N -ATOM 17932 CA ASP C 287 126.499 143.714 155.923 1.00113.54 C -ATOM 17933 C ASP C 287 127.403 144.729 155.240 1.00113.54 C -ATOM 17934 O ASP C 287 128.555 144.440 154.906 1.00113.54 O -ATOM 17935 CB ASP C 287 126.352 144.035 157.415 1.00113.54 C -ATOM 17936 CG ASP C 287 125.188 144.962 157.700 1.00113.54 C -ATOM 17937 OD1 ASP C 287 124.809 145.739 156.799 1.00113.54 O -ATOM 17938 OD2 ASP C 287 124.651 144.913 158.826 1.00113.54 O1- -ATOM 17939 N ALA C 288 126.862 145.928 155.030 1.00101.46 N -ATOM 17940 CA ALA C 288 127.603 146.998 154.381 1.00101.46 C -ATOM 17941 C ALA C 288 127.233 148.323 155.029 1.00101.46 C -ATOM 17942 O ALA C 288 126.143 148.474 155.588 1.00101.46 O -ATOM 17943 CB ALA C 288 127.324 147.045 152.875 1.00101.46 C -ATOM 17944 N VAL C 289 128.153 149.283 154.950 1.00 93.91 N -ATOM 17945 CA VAL C 289 127.972 150.605 155.539 1.00 93.91 C -ATOM 17946 C VAL C 289 128.277 151.642 154.466 1.00 93.91 C -ATOM 17947 O VAL C 289 129.359 151.620 153.866 1.00 93.91 O -ATOM 17948 CB VAL C 289 128.868 150.808 156.776 1.00 93.91 C -ATOM 17949 CG1 VAL C 289 129.026 152.281 157.111 1.00 93.91 C -ATOM 17950 CG2 VAL C 289 128.299 150.061 157.968 1.00 93.91 C -ATOM 17951 N ASP C 290 127.325 152.539 154.216 1.00 94.27 N -ATOM 17952 CA ASP C 290 127.495 153.608 153.241 1.00 94.27 C -ATOM 17953 C ASP C 290 128.132 154.806 153.936 1.00 94.27 C -ATOM 17954 O ASP C 290 127.525 155.405 154.828 1.00 94.27 O -ATOM 17955 CB ASP C 290 126.150 153.987 152.622 1.00 94.27 C -ATOM 17956 CG ASP C 290 126.294 154.816 151.360 1.00 94.27 C -ATOM 17957 OD1 ASP C 290 127.438 155.066 150.925 1.00 94.27 O -ATOM 17958 OD2 ASP C 290 125.255 155.215 150.795 1.00 94.27 O1- -ATOM 17959 N CYS C 291 129.342 155.168 153.507 1.00 92.29 N -ATOM 17960 CA CYS C 291 130.151 156.146 154.225 1.00 92.29 C -ATOM 17961 C CYS C 291 129.675 157.583 154.054 1.00 92.29 C -ATOM 17962 O CYS C 291 130.165 158.462 154.770 1.00 92.29 O -ATOM 17963 CB CYS C 291 131.609 156.036 153.777 1.00 92.29 C -ATOM 17964 SG CYS C 291 132.335 154.400 154.015 1.00 92.29 S -ATOM 17965 N ALA C 292 128.747 157.852 153.135 1.00 86.91 N -ATOM 17966 CA ALA C 292 128.296 159.212 152.868 1.00 86.91 C -ATOM 17967 C ALA C 292 126.826 159.424 153.214 1.00 86.91 C -ATOM 17968 O ALA C 292 126.231 160.417 152.785 1.00 86.91 O -ATOM 17969 CB ALA C 292 128.551 159.576 151.405 1.00 86.91 C -ATOM 17970 N LEU C 293 126.225 158.515 153.982 1.00 80.78 N -ATOM 17971 CA LEU C 293 124.804 158.637 154.293 1.00 80.78 C -ATOM 17972 C LEU C 293 124.563 159.595 155.457 1.00 80.78 C -ATOM 17973 O LEU C 293 123.923 160.638 155.293 1.00 80.78 O -ATOM 17974 CB LEU C 293 124.217 157.257 154.599 1.00 80.78 C -ATOM 17975 CG LEU C 293 122.745 157.235 155.012 1.00 80.78 C -ATOM 17976 CD1 LEU C 293 121.868 157.739 153.879 1.00 80.78 C -ATOM 17977 CD2 LEU C 293 122.330 155.836 155.433 1.00 80.78 C -ATOM 17978 N ASP C 294 125.071 159.257 156.634 1.00 79.77 N -ATOM 17979 CA ASP C 294 124.898 160.040 157.847 1.00 79.77 C -ATOM 17980 C ASP C 294 126.211 160.063 158.622 1.00 79.77 C -ATOM 17981 O ASP C 294 127.102 159.248 158.355 1.00 79.77 O -ATOM 17982 CB ASP C 294 123.704 159.510 158.672 1.00 79.77 C -ATOM 17983 CG ASP C 294 123.866 158.069 159.157 1.00 79.77 C -ATOM 17984 OD1 ASP C 294 124.864 157.398 158.848 1.00 79.77 O -ATOM 17985 OD2 ASP C 294 122.963 157.600 159.879 1.00 79.77 O1- -ATOM 17986 N PRO C 295 126.388 161.032 159.541 1.00 66.90 N -ATOM 17987 CA PRO C 295 127.646 161.090 160.314 1.00 66.90 C -ATOM 17988 C PRO C 295 127.947 159.868 161.168 1.00 66.90 C -ATOM 17989 O PRO C 295 129.123 159.625 161.460 1.00 66.90 O -ATOM 17990 CB PRO C 295 127.453 162.336 161.185 1.00 66.90 C -ATOM 17991 CG PRO C 295 126.610 163.214 160.370 1.00 66.90 C -ATOM 17992 CD PRO C 295 125.659 162.314 159.633 1.00 66.90 C -ATOM 17993 N LEU C 296 126.938 159.091 161.574 1.00 70.04 N -ATOM 17994 CA LEU C 296 127.212 157.852 162.299 1.00 70.04 C -ATOM 17995 C LEU C 296 127.933 156.839 161.414 1.00 70.04 C -ATOM 17996 O LEU C 296 128.922 156.227 161.838 1.00 70.04 O -ATOM 17997 CB LEU C 296 125.913 157.261 162.844 1.00 70.04 C -ATOM 17998 CG LEU C 296 126.043 155.954 163.631 1.00 70.04 C -ATOM 17999 CD1 LEU C 296 127.030 156.101 164.780 1.00 70.04 C -ATOM 18000 CD2 LEU C 296 124.687 155.499 164.145 1.00 70.04 C -ATOM 18001 N SER C 297 127.481 156.674 160.169 1.00 73.66 N -ATOM 18002 CA SER C 297 128.176 155.771 159.258 1.00 73.66 C -ATOM 18003 C SER C 297 129.483 156.374 158.764 1.00 73.66 C -ATOM 18004 O SER C 297 130.408 155.633 158.415 1.00 73.66 O -ATOM 18005 CB SER C 297 127.277 155.410 158.082 1.00 73.66 C -ATOM 18006 OG SER C 297 125.972 155.086 158.528 1.00 73.66 O -ATOM 18007 N GLU C 298 129.578 157.708 158.734 1.00 73.27 N -ATOM 18008 CA GLU C 298 130.858 158.358 158.464 1.00 73.27 C -ATOM 18009 C GLU C 298 131.878 158.038 159.554 1.00 73.27 C -ATOM 18010 O GLU C 298 133.042 157.740 159.259 1.00 73.27 O -ATOM 18011 CB GLU C 298 130.652 159.868 158.337 1.00 73.27 C -ATOM 18012 CG GLU C 298 131.928 160.684 158.242 1.00 73.27 C -ATOM 18013 CD GLU C 298 132.565 160.606 156.871 1.00 73.27 C -ATOM 18014 OE1 GLU C 298 132.169 161.393 155.985 1.00 73.27 O -ATOM 18015 OE2 GLU C 298 133.464 159.762 156.680 1.00 73.27 O1- -ATOM 18016 N THR C 299 131.445 158.064 160.819 1.00 71.86 N -ATOM 18017 CA THR C 299 132.309 157.679 161.932 1.00 71.86 C -ATOM 18018 C THR C 299 132.653 156.194 161.879 1.00 71.86 C -ATOM 18019 O THR C 299 133.774 155.800 162.223 1.00 71.86 O -ATOM 18020 CB THR C 299 131.631 158.016 163.259 1.00 71.86 C -ATOM 18021 OG1 THR C 299 131.065 159.328 163.186 1.00 71.86 O -ATOM 18022 CG2 THR C 299 132.632 157.978 164.400 1.00 71.86 C -ATOM 18023 N LYS C 300 131.692 155.361 161.462 1.00 75.62 N -ATOM 18024 CA LYS C 300 131.948 153.931 161.302 1.00 75.62 C -ATOM 18025 C LYS C 300 133.005 153.667 160.234 1.00 75.62 C -ATOM 18026 O LYS C 300 133.898 152.833 160.427 1.00 75.62 O -ATOM 18027 CB LYS C 300 130.651 153.202 160.955 1.00 75.62 C -ATOM 18028 CG LYS C 300 129.713 152.991 162.127 1.00 75.62 C -ATOM 18029 CD LYS C 300 128.426 152.318 161.679 1.00 75.62 C -ATOM 18030 CE LYS C 300 127.397 152.284 162.794 1.00 75.62 C -ATOM 18031 NZ LYS C 300 126.093 151.743 162.325 1.00 75.62 N1+ -ATOM 18032 N CYS C 301 132.929 154.381 159.109 1.00 79.52 N -ATOM 18033 CA CYS C 301 133.942 154.234 158.068 1.00 79.52 C -ATOM 18034 C CYS C 301 135.278 154.834 158.489 1.00 79.52 C -ATOM 18035 O CYS C 301 136.330 154.373 158.031 1.00 79.52 O -ATOM 18036 CB CYS C 301 133.463 154.879 156.770 1.00 79.52 C -ATOM 18037 SG CYS C 301 132.082 154.028 155.993 1.00 79.52 S -ATOM 18038 N THR C 302 135.257 155.866 159.336 1.00 77.83 N -ATOM 18039 CA THR C 302 136.502 156.433 159.848 1.00 77.83 C -ATOM 18040 C THR C 302 137.203 155.467 160.797 1.00 77.83 C -ATOM 18041 O THR C 302 138.428 155.307 160.738 1.00 77.83 O -ATOM 18042 CB THR C 302 136.219 157.763 160.548 1.00 77.83 C -ATOM 18043 OG1 THR C 302 135.404 158.583 159.702 1.00 77.83 O -ATOM 18044 CG2 THR C 302 137.515 158.497 160.853 1.00 77.83 C -ATOM 18045 N LEU C 303 136.442 154.806 161.668 1.00 78.31 N -ATOM 18046 CA LEU C 303 137.018 153.871 162.625 1.00 78.31 C -ATOM 18047 C LEU C 303 137.216 152.472 162.059 1.00 78.31 C -ATOM 18048 O LEU C 303 137.843 151.649 162.739 1.00 78.31 O -ATOM 18049 CB LEU C 303 136.139 153.783 163.874 1.00 78.31 C -ATOM 18050 CG LEU C 303 135.965 155.065 164.684 1.00 78.31 C -ATOM 18051 CD1 LEU C 303 134.908 154.871 165.755 1.00 78.31 C -ATOM 18052 CD2 LEU C 303 137.290 155.481 165.297 1.00 78.31 C -ATOM 18053 N LYS C 304 136.704 152.202 160.847 1.00 85.14 N -ATOM 18054 CA LYS C 304 136.718 150.876 160.209 1.00 85.14 C -ATOM 18055 C LYS C 304 136.075 149.818 161.103 1.00 85.14 C -ATOM 18056 O LYS C 304 136.569 148.696 161.224 1.00 85.14 O -ATOM 18057 CB LYS C 304 138.132 150.450 159.794 1.00 85.14 C -ATOM 18058 CG LYS C 304 138.912 151.491 159.009 1.00 85.14 C -ATOM 18059 CD LYS C 304 138.339 151.683 157.615 1.00 85.14 C -ATOM 18060 CE LYS C 304 139.049 152.804 156.874 1.00 85.14 C -ATOM 18061 NZ LYS C 304 138.675 154.147 157.395 1.00 85.14 N1+ -ATOM 18062 N SER C 305 134.969 150.185 161.747 1.00 94.80 N -ATOM 18063 CA SER C 305 134.291 149.296 162.677 1.00 94.80 C -ATOM 18064 C SER C 305 132.793 149.546 162.612 1.00 94.80 C -ATOM 18065 O SER C 305 132.345 150.677 162.407 1.00 94.80 O -ATOM 18066 CB SER C 305 134.797 149.492 164.110 1.00 94.80 C -ATOM 18067 OG SER C 305 133.854 149.010 165.052 1.00 94.80 O -ATOM 18068 N PHE C 306 132.022 148.474 162.788 1.00105.15 N -ATOM 18069 CA PHE C 306 130.569 148.574 162.815 1.00105.15 C -ATOM 18070 C PHE C 306 130.035 149.038 164.163 1.00105.15 C -ATOM 18071 O PHE C 306 128.866 149.429 164.247 1.00105.15 O -ATOM 18072 CB PHE C 306 129.938 147.226 162.456 1.00105.15 C -ATOM 18073 CG PHE C 306 129.749 147.012 160.980 1.00105.15 C -ATOM 18074 CD1 PHE C 306 130.831 147.044 160.112 1.00105.15 C -ATOM 18075 CD2 PHE C 306 128.486 146.773 160.461 1.00105.15 C -ATOM 18076 CE1 PHE C 306 130.657 146.845 158.754 1.00105.15 C -ATOM 18077 CE2 PHE C 306 128.304 146.573 159.105 1.00105.15 C -ATOM 18078 CZ PHE C 306 129.392 146.607 158.251 1.00105.15 C -ATOM 18079 N THR C 307 130.856 149.002 165.210 1.00100.72 N -ATOM 18080 CA THR C 307 130.461 149.414 166.549 1.00100.72 C -ATOM 18081 C THR C 307 131.297 150.619 166.954 1.00100.72 C -ATOM 18082 O THR C 307 132.530 150.562 166.922 1.00100.72 O -ATOM 18083 CB THR C 307 130.641 148.263 167.550 1.00100.72 C -ATOM 18084 OG1 THR C 307 129.618 147.282 167.340 1.00100.72 O -ATOM 18085 CG2 THR C 307 130.557 148.764 168.987 1.00100.72 C -ATOM 18086 N VAL C 308 130.626 151.706 167.327 1.00 84.88 N -ATOM 18087 CA VAL C 308 131.278 152.949 167.722 1.00 84.88 C -ATOM 18088 C VAL C 308 131.013 153.167 169.204 1.00 84.88 C -ATOM 18089 O VAL C 308 129.854 153.211 169.636 1.00 84.88 O -ATOM 18090 CB VAL C 308 130.779 154.138 166.887 1.00 84.88 C -ATOM 18091 CG1 VAL C 308 131.291 155.451 167.459 1.00 84.88 C -ATOM 18092 CG2 VAL C 308 131.211 153.983 165.441 1.00 84.88 C -ATOM 18093 N GLU C 309 132.083 153.301 169.983 1.00 70.92 N -ATOM 18094 CA GLU C 309 131.950 153.539 171.410 1.00 70.92 C -ATOM 18095 C GLU C 309 131.659 155.015 171.679 1.00 70.92 C -ATOM 18096 O GLU C 309 131.684 155.858 170.780 1.00 70.92 O -ATOM 18097 CB GLU C 309 133.211 153.094 172.148 1.00 70.92 C -ATOM 18098 CG GLU C 309 133.360 151.582 172.273 1.00 70.92 C -ATOM 18099 CD GLU C 309 132.558 151.002 173.425 1.00 70.92 C -ATOM 18100 OE1 GLU C 309 132.059 151.783 174.262 1.00 70.92 O -ATOM 18101 OE2 GLU C 309 132.427 149.762 173.495 1.00 70.92 O1- -ATOM 18102 N LYS C 310 131.380 155.318 172.944 1.00 56.45 N -ATOM 18103 CA LYS C 310 130.957 156.658 173.332 1.00 56.45 C -ATOM 18104 C LYS C 310 132.126 157.636 173.294 1.00 56.45 C -ATOM 18105 O LYS C 310 133.207 157.346 173.817 1.00 56.45 O -ATOM 18106 CB LYS C 310 130.351 156.625 174.734 1.00 56.45 C -ATOM 18107 CG LYS C 310 129.934 157.984 175.261 1.00 56.45 C -ATOM 18108 CD LYS C 310 130.139 158.082 176.755 1.00 56.45 C -ATOM 18109 CE LYS C 310 129.060 157.332 177.500 1.00 56.45 C -ATOM 18110 NZ LYS C 310 129.275 157.422 178.966 1.00 56.45 N1+ -ATOM 18111 N GLY C 311 131.913 158.791 172.677 1.00 50.38 N -ATOM 18112 CA GLY C 311 132.915 159.835 172.699 1.00 50.38 C -ATOM 18113 C GLY C 311 132.785 160.770 171.511 1.00 50.38 C -ATOM 18114 O GLY C 311 131.749 160.831 170.840 1.00 50.38 O -ATOM 18115 N ILE C 312 133.875 161.504 171.278 1.00 46.23 N -ATOM 18116 CA ILE C 312 134.000 162.441 170.168 1.00 46.23 C -ATOM 18117 C ILE C 312 135.044 161.889 169.199 1.00 46.23 C -ATOM 18118 O ILE C 312 136.079 161.353 169.619 1.00 46.23 O -ATOM 18119 CB ILE C 312 134.339 163.871 170.656 1.00 46.23 C -ATOM 18120 CG1 ILE C 312 134.218 164.893 169.519 1.00 46.23 C -ATOM 18121 CG2 ILE C 312 135.700 163.967 171.384 1.00 46.23 C -ATOM 18122 CD1 ILE C 312 134.225 166.340 169.999 1.00 46.23 C -ATOM 18123 N TYR C 313 134.715 161.913 167.912 1.00 50.46 N -ATOM 18124 CA TYR C 313 135.588 161.394 166.867 1.00 50.46 C -ATOM 18125 C TYR C 313 135.688 162.406 165.737 1.00 50.46 C -ATOM 18126 O TYR C 313 134.666 162.900 165.256 1.00 50.46 O -ATOM 18127 CB TYR C 313 135.070 160.056 166.328 1.00 50.46 C -ATOM 18128 CG TYR C 313 135.018 158.943 167.352 1.00 50.46 C -ATOM 18129 CD1 TYR C 313 136.111 158.108 167.553 1.00 50.46 C -ATOM 18130 CD2 TYR C 313 133.875 158.720 168.111 1.00 50.46 C -ATOM 18131 CE1 TYR C 313 136.070 157.085 168.484 1.00 50.46 C -ATOM 18132 CE2 TYR C 313 133.824 157.700 169.046 1.00 50.46 C -ATOM 18133 CZ TYR C 313 134.924 156.887 169.227 1.00 50.46 C -ATOM 18134 OH TYR C 313 134.876 155.873 170.155 1.00 50.46 O -ATOM 18135 N GLN C 314 136.908 162.706 165.304 1.00 57.66 N -ATOM 18136 CA GLN C 314 137.090 163.591 164.163 1.00 57.66 C -ATOM 18137 C GLN C 314 136.796 162.838 162.872 1.00 57.66 C -ATOM 18138 O GLN C 314 137.196 161.682 162.705 1.00 57.66 O -ATOM 18139 CB GLN C 314 138.508 164.158 164.140 1.00 57.66 C -ATOM 18140 CG GLN C 314 138.674 165.368 163.233 1.00 57.66 C -ATOM 18141 CD GLN C 314 139.729 166.328 163.739 1.00 57.66 C -ATOM 18142 OE1 GLN C 314 140.209 166.199 164.864 1.00 57.66 O -ATOM 18143 NE2 GLN C 314 140.094 167.299 162.910 1.00 57.66 N -ATOM 18144 N THR C 315 136.087 163.496 161.960 1.00 55.68 N -ATOM 18145 CA THR C 315 135.679 162.931 160.682 1.00 55.68 C -ATOM 18146 C THR C 315 136.179 163.838 159.558 1.00 55.68 C -ATOM 18147 O THR C 315 137.026 164.712 159.771 1.00 55.68 O -ATOM 18148 CB THR C 315 134.159 162.746 160.617 1.00 55.68 C -ATOM 18149 OG1 THR C 315 133.509 163.994 160.883 1.00 55.68 O -ATOM 18150 CG2 THR C 315 133.691 161.704 161.621 1.00 55.68 C -ATOM 18151 N SER C 316 135.670 163.591 158.351 1.00 61.43 N -ATOM 18152 CA SER C 316 136.088 164.340 157.172 1.00 61.43 C -ATOM 18153 C SER C 316 135.679 165.805 157.273 1.00 61.43 C -ATOM 18154 O SER C 316 134.597 166.135 157.766 1.00 61.43 O -ATOM 18155 CB SER C 316 135.489 163.717 155.912 1.00 61.43 C -ATOM 18156 OG SER C 316 135.717 164.536 154.778 1.00 61.43 O -ATOM 18157 N ASN C 317 136.563 166.682 156.805 1.00 55.13 N -ATOM 18158 CA ASN C 317 136.365 168.117 156.922 1.00 55.13 C -ATOM 18159 C ASN C 317 135.308 168.594 155.928 1.00 55.13 C -ATOM 18160 O ASN C 317 134.980 167.916 154.951 1.00 55.13 O -ATOM 18161 CB ASN C 317 137.683 168.849 156.686 1.00 55.13 C -ATOM 18162 CG ASN C 317 138.782 168.381 157.617 1.00 55.13 C -ATOM 18163 OD1 ASN C 317 138.567 168.218 158.817 1.00 55.13 O -ATOM 18164 ND2 ASN C 317 139.967 168.154 157.065 1.00 55.13 N -ATOM 18165 N PHE C 318 134.777 169.786 156.182 1.00 57.07 N -ATOM 18166 CA PHE C 318 133.782 170.390 155.311 1.00 57.07 C -ATOM 18167 C PHE C 318 134.344 171.676 154.722 1.00 57.07 C -ATOM 18168 O PHE C 318 135.151 172.364 155.352 1.00 57.07 O -ATOM 18169 CB PHE C 318 132.468 170.679 156.062 1.00 57.07 C -ATOM 18170 CG PHE C 318 132.480 171.962 156.847 1.00 57.07 C -ATOM 18171 CD1 PHE C 318 133.201 172.063 158.025 1.00 57.07 C -ATOM 18172 CD2 PHE C 318 131.754 173.064 156.411 1.00 57.07 C -ATOM 18173 CE1 PHE C 318 133.214 173.243 158.747 1.00 57.07 C -ATOM 18174 CE2 PHE C 318 131.763 174.245 157.127 1.00 57.07 C -ATOM 18175 CZ PHE C 318 132.492 174.333 158.297 1.00 57.07 C -ATOM 18176 N ARG C 319 133.946 171.972 153.485 1.00 61.01 N -ATOM 18177 CA ARG C 319 134.304 173.213 152.811 1.00 61.01 C -ATOM 18178 C ARG C 319 133.055 173.829 152.201 1.00 61.01 C -ATOM 18179 O ARG C 319 132.183 173.113 151.698 1.00 61.01 O -ATOM 18180 CB ARG C 319 135.360 173.001 151.704 1.00 61.01 C -ATOM 18181 CG ARG C 319 136.439 171.975 152.014 1.00 61.01 C -ATOM 18182 CD ARG C 319 137.753 172.302 151.326 1.00 61.01 C -ATOM 18183 NE ARG C 319 138.693 171.189 151.401 1.00 61.01 N -ATOM 18184 CZ ARG C 319 139.443 170.906 152.458 1.00 61.01 C -ATOM 18185 NH1 ARG C 319 139.415 171.654 153.550 1.00 61.01 N1+ -ATOM 18186 NH2 ARG C 319 140.245 169.846 152.418 1.00 61.01 N -ATOM 18187 N VAL C 320 132.969 175.157 152.248 1.00 68.53 N -ATOM 18188 CA VAL C 320 131.870 175.858 151.594 1.00 68.53 C -ATOM 18189 C VAL C 320 132.121 175.855 150.091 1.00 68.53 C -ATOM 18190 O VAL C 320 133.151 176.350 149.618 1.00 68.53 O -ATOM 18191 CB VAL C 320 131.724 177.284 152.140 1.00 68.53 C -ATOM 18192 CG1 VAL C 320 130.816 178.113 151.243 1.00 68.53 C -ATOM 18193 CG2 VAL C 320 131.175 177.248 153.554 1.00 68.53 C -ATOM 18194 N GLN C 321 131.185 175.284 149.338 1.00 77.55 N -ATOM 18195 CA GLN C 321 131.352 175.162 147.901 1.00 77.55 C -ATOM 18196 C GLN C 321 131.145 176.513 147.217 1.00 77.55 C -ATOM 18197 O GLN C 321 130.339 177.330 147.672 1.00 77.55 O -ATOM 18198 CB GLN C 321 130.369 174.138 147.338 1.00 77.55 C -ATOM 18199 CG GLN C 321 130.675 172.705 147.736 1.00 77.55 C -ATOM 18200 CD GLN C 321 131.968 172.195 147.131 1.00 77.55 C -ATOM 18201 OE1 GLN C 321 132.309 172.526 145.996 1.00 77.55 O -ATOM 18202 NE2 GLN C 321 132.697 171.384 147.889 1.00 77.55 N -ATOM 18203 N PRO C 322 131.879 176.782 146.136 1.00 83.44 N -ATOM 18204 CA PRO C 322 131.641 178.012 145.374 1.00 83.44 C -ATOM 18205 C PRO C 322 130.305 177.974 144.649 1.00 83.44 C -ATOM 18206 O PRO C 322 129.791 176.910 144.296 1.00 83.44 O -ATOM 18207 CB PRO C 322 132.812 178.050 144.386 1.00 83.44 C -ATOM 18208 CG PRO C 322 133.216 176.627 144.237 1.00 83.44 C -ATOM 18209 CD PRO C 322 133.013 176.014 145.593 1.00 83.44 C -ATOM 18210 N THR C 323 129.744 179.162 144.429 1.00 86.22 N -ATOM 18211 CA THR C 323 128.408 179.278 143.853 1.00 86.22 C -ATOM 18212 C THR C 323 128.452 179.407 142.331 1.00 86.22 C -ATOM 18213 O THR C 323 127.884 178.575 141.617 1.00 86.22 O -ATOM 18214 CB THR C 323 127.675 180.471 144.477 1.00 86.22 C -ATOM 18215 OG1 THR C 323 127.931 180.507 145.887 1.00 86.22 O -ATOM 18216 CG2 THR C 323 126.177 180.358 144.242 1.00 86.22 C -ATOM 18217 N GLU C 324 129.120 180.440 141.823 1.00 95.90 N -ATOM 18218 CA GLU C 324 129.250 180.655 140.388 1.00 95.90 C -ATOM 18219 C GLU C 324 130.708 180.944 140.048 1.00 95.90 C -ATOM 18220 O GLU C 324 131.578 180.990 140.923 1.00 95.90 O -ATOM 18221 CB GLU C 324 128.338 181.791 139.904 1.00 95.90 C -ATOM 18222 CG GLU C 324 128.770 183.183 140.339 1.00 95.90 C -ATOM 18223 CD GLU C 324 128.009 183.677 141.551 1.00 95.90 C -ATOM 18224 OE1 GLU C 324 127.321 182.861 142.196 1.00 95.90 O -ATOM 18225 OE2 GLU C 324 128.097 184.883 141.859 1.00 95.90 O1- -ATOM 18226 N SER C 325 130.973 181.137 138.759 1.00103.93 N -ATOM 18227 CA SER C 325 132.312 181.401 138.256 1.00103.93 C -ATOM 18228 C SER C 325 132.382 182.803 137.668 1.00103.93 C -ATOM 18229 O SER C 325 131.454 183.249 136.987 1.00103.93 O -ATOM 18230 CB SER C 325 132.713 180.371 137.197 1.00103.93 C -ATOM 18231 OG SER C 325 131.783 180.355 136.128 1.00103.93 O -ATOM 18232 N ILE C 326 133.487 183.494 137.938 1.00109.67 N -ATOM 18233 CA ILE C 326 133.728 184.848 137.459 1.00109.67 C -ATOM 18234 C ILE C 326 134.965 184.817 136.576 1.00109.67 C -ATOM 18235 O ILE C 326 136.008 184.296 136.983 1.00109.67 O -ATOM 18236 CB ILE C 326 133.919 185.837 138.624 1.00109.67 C -ATOM 18237 CG1 ILE C 326 132.755 185.743 139.613 1.00109.67 C -ATOM 18238 CG2 ILE C 326 134.062 187.258 138.103 1.00109.67 C -ATOM 18239 CD1 ILE C 326 131.407 186.053 139.011 1.00109.67 C -ATOM 18240 N VAL C 327 134.843 185.350 135.364 1.00121.88 N -ATOM 18241 CA VAL C 327 135.962 185.505 134.443 1.00121.88 C -ATOM 18242 C VAL C 327 136.155 186.996 134.212 1.00121.88 C -ATOM 18243 O VAL C 327 135.183 187.713 133.948 1.00121.88 O -ATOM 18244 CB VAL C 327 135.718 184.770 133.111 1.00121.88 C -ATOM 18245 CG1 VAL C 327 136.988 184.741 132.277 1.00121.88 C -ATOM 18246 CG2 VAL C 327 135.207 183.357 133.359 1.00121.88 C -ATOM 18247 N ARG C 328 137.394 187.469 134.332 1.00139.59 N -ATOM 18248 CA ARG C 328 137.666 188.890 134.170 1.00139.59 C -ATOM 18249 C ARG C 328 138.917 189.079 133.327 1.00139.59 C -ATOM 18250 O ARG C 328 139.932 188.415 133.557 1.00139.59 O -ATOM 18251 CB ARG C 328 137.809 189.571 135.535 1.00139.59 C -ATOM 18252 CG ARG C 328 138.122 191.049 135.470 1.00139.59 C -ATOM 18253 CD ARG C 328 136.976 191.833 134.857 1.00139.59 C -ATOM 18254 NE ARG C 328 135.764 191.804 135.665 1.00139.59 N -ATOM 18255 CZ ARG C 328 134.577 192.210 135.235 1.00139.59 C -ATOM 18256 NH1 ARG C 328 134.413 192.701 134.018 1.00139.59 N1+ -ATOM 18257 NH2 ARG C 328 133.527 192.120 136.045 1.00139.59 N -ATOM 18258 N PHE C 329 138.837 189.987 132.361 1.00136.75 N -ATOM 18259 CA PHE C 329 139.891 190.197 131.381 1.00136.75 C -ATOM 18260 C PHE C 329 139.823 191.647 130.924 1.00136.75 C -ATOM 18261 O PHE C 329 138.769 192.283 131.038 1.00136.75 O -ATOM 18262 CB PHE C 329 139.727 189.238 130.193 1.00136.75 C -ATOM 18263 CG PHE C 329 140.411 187.916 130.387 1.00136.75 C -ATOM 18264 CD1 PHE C 329 141.781 187.797 130.229 1.00136.75 C -ATOM 18265 CD2 PHE C 329 139.679 186.790 130.730 1.00136.75 C -ATOM 18266 CE1 PHE C 329 142.411 186.577 130.410 1.00136.75 C -ATOM 18267 CE2 PHE C 329 140.301 185.568 130.910 1.00136.75 C -ATOM 18268 CZ PHE C 329 141.669 185.462 130.750 1.00136.75 C -ATOM 18269 N PRO C 330 140.935 192.211 130.440 1.00145.71 N -ATOM 18270 CA PRO C 330 140.888 193.578 129.903 1.00145.71 C -ATOM 18271 C PRO C 330 140.052 193.665 128.636 1.00145.71 C -ATOM 18272 O PRO C 330 139.923 192.702 127.876 1.00145.71 O -ATOM 18273 CB PRO C 330 142.360 193.903 129.621 1.00145.71 C -ATOM 18274 CG PRO C 330 143.036 192.578 129.536 1.00145.71 C -ATOM 18275 CD PRO C 330 142.322 191.724 130.532 1.00145.71 C -ATOM 18276 N ASN C 331 139.475 194.844 128.418 1.00162.37 N -ATOM 18277 CA ASN C 331 138.490 195.042 127.354 1.00162.37 C -ATOM 18278 C ASN C 331 139.137 195.445 126.030 1.00162.37 C -ATOM 18279 O ASN C 331 138.755 196.436 125.409 1.00162.37 O -ATOM 18280 CB ASN C 331 137.452 196.071 127.798 1.00162.37 C -ATOM 18281 CG ASN C 331 138.073 197.359 128.340 1.00162.37 C -ATOM 18282 OD1 ASN C 331 139.255 197.640 128.133 1.00162.37 O -ATOM 18283 ND2 ASN C 331 137.260 198.151 129.040 1.00162.37 N -ATOM 18284 N ILE C 332 140.120 194.679 125.583 1.00124.43 N -ATOM 18285 CA ILE C 332 140.772 194.939 124.306 1.00124.43 C -ATOM 18286 C ILE C 332 140.089 194.102 123.229 1.00124.43 C -ATOM 18287 O ILE C 332 139.631 192.979 123.481 1.00124.43 O -ATOM 18288 CB ILE C 332 142.295 194.681 124.399 1.00124.43 C -ATOM 18289 CG1 ILE C 332 143.037 195.304 123.211 1.00124.43 C -ATOM 18290 CG2 ILE C 332 142.639 193.204 124.592 1.00124.43 C -ATOM 18291 CD1 ILE C 332 142.925 196.811 123.142 1.00124.43 C -ATOM 18292 N THR C 333 139.949 194.685 122.035 1.00114.84 N -ATOM 18293 CA THR C 333 139.228 194.048 120.939 1.00114.84 C -ATOM 18294 C THR C 333 140.047 193.891 119.666 1.00114.84 C -ATOM 18295 O THR C 333 139.594 193.191 118.754 1.00114.84 O -ATOM 18296 CB THR C 333 137.950 194.835 120.591 1.00114.84 C -ATOM 18297 OG1 THR C 333 138.300 196.159 120.168 1.00114.84 O -ATOM 18298 CG2 THR C 333 137.000 194.915 121.783 1.00114.84 C -ATOM 18299 N ASN C 334 141.214 194.522 119.563 1.00108.64 N -ATOM 18300 CA ASN C 334 142.038 194.392 118.370 1.00108.64 C -ATOM 18301 C ASN C 334 142.668 193.008 118.288 1.00108.64 C -ATOM 18302 O ASN C 334 142.898 192.342 119.299 1.00108.64 O -ATOM 18303 CB ASN C 334 143.125 195.466 118.348 1.00108.64 C -ATOM 18304 CG ASN C 334 142.555 196.864 118.244 1.00108.64 C -ATOM 18305 OD1 ASN C 334 141.647 197.115 117.451 1.00108.64 O -ATOM 18306 ND2 ASN C 334 143.083 197.784 119.043 1.00108.64 N -ATOM 18307 N LEU C 335 142.934 192.574 117.061 1.00103.72 N -ATOM 18308 CA LEU C 335 143.521 191.269 116.808 1.00103.72 C -ATOM 18309 C LEU C 335 145.010 191.454 116.554 1.00103.72 C -ATOM 18310 O LEU C 335 145.420 192.364 115.826 1.00103.72 O -ATOM 18311 CB LEU C 335 142.818 190.586 115.626 1.00103.72 C -ATOM 18312 CG LEU C 335 143.059 189.133 115.192 1.00103.72 C -ATOM 18313 CD1 LEU C 335 141.793 188.638 114.506 1.00103.72 C -ATOM 18314 CD2 LEU C 335 144.244 188.952 114.251 1.00103.72 C -ATOM 18315 N CYS C 336 145.811 190.594 117.176 1.00106.14 N -ATOM 18316 CA CYS C 336 147.255 190.762 117.188 1.00106.14 C -ATOM 18317 C CYS C 336 147.850 190.508 115.804 1.00106.14 C -ATOM 18318 O CYS C 336 147.339 189.682 115.046 1.00106.14 O -ATOM 18319 CB CYS C 336 147.878 189.822 118.214 1.00106.14 C -ATOM 18320 SG CYS C 336 147.557 190.311 119.919 1.00106.14 S -ATOM 18321 N PRO C 337 148.943 191.212 115.448 1.00108.52 N -ATOM 18322 CA PRO C 337 149.502 191.075 114.094 1.00108.52 C -ATOM 18323 C PRO C 337 150.184 189.739 113.833 1.00108.52 C -ATOM 18324 O PRO C 337 151.407 189.676 113.672 1.00108.52 O -ATOM 18325 CB PRO C 337 150.509 192.232 114.013 1.00108.52 C -ATOM 18326 CG PRO C 337 150.828 192.573 115.429 1.00108.52 C -ATOM 18327 CD PRO C 337 149.572 192.318 116.193 1.00108.52 C -ATOM 18328 N PHE C 338 149.397 188.666 113.787 1.00113.48 N -ATOM 18329 CA PHE C 338 149.869 187.359 113.358 1.00113.48 C -ATOM 18330 C PHE C 338 149.684 187.143 111.865 1.00113.48 C -ATOM 18331 O PHE C 338 150.099 186.103 111.345 1.00113.48 O -ATOM 18332 CB PHE C 338 149.154 186.255 114.142 1.00113.48 C -ATOM 18333 CG PHE C 338 149.661 186.090 115.542 1.00113.48 C -ATOM 18334 CD1 PHE C 338 150.859 185.437 115.787 1.00113.48 C -ATOM 18335 CD2 PHE C 338 148.956 186.617 116.612 1.00113.48 C -ATOM 18336 CE1 PHE C 338 151.334 185.292 117.078 1.00113.48 C -ATOM 18337 CE2 PHE C 338 149.427 186.479 117.903 1.00113.48 C -ATOM 18338 CZ PHE C 338 150.617 185.815 118.137 1.00113.48 C -ATOM 18339 N ASP C 339 149.063 188.096 111.174 1.00126.80 N -ATOM 18340 CA ASP C 339 149.014 188.121 109.721 1.00126.80 C -ATOM 18341 C ASP C 339 150.051 189.070 109.138 1.00126.80 C -ATOM 18342 O ASP C 339 149.989 189.392 107.948 1.00126.80 O -ATOM 18343 CB ASP C 339 147.612 188.500 109.243 1.00126.80 C -ATOM 18344 CG ASP C 339 146.546 187.564 109.777 1.00126.80 C -ATOM 18345 OD1 ASP C 339 146.721 186.333 109.655 1.00126.80 O -ATOM 18346 OD2 ASP C 339 145.536 188.058 110.319 1.00126.80 O1- -ATOM 18347 N GLU C 340 150.980 189.548 109.964 1.00126.37 N -ATOM 18348 CA GLU C 340 152.195 190.212 109.513 1.00126.37 C -ATOM 18349 C GLU C 340 153.397 189.281 109.549 1.00126.37 C -ATOM 18350 O GLU C 340 154.207 189.282 108.617 1.00126.37 O -ATOM 18351 CB GLU C 340 152.469 191.455 110.367 1.00126.37 C -ATOM 18352 CG GLU C 340 151.823 192.739 109.843 1.00126.37 C -ATOM 18353 CD GLU C 340 150.335 192.862 110.156 1.00126.37 C -ATOM 18354 OE1 GLU C 340 149.755 191.952 110.787 1.00126.37 O -ATOM 18355 OE2 GLU C 340 149.738 193.885 109.761 1.00126.37 O1- -ATOM 18356 N VAL C 341 153.529 188.485 110.608 1.00133.93 N -ATOM 18357 CA VAL C 341 154.399 187.317 110.574 1.00133.93 C -ATOM 18358 C VAL C 341 153.688 186.220 109.795 1.00133.93 C -ATOM 18359 O VAL C 341 152.459 186.233 109.656 1.00133.93 O -ATOM 18360 CB VAL C 341 154.778 186.858 111.996 1.00133.93 C -ATOM 18361 CG1 VAL C 341 155.619 187.920 112.686 1.00133.93 C -ATOM 18362 CG2 VAL C 341 153.532 186.547 112.808 1.00133.93 C -ATOM 18363 N PHE C 342 154.479 185.303 109.223 1.00151.26 N -ATOM 18364 CA PHE C 342 154.081 184.238 108.296 1.00151.26 C -ATOM 18365 C PHE C 342 153.461 184.758 106.998 1.00151.26 C -ATOM 18366 O PHE C 342 152.934 183.962 106.212 1.00151.26 O -ATOM 18367 CB PHE C 342 153.117 183.222 108.937 1.00151.26 C -ATOM 18368 CG PHE C 342 153.633 182.590 110.195 1.00151.26 C -ATOM 18369 CD1 PHE C 342 154.731 181.745 110.166 1.00151.26 C -ATOM 18370 CD2 PHE C 342 153.002 182.828 111.407 1.00151.26 C -ATOM 18371 CE1 PHE C 342 155.199 181.156 111.328 1.00151.26 C -ATOM 18372 CE2 PHE C 342 153.463 182.244 112.572 1.00151.26 C -ATOM 18373 CZ PHE C 342 154.561 181.406 112.532 1.00151.26 C -ATOM 18374 N ASN C 343 153.507 186.068 106.742 1.00155.76 N -ATOM 18375 CA ASN C 343 152.832 186.649 105.593 1.00155.76 C -ATOM 18376 C ASN C 343 153.621 187.756 104.912 1.00155.76 C -ATOM 18377 O ASN C 343 153.091 188.378 103.985 1.00155.76 O -ATOM 18378 CB ASN C 343 151.458 187.196 106.005 1.00155.76 C -ATOM 18379 CG ASN C 343 150.408 186.113 106.115 1.00155.76 C -ATOM 18380 OD1 ASN C 343 150.326 185.410 107.124 1.00155.76 O -ATOM 18381 ND2 ASN C 343 149.595 185.977 105.071 1.00155.76 N -ATOM 18382 N ALA C 344 154.847 188.037 105.343 1.00188.55 N -ATOM 18383 CA ALA C 344 155.648 189.066 104.702 1.00188.55 C -ATOM 18384 C ALA C 344 156.124 188.595 103.331 1.00188.55 C -ATOM 18385 O ALA C 344 156.132 187.399 103.023 1.00188.55 O -ATOM 18386 CB ALA C 344 156.843 189.444 105.576 1.00188.55 C -ATOM 18387 N THR C 345 156.495 189.568 102.494 1.00217.59 N -ATOM 18388 CA THR C 345 156.978 189.263 101.150 1.00217.59 C -ATOM 18389 C THR C 345 158.302 188.509 101.192 1.00217.59 C -ATOM 18390 O THR C 345 158.516 187.574 100.412 1.00217.59 O -ATOM 18391 CB THR C 345 157.122 190.551 100.341 1.00217.59 C -ATOM 18392 OG1 THR C 345 158.114 191.389 100.947 1.00217.59 O -ATOM 18393 CG2 THR C 345 155.798 191.299 100.296 1.00217.59 C -ATOM 18394 N ARG C 346 159.196 188.896 102.098 1.00228.54 N -ATOM 18395 CA ARG C 346 160.460 188.192 102.280 1.00228.54 C -ATOM 18396 C ARG C 346 160.908 188.370 103.720 1.00228.54 C -ATOM 18397 O ARG C 346 161.049 189.504 104.188 1.00228.54 O -ATOM 18398 CB ARG C 346 161.529 188.712 101.317 1.00228.54 C -ATOM 18399 CG ARG C 346 162.880 188.042 101.490 1.00228.54 C -ATOM 18400 CD ARG C 346 164.006 188.934 101.004 1.00228.54 C -ATOM 18401 NE ARG C 346 165.235 188.708 101.754 1.00228.54 N -ATOM 18402 CZ ARG C 346 166.379 189.336 101.525 1.00228.54 C -ATOM 18403 NH1 ARG C 346 166.491 190.238 100.563 1.00228.54 N1+ -ATOM 18404 NH2 ARG C 346 167.438 189.051 102.277 1.00228.54 N -ATOM 18405 N PHE C 347 161.124 187.259 104.419 1.00206.58 N -ATOM 18406 CA PHE C 347 161.664 187.330 105.766 1.00206.58 C -ATOM 18407 C PHE C 347 163.142 187.706 105.728 1.00206.58 C -ATOM 18408 O PHE C 347 163.821 187.587 104.704 1.00206.58 O -ATOM 18409 CB PHE C 347 161.485 186.001 106.498 1.00206.58 C -ATOM 18410 CG PHE C 347 160.140 185.828 107.147 1.00206.58 C -ATOM 18411 CD1 PHE C 347 159.145 186.784 107.003 1.00206.58 C -ATOM 18412 CD2 PHE C 347 159.875 184.698 107.906 1.00206.58 C -ATOM 18413 CE1 PHE C 347 157.912 186.615 107.606 1.00206.58 C -ATOM 18414 CE2 PHE C 347 158.645 184.522 108.508 1.00206.58 C -ATOM 18415 CZ PHE C 347 157.663 185.482 108.359 1.00206.58 C -ATOM 18416 N ALA C 348 163.638 188.161 106.873 1.00209.17 N -ATOM 18417 CA ALA C 348 164.999 188.658 106.969 1.00209.17 C -ATOM 18418 C ALA C 348 165.990 187.499 107.051 1.00209.17 C -ATOM 18419 O ALA C 348 165.621 186.329 107.184 1.00209.17 O -ATOM 18420 CB ALA C 348 165.133 189.585 108.173 1.00209.17 C -ATOM 18421 N SER C 349 167.275 187.835 106.975 1.00217.27 N -ATOM 18422 CA SER C 349 168.338 186.849 107.113 1.00217.27 C -ATOM 18423 C SER C 349 168.617 186.618 108.596 1.00217.27 C -ATOM 18424 O SER C 349 167.884 187.079 109.476 1.00217.27 O -ATOM 18425 CB SER C 349 169.588 187.303 106.366 1.00217.27 C -ATOM 18426 OG SER C 349 170.303 188.265 107.121 1.00217.27 O -ATOM 18427 N VAL C 350 169.698 185.898 108.894 1.00214.06 N -ATOM 18428 CA VAL C 350 169.972 185.554 110.281 1.00214.06 C -ATOM 18429 C VAL C 350 170.650 186.712 111.014 1.00214.06 C -ATOM 18430 O VAL C 350 170.560 186.795 112.246 1.00214.06 O -ATOM 18431 CB VAL C 350 170.800 184.253 110.328 1.00214.06 C -ATOM 18432 CG1 VAL C 350 172.184 184.447 109.716 1.00214.06 C -ATOM 18433 CG2 VAL C 350 170.839 183.636 111.726 1.00214.06 C -ATOM 18434 N TYR C 351 171.283 187.642 110.287 1.00216.91 N -ATOM 18435 CA TYR C 351 171.899 188.794 110.944 1.00216.91 C -ATOM 18436 C TYR C 351 170.841 189.764 111.447 1.00216.91 C -ATOM 18437 O TYR C 351 170.983 190.341 112.531 1.00216.91 O -ATOM 18438 CB TYR C 351 172.839 189.549 110.001 1.00216.91 C -ATOM 18439 CG TYR C 351 173.786 188.734 109.153 1.00216.91 C -ATOM 18440 CD1 TYR C 351 174.432 187.609 109.654 1.00216.91 C -ATOM 18441 CD2 TYR C 351 174.061 189.124 107.850 1.00216.91 C -ATOM 18442 CE1 TYR C 351 175.300 186.881 108.865 1.00216.91 C -ATOM 18443 CE2 TYR C 351 174.930 188.413 107.063 1.00216.91 C -ATOM 18444 CZ TYR C 351 175.545 187.291 107.571 1.00216.91 C -ATOM 18445 OH TYR C 351 176.410 186.582 106.773 1.00216.91 O -ATOM 18446 N ALA C 352 169.784 189.968 110.662 1.00201.65 N -ATOM 18447 CA ALA C 352 168.748 190.914 111.051 1.00201.65 C -ATOM 18448 C ALA C 352 167.833 190.317 112.110 1.00201.65 C -ATOM 18449 O ALA C 352 167.700 190.890 113.196 1.00201.65 O -ATOM 18450 CB ALA C 352 167.950 191.357 109.825 1.00201.65 C -ATOM 18451 N TRP C 353 167.261 189.140 111.816 1.00188.97 N -ATOM 18452 CA TRP C 353 166.323 188.367 112.655 1.00188.97 C -ATOM 18453 C TRP C 353 165.280 189.262 113.333 1.00188.97 C -ATOM 18454 O TRP C 353 165.256 189.437 114.550 1.00188.97 O -ATOM 18455 CB TRP C 353 167.065 187.459 113.659 1.00188.97 C -ATOM 18456 CG TRP C 353 167.996 188.096 114.683 1.00188.97 C -ATOM 18457 CD1 TRP C 353 169.258 188.570 114.467 1.00188.97 C -ATOM 18458 CD2 TRP C 353 167.747 188.261 116.087 1.00188.97 C -ATOM 18459 NE1 TRP C 353 169.791 189.057 115.632 1.00188.97 N -ATOM 18460 CE2 TRP C 353 168.887 188.873 116.644 1.00188.97 C -ATOM 18461 CE3 TRP C 353 166.668 187.960 116.925 1.00188.97 C -ATOM 18462 CZ2 TRP C 353 168.976 189.197 117.996 1.00188.97 C -ATOM 18463 CZ3 TRP C 353 166.758 188.282 118.265 1.00188.97 C -ATOM 18464 CH2 TRP C 353 167.904 188.891 118.788 1.00188.97 C -ATOM 18465 N ASN C 354 164.437 189.863 112.490 1.00167.10 N -ATOM 18466 CA ASN C 354 163.590 190.972 112.914 1.00167.10 C -ATOM 18467 C ASN C 354 162.549 190.541 113.941 1.00167.10 C -ATOM 18468 O ASN C 354 161.843 189.541 113.766 1.00167.10 O -ATOM 18469 CB ASN C 354 162.902 191.603 111.702 1.00167.10 C -ATOM 18470 CG ASN C 354 163.867 192.377 110.825 1.00167.10 C -ATOM 18471 OD1 ASN C 354 164.980 192.699 111.242 1.00167.10 O -ATOM 18472 ND2 ASN C 354 163.443 192.684 109.605 1.00167.10 N -ATOM 18473 N ARG C 355 162.487 191.307 115.029 1.00138.44 N -ATOM 18474 CA ARG C 355 161.558 191.088 116.127 1.00138.44 C -ATOM 18475 C ARG C 355 160.419 192.089 116.020 1.00138.44 C -ATOM 18476 O ARG C 355 160.654 193.298 115.923 1.00138.44 O -ATOM 18477 CB ARG C 355 162.251 191.248 117.482 1.00138.44 C -ATOM 18478 CG ARG C 355 163.634 190.635 117.586 1.00138.44 C -ATOM 18479 CD ARG C 355 164.112 190.623 119.033 1.00138.44 C -ATOM 18480 NE ARG C 355 163.424 189.623 119.841 1.00138.44 N -ATOM 18481 CZ ARG C 355 163.635 189.435 121.137 1.00138.44 C -ATOM 18482 NH1 ARG C 355 164.505 190.170 121.810 1.00138.44 N1+ -ATOM 18483 NH2 ARG C 355 162.955 188.486 121.774 1.00138.44 N -ATOM 18484 N LYS C 356 159.195 191.585 116.042 1.00120.63 N -ATOM 18485 CA LYS C 356 157.998 192.412 116.055 1.00120.63 C -ATOM 18486 C LYS C 356 157.395 192.356 117.450 1.00120.63 C -ATOM 18487 O LYS C 356 157.189 191.264 117.996 1.00120.63 O -ATOM 18488 CB LYS C 356 156.994 191.944 115.002 1.00120.63 C -ATOM 18489 CG LYS C 356 157.562 191.914 113.594 1.00120.63 C -ATOM 18490 CD LYS C 356 156.493 191.599 112.564 1.00120.63 C -ATOM 18491 CE LYS C 356 157.092 191.507 111.170 1.00120.63 C -ATOM 18492 NZ LYS C 356 156.061 191.214 110.136 1.00120.63 N1+ -ATOM 18493 N ARG C 357 157.159 193.530 118.032 1.00106.48 N -ATOM 18494 CA ARG C 357 156.495 193.612 119.324 1.00106.48 C -ATOM 18495 C ARG C 357 154.993 193.449 119.153 1.00106.48 C -ATOM 18496 O ARG C 357 154.374 194.105 118.309 1.00106.48 O -ATOM 18497 CB ARG C 357 156.805 194.941 120.010 1.00106.48 C -ATOM 18498 CG ARG C 357 158.204 195.037 120.589 1.00106.48 C -ATOM 18499 CD ARG C 357 158.384 196.333 121.363 1.00106.48 C -ATOM 18500 NE ARG C 357 157.227 196.632 122.200 1.00106.48 N -ATOM 18501 CZ ARG C 357 157.077 196.218 123.451 1.00106.48 C -ATOM 18502 NH1 ARG C 357 157.998 195.483 124.051 1.00106.48 N1+ -ATOM 18503 NH2 ARG C 357 155.974 196.551 124.116 1.00106.48 N -ATOM 18504 N ILE C 358 154.411 192.575 119.963 1.00 99.24 N -ATOM 18505 CA ILE C 358 152.988 192.288 119.956 1.00 99.24 C -ATOM 18506 C ILE C 358 152.448 192.697 121.316 1.00 99.24 C -ATOM 18507 O ILE C 358 152.848 192.129 122.346 1.00 99.24 O -ATOM 18508 CB ILE C 358 152.713 190.804 119.669 1.00 99.24 C -ATOM 18509 CG1 ILE C 358 153.349 190.396 118.336 1.00 99.24 C -ATOM 18510 CG2 ILE C 358 151.225 190.529 119.677 1.00 99.24 C -ATOM 18511 CD1 ILE C 358 153.078 188.963 117.928 1.00 99.24 C -ATOM 18512 N SER C 359 151.558 193.691 121.315 1.00 98.48 N -ATOM 18513 CA SER C 359 150.980 194.246 122.529 1.00 98.48 C -ATOM 18514 C SER C 359 149.633 194.871 122.196 1.00 98.48 C -ATOM 18515 O SER C 359 149.357 195.214 121.042 1.00 98.48 O -ATOM 18516 CB SER C 359 151.908 195.281 123.175 1.00 98.48 C -ATOM 18517 OG SER C 359 152.063 196.419 122.345 1.00 98.48 O -ATOM 18518 N ASN C 360 148.800 194.996 123.239 1.00104.43 N -ATOM 18519 CA ASN C 360 147.526 195.729 123.219 1.00104.43 C -ATOM 18520 C ASN C 360 146.540 195.166 122.191 1.00104.43 C -ATOM 18521 O ASN C 360 145.915 195.908 121.430 1.00104.43 O -ATOM 18522 CB ASN C 360 147.760 197.226 122.985 1.00104.43 C -ATOM 18523 CG ASN C 360 148.352 197.920 124.196 1.00104.43 C -ATOM 18524 OD1 ASN C 360 148.091 197.539 125.336 1.00104.43 O -ATOM 18525 ND2 ASN C 360 149.161 198.945 123.952 1.00104.43 N -ATOM 18526 N CYS C 361 146.391 193.843 122.178 1.00106.23 N -ATOM 18527 CA CYS C 361 145.493 193.198 121.226 1.00106.23 C -ATOM 18528 C CYS C 361 145.039 191.856 121.788 1.00106.23 C -ATOM 18529 O CYS C 361 145.431 191.453 122.886 1.00106.23 O -ATOM 18530 CB CYS C 361 146.168 193.021 119.865 1.00106.23 C -ATOM 18531 SG CYS C 361 147.839 192.324 119.933 1.00106.23 S -ATOM 18532 N VAL C 362 144.205 191.162 121.015 1.00105.57 N -ATOM 18533 CA VAL C 362 143.734 189.818 121.338 1.00105.57 C -ATOM 18534 C VAL C 362 144.428 188.851 120.387 1.00105.57 C -ATOM 18535 O VAL C 362 144.350 189.012 119.163 1.00105.57 O -ATOM 18536 CB VAL C 362 142.203 189.709 121.230 1.00105.57 C -ATOM 18537 CG1 VAL C 362 141.759 188.256 121.108 1.00105.57 C -ATOM 18538 CG2 VAL C 362 141.534 190.367 122.423 1.00105.57 C -ATOM 18539 N ALA C 363 145.116 187.855 120.944 1.00106.04 N -ATOM 18540 CA ALA C 363 145.922 186.925 120.160 1.00106.04 C -ATOM 18541 C ALA C 363 145.184 185.601 120.019 1.00106.04 C -ATOM 18542 O ALA C 363 145.119 184.815 120.968 1.00106.04 O -ATOM 18543 CB ALA C 363 147.284 186.708 120.810 1.00106.04 C -ATOM 18544 N ASP C 364 144.667 185.339 118.825 1.00112.14 N -ATOM 18545 CA ASP C 364 143.984 184.084 118.525 1.00112.14 C -ATOM 18546 C ASP C 364 145.033 183.093 118.035 1.00112.14 C -ATOM 18547 O ASP C 364 145.399 183.091 116.857 1.00112.14 O -ATOM 18548 CB ASP C 364 142.884 184.298 117.491 1.00112.14 C -ATOM 18549 CG ASP C 364 141.946 183.113 117.384 1.00112.14 C -ATOM 18550 OD1 ASP C 364 142.025 182.206 118.239 1.00112.14 O -ATOM 18551 OD2 ASP C 364 141.129 183.087 116.440 1.00112.14 O1- -ATOM 18552 N TYR C 365 145.517 182.245 118.944 1.00114.32 N -ATOM 18553 CA TYR C 365 146.485 181.217 118.583 1.00114.32 C -ATOM 18554 C TYR C 365 145.858 180.047 117.837 1.00114.32 C -ATOM 18555 O TYR C 365 146.595 179.221 117.288 1.00114.32 O -ATOM 18556 CB TYR C 365 147.204 180.700 119.832 1.00114.32 C -ATOM 18557 CG TYR C 365 148.207 181.673 120.410 1.00114.32 C -ATOM 18558 CD1 TYR C 365 147.819 182.633 121.338 1.00114.32 C -ATOM 18559 CD2 TYR C 365 149.543 181.633 120.025 1.00114.32 C -ATOM 18560 CE1 TYR C 365 148.734 183.525 121.869 1.00114.32 C -ATOM 18561 CE2 TYR C 365 150.466 182.522 120.550 1.00114.32 C -ATOM 18562 CZ TYR C 365 150.055 183.465 121.471 1.00114.32 C -ATOM 18563 OH TYR C 365 150.967 184.351 121.996 1.00114.32 O -ATOM 18564 N SER C 366 144.526 179.959 117.796 1.00122.32 N -ATOM 18565 CA SER C 366 143.848 178.905 117.050 1.00122.32 C -ATOM 18566 C SER C 366 143.922 179.105 115.543 1.00122.32 C -ATOM 18567 O SER C 366 143.620 178.164 114.801 1.00122.32 O -ATOM 18568 CB SER C 366 142.385 178.812 117.488 1.00122.32 C -ATOM 18569 OG SER C 366 141.646 179.933 117.037 1.00122.32 O -ATOM 18570 N VAL C 367 144.309 180.299 115.082 1.00127.17 N -ATOM 18571 CA VAL C 367 144.489 180.553 113.653 1.00127.17 C -ATOM 18572 C VAL C 367 145.615 179.686 113.097 1.00127.17 C -ATOM 18573 O VAL C 367 145.496 179.111 112.006 1.00127.17 O -ATOM 18574 CB VAL C 367 144.746 182.056 113.421 1.00127.17 C -ATOM 18575 CG1 VAL C 367 145.148 182.343 111.979 1.00127.17 C -ATOM 18576 CG2 VAL C 367 143.518 182.867 113.807 1.00127.17 C -ATOM 18577 N LEU C 368 146.707 179.551 113.855 1.00133.36 N -ATOM 18578 CA LEU C 368 147.826 178.714 113.431 1.00133.36 C -ATOM 18579 C LEU C 368 147.449 177.236 113.413 1.00133.36 C -ATOM 18580 O LEU C 368 147.933 176.479 112.564 1.00133.36 O -ATOM 18581 CB LEU C 368 149.027 178.952 114.346 1.00133.36 C -ATOM 18582 CG LEU C 368 149.290 180.412 114.720 1.00133.36 C -ATOM 18583 CD1 LEU C 368 150.337 180.507 115.815 1.00133.36 C -ATOM 18584 CD2 LEU C 368 149.718 181.210 113.497 1.00133.36 C -ATOM 18585 N TYR C 369 146.594 176.804 114.344 1.00136.96 N -ATOM 18586 CA TYR C 369 146.120 175.424 114.318 1.00136.96 C -ATOM 18587 C TYR C 369 145.152 175.187 113.166 1.00136.96 C -ATOM 18588 O TYR C 369 145.115 174.085 112.606 1.00136.96 O -ATOM 18589 CB TYR C 369 145.461 175.063 115.649 1.00136.96 C -ATOM 18590 CG TYR C 369 146.366 175.256 116.843 1.00136.96 C -ATOM 18591 CD1 TYR C 369 147.572 174.574 116.942 1.00136.96 C -ATOM 18592 CD2 TYR C 369 146.010 176.113 117.877 1.00136.96 C -ATOM 18593 CE1 TYR C 369 148.405 174.747 118.032 1.00136.96 C -ATOM 18594 CE2 TYR C 369 146.835 176.295 118.972 1.00136.96 C -ATOM 18595 CZ TYR C 369 148.029 175.608 119.043 1.00136.96 C -ATOM 18596 OH TYR C 369 148.851 175.786 120.131 1.00136.96 O -ATOM 18597 N ASN C 370 144.359 176.200 112.806 1.00140.89 N -ATOM 18598 CA ASN C 370 143.481 176.084 111.647 1.00140.89 C -ATOM 18599 C ASN C 370 144.268 176.068 110.342 1.00140.89 C -ATOM 18600 O ASN C 370 143.846 175.421 109.376 1.00140.89 O -ATOM 18601 CB ASN C 370 142.466 177.228 111.634 1.00140.89 C -ATOM 18602 CG ASN C 370 141.460 177.129 112.763 1.00140.89 C -ATOM 18603 OD1 ASN C 370 141.375 176.110 113.448 1.00140.89 O -ATOM 18604 ND2 ASN C 370 140.691 178.193 112.964 1.00140.89 N -ATOM 18605 N LEU C 371 145.400 176.766 110.291 1.00147.87 N -ATOM 18606 CA LEU C 371 146.197 176.836 109.073 1.00147.87 C -ATOM 18607 C LEU C 371 146.960 175.532 108.873 1.00147.87 C -ATOM 18608 O LEU C 371 147.708 175.099 109.757 1.00147.87 O -ATOM 18609 CB LEU C 371 147.155 178.023 109.123 1.00147.87 C -ATOM 18610 CG LEU C 371 146.518 179.387 108.848 1.00147.87 C -ATOM 18611 CD1 LEU C 371 147.551 180.502 108.933 1.00147.87 C -ATOM 18612 CD2 LEU C 371 145.825 179.387 107.496 1.00147.87 C -ATOM 18613 N ALA C 372 146.750 174.908 107.714 1.00159.71 N -ATOM 18614 CA ALA C 372 147.440 173.663 107.374 1.00159.71 C -ATOM 18615 C ALA C 372 148.963 173.773 107.266 1.00159.71 C -ATOM 18616 O ALA C 372 149.651 172.945 107.889 1.00159.71 O -ATOM 18617 CB ALA C 372 146.841 173.091 106.084 1.00159.71 C -ATOM 18618 N PRO C 373 149.575 174.741 106.502 1.00171.68 N -ATOM 18619 CA PRO C 373 151.028 174.546 106.266 1.00171.68 C -ATOM 18620 C PRO C 373 151.920 175.000 107.419 1.00171.68 C -ATOM 18621 O PRO C 373 152.654 175.991 107.346 1.00171.68 O -ATOM 18622 CB PRO C 373 151.257 175.359 104.988 1.00171.68 C -ATOM 18623 CG PRO C 373 150.314 176.480 105.093 1.00171.68 C -ATOM 18624 CD PRO C 373 149.100 175.965 105.816 1.00171.68 C -ATOM 18625 N PHE C 374 151.879 174.240 108.514 1.00165.47 N -ATOM 18626 CA PHE C 374 152.750 174.447 109.663 1.00165.47 C -ATOM 18627 C PHE C 374 153.323 173.106 110.101 1.00165.47 C -ATOM 18628 O PHE C 374 152.671 172.065 109.975 1.00165.47 O -ATOM 18629 CB PHE C 374 151.999 175.114 110.823 1.00165.47 C -ATOM 18630 CG PHE C 374 151.811 176.595 110.648 1.00165.47 C -ATOM 18631 CD1 PHE C 374 152.851 177.390 110.187 1.00165.47 C -ATOM 18632 CD2 PHE C 374 150.591 177.190 110.926 1.00165.47 C -ATOM 18633 CE1 PHE C 374 152.680 178.754 110.018 1.00165.47 C -ATOM 18634 CE2 PHE C 374 150.412 178.554 110.761 1.00165.47 C -ATOM 18635 CZ PHE C 374 151.459 179.336 110.306 1.00165.47 C -ATOM 18636 N PHE C 375 154.551 173.134 110.617 1.00173.80 N -ATOM 18637 CA PHE C 375 155.294 171.903 110.868 1.00173.80 C -ATOM 18638 C PHE C 375 155.740 171.728 112.312 1.00173.80 C -ATOM 18639 O PHE C 375 155.676 170.612 112.833 1.00173.80 O -ATOM 18640 CB PHE C 375 156.512 171.841 109.929 1.00173.80 C -ATOM 18641 CG PHE C 375 157.333 170.590 110.067 1.00173.80 C -ATOM 18642 CD1 PHE C 375 156.884 169.390 109.536 1.00173.80 C -ATOM 18643 CD2 PHE C 375 158.574 170.623 110.683 1.00173.80 C -ATOM 18644 CE1 PHE C 375 157.643 168.237 109.650 1.00173.80 C -ATOM 18645 CE2 PHE C 375 159.340 169.476 110.801 1.00173.80 C -ATOM 18646 CZ PHE C 375 158.874 168.282 110.282 1.00173.80 C -ATOM 18647 N THR C 376 156.188 172.788 112.983 1.00160.77 N -ATOM 18648 CA THR C 376 156.666 172.697 114.358 1.00160.77 C -ATOM 18649 C THR C 376 155.783 173.522 115.281 1.00160.77 C -ATOM 18650 O THR C 376 155.602 174.724 115.062 1.00160.77 O -ATOM 18651 CB THR C 376 158.118 173.175 114.486 1.00160.77 C -ATOM 18652 OG1 THR C 376 158.273 174.436 113.824 1.00160.77 O -ATOM 18653 CG2 THR C 376 159.082 172.159 113.899 1.00160.77 C -ATOM 18654 N PHE C 377 155.248 172.874 116.318 1.00150.75 N -ATOM 18655 CA PHE C 377 154.522 173.526 117.404 1.00150.75 C -ATOM 18656 C PHE C 377 155.263 173.353 118.727 1.00150.75 C -ATOM 18657 O PHE C 377 154.645 173.293 119.791 1.00150.75 O -ATOM 18658 CB PHE C 377 153.096 172.981 117.530 1.00150.75 C -ATOM 18659 CG PHE C 377 152.175 173.339 116.384 1.00150.75 C -ATOM 18660 CD1 PHE C 377 152.494 174.341 115.477 1.00150.75 C -ATOM 18661 CD2 PHE C 377 150.986 172.648 116.212 1.00150.75 C -ATOM 18662 CE1 PHE C 377 151.644 174.653 114.431 1.00150.75 C -ATOM 18663 CE2 PHE C 377 150.131 172.953 115.166 1.00150.75 C -ATOM 18664 CZ PHE C 377 150.460 173.958 114.275 1.00150.75 C -ATOM 18665 N LYS C 378 156.589 173.267 118.669 1.00140.79 N -ATOM 18666 CA LYS C 378 157.398 172.894 119.821 1.00140.79 C -ATOM 18667 C LYS C 378 157.615 174.103 120.724 1.00140.79 C -ATOM 18668 O LYS C 378 158.041 175.170 120.261 1.00140.79 O -ATOM 18669 CB LYS C 378 158.728 172.304 119.350 1.00140.79 C -ATOM 18670 CG LYS C 378 159.596 171.690 120.433 1.00140.79 C -ATOM 18671 CD LYS C 378 160.894 172.451 120.604 1.00140.79 C -ATOM 18672 CE LYS C 378 161.886 171.638 121.416 1.00140.79 C -ATOM 18673 NZ LYS C 378 163.258 172.212 121.355 1.00140.79 N1+ -ATOM 18674 N CYS C 379 157.326 173.927 122.015 1.00137.27 N -ATOM 18675 CA CYS C 379 157.279 175.031 122.963 1.00137.27 C -ATOM 18676 C CYS C 379 157.973 174.649 124.266 1.00137.27 C -ATOM 18677 O CYS C 379 158.056 173.476 124.639 1.00137.27 O -ATOM 18678 CB CYS C 379 155.830 175.455 123.252 1.00137.27 C -ATOM 18679 SG CYS C 379 154.915 176.069 121.814 1.00137.27 S -ATOM 18680 N TYR C 380 158.468 175.677 124.953 1.00137.27 N -ATOM 18681 CA TYR C 380 159.040 175.585 126.288 1.00137.27 C -ATOM 18682 C TYR C 380 158.184 176.399 127.246 1.00137.27 C -ATOM 18683 O TYR C 380 157.901 177.574 126.982 1.00137.27 O -ATOM 18684 CB TYR C 380 160.471 176.126 126.332 1.00137.27 C -ATOM 18685 CG TYR C 380 161.354 175.700 125.191 1.00137.27 C -ATOM 18686 CD1 TYR C 380 161.785 174.386 125.077 1.00137.27 C -ATOM 18687 CD2 TYR C 380 161.763 176.616 124.228 1.00137.27 C -ATOM 18688 CE1 TYR C 380 162.601 173.994 124.038 1.00137.27 C -ATOM 18689 CE2 TYR C 380 162.574 176.232 123.179 1.00137.27 C -ATOM 18690 CZ TYR C 380 162.991 174.920 123.090 1.00137.27 C -ATOM 18691 OH TYR C 380 163.801 174.528 122.050 1.00137.27 O -ATOM 18692 N GLY C 381 157.800 175.783 128.359 1.00125.55 N -ATOM 18693 CA GLY C 381 157.089 176.449 129.440 1.00125.55 C -ATOM 18694 C GLY C 381 155.580 176.328 129.427 1.00125.55 C -ATOM 18695 O GLY C 381 154.967 176.116 130.475 1.00125.55 O -ATOM 18696 N VAL C 382 154.964 176.470 128.256 1.00117.16 N -ATOM 18697 CA VAL C 382 153.514 176.426 128.110 1.00117.16 C -ATOM 18698 C VAL C 382 153.158 175.344 127.101 1.00117.16 C -ATOM 18699 O VAL C 382 153.727 175.305 126.004 1.00117.16 O -ATOM 18700 CB VAL C 382 152.948 177.794 127.678 1.00117.16 C -ATOM 18701 CG1 VAL C 382 151.465 177.700 127.374 1.00117.16 C -ATOM 18702 CG2 VAL C 382 153.175 178.812 128.778 1.00117.16 C -ATOM 18703 N SER C 383 152.242 174.453 127.484 1.00119.73 N -ATOM 18704 CA SER C 383 151.716 173.471 126.544 1.00119.73 C -ATOM 18705 C SER C 383 150.895 174.187 125.477 1.00119.73 C -ATOM 18706 O SER C 383 150.079 175.057 125.817 1.00119.73 O -ATOM 18707 CB SER C 383 150.862 172.426 127.263 1.00119.73 C -ATOM 18708 OG SER C 383 149.677 172.994 127.792 1.00119.73 O -ATOM 18709 N PRO C 384 151.089 173.859 124.191 1.00121.35 N -ATOM 18710 CA PRO C 384 150.485 174.657 123.105 1.00121.35 C -ATOM 18711 C PRO C 384 148.966 174.662 123.090 1.00121.35 C -ATOM 18712 O PRO C 384 148.366 175.691 122.749 1.00121.35 O -ATOM 18713 CB PRO C 384 151.058 174.001 121.841 1.00121.35 C -ATOM 18714 CG PRO C 384 151.396 172.608 122.259 1.00121.35 C -ATOM 18715 CD PRO C 384 151.868 172.721 123.674 1.00121.35 C -ATOM 18716 N THR C 385 148.330 173.561 123.503 1.00115.59 N -ATOM 18717 CA THR C 385 146.875 173.508 123.601 1.00115.59 C -ATOM 18718 C THR C 385 146.326 174.450 124.666 1.00115.59 C -ATOM 18719 O THR C 385 145.142 174.799 124.614 1.00115.59 O -ATOM 18720 CB THR C 385 146.418 172.078 123.897 1.00115.59 C -ATOM 18721 OG1 THR C 385 146.987 171.639 125.136 1.00115.59 O -ATOM 18722 CG2 THR C 385 146.857 171.137 122.786 1.00115.59 C -ATOM 18723 N LYS C 386 147.152 174.866 125.626 1.00115.30 N -ATOM 18724 CA LYS C 386 146.766 175.869 126.607 1.00115.30 C -ATOM 18725 C LYS C 386 147.357 177.240 126.293 1.00115.30 C -ATOM 18726 O LYS C 386 147.422 178.098 127.180 1.00115.30 O -ATOM 18727 CB LYS C 386 147.169 175.411 128.008 1.00115.30 C -ATOM 18728 CG LYS C 386 146.512 174.102 128.421 1.00115.30 C -ATOM 18729 CD LYS C 386 146.674 173.821 129.902 1.00115.30 C -ATOM 18730 CE LYS C 386 145.872 172.596 130.311 1.00115.30 C -ATOM 18731 NZ LYS C 386 146.140 172.189 131.717 1.00115.30 N1+ -ATOM 18732 N LEU C 387 147.789 177.463 125.046 1.00112.23 N -ATOM 18733 CA LEU C 387 148.327 178.767 124.668 1.00112.23 C -ATOM 18734 C LEU C 387 147.244 179.822 124.489 1.00112.23 C -ATOM 18735 O LEU C 387 147.561 181.014 124.432 1.00112.23 O -ATOM 18736 CB LEU C 387 149.137 178.651 123.377 1.00112.23 C -ATOM 18737 CG LEU C 387 150.647 178.472 123.519 1.00112.23 C -ATOM 18738 CD1 LEU C 387 151.277 178.213 122.160 1.00112.23 C -ATOM 18739 CD2 LEU C 387 151.264 179.700 124.174 1.00112.23 C -ATOM 18740 N ASN C 388 145.982 179.413 124.394 1.00107.94 N -ATOM 18741 CA ASN C 388 144.887 180.314 124.068 1.00107.94 C -ATOM 18742 C ASN C 388 144.342 181.002 125.321 1.00107.94 C -ATOM 18743 O ASN C 388 143.776 182.095 125.225 1.00107.94 O -ATOM 18744 CB ASN C 388 143.797 179.485 123.349 1.00107.94 C -ATOM 18745 CG ASN C 388 142.666 180.319 122.717 1.00107.94 C -ATOM 18746 OD1 ASN C 388 142.618 181.544 122.789 1.00107.94 O -ATOM 18747 ND2 ASN C 388 141.730 179.614 122.092 1.00107.94 N -ATOM 18748 N ASP C 389 144.596 180.445 126.508 1.00111.35 N -ATOM 18749 CA ASP C 389 143.961 180.906 127.738 1.00111.35 C -ATOM 18750 C ASP C 389 144.831 181.830 128.578 1.00111.35 C -ATOM 18751 O ASP C 389 144.300 182.726 129.241 1.00111.35 O -ATOM 18752 CB ASP C 389 143.551 179.708 128.600 1.00111.35 C -ATOM 18753 CG ASP C 389 142.785 178.661 127.818 1.00111.35 C -ATOM 18754 OD1 ASP C 389 141.846 179.038 127.084 1.00111.35 O -ATOM 18755 OD2 ASP C 389 143.116 177.463 127.938 1.00111.35 O1- -ATOM 18756 N LEU C 390 146.144 181.631 128.577 1.00105.28 N -ATOM 18757 CA LEU C 390 147.039 182.413 129.420 1.00105.28 C -ATOM 18758 C LEU C 390 147.194 183.826 128.875 1.00105.28 C -ATOM 18759 O LEU C 390 147.029 184.065 127.677 1.00105.28 O -ATOM 18760 CB LEU C 390 148.392 181.730 129.481 1.00105.28 C -ATOM 18761 CG LEU C 390 148.448 180.376 130.163 1.00105.28 C -ATOM 18762 CD1 LEU C 390 149.826 179.824 129.985 1.00105.28 C -ATOM 18763 CD2 LEU C 390 148.125 180.540 131.629 1.00105.28 C -ATOM 18764 N CYS C 391 147.519 184.778 129.753 1.00110.05 N -ATOM 18765 CA CYS C 391 147.454 186.173 129.345 1.00110.05 C -ATOM 18766 C CYS C 391 148.717 186.924 129.743 1.00110.05 C -ATOM 18767 O CYS C 391 149.028 187.039 130.932 1.00110.05 O -ATOM 18768 CB CYS C 391 146.150 186.793 129.895 1.00110.05 C -ATOM 18769 SG CYS C 391 145.567 188.374 129.142 1.00110.05 S -ATOM 18770 N PHE C 392 149.423 187.459 128.738 1.00102.09 N -ATOM 18771 CA PHE C 392 150.834 187.801 128.841 1.00102.09 C -ATOM 18772 C PHE C 392 151.069 189.292 128.628 1.00102.09 C -ATOM 18773 O PHE C 392 150.208 190.017 128.123 1.00102.09 O -ATOM 18774 CB PHE C 392 151.647 187.014 127.813 1.00102.09 C -ATOM 18775 CG PHE C 392 151.655 185.547 128.069 1.00102.09 C -ATOM 18776 CD1 PHE C 392 152.496 184.999 129.020 1.00102.09 C -ATOM 18777 CD2 PHE C 392 150.835 184.706 127.334 1.00102.09 C -ATOM 18778 CE1 PHE C 392 152.491 183.643 129.265 1.00102.09 C -ATOM 18779 CE2 PHE C 392 150.844 183.350 127.553 1.00102.09 C -ATOM 18780 CZ PHE C 392 151.676 182.817 128.521 1.00102.09 C -ATOM 18781 N THR C 393 152.271 189.738 129.005 1.00108.06 N -ATOM 18782 CA THR C 393 152.598 191.161 128.946 1.00108.06 C -ATOM 18783 C THR C 393 152.920 191.609 127.523 1.00108.06 C -ATOM 18784 O THR C 393 152.204 192.433 126.943 1.00108.06 O -ATOM 18785 CB THR C 393 153.774 191.480 129.878 1.00108.06 C -ATOM 18786 OG1 THR C 393 154.938 190.755 129.460 1.00108.06 O -ATOM 18787 CG2 THR C 393 153.439 191.112 131.315 1.00108.06 C -ATOM 18788 N ASN C 394 154.005 191.089 126.953 1.00108.19 N -ATOM 18789 CA ASN C 394 154.451 191.462 125.618 1.00108.19 C -ATOM 18790 C ASN C 394 154.991 190.231 124.909 1.00108.19 C -ATOM 18791 O ASN C 394 155.610 189.370 125.541 1.00108.19 O -ATOM 18792 CB ASN C 394 155.543 192.541 125.659 1.00108.19 C -ATOM 18793 CG ASN C 394 155.017 193.897 126.082 1.00108.19 C -ATOM 18794 OD1 ASN C 394 154.427 194.623 125.283 1.00108.19 O -ATOM 18795 ND2 ASN C 394 155.246 194.256 127.341 1.00108.19 N -ATOM 18796 N VAL C 395 154.764 190.149 123.598 1.00106.12 N -ATOM 18797 CA VAL C 395 155.262 189.034 122.798 1.00106.12 C -ATOM 18798 C VAL C 395 156.254 189.570 121.775 1.00106.12 C -ATOM 18799 O VAL C 395 156.064 190.659 121.227 1.00106.12 O -ATOM 18800 CB VAL C 395 154.115 188.261 122.110 1.00106.12 C -ATOM 18801 CG1 VAL C 395 154.602 186.931 121.556 1.00106.12 C -ATOM 18802 CG2 VAL C 395 153.001 188.003 123.093 1.00106.12 C -ATOM 18803 N TYR C 396 157.336 188.829 121.550 1.00117.27 N -ATOM 18804 CA TYR C 396 158.320 189.170 120.531 1.00117.27 C -ATOM 18805 C TYR C 396 158.319 188.076 119.474 1.00117.27 C -ATOM 18806 O TYR C 396 158.517 186.900 119.796 1.00117.27 O -ATOM 18807 CB TYR C 396 159.709 189.329 121.149 1.00117.27 C -ATOM 18808 CG TYR C 396 159.759 190.376 122.235 1.00117.27 C -ATOM 18809 CD1 TYR C 396 159.714 191.732 121.928 1.00117.27 C -ATOM 18810 CD2 TYR C 396 159.831 190.007 123.573 1.00117.27 C -ATOM 18811 CE1 TYR C 396 159.751 192.692 122.926 1.00117.27 C -ATOM 18812 CE2 TYR C 396 159.869 190.957 124.577 1.00117.27 C -ATOM 18813 CZ TYR C 396 159.828 192.296 124.248 1.00117.27 C -ATOM 18814 OH TYR C 396 159.865 193.241 125.247 1.00117.27 O -ATOM 18815 N ALA C 397 158.099 188.457 118.219 1.00130.33 N -ATOM 18816 CA ALA C 397 158.083 187.506 117.113 1.00130.33 C -ATOM 18817 C ALA C 397 159.321 187.721 116.255 1.00130.33 C -ATOM 18818 O ALA C 397 159.458 188.767 115.616 1.00130.33 O -ATOM 18819 CB ALA C 397 156.813 187.658 116.276 1.00130.33 C -ATOM 18820 N ASP C 398 160.214 186.732 116.239 1.00148.61 N -ATOM 18821 CA ASP C 398 161.454 186.800 115.472 1.00148.61 C -ATOM 18822 C ASP C 398 161.250 186.022 114.177 1.00148.61 C -ATOM 18823 O ASP C 398 160.998 184.814 114.210 1.00148.61 O -ATOM 18824 CB ASP C 398 162.621 186.227 116.274 1.00148.61 C -ATOM 18825 CG ASP C 398 162.769 186.877 117.635 1.00148.61 C -ATOM 18826 OD1 ASP C 398 161.984 187.796 117.944 1.00148.61 O -ATOM 18827 OD2 ASP C 398 163.670 186.467 118.397 1.00148.61 O1- -ATOM 18828 N SER C 399 161.363 186.711 113.043 1.00175.69 N -ATOM 18829 CA SER C 399 161.084 186.124 111.735 1.00175.69 C -ATOM 18830 C SER C 399 162.360 186.044 110.908 1.00175.69 C -ATOM 18831 O SER C 399 163.058 187.052 110.747 1.00175.69 O -ATOM 18832 CB SER C 399 160.030 186.943 110.990 1.00175.69 C -ATOM 18833 OG SER C 399 160.447 188.290 110.856 1.00175.69 O -ATOM 18834 N PHE C 400 162.638 184.863 110.351 1.00196.23 N -ATOM 18835 CA PHE C 400 163.924 184.598 109.707 1.00196.23 C -ATOM 18836 C PHE C 400 163.822 183.366 108.809 1.00196.23 C -ATOM 18837 O PHE C 400 162.829 182.638 108.837 1.00196.23 O -ATOM 18838 CB PHE C 400 165.028 184.486 110.772 1.00196.23 C -ATOM 18839 CG PHE C 400 164.837 183.352 111.742 1.00196.23 C -ATOM 18840 CD1 PHE C 400 164.119 183.551 112.916 1.00196.23 C -ATOM 18841 CD2 PHE C 400 165.382 182.114 111.508 1.00196.23 C -ATOM 18842 CE1 PHE C 400 163.938 182.524 113.820 1.00196.23 C -ATOM 18843 CE2 PHE C 400 165.208 181.082 112.404 1.00196.23 C -ATOM 18844 CZ PHE C 400 164.483 181.288 113.563 1.00196.23 C -ATOM 18845 N VAL C 401 164.850 183.168 107.976 1.00228.40 N -ATOM 18846 CA VAL C 401 164.905 182.079 106.996 1.00228.40 C -ATOM 18847 C VAL C 401 166.249 181.373 107.123 1.00228.40 C -ATOM 18848 O VAL C 401 167.298 181.995 106.912 1.00228.40 O -ATOM 18849 CB VAL C 401 164.723 182.582 105.550 1.00228.40 C -ATOM 18850 CG1 VAL C 401 165.042 181.478 104.546 1.00228.40 C -ATOM 18851 CG2 VAL C 401 163.334 183.090 105.321 1.00228.40 C -ATOM 18852 N ILE C 402 166.222 180.072 107.431 1.00232.94 N -ATOM 18853 CA ILE C 402 167.446 179.268 107.487 1.00232.94 C -ATOM 18854 C ILE C 402 167.244 178.020 106.633 1.00232.94 C -ATOM 18855 O ILE C 402 166.112 177.618 106.350 1.00232.94 O -ATOM 18856 CB ILE C 402 167.859 178.857 108.937 1.00232.94 C -ATOM 18857 CG1 ILE C 402 167.621 179.964 109.956 1.00232.94 C -ATOM 18858 CG2 ILE C 402 169.357 178.532 109.052 1.00232.94 C -ATOM 18859 CD1 ILE C 402 168.536 181.183 109.842 1.00232.94 C -ATOM 18860 N ARG C 403 168.354 177.432 106.181 1.00243.30 N -ATOM 18861 CA ARG C 403 168.376 176.029 105.787 1.00243.30 C -ATOM 18862 C ARG C 403 167.859 175.167 106.935 1.00243.30 C -ATOM 18863 O ARG C 403 168.234 175.369 108.094 1.00243.30 O -ATOM 18864 CB ARG C 403 169.805 175.636 105.401 1.00243.30 C -ATOM 18865 CG ARG C 403 170.146 174.162 105.502 1.00243.30 C -ATOM 18866 CD ARG C 403 171.545 173.896 104.968 1.00243.30 C -ATOM 18867 NE ARG C 403 171.636 174.097 103.526 1.00243.30 N -ATOM 18868 CZ ARG C 403 172.772 174.098 102.842 1.00243.30 C -ATOM 18869 NH1 ARG C 403 173.941 173.952 103.443 1.00243.30 N1+ -ATOM 18870 NH2 ARG C 403 172.733 174.251 101.521 1.00243.30 N -ATOM 18871 N GLY C 404 166.985 174.211 106.602 1.00225.32 N -ATOM 18872 CA GLY C 404 166.105 173.588 107.580 1.00225.32 C -ATOM 18873 C GLY C 404 166.786 172.719 108.617 1.00225.32 C -ATOM 18874 O GLY C 404 166.203 172.476 109.678 1.00225.32 O -ATOM 18875 N ASP C 405 168.003 172.257 108.349 1.00213.30 N -ATOM 18876 CA ASP C 405 168.714 171.402 109.289 1.00213.30 C -ATOM 18877 C ASP C 405 169.498 172.188 110.333 1.00213.30 C -ATOM 18878 O ASP C 405 170.146 171.579 111.190 1.00213.30 O -ATOM 18879 CB ASP C 405 169.654 170.460 108.532 1.00213.30 C -ATOM 18880 CG ASP C 405 168.906 169.357 107.808 1.00213.30 C -ATOM 18881 OD1 ASP C 405 167.713 169.149 108.114 1.00213.30 O -ATOM 18882 OD2 ASP C 405 169.509 168.699 106.934 1.00213.30 O1- -ATOM 18883 N GLU C 406 169.459 173.519 110.277 1.00204.94 N -ATOM 18884 CA GLU C 406 170.170 174.366 111.223 1.00204.94 C -ATOM 18885 C GLU C 406 169.248 174.948 112.291 1.00204.94 C -ATOM 18886 O GLU C 406 169.729 175.354 113.357 1.00204.94 O -ATOM 18887 CB GLU C 406 170.877 175.494 110.453 1.00204.94 C -ATOM 18888 CG GLU C 406 171.922 176.309 111.207 1.00204.94 C -ATOM 18889 CD GLU C 406 173.289 175.649 111.213 1.00204.94 C -ATOM 18890 OE1 GLU C 406 173.437 174.566 110.606 1.00204.94 O -ATOM 18891 OE2 GLU C 406 174.226 176.225 111.805 1.00204.94 O1- -ATOM 18892 N VAL C 407 167.931 174.938 112.040 1.00201.93 N -ATOM 18893 CA VAL C 407 166.932 175.549 112.920 1.00201.93 C -ATOM 18894 C VAL C 407 166.903 174.860 114.282 1.00201.93 C -ATOM 18895 O VAL C 407 166.666 175.506 115.314 1.00201.93 O -ATOM 18896 CB VAL C 407 165.560 175.509 112.208 1.00201.93 C -ATOM 18897 CG1 VAL C 407 164.421 176.038 113.087 1.00201.93 C -ATOM 18898 CG2 VAL C 407 165.631 176.266 110.891 1.00201.93 C -ATOM 18899 N ARG C 408 167.243 173.565 114.318 1.00190.69 N -ATOM 18900 CA ARG C 408 167.311 172.803 115.564 1.00190.69 C -ATOM 18901 C ARG C 408 168.408 173.299 116.502 1.00190.69 C -ATOM 18902 O ARG C 408 168.405 172.931 117.682 1.00190.69 O -ATOM 18903 CB ARG C 408 167.540 171.311 115.280 1.00190.69 C -ATOM 18904 CG ARG C 408 166.295 170.462 114.980 1.00190.69 C -ATOM 18905 CD ARG C 408 165.650 170.782 113.638 1.00190.69 C -ATOM 18906 NE ARG C 408 164.566 169.866 113.310 1.00190.69 N -ATOM 18907 CZ ARG C 408 163.777 169.994 112.252 1.00190.69 C -ATOM 18908 NH1 ARG C 408 163.924 170.993 111.397 1.00190.69 N1+ -ATOM 18909 NH2 ARG C 408 162.822 169.093 112.043 1.00190.69 N -ATOM 18910 N GLN C 409 169.353 174.103 116.000 1.00184.61 N -ATOM 18911 CA GLN C 409 170.321 174.759 116.874 1.00184.61 C -ATOM 18912 C GLN C 409 169.656 175.757 117.813 1.00184.61 C -ATOM 18913 O GLN C 409 170.132 175.962 118.936 1.00184.61 O -ATOM 18914 CB GLN C 409 171.379 175.479 116.039 1.00184.61 C -ATOM 18915 CG GLN C 409 172.282 174.571 115.242 1.00184.61 C -ATOM 18916 CD GLN C 409 173.487 175.302 114.691 1.00184.61 C -ATOM 18917 OE1 GLN C 409 173.587 176.525 114.800 1.00184.61 O -ATOM 18918 NE2 GLN C 409 174.414 174.557 114.101 1.00184.61 N -ATOM 18919 N ILE C 410 168.562 176.379 117.377 1.00182.45 N -ATOM 18920 CA ILE C 410 167.975 177.519 118.080 1.00182.45 C -ATOM 18921 C ILE C 410 167.180 176.977 119.265 1.00182.45 C -ATOM 18922 O ILE C 410 166.014 176.602 119.135 1.00182.45 O -ATOM 18923 CB ILE C 410 167.111 178.366 117.147 1.00182.45 C -ATOM 18924 CG1 ILE C 410 167.924 178.718 115.904 1.00182.45 C -ATOM 18925 CG2 ILE C 410 166.658 179.635 117.842 1.00182.45 C -ATOM 18926 CD1 ILE C 410 167.100 179.145 114.745 1.00182.45 C -ATOM 18927 N ALA C 411 167.819 176.946 120.431 1.00172.64 N -ATOM 18928 CA ALA C 411 167.263 176.345 121.634 1.00172.64 C -ATOM 18929 C ALA C 411 167.983 176.944 122.835 1.00172.64 C -ATOM 18930 O ALA C 411 169.042 177.565 122.674 1.00172.64 O -ATOM 18931 CB ALA C 411 167.415 174.814 121.607 1.00172.64 C -ATOM 18932 N PRO C 412 167.405 176.826 124.052 1.00166.00 N -ATOM 18933 CA PRO C 412 168.142 177.227 125.261 1.00166.00 C -ATOM 18934 C PRO C 412 169.442 176.468 125.481 1.00166.00 C -ATOM 18935 O PRO C 412 169.433 175.264 125.759 1.00166.00 O -ATOM 18936 CB PRO C 412 167.143 176.926 126.382 1.00166.00 C -ATOM 18937 CG PRO C 412 165.826 177.162 125.756 1.00166.00 C -ATOM 18938 CD PRO C 412 165.957 176.720 124.320 1.00166.00 C -ATOM 18939 N GLY C 413 170.567 177.171 125.362 1.00168.04 N -ATOM 18940 CA GLY C 413 171.866 176.617 125.680 1.00168.04 C -ATOM 18941 C GLY C 413 172.481 175.721 124.628 1.00168.04 C -ATOM 18942 O GLY C 413 173.588 175.214 124.847 1.00168.04 O -ATOM 18943 N GLN C 414 171.816 175.510 123.495 1.00168.59 N -ATOM 18944 CA GLN C 414 172.346 174.620 122.472 1.00168.59 C -ATOM 18945 C GLN C 414 173.357 175.355 121.600 1.00168.59 C -ATOM 18946 O GLN C 414 173.129 176.494 121.181 1.00168.59 O -ATOM 18947 CB GLN C 414 171.215 174.050 121.614 1.00168.59 C -ATOM 18948 CG GLN C 414 171.658 172.936 120.675 1.00168.59 C -ATOM 18949 CD GLN C 414 170.501 172.110 120.150 1.00168.59 C -ATOM 18950 OE1 GLN C 414 169.347 172.335 120.513 1.00168.59 O -ATOM 18951 NE2 GLN C 414 170.807 171.143 119.295 1.00168.59 N -ATOM 18952 N THR C 415 174.480 174.692 121.330 1.00176.59 N -ATOM 18953 CA THR C 415 175.585 175.300 120.605 1.00176.59 C -ATOM 18954 C THR C 415 175.305 175.322 119.103 1.00176.59 C -ATOM 18955 O THR C 415 174.247 174.904 118.625 1.00176.59 O -ATOM 18956 CB THR C 415 176.885 174.555 120.900 1.00176.59 C -ATOM 18957 OG1 THR C 415 176.733 173.171 120.562 1.00176.59 O -ATOM 18958 CG2 THR C 415 177.246 174.677 122.373 1.00176.59 C -ATOM 18959 N GLY C 416 176.281 175.812 118.348 1.00181.68 N -ATOM 18960 CA GLY C 416 176.153 175.960 116.909 1.00181.68 C -ATOM 18961 C GLY C 416 176.608 177.342 116.488 1.00181.68 C -ATOM 18962 O GLY C 416 176.565 178.299 117.265 1.00181.68 O -ATOM 18963 N ASN C 417 177.057 177.445 115.232 1.00190.28 N -ATOM 18964 CA ASN C 417 177.598 178.703 114.722 1.00190.28 C -ATOM 18965 C ASN C 417 176.523 179.778 114.610 1.00190.28 C -ATOM 18966 O ASN C 417 176.766 180.937 114.965 1.00190.28 O -ATOM 18967 CB ASN C 417 178.266 178.477 113.367 1.00190.28 C -ATOM 18968 CG ASN C 417 179.577 177.726 113.482 1.00190.28 C -ATOM 18969 OD1 ASN C 417 179.603 176.495 113.496 1.00190.28 O -ATOM 18970 ND2 ASN C 417 180.677 178.466 113.562 1.00190.28 N -ATOM 18971 N ILE C 418 175.327 179.405 114.141 1.00192.81 N -ATOM 18972 CA ILE C 418 174.241 180.368 113.963 1.00192.81 C -ATOM 18973 C ILE C 418 173.770 180.902 115.313 1.00192.81 C -ATOM 18974 O ILE C 418 173.707 182.120 115.532 1.00192.81 O -ATOM 18975 CB ILE C 418 173.090 179.716 113.172 1.00192.81 C -ATOM 18976 CG1 ILE C 418 173.424 179.660 111.679 1.00192.81 C -ATOM 18977 CG2 ILE C 418 171.774 180.450 113.391 1.00192.81 C -ATOM 18978 CD1 ILE C 418 173.675 181.005 111.048 1.00192.81 C -ATOM 18979 N ALA C 419 173.498 179.997 116.258 1.00191.46 N -ATOM 18980 CA ALA C 419 173.018 180.375 117.579 1.00191.46 C -ATOM 18981 C ALA C 419 174.104 180.985 118.453 1.00191.46 C -ATOM 18982 O ALA C 419 173.779 181.618 119.464 1.00191.46 O -ATOM 18983 CB ALA C 419 172.412 179.161 118.288 1.00191.46 C -ATOM 18984 N ASP C 420 175.374 180.813 118.095 1.00192.79 N -ATOM 18985 CA ASP C 420 176.459 181.445 118.830 1.00192.79 C -ATOM 18986 C ASP C 420 176.830 182.811 118.275 1.00192.79 C -ATOM 18987 O ASP C 420 177.250 183.686 119.040 1.00192.79 O -ATOM 18988 CB ASP C 420 177.698 180.546 118.821 1.00192.79 C -ATOM 18989 CG ASP C 420 177.696 179.539 119.951 1.00192.79 C -ATOM 18990 OD1 ASP C 420 176.904 179.710 120.900 1.00192.79 O -ATOM 18991 OD2 ASP C 420 178.488 178.575 119.889 1.00192.79 O1- -ATOM 18992 N TYR C 421 176.683 183.022 116.965 1.00199.49 N -ATOM 18993 CA TYR C 421 177.207 184.219 116.328 1.00199.49 C -ATOM 18994 C TYR C 421 176.134 185.208 115.902 1.00199.49 C -ATOM 18995 O TYR C 421 176.475 186.343 115.551 1.00199.49 O -ATOM 18996 CB TYR C 421 178.054 183.844 115.098 1.00199.49 C -ATOM 18997 CG TYR C 421 179.374 183.143 115.387 1.00199.49 C -ATOM 18998 CD1 TYR C 421 179.858 183.004 116.687 1.00199.49 C -ATOM 18999 CD2 TYR C 421 180.137 182.621 114.348 1.00199.49 C -ATOM 19000 CE1 TYR C 421 181.058 182.365 116.941 1.00199.49 C -ATOM 19001 CE2 TYR C 421 181.340 181.980 114.593 1.00199.49 C -ATOM 19002 CZ TYR C 421 181.794 181.857 115.890 1.00199.49 C -ATOM 19003 OH TYR C 421 182.989 181.221 116.138 1.00199.49 O -ATOM 19004 N ASN C 422 174.857 184.825 115.911 1.00199.90 N -ATOM 19005 CA ASN C 422 173.794 185.749 115.538 1.00199.90 C -ATOM 19006 C ASN C 422 172.888 186.088 116.713 1.00199.90 C -ATOM 19007 O ASN C 422 172.744 187.263 117.064 1.00199.90 O -ATOM 19008 CB ASN C 422 172.984 185.164 114.377 1.00199.90 C -ATOM 19009 CG ASN C 422 173.819 184.978 113.130 1.00199.90 C -ATOM 19010 OD1 ASN C 422 174.021 185.915 112.359 1.00199.90 O -ATOM 19011 ND2 ASN C 422 174.321 183.767 112.931 1.00199.90 N -ATOM 19012 N TYR C 423 172.283 185.082 117.343 1.00190.70 N -ATOM 19013 CA TYR C 423 171.444 185.303 118.514 1.00190.70 C -ATOM 19014 C TYR C 423 171.362 184.007 119.302 1.00190.70 C -ATOM 19015 O TYR C 423 171.193 182.932 118.720 1.00190.70 O -ATOM 19016 CB TYR C 423 170.034 185.789 118.138 1.00190.70 C -ATOM 19017 CG TYR C 423 169.296 184.948 117.119 1.00190.70 C -ATOM 19018 CD1 TYR C 423 169.481 185.152 115.755 1.00190.70 C -ATOM 19019 CD2 TYR C 423 168.397 183.966 117.521 1.00190.70 C -ATOM 19020 CE1 TYR C 423 168.807 184.393 114.823 1.00190.70 C -ATOM 19021 CE2 TYR C 423 167.718 183.200 116.595 1.00190.70 C -ATOM 19022 CZ TYR C 423 167.928 183.421 115.249 1.00190.70 C -ATOM 19023 OH TYR C 423 167.257 182.666 114.320 1.00190.70 O -ATOM 19024 N LYS C 424 171.487 184.118 120.617 1.00176.69 N -ATOM 19025 CA LYS C 424 171.394 182.982 121.519 1.00176.69 C -ATOM 19026 C LYS C 424 170.022 182.984 122.179 1.00176.69 C -ATOM 19027 O LYS C 424 169.487 184.043 122.517 1.00176.69 O -ATOM 19028 CB LYS C 424 172.509 183.049 122.570 1.00176.69 C -ATOM 19029 CG LYS C 424 172.465 181.985 123.659 1.00176.69 C -ATOM 19030 CD LYS C 424 172.512 180.580 123.080 1.00176.69 C -ATOM 19031 CE LYS C 424 173.911 180.215 122.614 1.00176.69 C -ATOM 19032 NZ LYS C 424 173.976 178.814 122.113 1.00176.69 N1+ -ATOM 19033 N LEU C 425 169.426 181.812 122.300 1.00168.51 N -ATOM 19034 CA LEU C 425 168.249 181.700 123.149 1.00168.51 C -ATOM 19035 C LEU C 425 168.692 181.562 124.602 1.00168.51 C -ATOM 19036 O LEU C 425 169.612 180.790 124.888 1.00168.51 O -ATOM 19037 CB LEU C 425 167.391 180.509 122.733 1.00168.51 C -ATOM 19038 CG LEU C 425 166.528 180.693 121.478 1.00168.51 C -ATOM 19039 CD1 LEU C 425 165.468 179.612 121.395 1.00168.51 C -ATOM 19040 CD2 LEU C 425 165.879 182.071 121.433 1.00168.51 C -ATOM 19041 N PRO C 426 168.088 182.303 125.531 1.00170.78 N -ATOM 19042 CA PRO C 426 168.511 182.225 126.935 1.00170.78 C -ATOM 19043 C PRO C 426 168.147 180.887 127.561 1.00170.78 C -ATOM 19044 O PRO C 426 167.356 180.112 127.024 1.00170.78 O -ATOM 19045 CB PRO C 426 167.752 183.378 127.599 1.00170.78 C -ATOM 19046 CG PRO C 426 166.555 183.583 126.736 1.00170.78 C -ATOM 19047 CD PRO C 426 167.001 183.278 125.334 1.00170.78 C -ATOM 19048 N ASP C 427 168.771 180.610 128.709 1.00175.84 N -ATOM 19049 CA ASP C 427 168.629 179.296 129.332 1.00175.84 C -ATOM 19050 C ASP C 427 167.242 179.087 129.930 1.00175.84 C -ATOM 19051 O ASP C 427 166.744 177.956 129.949 1.00175.84 O -ATOM 19052 CB ASP C 427 169.706 179.106 130.399 1.00175.84 C -ATOM 19053 CG ASP C 427 171.100 179.029 129.809 1.00175.84 C -ATOM 19054 OD1 ASP C 427 171.225 178.650 128.625 1.00175.84 O -ATOM 19055 OD2 ASP C 427 172.071 179.347 130.527 1.00175.84 O1- -ATOM 19056 N ASP C 428 166.605 180.150 130.416 1.00168.62 N -ATOM 19057 CA ASP C 428 165.259 180.078 130.981 1.00168.62 C -ATOM 19058 C ASP C 428 164.205 180.544 129.985 1.00168.62 C -ATOM 19059 O ASP C 428 163.213 181.177 130.360 1.00168.62 O -ATOM 19060 CB ASP C 428 165.181 180.891 132.269 1.00168.62 C -ATOM 19061 CG ASP C 428 165.813 182.262 132.131 1.00168.62 C -ATOM 19062 OD1 ASP C 428 166.568 182.476 131.160 1.00168.62 O -ATOM 19063 OD2 ASP C 428 165.558 183.124 132.997 1.00168.62 O1- -ATOM 19064 N PHE C 429 164.404 180.244 128.705 1.00152.08 N -ATOM 19065 CA PHE C 429 163.524 180.727 127.650 1.00152.08 C -ATOM 19066 C PHE C 429 162.247 179.897 127.618 1.00152.08 C -ATOM 19067 O PHE C 429 162.297 178.668 127.501 1.00152.08 O -ATOM 19068 CB PHE C 429 164.249 180.651 126.305 1.00152.08 C -ATOM 19069 CG PHE C 429 163.395 180.967 125.112 1.00152.08 C -ATOM 19070 CD1 PHE C 429 162.923 182.254 124.905 1.00152.08 C -ATOM 19071 CD2 PHE C 429 163.092 179.985 124.180 1.00152.08 C -ATOM 19072 CE1 PHE C 429 162.153 182.555 123.796 1.00152.08 C -ATOM 19073 CE2 PHE C 429 162.319 180.279 123.070 1.00152.08 C -ATOM 19074 CZ PHE C 429 161.854 181.568 122.876 1.00152.08 C -ATOM 19075 N THR C 430 161.104 180.569 127.736 1.00137.23 N -ATOM 19076 CA THR C 430 159.791 179.950 127.583 1.00137.23 C -ATOM 19077 C THR C 430 159.190 180.511 126.303 1.00137.23 C -ATOM 19078 O THR C 430 158.817 181.688 126.254 1.00137.23 O -ATOM 19079 CB THR C 430 158.886 180.240 128.780 1.00137.23 C -ATOM 19080 OG1 THR C 430 158.579 181.638 128.819 1.00137.23 O -ATOM 19081 CG2 THR C 430 159.575 179.849 130.078 1.00137.23 C -ATOM 19082 N GLY C 431 159.088 179.679 125.274 1.00135.73 N -ATOM 19083 CA GLY C 431 158.753 180.194 123.966 1.00135.73 C -ATOM 19084 C GLY C 431 158.167 179.124 123.078 1.00135.73 C -ATOM 19085 O GLY C 431 157.858 178.024 123.526 1.00135.73 O -ATOM 19086 N CYS C 432 157.997 179.471 121.805 1.00136.56 N -ATOM 19087 CA CYS C 432 157.522 178.519 120.810 1.00136.56 C -ATOM 19088 C CYS C 432 158.262 178.751 119.502 1.00136.56 C -ATOM 19089 O CYS C 432 158.649 179.877 119.184 1.00136.56 O -ATOM 19090 CB CYS C 432 156.006 178.626 120.586 1.00136.56 C -ATOM 19091 SG CYS C 432 154.988 178.093 121.986 1.00136.56 S -ATOM 19092 N VAL C 433 158.465 177.674 118.746 1.00144.38 N -ATOM 19093 CA VAL C 433 159.175 177.735 117.471 1.00144.38 C -ATOM 19094 C VAL C 433 158.259 177.177 116.392 1.00144.38 C -ATOM 19095 O VAL C 433 157.832 176.019 116.477 1.00144.38 O -ATOM 19096 CB VAL C 433 160.500 176.957 117.516 1.00144.38 C -ATOM 19097 CG1 VAL C 433 161.145 176.925 116.140 1.00144.38 C -ATOM 19098 CG2 VAL C 433 161.451 177.568 118.536 1.00144.38 C -ATOM 19099 N ILE C 434 157.953 177.991 115.379 1.00155.98 N -ATOM 19100 CA ILE C 434 157.108 177.570 114.265 1.00155.98 C -ATOM 19101 C ILE C 434 157.914 177.706 112.981 1.00155.98 C -ATOM 19102 O ILE C 434 158.349 178.808 112.629 1.00155.98 O -ATOM 19103 CB ILE C 434 155.809 178.389 114.183 1.00155.98 C -ATOM 19104 CG1 ILE C 434 155.161 178.528 115.563 1.00155.98 C -ATOM 19105 CG2 ILE C 434 154.838 177.741 113.213 1.00155.98 C -ATOM 19106 CD1 ILE C 434 153.957 179.438 115.585 1.00155.98 C -ATOM 19107 N ALA C 435 158.086 176.597 112.266 1.00175.63 N -ATOM 19108 CA ALA C 435 158.883 176.575 111.049 1.00175.63 C -ATOM 19109 C ALA C 435 158.079 175.955 109.917 1.00175.63 C -ATOM 19110 O ALA C 435 157.252 175.067 110.140 1.00175.63 O -ATOM 19111 CB ALA C 435 160.186 175.790 111.247 1.00175.63 C -ATOM 19112 N TRP C 436 158.322 176.433 108.697 1.00199.80 N -ATOM 19113 CA TRP C 436 157.687 175.835 107.530 1.00199.80 C -ATOM 19114 C TRP C 436 158.570 176.011 106.301 1.00199.80 C -ATOM 19115 O TRP C 436 159.234 177.039 106.144 1.00199.80 O -ATOM 19116 CB TRP C 436 156.294 176.429 107.274 1.00199.80 C -ATOM 19117 CG TRP C 436 155.574 175.784 106.121 1.00199.80 C -ATOM 19118 CD1 TRP C 436 155.197 176.386 104.957 1.00199.80 C -ATOM 19119 CD2 TRP C 436 155.166 174.410 106.011 1.00199.80 C -ATOM 19120 NE1 TRP C 436 154.577 175.479 104.132 1.00199.80 N -ATOM 19121 CE2 TRP C 436 154.548 174.259 104.755 1.00199.80 C -ATOM 19122 CE3 TRP C 436 155.260 173.296 106.854 1.00199.80 C -ATOM 19123 CZ2 TRP C 436 154.020 173.042 104.323 1.00199.80 C -ATOM 19124 CZ3 TRP C 436 154.742 172.088 106.421 1.00199.80 C -ATOM 19125 CH2 TRP C 436 154.128 171.972 105.168 1.00199.80 C -ATOM 19126 N ASN C 437 158.564 174.993 105.438 1.00230.72 N -ATOM 19127 CA ASN C 437 159.327 175.028 104.196 1.00230.72 C -ATOM 19128 C ASN C 437 158.764 176.084 103.252 1.00230.72 C -ATOM 19129 O ASN C 437 157.561 176.113 102.977 1.00230.72 O -ATOM 19130 CB ASN C 437 159.299 173.653 103.528 1.00230.72 C -ATOM 19131 CG ASN C 437 160.517 173.395 102.662 1.00230.72 C -ATOM 19132 OD1 ASN C 437 161.067 174.311 102.051 1.00230.72 O -ATOM 19133 ND2 ASN C 437 160.941 172.139 102.601 1.00230.72 N -ATOM 19134 N SER C 438 159.643 176.937 102.738 1.00251.72 N -ATOM 19135 CA SER C 438 159.269 178.106 101.949 1.00251.72 C -ATOM 19136 C SER C 438 160.042 178.132 100.638 1.00251.72 C -ATOM 19137 O SER C 438 160.707 179.114 100.302 1.00251.72 O -ATOM 19138 CB SER C 438 159.494 179.388 102.744 1.00251.72 C -ATOM 19139 OG SER C 438 160.861 179.545 103.079 1.00251.72 O -ATOM 19140 N ASN C 439 159.998 177.010 99.909 1.00259.44 N -ATOM 19141 CA ASN C 439 160.672 176.909 98.615 1.00259.44 C -ATOM 19142 C ASN C 439 160.108 177.906 97.609 1.00259.44 C -ATOM 19143 O ASN C 439 160.859 178.659 96.979 1.00259.44 O -ATOM 19144 CB ASN C 439 160.542 175.486 98.071 1.00259.44 C -ATOM 19145 CG ASN C 439 161.625 174.568 98.581 1.00259.44 C -ATOM 19146 OD1 ASN C 439 162.784 174.964 98.700 1.00259.44 O -ATOM 19147 ND2 ASN C 439 161.254 173.331 98.886 1.00259.44 N -ATOM 19148 N LYS C 440 158.780 177.951 97.480 1.00253.08 N -ATOM 19149 CA LYS C 440 158.141 178.847 96.523 1.00253.08 C -ATOM 19150 C LYS C 440 158.196 180.306 96.959 1.00253.08 C -ATOM 19151 O LYS C 440 157.957 181.195 96.134 1.00253.08 O -ATOM 19152 CB LYS C 440 156.689 178.420 96.306 1.00253.08 C -ATOM 19153 CG LYS C 440 156.478 176.917 96.389 1.00253.08 C -ATOM 19154 CD LYS C 440 155.016 176.570 96.609 1.00253.08 C -ATOM 19155 CE LYS C 440 154.847 175.093 96.928 1.00253.08 C -ATOM 19156 NZ LYS C 440 153.450 174.767 97.326 1.00253.08 N1+ -ATOM 19157 N LEU C 441 158.503 180.572 98.228 1.00256.12 N -ATOM 19158 CA LEU C 441 158.599 181.939 98.721 1.00256.12 C -ATOM 19159 C LEU C 441 160.025 182.470 98.718 1.00256.12 C -ATOM 19160 O LEU C 441 160.223 183.684 98.592 1.00256.12 O -ATOM 19161 CB LEU C 441 158.030 182.027 100.140 1.00256.12 C -ATOM 19162 CG LEU C 441 156.645 181.414 100.355 1.00256.12 C -ATOM 19163 CD1 LEU C 441 156.285 181.412 101.832 1.00256.12 C -ATOM 19164 CD2 LEU C 441 155.596 182.156 99.543 1.00256.12 C -ATOM 19165 N ASP C 442 161.023 181.598 98.854 1.00263.30 N -ATOM 19166 CA ASP C 442 162.410 182.027 98.984 1.00263.30 C -ATOM 19167 C ASP C 442 163.308 181.505 97.874 1.00263.30 C -ATOM 19168 O ASP C 442 164.077 182.282 97.294 1.00263.30 O -ATOM 19169 CB ASP C 442 162.967 181.591 100.350 1.00263.30 C -ATOM 19170 CG ASP C 442 162.194 182.185 101.511 1.00263.30 C -ATOM 19171 OD1 ASP C 442 161.741 183.342 101.394 1.00263.30 O -ATOM 19172 OD2 ASP C 442 162.052 181.500 102.544 1.00263.30 O1- -ATOM 19173 N SER C 443 163.243 180.212 97.562 1.00269.77 N -ATOM 19174 CA SER C 443 164.189 179.606 96.635 1.00269.77 C -ATOM 19175 C SER C 443 163.864 180.001 95.200 1.00269.77 C -ATOM 19176 O SER C 443 162.729 179.835 94.741 1.00269.77 O -ATOM 19177 CB SER C 443 164.174 178.084 96.780 1.00269.77 C -ATOM 19178 OG SER C 443 163.078 177.517 96.084 1.00269.77 O -ATOM 19179 N LYS C 444 164.862 180.524 94.498 1.00257.72 N -ATOM 19180 CA LYS C 444 164.733 180.943 93.111 1.00257.72 C -ATOM 19181 C LYS C 444 165.518 179.998 92.208 1.00257.72 C -ATOM 19182 O LYS C 444 166.125 179.022 92.659 1.00257.72 O -ATOM 19183 CB LYS C 444 165.219 182.384 92.933 1.00257.72 C -ATOM 19184 CG LYS C 444 164.569 183.393 93.860 1.00257.72 C -ATOM 19185 CD LYS C 444 165.240 184.750 93.727 1.00257.72 C -ATOM 19186 CE LYS C 444 164.551 185.798 94.581 1.00257.72 C -ATOM 19187 NZ LYS C 444 165.206 187.128 94.446 1.00257.72 N1+ -ATOM 19188 N VAL C 445 165.497 180.304 90.911 1.00246.48 N -ATOM 19189 CA VAL C 445 166.318 179.577 89.953 1.00246.48 C -ATOM 19190 C VAL C 445 167.771 179.997 90.130 1.00246.48 C -ATOM 19191 O VAL C 445 168.074 181.192 90.273 1.00246.48 O -ATOM 19192 CB VAL C 445 165.810 179.834 88.522 1.00246.48 C -ATOM 19193 CG1 VAL C 445 166.705 179.173 87.480 1.00246.48 C -ATOM 19194 CG2 VAL C 445 164.377 179.345 88.379 1.00246.48 C -ATOM 19195 N SER C 446 168.670 179.001 90.157 1.00252.61 N -ATOM 19196 CA SER C 446 170.116 179.164 90.371 1.00252.61 C -ATOM 19197 C SER C 446 170.432 179.826 91.712 1.00252.61 C -ATOM 19198 O SER C 446 171.401 180.579 91.832 1.00252.61 O -ATOM 19199 CB SER C 446 170.789 179.924 89.220 1.00252.61 C -ATOM 19200 OG SER C 446 170.544 181.317 89.311 1.00252.61 O -ATOM 19201 N GLY C 447 169.618 179.553 92.721 1.00257.56 N -ATOM 19202 CA GLY C 447 169.952 179.913 94.090 1.00257.56 C -ATOM 19203 C GLY C 447 169.448 181.286 94.486 1.00257.56 C -ATOM 19204 O GLY C 447 169.233 182.172 93.659 1.00257.56 O -ATOM 19205 N ASN C 448 169.254 181.457 95.792 1.00258.22 N -ATOM 19206 CA ASN C 448 168.910 182.742 96.394 1.00258.22 C -ATOM 19207 C ASN C 448 170.046 183.125 97.333 1.00258.22 C -ATOM 19208 O ASN C 448 170.211 182.519 98.397 1.00258.22 O -ATOM 19209 CB ASN C 448 167.577 182.668 97.138 1.00258.22 C -ATOM 19210 CG ASN C 448 166.948 184.035 97.351 1.00258.22 C -ATOM 19211 OD1 ASN C 448 167.604 185.066 97.200 1.00258.22 O -ATOM 19212 ND2 ASN C 448 165.669 184.048 97.704 1.00258.22 N -ATOM 19213 N TYR C 449 170.823 184.131 96.940 1.00252.48 N -ATOM 19214 CA TYR C 449 171.997 184.556 97.688 1.00252.48 C -ATOM 19215 C TYR C 449 171.697 185.669 98.683 1.00252.48 C -ATOM 19216 O TYR C 449 172.624 186.161 99.335 1.00252.48 O -ATOM 19217 CB TYR C 449 173.099 185.017 96.724 1.00252.48 C -ATOM 19218 CG TYR C 449 173.478 183.997 95.669 1.00252.48 C -ATOM 19219 CD1 TYR C 449 174.449 183.035 95.923 1.00252.48 C -ATOM 19220 CD2 TYR C 449 172.875 184.007 94.414 1.00252.48 C -ATOM 19221 CE1 TYR C 449 174.804 182.105 94.961 1.00252.48 C -ATOM 19222 CE2 TYR C 449 173.221 183.079 93.446 1.00252.48 C -ATOM 19223 CZ TYR C 449 174.186 182.131 93.726 1.00252.48 C -ATOM 19224 OH TYR C 449 174.535 181.208 92.768 1.00252.48 O -ATOM 19225 N ASN C 450 170.432 186.076 98.813 1.00250.18 N -ATOM 19226 CA ASN C 450 170.082 187.180 99.700 1.00250.18 C -ATOM 19227 C ASN C 450 170.161 186.798 101.172 1.00250.18 C -ATOM 19228 O ASN C 450 170.322 187.682 102.020 1.00250.18 O -ATOM 19229 CB ASN C 450 168.680 187.689 99.369 1.00250.18 C -ATOM 19230 CG ASN C 450 168.573 188.224 97.956 1.00250.18 C -ATOM 19231 OD1 ASN C 450 169.132 189.272 97.634 1.00250.18 O -ATOM 19232 ND2 ASN C 450 167.854 187.504 97.103 1.00250.18 N -ATOM 19233 N TYR C 451 170.050 185.513 101.496 1.00249.97 N -ATOM 19234 CA TYR C 451 170.157 185.044 102.873 1.00249.97 C -ATOM 19235 C TYR C 451 171.614 184.693 103.150 1.00249.97 C -ATOM 19236 O TYR C 451 172.147 183.731 102.587 1.00249.97 O -ATOM 19237 CB TYR C 451 169.237 183.850 103.106 1.00249.97 C -ATOM 19238 CG TYR C 451 167.828 184.091 102.621 1.00249.97 C -ATOM 19239 CD1 TYR C 451 167.109 185.201 103.052 1.00249.97 C -ATOM 19240 CD2 TYR C 451 167.220 183.221 101.724 1.00249.97 C -ATOM 19241 CE1 TYR C 451 165.821 185.434 102.610 1.00249.97 C -ATOM 19242 CE2 TYR C 451 165.931 183.446 101.275 1.00249.97 C -ATOM 19243 CZ TYR C 451 165.237 184.555 101.722 1.00249.97 C -ATOM 19244 OH TYR C 451 163.955 184.789 101.283 1.00249.97 O -ATOM 19245 N LEU C 452 172.252 185.468 104.020 1.00237.22 N -ATOM 19246 CA LEU C 452 173.669 185.327 104.309 1.00237.22 C -ATOM 19247 C LEU C 452 173.858 184.895 105.758 1.00237.22 C -ATOM 19248 O LEU C 452 173.064 185.245 106.635 1.00237.22 O -ATOM 19249 CB LEU C 452 174.419 186.635 104.042 1.00237.22 C -ATOM 19250 CG LEU C 452 174.411 187.161 102.606 1.00237.22 C -ATOM 19251 CD1 LEU C 452 175.018 188.553 102.547 1.00237.22 C -ATOM 19252 CD2 LEU C 452 175.147 186.215 101.676 1.00237.22 C -ATOM 19253 N TYR C 453 174.926 184.137 105.995 1.00236.43 N -ATOM 19254 CA TYR C 453 175.145 183.431 107.250 1.00236.43 C -ATOM 19255 C TYR C 453 176.589 183.617 107.697 1.00236.43 C -ATOM 19256 O TYR C 453 177.470 183.945 106.899 1.00236.43 O -ATOM 19257 CB TYR C 453 174.814 181.937 107.111 1.00236.43 C -ATOM 19258 CG TYR C 453 173.407 181.670 106.624 1.00236.43 C -ATOM 19259 CD1 TYR C 453 172.352 181.587 107.523 1.00236.43 C -ATOM 19260 CD2 TYR C 453 173.128 181.527 105.268 1.00236.43 C -ATOM 19261 CE1 TYR C 453 171.062 181.355 107.093 1.00236.43 C -ATOM 19262 CE2 TYR C 453 171.836 181.300 104.826 1.00236.43 C -ATOM 19263 CZ TYR C 453 170.810 181.212 105.746 1.00236.43 C -ATOM 19264 OH TYR C 453 169.522 180.982 105.325 1.00236.43 O -ATOM 19265 N ARG C 454 176.817 183.409 108.991 1.00212.46 N -ATOM 19266 CA ARG C 454 178.111 183.645 109.614 1.00212.46 C -ATOM 19267 C ARG C 454 178.866 182.343 109.850 1.00212.46 C -ATOM 19268 O ARG C 454 178.273 181.288 110.086 1.00212.46 O -ATOM 19269 CB ARG C 454 177.951 184.379 110.948 1.00212.46 C -ATOM 19270 CG ARG C 454 178.108 185.884 110.862 1.00212.46 C -ATOM 19271 CD ARG C 454 178.223 186.497 112.246 1.00212.46 C -ATOM 19272 NE ARG C 454 177.620 187.822 112.308 1.00212.46 N -ATOM 19273 CZ ARG C 454 178.263 188.949 112.037 1.00212.46 C -ATOM 19274 NH1 ARG C 454 179.537 188.950 111.680 1.00212.46 N1+ -ATOM 19275 NH2 ARG C 454 177.612 190.106 112.127 1.00212.46 N -ATOM 19276 N LEU C 455 180.196 182.437 109.781 1.00206.48 N -ATOM 19277 CA LEU C 455 181.081 181.346 110.157 1.00206.48 C -ATOM 19278 C LEU C 455 182.267 181.790 111.002 1.00206.48 C -ATOM 19279 O LEU C 455 182.929 180.931 111.596 1.00206.48 O -ATOM 19280 CB LEU C 455 181.607 180.618 108.910 1.00206.48 C -ATOM 19281 CG LEU C 455 180.725 179.502 108.348 1.00206.48 C -ATOM 19282 CD1 LEU C 455 181.337 178.923 107.083 1.00206.48 C -ATOM 19283 CD2 LEU C 455 180.514 178.414 109.389 1.00206.48 C -ATOM 19284 N PHE C 456 182.555 183.088 111.076 1.00203.77 N -ATOM 19285 CA PHE C 456 183.681 183.612 111.838 1.00203.77 C -ATOM 19286 C PHE C 456 183.187 184.692 112.787 1.00203.77 C -ATOM 19287 O PHE C 456 182.436 185.583 112.376 1.00203.77 O -ATOM 19288 CB PHE C 456 184.761 184.193 110.916 1.00203.77 C -ATOM 19289 CG PHE C 456 185.601 183.157 110.226 1.00203.77 C -ATOM 19290 CD1 PHE C 456 185.132 182.503 109.096 1.00203.77 C -ATOM 19291 CD2 PHE C 456 186.865 182.845 110.702 1.00203.77 C -ATOM 19292 CE1 PHE C 456 185.906 181.550 108.457 1.00203.77 C -ATOM 19293 CE2 PHE C 456 187.646 181.894 110.069 1.00203.77 C -ATOM 19294 CZ PHE C 456 187.165 181.246 108.945 1.00203.77 C -ATOM 19295 N ARG C 457 183.608 184.607 114.049 1.00199.20 N -ATOM 19296 CA ARG C 457 183.390 185.665 115.027 1.00199.20 C -ATOM 19297 C ARG C 457 184.409 185.497 116.145 1.00199.20 C -ATOM 19298 O ARG C 457 184.925 184.399 116.371 1.00199.20 O -ATOM 19299 CB ARG C 457 181.966 185.648 115.593 1.00199.20 C -ATOM 19300 CG ARG C 457 181.438 187.016 116.001 1.00199.20 C -ATOM 19301 CD ARG C 457 180.028 186.926 116.561 1.00199.20 C -ATOM 19302 NE ARG C 457 179.551 188.217 117.042 1.00199.20 N -ATOM 19303 CZ ARG C 457 178.624 188.946 116.434 1.00199.20 C -ATOM 19304 NH1 ARG C 457 178.052 188.542 115.312 1.00199.20 N1+ -ATOM 19305 NH2 ARG C 457 178.265 190.112 116.965 1.00199.20 N -ATOM 19306 N LYS C 458 184.694 186.598 116.838 1.00184.86 N -ATOM 19307 CA LYS C 458 185.696 186.602 117.894 1.00184.86 C -ATOM 19308 C LYS C 458 185.137 186.267 119.270 1.00184.86 C -ATOM 19309 O LYS C 458 185.922 186.101 120.210 1.00184.86 O -ATOM 19310 CB LYS C 458 186.392 187.966 117.955 1.00184.86 C -ATOM 19311 CG LYS C 458 187.495 188.148 116.929 1.00184.86 C -ATOM 19312 CD LYS C 458 188.433 189.274 117.325 1.00184.86 C -ATOM 19313 CE LYS C 458 189.701 189.252 116.488 1.00184.86 C -ATOM 19314 NZ LYS C 458 190.731 190.187 117.018 1.00184.86 N1+ -ATOM 19315 N SER C 459 183.819 186.160 119.421 1.00187.60 N -ATOM 19316 CA SER C 459 183.234 185.926 120.735 1.00187.60 C -ATOM 19317 C SER C 459 181.878 185.256 120.571 1.00187.60 C -ATOM 19318 O SER C 459 181.293 185.244 119.485 1.00187.60 O -ATOM 19319 CB SER C 459 183.100 187.232 121.526 1.00187.60 C -ATOM 19320 OG SER C 459 182.147 188.095 120.929 1.00187.60 O -ATOM 19321 N ASN C 460 181.386 184.696 121.674 1.00193.55 N -ATOM 19322 CA ASN C 460 180.040 184.145 121.734 1.00193.55 C -ATOM 19323 C ASN C 460 179.087 185.220 122.242 1.00193.55 C -ATOM 19324 O ASN C 460 179.343 185.851 123.272 1.00193.55 O -ATOM 19325 CB ASN C 460 179.993 182.916 122.644 1.00193.55 C -ATOM 19326 CG ASN C 460 178.698 182.128 122.504 1.00193.55 C -ATOM 19327 OD1 ASN C 460 177.815 182.484 121.723 1.00193.55 O -ATOM 19328 ND2 ASN C 460 178.583 181.047 123.266 1.00193.55 N -ATOM 19329 N LEU C 461 177.989 185.418 121.519 1.00192.61 N -ATOM 19330 CA LEU C 461 177.047 186.477 121.842 1.00192.61 C -ATOM 19331 C LEU C 461 176.178 186.101 123.038 1.00192.61 C -ATOM 19332 O LEU C 461 175.825 184.936 123.242 1.00192.61 O -ATOM 19333 CB LEU C 461 176.157 186.790 120.638 1.00192.61 C -ATOM 19334 CG LEU C 461 176.750 187.677 119.539 1.00192.61 C -ATOM 19335 CD1 LEU C 461 175.698 187.999 118.483 1.00192.61 C -ATOM 19336 CD2 LEU C 461 177.363 188.949 120.109 1.00192.61 C -ATOM 19337 N LYS C 462 175.837 187.116 123.832 1.00185.46 N -ATOM 19338 CA LYS C 462 174.853 186.982 124.894 1.00185.46 C -ATOM 19339 C LYS C 462 173.463 186.821 124.268 1.00185.46 C -ATOM 19340 O LYS C 462 173.273 187.143 123.092 1.00185.46 O -ATOM 19341 CB LYS C 462 174.918 188.210 125.808 1.00185.46 C -ATOM 19342 CG LYS C 462 176.000 188.150 126.876 1.00185.46 C -ATOM 19343 CD LYS C 462 175.728 189.138 128.001 1.00185.46 C -ATOM 19344 CE LYS C 462 176.603 188.852 129.211 1.00185.46 C -ATOM 19345 NZ LYS C 462 176.169 189.621 130.409 1.00185.46 N1+ -ATOM 19346 N PRO C 463 172.492 186.271 125.013 1.00176.67 N -ATOM 19347 CA PRO C 463 171.153 186.063 124.438 1.00176.67 C -ATOM 19348 C PRO C 463 170.453 187.355 124.033 1.00176.67 C -ATOM 19349 O PRO C 463 170.498 188.359 124.749 1.00176.67 O -ATOM 19350 CB PRO C 463 170.392 185.348 125.563 1.00176.67 C -ATOM 19351 CG PRO C 463 171.223 185.537 126.791 1.00176.67 C -ATOM 19352 CD PRO C 463 172.620 185.553 126.294 1.00176.67 C -ATOM 19353 N PHE C 464 169.808 187.296 122.857 1.00165.91 N -ATOM 19354 CA PHE C 464 169.059 188.402 122.243 1.00165.91 C -ATOM 19355 C PHE C 464 169.911 189.660 122.067 1.00165.91 C -ATOM 19356 O PHE C 464 169.457 190.771 122.334 1.00165.91 O -ATOM 19357 CB PHE C 464 167.781 188.720 123.031 1.00165.91 C -ATOM 19358 CG PHE C 464 166.807 187.577 123.102 1.00165.91 C -ATOM 19359 CD1 PHE C 464 166.645 186.719 122.026 1.00165.91 C -ATOM 19360 CD2 PHE C 464 166.038 187.374 124.239 1.00165.91 C -ATOM 19361 CE1 PHE C 464 165.747 185.666 122.087 1.00165.91 C -ATOM 19362 CE2 PHE C 464 165.136 186.328 124.308 1.00165.91 C -ATOM 19363 CZ PHE C 464 164.990 185.472 123.230 1.00165.91 C -ATOM 19364 N GLU C 465 171.151 189.490 121.615 1.00183.29 N -ATOM 19365 CA GLU C 465 172.067 190.611 121.449 1.00183.29 C -ATOM 19366 C GLU C 465 172.174 190.983 119.966 1.00183.29 C -ATOM 19367 O GLU C 465 172.046 190.135 119.078 1.00183.29 O -ATOM 19368 CB GLU C 465 173.435 190.247 122.037 1.00183.29 C -ATOM 19369 CG GLU C 465 174.519 191.328 122.050 1.00183.29 C -ATOM 19370 CD GLU C 465 175.784 190.821 122.707 1.00183.29 C -ATOM 19371 OE1 GLU C 465 175.790 189.643 123.097 1.00183.29 O -ATOM 19372 OE2 GLU C 465 176.735 191.598 122.916 1.00183.29 O1- -ATOM 19373 N ARG C 466 172.419 192.269 119.703 1.00194.91 N -ATOM 19374 CA ARG C 466 172.320 192.835 118.357 1.00194.91 C -ATOM 19375 C ARG C 466 173.560 193.648 117.987 1.00194.91 C -ATOM 19376 O ARG C 466 173.466 194.799 117.555 1.00194.91 O -ATOM 19377 CB ARG C 466 171.090 193.725 118.220 1.00194.91 C -ATOM 19378 CG ARG C 466 169.785 192.973 118.129 1.00194.91 C -ATOM 19379 CD ARG C 466 168.727 193.774 117.395 1.00194.91 C -ATOM 19380 NE ARG C 466 167.573 192.946 117.063 1.00194.91 N -ATOM 19381 CZ ARG C 466 167.505 192.127 116.022 1.00194.91 C -ATOM 19382 NH1 ARG C 466 168.515 191.990 115.178 1.00194.91 N1+ -ATOM 19383 NH2 ARG C 466 166.392 191.428 115.818 1.00194.91 N -ATOM 19384 N ASP C 467 174.750 193.071 118.149 1.00203.90 N -ATOM 19385 CA ASP C 467 175.960 193.681 117.589 1.00203.90 C -ATOM 19386 C ASP C 467 176.029 193.350 116.102 1.00203.90 C -ATOM 19387 O ASP C 467 176.228 192.196 115.718 1.00203.90 O -ATOM 19388 CB ASP C 467 177.214 193.201 118.307 1.00203.90 C -ATOM 19389 CG ASP C 467 177.381 193.829 119.667 1.00203.90 C -ATOM 19390 OD1 ASP C 467 177.896 194.964 119.745 1.00203.90 O -ATOM 19391 OD2 ASP C 467 176.992 193.191 120.662 1.00203.90 O1- -ATOM 19392 N ILE C 468 175.857 194.362 115.255 1.00222.01 N -ATOM 19393 CA ILE C 468 175.907 194.186 113.807 1.00222.01 C -ATOM 19394 C ILE C 468 177.291 194.589 113.314 1.00222.01 C -ATOM 19395 O ILE C 468 177.685 195.757 113.427 1.00222.01 O -ATOM 19396 CB ILE C 468 174.812 194.999 113.102 1.00222.01 C -ATOM 19397 CG1 ILE C 468 173.444 194.677 113.706 1.00222.01 C -ATOM 19398 CG2 ILE C 468 174.818 194.702 111.615 1.00222.01 C -ATOM 19399 CD1 ILE C 468 172.392 195.740 113.464 1.00222.01 C -ATOM 19400 N SER C 469 178.022 193.629 112.751 1.00220.11 N -ATOM 19401 CA SER C 469 179.360 193.902 112.227 1.00220.11 C -ATOM 19402 C SER C 469 179.662 192.905 111.121 1.00220.11 C -ATOM 19403 O SER C 469 179.705 191.696 111.371 1.00220.11 O -ATOM 19404 CB SER C 469 180.408 193.821 113.336 1.00220.11 C -ATOM 19405 OG SER C 469 180.288 192.612 114.064 1.00220.11 O -ATOM 19406 N THR C 470 179.893 193.409 109.909 1.00216.43 N -ATOM 19407 CA THR C 470 180.087 192.577 108.728 1.00216.43 C -ATOM 19408 C THR C 470 181.481 192.751 108.132 1.00216.43 C -ATOM 19409 O THR C 470 181.683 192.544 106.934 1.00216.43 O -ATOM 19410 CB THR C 470 179.019 192.883 107.677 1.00216.43 C -ATOM 19411 OG1 THR C 470 178.980 194.294 107.435 1.00216.43 O -ATOM 19412 CG2 THR C 470 177.653 192.420 108.157 1.00216.43 C -ATOM 19413 N GLU C 471 182.453 193.129 108.959 1.00205.92 N -ATOM 19414 CA GLU C 471 183.822 193.300 108.501 1.00205.92 C -ATOM 19415 C GLU C 471 184.501 191.944 108.316 1.00205.92 C -ATOM 19416 O GLU C 471 184.037 190.912 108.808 1.00205.92 O -ATOM 19417 CB GLU C 471 184.611 194.157 109.490 1.00205.92 C -ATOM 19418 CG GLU C 471 184.013 195.532 109.734 1.00205.92 C -ATOM 19419 CD GLU C 471 185.022 196.514 110.295 1.00205.92 C -ATOM 19420 OE1 GLU C 471 186.026 196.062 110.885 1.00205.92 O -ATOM 19421 OE2 GLU C 471 184.810 197.736 110.148 1.00205.92 O1- -ATOM 19422 N ILE C 472 185.618 191.955 107.594 1.00195.45 N -ATOM 19423 CA ILE C 472 186.409 190.747 107.383 1.00195.45 C -ATOM 19424 C ILE C 472 187.173 190.437 108.663 1.00195.45 C -ATOM 19425 O ILE C 472 187.893 191.293 109.193 1.00195.45 O -ATOM 19426 CB ILE C 472 187.359 190.923 106.186 1.00195.45 C -ATOM 19427 CG1 ILE C 472 186.556 191.009 104.887 1.00195.45 C -ATOM 19428 CG2 ILE C 472 188.361 189.779 106.112 1.00195.45 C -ATOM 19429 CD1 ILE C 472 187.395 191.308 103.665 1.00195.45 C -ATOM 19430 N TYR C 473 187.019 189.216 109.166 1.00203.51 N -ATOM 19431 CA TYR C 473 187.499 188.863 110.494 1.00203.51 C -ATOM 19432 C TYR C 473 188.816 188.099 110.432 1.00203.51 C -ATOM 19433 O TYR C 473 189.069 187.321 109.509 1.00203.51 O -ATOM 19434 CB TYR C 473 186.459 188.026 111.245 1.00203.51 C -ATOM 19435 CG TYR C 473 185.321 188.820 111.856 1.00203.51 C -ATOM 19436 CD1 TYR C 473 185.261 190.206 111.741 1.00203.51 C -ATOM 19437 CD2 TYR C 473 184.305 188.177 112.551 1.00203.51 C -ATOM 19438 CE1 TYR C 473 184.217 190.926 112.301 1.00203.51 C -ATOM 19439 CE2 TYR C 473 183.258 188.885 113.113 1.00203.51 C -ATOM 19440 CZ TYR C 473 183.220 190.258 112.986 1.00203.51 C -ATOM 19441 OH TYR C 473 182.180 190.965 113.545 1.00203.51 O -ATOM 19442 N GLN C 474 189.654 188.335 111.438 1.00190.39 N -ATOM 19443 CA GLN C 474 190.874 187.561 111.602 1.00190.39 C -ATOM 19444 C GLN C 474 190.545 186.143 112.053 1.00190.39 C -ATOM 19445 O GLN C 474 189.565 185.904 112.764 1.00190.39 O -ATOM 19446 CB GLN C 474 191.795 188.221 112.630 1.00190.39 C -ATOM 19447 CG GLN C 474 191.995 189.714 112.442 1.00190.39 C -ATOM 19448 CD GLN C 474 192.806 190.335 113.563 1.00190.39 C -ATOM 19449 OE1 GLN C 474 193.215 189.651 114.501 1.00190.39 O -ATOM 19450 NE2 GLN C 474 193.044 191.638 113.470 1.00190.39 N -ATOM 19451 N ALA C 475 191.375 185.195 111.629 1.00187.26 N -ATOM 19452 CA ALA C 475 191.281 183.824 112.110 1.00187.26 C -ATOM 19453 C ALA C 475 192.183 183.564 113.308 1.00187.26 C -ATOM 19454 O ALA C 475 192.242 182.428 113.789 1.00187.26 O -ATOM 19455 CB ALA C 475 191.616 182.840 110.985 1.00187.26 C -ATOM 19456 N GLY C 476 192.882 184.586 113.796 1.00184.72 N -ATOM 19457 CA GLY C 476 193.760 184.447 114.940 1.00184.72 C -ATOM 19458 C GLY C 476 194.300 185.780 115.413 1.00184.72 C -ATOM 19459 O GLY C 476 193.569 186.774 115.451 1.00184.72 O -ATOM 19460 N ASN C 477 195.579 185.816 115.777 1.00181.97 N -ATOM 19461 CA ASN C 477 196.223 187.038 116.237 1.00181.97 C -ATOM 19462 C ASN C 477 196.854 187.842 115.106 1.00181.97 C -ATOM 19463 O ASN C 477 197.393 188.923 115.362 1.00181.97 O -ATOM 19464 CB ASN C 477 197.286 186.709 117.290 1.00181.97 C -ATOM 19465 CG ASN C 477 196.704 186.026 118.512 1.00181.97 C -ATOM 19466 OD1 ASN C 477 195.490 186.028 118.719 1.00181.97 O -ATOM 19467 ND2 ASN C 477 197.569 185.440 119.331 1.00181.97 N -ATOM 19468 N LYS C 478 196.802 187.346 113.876 1.00183.40 N -ATOM 19469 CA LYS C 478 197.404 188.050 112.749 1.00183.40 C -ATOM 19470 C LYS C 478 196.516 189.215 112.324 1.00183.40 C -ATOM 19471 O LYS C 478 195.325 189.014 112.065 1.00183.40 O -ATOM 19472 CB LYS C 478 197.619 187.098 111.576 1.00183.40 C -ATOM 19473 CG LYS C 478 198.406 185.847 111.933 1.00183.40 C -ATOM 19474 CD LYS C 478 198.756 185.038 110.696 1.00183.40 C -ATOM 19475 CE LYS C 478 199.517 183.775 111.063 1.00183.40 C -ATOM 19476 NZ LYS C 478 200.078 183.094 109.864 1.00183.40 N1+ -ATOM 19477 N PRO C 479 197.048 190.436 112.259 1.00179.59 N -ATOM 19478 CA PRO C 479 196.234 191.575 111.818 1.00179.59 C -ATOM 19479 C PRO C 479 195.917 191.505 110.332 1.00179.59 C -ATOM 19480 O PRO C 479 196.655 190.915 109.540 1.00179.59 O -ATOM 19481 CB PRO C 479 197.115 192.787 112.141 1.00179.59 C -ATOM 19482 CG PRO C 479 198.506 192.252 112.117 1.00179.59 C -ATOM 19483 CD PRO C 479 198.418 190.839 112.622 1.00179.59 C -ATOM 19484 N CYS C 480 194.799 192.122 109.961 1.00176.92 N -ATOM 19485 CA CYS C 480 194.311 192.093 108.588 1.00176.92 C -ATOM 19486 C CYS C 480 194.148 193.472 107.972 1.00176.92 C -ATOM 19487 O CYS C 480 194.495 193.652 106.799 1.00176.92 O -ATOM 19488 CB CYS C 480 192.970 191.351 108.526 1.00176.92 C -ATOM 19489 SG CYS C 480 193.082 189.604 108.955 1.00176.92 S -ATOM 19490 N ASN C 481 193.629 194.439 108.745 1.00169.56 N -ATOM 19491 CA ASN C 481 193.369 195.821 108.311 1.00169.56 C -ATOM 19492 C ASN C 481 192.457 195.877 107.085 1.00169.56 C -ATOM 19493 O ASN C 481 192.661 196.681 106.173 1.00169.56 O -ATOM 19494 CB ASN C 481 194.672 196.589 108.060 1.00169.56 C -ATOM 19495 CG ASN C 481 195.648 196.472 109.214 1.00169.56 C -ATOM 19496 OD1 ASN C 481 195.274 196.629 110.377 1.00169.56 O -ATOM 19497 ND2 ASN C 481 196.908 196.196 108.899 1.00169.56 N -ATOM 19498 N GLY C 482 191.440 195.018 107.066 1.00160.69 N -ATOM 19499 CA GLY C 482 190.494 195.003 105.968 1.00160.69 C -ATOM 19500 C GLY C 482 191.015 194.420 104.676 1.00160.69 C -ATOM 19501 O GLY C 482 190.475 194.725 103.610 1.00160.69 O -ATOM 19502 N VAL C 483 192.050 193.587 104.736 1.00158.89 N -ATOM 19503 CA VAL C 483 192.650 192.974 103.556 1.00158.89 C -ATOM 19504 C VAL C 483 192.464 191.468 103.666 1.00158.89 C -ATOM 19505 O VAL C 483 192.890 190.856 104.653 1.00158.89 O -ATOM 19506 CB VAL C 483 194.137 193.336 103.418 1.00158.89 C -ATOM 19507 CG1 VAL C 483 194.774 192.559 102.276 1.00158.89 C -ATOM 19508 CG2 VAL C 483 194.300 194.833 103.208 1.00158.89 C -ATOM 19509 N ALA C 484 191.828 190.874 102.658 1.00159.89 N -ATOM 19510 CA ALA C 484 191.602 189.436 102.648 1.00159.89 C -ATOM 19511 C ALA C 484 192.897 188.682 102.365 1.00159.89 C -ATOM 19512 O ALA C 484 193.777 189.157 101.643 1.00159.89 O -ATOM 19513 CB ALA C 484 190.545 189.069 101.606 1.00159.89 C -ATOM 19514 N GLY C 485 193.005 187.492 102.947 1.00176.59 N -ATOM 19515 CA GLY C 485 194.193 186.678 102.765 1.00176.59 C -ATOM 19516 C GLY C 485 194.194 185.516 103.738 1.00176.59 C -ATOM 19517 O GLY C 485 193.143 185.107 104.235 1.00176.59 O -ATOM 19518 N PHE C 486 195.387 184.983 103.987 1.00186.91 N -ATOM 19519 CA PHE C 486 195.534 183.935 104.988 1.00186.91 C -ATOM 19520 C PHE C 486 195.349 184.513 106.384 1.00186.91 C -ATOM 19521 O PHE C 486 195.865 185.590 106.699 1.00186.91 O -ATOM 19522 CB PHE C 486 196.898 183.258 104.862 1.00186.91 C -ATOM 19523 CG PHE C 486 196.906 182.092 103.917 1.00186.91 C -ATOM 19524 CD1 PHE C 486 196.163 180.954 104.198 1.00186.91 C -ATOM 19525 CD2 PHE C 486 197.648 182.133 102.746 1.00186.91 C -ATOM 19526 CE1 PHE C 486 196.162 179.876 103.330 1.00186.91 C -ATOM 19527 CE2 PHE C 486 197.652 181.058 101.873 1.00186.91 C -ATOM 19528 CZ PHE C 486 196.908 179.928 102.166 1.00186.91 C -ATOM 19529 N ASN C 487 194.576 183.788 107.207 1.00189.41 N -ATOM 19530 CA ASN C 487 194.095 184.222 108.528 1.00189.41 C -ATOM 19531 C ASN C 487 193.308 185.532 108.455 1.00189.41 C -ATOM 19532 O ASN C 487 193.282 186.306 109.415 1.00189.41 O -ATOM 19533 CB ASN C 487 195.234 184.333 109.551 1.00189.41 C -ATOM 19534 CG ASN C 487 195.869 182.993 109.865 1.00189.41 C -ATOM 19535 OD1 ASN C 487 196.225 182.234 108.964 1.00189.41 O -ATOM 19536 ND2 ASN C 487 196.014 182.695 111.151 1.00189.41 N -ATOM 19537 N CYS C 488 192.654 185.782 107.317 1.00189.47 N -ATOM 19538 CA CYS C 488 191.834 186.976 107.089 1.00189.47 C -ATOM 19539 C CYS C 488 190.650 186.523 106.238 1.00189.47 C -ATOM 19540 O CYS C 488 190.724 186.527 105.007 1.00189.47 O -ATOM 19541 CB CYS C 488 192.629 188.077 106.399 1.00189.47 C -ATOM 19542 SG CYS C 488 193.997 188.766 107.352 1.00189.47 S -ATOM 19543 N TYR C 489 189.556 186.146 106.892 1.00196.06 N -ATOM 19544 CA TYR C 489 188.448 185.495 106.213 1.00196.06 C -ATOM 19545 C TYR C 489 187.156 186.273 106.412 1.00196.06 C -ATOM 19546 O TYR C 489 186.904 186.824 107.490 1.00196.06 O -ATOM 19547 CB TYR C 489 188.280 184.054 106.702 1.00196.06 C -ATOM 19548 CG TYR C 489 189.489 183.190 106.425 1.00196.06 C -ATOM 19549 CD1 TYR C 489 189.837 182.850 105.122 1.00196.06 C -ATOM 19550 CD2 TYR C 489 190.288 182.721 107.463 1.00196.06 C -ATOM 19551 CE1 TYR C 489 190.945 182.062 104.859 1.00196.06 C -ATOM 19552 CE2 TYR C 489 191.398 181.932 107.210 1.00196.06 C -ATOM 19553 CZ TYR C 489 191.720 181.607 105.907 1.00196.06 C -ATOM 19554 OH TYR C 489 192.822 180.824 105.650 1.00196.06 O -ATOM 19555 N PHE C 490 186.359 186.327 105.352 1.00207.44 N -ATOM 19556 CA PHE C 490 185.036 186.919 105.433 1.00207.44 C -ATOM 19557 C PHE C 490 184.094 185.990 106.197 1.00207.44 C -ATOM 19558 O PHE C 490 184.126 184.771 106.001 1.00207.44 O -ATOM 19559 CB PHE C 490 184.481 187.216 104.029 1.00207.44 C -ATOM 19560 CG PHE C 490 184.411 186.010 103.112 1.00207.44 C -ATOM 19561 CD1 PHE C 490 185.507 185.632 102.344 1.00207.44 C -ATOM 19562 CD2 PHE C 490 183.236 185.279 102.990 1.00207.44 C -ATOM 19563 CE1 PHE C 490 185.441 184.535 101.501 1.00207.44 C -ATOM 19564 CE2 PHE C 490 183.164 184.180 102.150 1.00207.44 C -ATOM 19565 CZ PHE C 490 184.267 183.810 101.404 1.00207.44 C -ATOM 19566 N PRO C 491 183.270 186.528 107.100 1.00212.26 N -ATOM 19567 CA PRO C 491 182.268 185.684 107.766 1.00212.26 C -ATOM 19568 C PRO C 491 181.006 185.477 106.949 1.00212.26 C -ATOM 19569 O PRO C 491 180.301 184.486 107.178 1.00212.26 O -ATOM 19570 CB PRO C 491 181.956 186.459 109.059 1.00212.26 C -ATOM 19571 CG PRO C 491 183.059 187.484 109.185 1.00212.26 C -ATOM 19572 CD PRO C 491 183.420 187.824 107.777 1.00212.26 C -ATOM 19573 N LEU C 492 180.709 186.364 106.001 1.00219.04 N -ATOM 19574 CA LEU C 492 179.422 186.380 105.311 1.00219.04 C -ATOM 19575 C LEU C 492 179.450 185.389 104.153 1.00219.04 C -ATOM 19576 O LEU C 492 180.074 185.649 103.120 1.00219.04 O -ATOM 19577 CB LEU C 492 179.111 187.787 104.807 1.00219.04 C -ATOM 19578 CG LEU C 492 179.519 188.959 105.703 1.00219.04 C -ATOM 19579 CD1 LEU C 492 179.353 190.272 104.955 1.00219.04 C -ATOM 19580 CD2 LEU C 492 178.724 188.974 106.999 1.00219.04 C -ATOM 19581 N ARG C 493 178.757 184.267 104.312 1.00227.92 N -ATOM 19582 CA ARG C 493 178.638 183.253 103.272 1.00227.92 C -ATOM 19583 C ARG C 493 177.166 183.078 102.907 1.00227.92 C -ATOM 19584 O ARG C 493 176.280 183.669 103.522 1.00227.92 O -ATOM 19585 CB ARG C 493 179.258 181.930 103.728 1.00227.92 C -ATOM 19586 CG ARG C 493 180.728 182.037 104.095 1.00227.92 C -ATOM 19587 CD ARG C 493 181.482 180.762 103.762 1.00227.92 C -ATOM 19588 NE ARG C 493 182.925 180.945 103.858 1.00227.92 N -ATOM 19589 CZ ARG C 493 183.820 180.182 103.247 1.00227.92 C -ATOM 19590 NH1 ARG C 493 183.455 179.166 102.482 1.00227.92 N1+ -ATOM 19591 NH2 ARG C 493 185.114 180.444 103.408 1.00227.92 N -ATOM 19592 N SER C 494 176.907 182.252 101.897 1.00241.79 N -ATOM 19593 CA SER C 494 175.548 182.014 101.433 1.00241.79 C -ATOM 19594 C SER C 494 175.348 180.526 101.193 1.00241.79 C -ATOM 19595 O SER C 494 176.307 179.762 101.064 1.00241.79 O -ATOM 19596 CB SER C 494 175.237 182.799 100.152 1.00241.79 C -ATOM 19597 OG SER C 494 176.050 182.364 99.078 1.00241.79 O -ATOM 19598 N TYR C 495 174.079 180.120 101.134 1.00253.10 N -ATOM 19599 CA TYR C 495 173.728 178.729 100.889 1.00253.10 C -ATOM 19600 C TYR C 495 173.155 178.485 99.500 1.00253.10 C -ATOM 19601 O TYR C 495 173.091 177.321 99.084 1.00253.10 O -ATOM 19602 CB TYR C 495 172.726 178.229 101.944 1.00253.10 C -ATOM 19603 CG TYR C 495 173.305 178.049 103.336 1.00253.10 C -ATOM 19604 CD1 TYR C 495 174.681 178.023 103.547 1.00253.10 C -ATOM 19605 CD2 TYR C 495 172.471 177.891 104.437 1.00253.10 C -ATOM 19606 CE1 TYR C 495 175.208 177.858 104.818 1.00253.10 C -ATOM 19607 CE2 TYR C 495 172.988 177.725 105.711 1.00253.10 C -ATOM 19608 CZ TYR C 495 174.356 177.709 105.894 1.00253.10 C -ATOM 19609 OH TYR C 495 174.875 177.542 107.157 1.00253.10 O -ATOM 19610 N SER C 496 172.740 179.545 98.791 1.00261.42 N -ATOM 19611 CA SER C 496 172.274 179.506 97.397 1.00261.42 C -ATOM 19612 C SER C 496 171.075 178.569 97.223 1.00261.42 C -ATOM 19613 O SER C 496 171.151 177.544 96.546 1.00261.42 O -ATOM 19614 CB SER C 496 173.413 179.127 96.443 1.00261.42 C -ATOM 19615 OG SER C 496 173.585 177.721 96.389 1.00261.42 O -ATOM 19616 N PHE C 497 169.961 178.954 97.847 1.00264.66 N -ATOM 19617 CA PHE C 497 168.793 178.085 97.993 1.00264.66 C -ATOM 19618 C PHE C 497 168.125 177.831 96.646 1.00264.66 C -ATOM 19619 O PHE C 497 167.529 178.736 96.054 1.00264.66 O -ATOM 19620 CB PHE C 497 167.805 178.704 98.974 1.00264.66 C -ATOM 19621 CG PHE C 497 168.288 178.708 100.391 1.00264.66 C -ATOM 19622 CD1 PHE C 497 168.676 177.527 101.006 1.00264.66 C -ATOM 19623 CD2 PHE C 497 168.358 179.891 101.108 1.00264.66 C -ATOM 19624 CE1 PHE C 497 169.124 177.526 102.315 1.00264.66 C -ATOM 19625 CE2 PHE C 497 168.804 179.898 102.414 1.00264.66 C -ATOM 19626 CZ PHE C 497 169.188 178.713 103.019 1.00264.66 C -ATOM 19627 N ARG C 498 168.222 176.589 96.171 1.00267.29 N -ATOM 19628 CA ARG C 498 167.576 176.071 94.980 1.00267.29 C -ATOM 19629 C ARG C 498 166.451 175.115 95.366 1.00267.29 C -ATOM 19630 O ARG C 498 166.541 174.426 96.387 1.00267.29 O -ATOM 19631 CB ARG C 498 168.581 175.334 94.084 1.00267.29 C -ATOM 19632 CG ARG C 498 169.591 176.243 93.412 1.00267.29 C -ATOM 19633 CD ARG C 498 170.495 175.477 92.462 1.00267.29 C -ATOM 19634 NE ARG C 498 171.536 176.331 91.903 1.00267.29 N -ATOM 19635 CZ ARG C 498 172.663 175.887 91.365 1.00267.29 C -ATOM 19636 NH1 ARG C 498 172.933 174.594 91.294 1.00267.29 N1+ -ATOM 19637 NH2 ARG C 498 173.542 176.762 90.885 1.00267.29 N -ATOM 19638 N PRO C 499 165.373 175.047 94.576 1.00268.73 N -ATOM 19639 CA PRO C 499 164.292 174.097 94.890 1.00268.73 C -ATOM 19640 C PRO C 499 164.631 172.645 94.585 1.00268.73 C -ATOM 19641 O PRO C 499 163.843 171.761 94.947 1.00268.73 O -ATOM 19642 CB PRO C 499 163.131 174.586 94.014 1.00268.73 C -ATOM 19643 CG PRO C 499 163.790 175.291 92.881 1.00268.73 C -ATOM 19644 CD PRO C 499 165.015 175.938 93.458 1.00268.73 C -ATOM 19645 N THR C 500 165.763 172.367 93.939 1.00262.85 N -ATOM 19646 CA THR C 500 166.138 171.015 93.553 1.00262.85 C -ATOM 19647 C THR C 500 167.159 170.387 94.495 1.00262.85 C -ATOM 19648 O THR C 500 167.745 169.354 94.156 1.00262.85 O -ATOM 19649 CB THR C 500 166.680 171.009 92.122 1.00262.85 C -ATOM 19650 OG1 THR C 500 167.798 171.900 92.028 1.00262.85 O -ATOM 19651 CG2 THR C 500 165.602 171.453 91.145 1.00262.85 C -ATOM 19652 N TYR C 501 167.386 170.980 95.665 1.00261.39 N -ATOM 19653 CA TYR C 501 168.334 170.436 96.630 1.00261.39 C -ATOM 19654 C TYR C 501 167.668 169.345 97.467 1.00261.39 C -ATOM 19655 O TYR C 501 166.563 168.880 97.175 1.00261.39 O -ATOM 19656 CB TYR C 501 168.885 171.540 97.529 1.00261.39 C -ATOM 19657 CG TYR C 501 169.903 172.454 96.889 1.00261.39 C -ATOM 19658 CD1 TYR C 501 170.443 172.172 95.638 1.00261.39 C -ATOM 19659 CD2 TYR C 501 170.345 173.589 97.554 1.00261.39 C -ATOM 19660 CE1 TYR C 501 171.380 173.011 95.060 1.00261.39 C -ATOM 19661 CE2 TYR C 501 171.282 174.426 96.990 1.00261.39 C -ATOM 19662 CZ TYR C 501 171.795 174.137 95.742 1.00261.39 C -ATOM 19663 OH TYR C 501 172.728 174.976 95.179 1.00261.39 O -ATOM 19664 N GLY C 502 168.349 168.928 98.531 1.00243.52 N -ATOM 19665 CA GLY C 502 167.750 168.040 99.502 1.00243.52 C -ATOM 19666 C GLY C 502 166.729 168.759 100.362 1.00243.52 C -ATOM 19667 O GLY C 502 166.606 169.984 100.346 1.00243.52 O -ATOM 19668 N VAL C 503 165.981 167.962 101.132 1.00236.48 N -ATOM 19669 CA VAL C 503 164.866 168.492 101.914 1.00236.48 C -ATOM 19670 C VAL C 503 165.367 169.368 103.057 1.00236.48 C -ATOM 19671 O VAL C 503 164.780 170.415 103.358 1.00236.48 O -ATOM 19672 CB VAL C 503 163.984 167.338 102.426 1.00236.48 C -ATOM 19673 CG1 VAL C 503 162.676 167.871 102.991 1.00236.48 C -ATOM 19674 CG2 VAL C 503 163.722 166.339 101.310 1.00236.48 C -ATOM 19675 N GLY C 504 166.457 168.959 103.710 1.00233.68 N -ATOM 19676 CA GLY C 504 167.015 169.764 104.783 1.00233.68 C -ATOM 19677 C GLY C 504 167.669 171.044 104.301 1.00233.68 C -ATOM 19678 O GLY C 504 167.647 172.056 105.006 1.00233.68 O -ATOM 19679 N HIS C 505 168.241 171.026 103.096 1.00246.80 N -ATOM 19680 CA HIS C 505 168.919 172.194 102.548 1.00246.80 C -ATOM 19681 C HIS C 505 167.965 173.199 101.914 1.00246.80 C -ATOM 19682 O HIS C 505 168.418 174.264 101.478 1.00246.80 O -ATOM 19683 CB HIS C 505 169.965 171.758 101.520 1.00246.80 C -ATOM 19684 CG HIS C 505 170.856 170.655 102.000 1.00246.80 C -ATOM 19685 ND1 HIS C 505 171.610 170.756 103.149 1.00246.80 N -ATOM 19686 CD2 HIS C 505 171.111 169.428 101.488 1.00246.80 C -ATOM 19687 CE1 HIS C 505 172.293 169.639 103.324 1.00246.80 C -ATOM 19688 NE2 HIS C 505 172.008 168.816 102.330 1.00246.80 N -ATOM 19689 N GLN C 506 166.675 172.883 101.840 1.00248.98 N -ATOM 19690 CA GLN C 506 165.691 173.827 101.340 1.00248.98 C -ATOM 19691 C GLN C 506 165.514 174.978 102.333 1.00248.98 C -ATOM 19692 O GLN C 506 165.709 174.798 103.538 1.00248.98 O -ATOM 19693 CB GLN C 506 164.359 173.117 101.108 1.00248.98 C -ATOM 19694 CG GLN C 506 164.331 172.281 99.843 1.00248.98 C -ATOM 19695 CD GLN C 506 163.369 171.116 99.937 1.00248.98 C -ATOM 19696 OE1 GLN C 506 162.545 171.048 100.848 1.00248.98 O -ATOM 19697 NE2 GLN C 506 163.469 170.189 98.991 1.00248.98 N -ATOM 19698 N PRO C 507 165.188 176.180 101.850 1.00254.56 N -ATOM 19699 CA PRO C 507 164.946 177.297 102.770 1.00254.56 C -ATOM 19700 C PRO C 507 163.676 177.101 103.582 1.00254.56 C -ATOM 19701 O PRO C 507 162.691 176.521 103.117 1.00254.56 O -ATOM 19702 CB PRO C 507 164.827 178.507 101.836 1.00254.56 C -ATOM 19703 CG PRO C 507 164.404 177.931 100.533 1.00254.56 C -ATOM 19704 CD PRO C 507 165.107 176.610 100.442 1.00254.56 C -ATOM 19705 N TYR C 508 163.711 177.601 104.816 1.00231.04 N -ATOM 19706 CA TYR C 508 162.617 177.467 105.765 1.00231.04 C -ATOM 19707 C TYR C 508 162.372 178.813 106.425 1.00231.04 C -ATOM 19708 O TYR C 508 163.315 179.450 106.917 1.00231.04 O -ATOM 19709 CB TYR C 508 162.932 176.415 106.835 1.00231.04 C -ATOM 19710 CG TYR C 508 162.533 175.001 106.481 1.00231.04 C -ATOM 19711 CD1 TYR C 508 163.224 174.284 105.512 1.00231.04 C -ATOM 19712 CD2 TYR C 508 161.479 174.374 107.134 1.00231.04 C -ATOM 19713 CE1 TYR C 508 162.867 172.986 105.192 1.00231.04 C -ATOM 19714 CE2 TYR C 508 161.111 173.078 106.820 1.00231.04 C -ATOM 19715 CZ TYR C 508 161.810 172.389 105.849 1.00231.04 C -ATOM 19716 OH TYR C 508 161.449 171.099 105.535 1.00231.04 O -ATOM 19717 N ARG C 509 161.104 179.228 106.431 1.00218.65 N -ATOM 19718 CA ARG C 509 160.653 180.415 107.143 1.00218.65 C -ATOM 19719 C ARG C 509 160.286 180.006 108.563 1.00218.65 C -ATOM 19720 O ARG C 509 159.397 179.168 108.764 1.00218.65 O -ATOM 19721 CB ARG C 509 159.454 181.051 106.436 1.00218.65 C -ATOM 19722 CG ARG C 509 159.819 182.089 105.385 1.00218.65 C -ATOM 19723 CD ARG C 509 158.617 182.569 104.586 1.00218.65 C -ATOM 19724 NE ARG C 509 159.012 183.463 103.502 1.00218.65 N -ATOM 19725 CZ ARG C 509 158.222 184.377 102.955 1.00218.65 C -ATOM 19726 NH1 ARG C 509 156.977 184.551 103.368 1.00218.65 N1+ -ATOM 19727 NH2 ARG C 509 158.693 185.137 101.970 1.00218.65 N -ATOM 19728 N VAL C 510 160.993 180.568 109.543 1.00186.71 N -ATOM 19729 CA VAL C 510 160.824 180.231 110.950 1.00186.71 C -ATOM 19730 C VAL C 510 160.506 181.506 111.721 1.00186.71 C -ATOM 19731 O VAL C 510 161.154 182.545 111.522 1.00186.71 O -ATOM 19732 CB VAL C 510 162.076 179.550 111.542 1.00186.71 C -ATOM 19733 CG1 VAL C 510 161.762 178.915 112.893 1.00186.71 C -ATOM 19734 CG2 VAL C 510 162.669 178.523 110.589 1.00186.71 C -ATOM 19735 N VAL C 511 159.505 181.421 112.593 1.00154.76 N -ATOM 19736 CA VAL C 511 159.144 182.475 113.528 1.00154.76 C -ATOM 19737 C VAL C 511 159.255 181.907 114.937 1.00154.76 C -ATOM 19738 O VAL C 511 158.676 180.855 115.243 1.00154.76 O -ATOM 19739 CB VAL C 511 157.728 183.017 113.253 1.00154.76 C -ATOM 19740 CG1 VAL C 511 157.216 183.850 114.423 1.00154.76 C -ATOM 19741 CG2 VAL C 511 157.716 183.833 111.972 1.00154.76 C -ATOM 19742 N VAL C 512 160.013 182.595 115.782 1.00137.83 N -ATOM 19743 CA VAL C 512 160.150 182.249 117.190 1.00137.83 C -ATOM 19744 C VAL C 512 159.313 183.233 117.994 1.00137.83 C -ATOM 19745 O VAL C 512 159.507 184.451 117.897 1.00137.83 O -ATOM 19746 CB VAL C 512 161.621 182.272 117.633 1.00137.83 C -ATOM 19747 CG1 VAL C 512 161.727 182.192 119.148 1.00137.83 C -ATOM 19748 CG2 VAL C 512 162.384 181.130 116.981 1.00137.83 C -ATOM 19749 N LEU C 513 158.370 182.707 118.770 1.00121.65 N -ATOM 19750 CA LEU C 513 157.520 183.509 119.638 1.00121.65 C -ATOM 19751 C LEU C 513 158.092 183.468 121.049 1.00121.65 C -ATOM 19752 O LEU C 513 158.230 182.387 121.635 1.00121.65 O -ATOM 19753 CB LEU C 513 156.082 182.993 119.626 1.00121.65 C -ATOM 19754 CG LEU C 513 155.248 183.284 118.379 1.00121.65 C -ATOM 19755 CD1 LEU C 513 154.140 182.254 118.236 1.00121.65 C -ATOM 19756 CD2 LEU C 513 154.677 184.690 118.437 1.00121.65 C -ATOM 19757 N SER C 514 158.423 184.641 121.582 1.00118.93 N -ATOM 19758 CA SER C 514 158.993 184.795 122.912 1.00118.93 C -ATOM 19759 C SER C 514 158.002 185.542 123.792 1.00118.93 C -ATOM 19760 O SER C 514 157.522 186.617 123.417 1.00118.93 O -ATOM 19761 CB SER C 514 160.323 185.552 122.849 1.00118.93 C -ATOM 19762 OG SER C 514 160.862 185.755 124.144 1.00118.93 O -ATOM 19763 N PHE C 515 157.698 184.971 124.954 1.00114.96 N -ATOM 19764 CA PHE C 515 156.712 185.533 125.864 1.00114.96 C -ATOM 19765 C PHE C 515 157.225 185.533 127.299 1.00114.96 C -ATOM 19766 O PHE C 515 158.106 184.755 127.672 1.00114.96 O -ATOM 19767 CB PHE C 515 155.358 184.810 125.726 1.00114.96 C -ATOM 19768 CG PHE C 515 155.391 183.344 126.076 1.00114.96 C -ATOM 19769 CD1 PHE C 515 155.656 182.403 125.094 1.00114.96 C -ATOM 19770 CD2 PHE C 515 155.184 182.902 127.375 1.00114.96 C -ATOM 19771 CE1 PHE C 515 155.675 181.051 125.402 1.00114.96 C -ATOM 19772 CE2 PHE C 515 155.221 181.557 127.681 1.00114.96 C -ATOM 19773 CZ PHE C 515 155.476 180.633 126.690 1.00114.96 C -ATOM 19774 N GLU C 516 156.626 186.414 128.103 1.00115.49 N -ATOM 19775 CA GLU C 516 157.084 186.739 129.448 1.00115.49 C -ATOM 19776 C GLU C 516 156.008 186.402 130.469 1.00115.49 C -ATOM 19777 O GLU C 516 154.842 186.774 130.297 1.00115.49 O -ATOM 19778 CB GLU C 516 157.435 188.224 129.552 1.00115.49 C -ATOM 19779 CG GLU C 516 158.433 188.700 128.521 1.00115.49 C -ATOM 19780 CD GLU C 516 158.401 190.200 128.347 1.00115.49 C -ATOM 19781 OE1 GLU C 516 157.372 190.810 128.705 1.00115.49 O -ATOM 19782 OE2 GLU C 516 159.396 190.766 127.852 1.00115.49 O1- -ATOM 19783 N LEU C 517 156.410 185.724 131.545 1.00122.86 N -ATOM 19784 CA LEU C 517 155.529 185.427 132.669 1.00122.86 C -ATOM 19785 C LEU C 517 155.686 186.434 133.803 1.00122.86 C -ATOM 19786 O LEU C 517 155.535 186.076 134.976 1.00122.86 O -ATOM 19787 CB LEU C 517 155.761 184.009 133.196 1.00122.86 C -ATOM 19788 CG LEU C 517 155.090 182.793 132.542 1.00122.86 C -ATOM 19789 CD1 LEU C 517 153.576 182.884 132.687 1.00122.86 C -ATOM 19790 CD2 LEU C 517 155.476 182.578 131.091 1.00122.86 C -ATOM 19791 N LEU C 518 156.012 187.680 133.476 1.00125.76 N -ATOM 19792 CA LEU C 518 156.105 188.715 134.490 1.00125.76 C -ATOM 19793 C LEU C 518 154.717 189.101 134.992 1.00125.76 C -ATOM 19794 O LEU C 518 153.710 188.982 134.287 1.00125.76 O -ATOM 19795 CB LEU C 518 156.820 189.947 133.938 1.00125.76 C -ATOM 19796 CG LEU C 518 158.092 189.729 133.118 1.00125.76 C -ATOM 19797 CD1 LEU C 518 158.592 191.063 132.597 1.00125.76 C -ATOM 19798 CD2 LEU C 518 159.169 189.045 133.951 1.00125.76 C -ATOM 19799 N HIS C 519 154.678 189.598 136.230 1.00126.81 N -ATOM 19800 CA HIS C 519 153.436 189.974 136.895 1.00126.81 C -ATOM 19801 C HIS C 519 153.041 191.423 136.631 1.00126.81 C -ATOM 19802 O HIS C 519 152.369 192.042 137.465 1.00126.81 O -ATOM 19803 CB HIS C 519 153.552 189.709 138.396 1.00126.81 C -ATOM 19804 CG HIS C 519 154.279 188.442 138.726 1.00126.81 C -ATOM 19805 ND1 HIS C 519 155.516 188.430 139.333 1.00126.81 N -ATOM 19806 CD2 HIS C 519 153.945 187.145 138.527 1.00126.81 C -ATOM 19807 CE1 HIS C 519 155.911 187.180 139.497 1.00126.81 C -ATOM 19808 NE2 HIS C 519 154.976 186.381 139.016 1.00126.81 N -ATOM 19809 N ALA C 520 153.456 191.980 135.496 1.00117.06 N -ATOM 19810 CA ALA C 520 152.973 193.271 135.043 1.00117.06 C -ATOM 19811 C ALA C 520 151.536 193.133 134.536 1.00117.06 C -ATOM 19812 O ALA C 520 151.062 192.015 134.311 1.00117.06 O -ATOM 19813 CB ALA C 520 153.894 193.808 133.946 1.00117.06 C -ATOM 19814 N PRO C 521 150.800 194.244 134.408 1.00111.56 N -ATOM 19815 CA PRO C 521 149.483 194.186 133.744 1.00111.56 C -ATOM 19816 C PRO C 521 149.571 193.679 132.311 1.00111.56 C -ATOM 19817 O PRO C 521 150.168 194.312 131.437 1.00111.56 O -ATOM 19818 CB PRO C 521 148.998 195.638 133.806 1.00111.56 C -ATOM 19819 CG PRO C 521 149.618 196.172 135.038 1.00111.56 C -ATOM 19820 CD PRO C 521 150.956 195.495 135.180 1.00111.56 C -ATOM 19821 N ALA C 522 148.959 192.519 132.085 1.00109.20 N -ATOM 19822 CA ALA C 522 149.053 191.798 130.825 1.00109.20 C -ATOM 19823 C ALA C 522 148.145 192.409 129.766 1.00109.20 C -ATOM 19824 O ALA C 522 147.120 193.025 130.073 1.00109.20 O -ATOM 19825 CB ALA C 522 148.683 190.331 131.038 1.00109.20 C -ATOM 19826 N THR C 523 148.537 192.241 128.500 1.00105.60 N -ATOM 19827 CA THR C 523 147.771 192.776 127.375 1.00105.60 C -ATOM 19828 C THR C 523 147.480 191.784 126.256 1.00105.60 C -ATOM 19829 O THR C 523 146.530 192.018 125.502 1.00105.60 O -ATOM 19830 CB THR C 523 148.479 193.988 126.750 1.00105.60 C -ATOM 19831 OG1 THR C 523 149.800 193.617 126.331 1.00105.60 O -ATOM 19832 CG2 THR C 523 148.538 195.177 127.708 1.00105.60 C -ATOM 19833 N VAL C 524 148.247 190.707 126.104 1.00102.50 N -ATOM 19834 CA VAL C 524 148.146 189.843 124.933 1.00102.50 C -ATOM 19835 C VAL C 524 147.578 188.501 125.367 1.00102.50 C -ATOM 19836 O VAL C 524 148.254 187.745 126.078 1.00102.50 O -ATOM 19837 CB VAL C 524 149.513 189.646 124.258 1.00102.50 C -ATOM 19838 CG1 VAL C 524 149.387 188.675 123.104 1.00102.50 C -ATOM 19839 CG2 VAL C 524 150.078 190.959 123.821 1.00102.50 C -ATOM 19840 N CYS C 525 146.343 188.216 124.931 1.00110.85 N -ATOM 19841 CA CYS C 525 145.643 186.954 125.181 1.00110.85 C -ATOM 19842 C CYS C 525 144.376 186.783 124.358 1.00110.85 C -ATOM 19843 O CYS C 525 143.773 187.745 123.884 1.00110.85 O -ATOM 19844 CB CYS C 525 145.359 186.758 126.666 1.00110.85 C -ATOM 19845 SG CYS C 525 144.287 187.817 127.639 1.00110.85 S -ATOM 19846 N GLY C 526 143.983 185.513 124.245 1.00111.85 N -ATOM 19847 CA GLY C 526 142.921 185.060 123.379 1.00111.85 C -ATOM 19848 C GLY C 526 141.540 185.506 123.799 1.00111.85 C -ATOM 19849 O GLY C 526 141.334 186.016 124.906 1.00111.85 O -ATOM 19850 N PRO C 527 140.566 185.321 122.906 1.00118.56 N -ATOM 19851 CA PRO C 527 139.216 185.846 123.157 1.00118.56 C -ATOM 19852 C PRO C 527 138.509 185.088 124.272 1.00118.56 C -ATOM 19853 O PRO C 527 138.111 183.932 124.113 1.00118.56 O -ATOM 19854 CB PRO C 527 138.507 185.658 121.810 1.00118.56 C -ATOM 19855 CG PRO C 527 139.277 184.589 121.106 1.00118.56 C -ATOM 19856 CD PRO C 527 140.691 184.698 121.576 1.00118.56 C -ATOM 19857 N LYS C 528 138.344 185.765 125.405 1.00118.82 N -ATOM 19858 CA LYS C 528 137.661 185.208 126.563 1.00118.82 C -ATOM 19859 C LYS C 528 136.640 186.224 127.042 1.00118.82 C -ATOM 19860 O LYS C 528 136.977 187.394 127.242 1.00118.82 O -ATOM 19861 CB LYS C 528 138.649 184.874 127.687 1.00118.82 C -ATOM 19862 CG LYS C 528 138.334 183.590 128.437 1.00118.82 C -ATOM 19863 CD LYS C 528 138.817 182.371 127.671 1.00118.82 C -ATOM 19864 CE LYS C 528 138.710 181.110 128.513 1.00118.82 C -ATOM 19865 NZ LYS C 528 139.232 179.913 127.795 1.00118.82 N1+ -ATOM 19866 N LYS C 529 135.400 185.778 127.214 1.00120.14 N -ATOM 19867 CA LYS C 529 134.347 186.672 127.672 1.00120.14 C -ATOM 19868 C LYS C 529 134.540 186.999 129.147 1.00120.14 C -ATOM 19869 O LYS C 529 134.817 186.117 129.964 1.00120.14 O -ATOM 19870 CB LYS C 529 132.975 186.036 127.439 1.00120.14 C -ATOM 19871 CG LYS C 529 131.796 186.892 127.882 1.00120.14 C -ATOM 19872 CD LYS C 529 131.661 188.136 127.017 1.00120.14 C -ATOM 19873 CE LYS C 529 130.397 188.913 127.353 1.00120.14 C -ATOM 19874 NZ LYS C 529 130.451 189.486 128.727 1.00120.14 N1+ -ATOM 19875 N SER C 530 134.395 188.275 129.486 1.00125.74 N -ATOM 19876 CA SER C 530 134.536 188.738 130.858 1.00125.74 C -ATOM 19877 C SER C 530 133.152 188.844 131.484 1.00125.74 C -ATOM 19878 O SER C 530 132.312 189.621 131.017 1.00125.74 O -ATOM 19879 CB SER C 530 135.259 190.082 130.911 1.00125.74 C -ATOM 19880 OG SER C 530 134.664 191.019 130.031 1.00125.74 O -ATOM 19881 N THR C 531 132.917 188.060 132.531 1.00124.75 N -ATOM 19882 CA THR C 531 131.625 188.050 133.194 1.00124.75 C -ATOM 19883 C THR C 531 131.517 189.215 134.174 1.00124.75 C -ATOM 19884 O THR C 531 132.457 189.991 134.371 1.00124.75 O -ATOM 19885 CB THR C 531 131.403 186.726 133.923 1.00124.75 C -ATOM 19886 OG1 THR C 531 132.128 186.733 135.158 1.00124.75 O -ATOM 19887 CG2 THR C 531 131.886 185.564 133.068 1.00124.75 C -ATOM 19888 N ASN C 532 130.344 189.336 134.789 1.00132.45 N -ATOM 19889 CA ASN C 532 130.110 190.389 135.764 1.00132.45 C -ATOM 19890 C ASN C 532 130.866 190.096 137.059 1.00132.45 C -ATOM 19891 O ASN C 532 131.207 188.952 137.368 1.00132.45 O -ATOM 19892 CB ASN C 532 128.614 190.535 136.041 1.00132.45 C -ATOM 19893 CG ASN C 532 128.253 191.900 136.591 1.00132.45 C -ATOM 19894 OD1 ASN C 532 129.069 192.821 136.580 1.00132.45 O -ATOM 19895 ND2 ASN C 532 127.024 192.037 137.074 1.00132.45 N -ATOM 19896 N LEU C 533 131.130 191.155 137.819 1.00137.20 N -ATOM 19897 CA LEU C 533 131.869 191.046 139.069 1.00137.20 C -ATOM 19898 C LEU C 533 130.907 190.838 140.231 1.00137.20 C -ATOM 19899 O LEU C 533 129.949 191.600 140.397 1.00137.20 O -ATOM 19900 CB LEU C 533 132.716 192.296 139.307 1.00137.20 C -ATOM 19901 CG LEU C 533 133.727 192.218 140.450 1.00137.20 C -ATOM 19902 CD1 LEU C 533 134.675 191.048 140.255 1.00137.20 C -ATOM 19903 CD2 LEU C 533 134.500 193.518 140.555 1.00137.20 C -ATOM 19904 N VAL C 534 131.169 189.809 141.031 1.00127.55 N -ATOM 19905 CA VAL C 534 130.369 189.488 142.207 1.00127.55 C -ATOM 19906 C VAL C 534 131.281 189.559 143.422 1.00127.55 C -ATOM 19907 O VAL C 534 132.308 188.871 143.475 1.00127.55 O -ATOM 19908 CB VAL C 534 129.711 188.104 142.092 1.00127.55 C -ATOM 19909 CG1 VAL C 534 128.964 187.765 143.372 1.00127.55 C -ATOM 19910 CG2 VAL C 534 128.772 188.058 140.896 1.00127.55 C -ATOM 19911 N LYS C 535 130.909 190.386 144.393 1.00130.56 N -ATOM 19912 CA LYS C 535 131.687 190.576 145.605 1.00130.56 C -ATOM 19913 C LYS C 535 130.965 189.975 146.803 1.00130.56 C -ATOM 19914 O LYS C 535 129.757 189.720 146.761 1.00130.56 O -ATOM 19915 CB LYS C 535 131.960 192.064 145.857 1.00130.56 C -ATOM 19916 CG LYS C 535 132.769 192.746 144.767 1.00130.56 C -ATOM 19917 CD LYS C 535 132.729 194.257 144.926 1.00130.56 C -ATOM 19918 CE LYS C 535 133.659 194.941 143.941 1.00130.56 C -ATOM 19919 NZ LYS C 535 133.482 196.419 143.954 1.00130.56 N1+ -ATOM 19920 N ASN C 536 131.747 189.748 147.868 1.00112.57 N -ATOM 19921 CA ASN C 536 131.274 189.259 149.171 1.00112.57 C -ATOM 19922 C ASN C 536 130.565 187.909 149.061 1.00112.57 C -ATOM 19923 O ASN C 536 129.558 187.660 149.726 1.00112.57 O -ATOM 19924 CB ASN C 536 130.377 190.290 149.863 1.00112.57 C -ATOM 19925 CG ASN C 536 131.047 191.641 150.002 1.00112.57 C -ATOM 19926 OD1 ASN C 536 132.234 191.729 150.315 1.00112.57 O -ATOM 19927 ND2 ASN C 536 130.288 192.705 149.769 1.00112.57 N -ATOM 19928 N LYS C 537 131.097 187.028 148.216 1.00101.42 N -ATOM 19929 CA LYS C 537 130.542 185.692 148.057 1.00101.42 C -ATOM 19930 C LYS C 537 131.647 184.741 147.624 1.00101.42 C -ATOM 19931 O LYS C 537 132.552 185.127 146.880 1.00101.42 O -ATOM 19932 CB LYS C 537 129.397 185.678 147.037 1.00101.42 C -ATOM 19933 CG LYS C 537 128.366 184.591 147.288 1.00101.42 C -ATOM 19934 CD LYS C 537 126.979 185.023 146.839 1.00101.42 C -ATOM 19935 CE LYS C 537 126.934 185.274 145.342 1.00101.42 C -ATOM 19936 NZ LYS C 537 125.573 185.675 144.893 1.00101.42 N1+ -ATOM 19937 N CYS C 538 131.567 183.499 148.097 1.00 93.50 N -ATOM 19938 CA CYS C 538 132.552 182.471 147.765 1.00 93.50 C -ATOM 19939 C CYS C 538 132.314 182.008 146.335 1.00 93.50 C -ATOM 19940 O CYS C 538 131.390 181.240 146.062 1.00 93.50 O -ATOM 19941 CB CYS C 538 132.459 181.312 148.752 1.00 93.50 C -ATOM 19942 SG CYS C 538 133.408 179.835 148.303 1.00 93.50 S -ATOM 19943 N VAL C 539 133.137 182.497 145.406 1.00 92.66 N -ATOM 19944 CA VAL C 539 133.023 182.169 143.993 1.00 92.66 C -ATOM 19945 C VAL C 539 134.386 181.745 143.462 1.00 92.66 C -ATOM 19946 O VAL C 539 135.433 182.078 144.021 1.00 92.66 O -ATOM 19947 CB VAL C 539 132.478 183.350 143.158 1.00 92.66 C -ATOM 19948 CG1 VAL C 539 131.024 183.634 143.499 1.00 92.66 C -ATOM 19949 CG2 VAL C 539 133.330 184.591 143.377 1.00 92.66 C -ATOM 19950 N ASN C 540 134.355 180.982 142.375 1.00 95.97 N -ATOM 19951 CA ASN C 540 135.547 180.758 141.575 1.00 95.97 C -ATOM 19952 C ASN C 540 135.830 182.001 140.743 1.00 95.97 C -ATOM 19953 O ASN C 540 134.910 182.686 140.292 1.00 95.97 O -ATOM 19954 CB ASN C 540 135.362 179.542 140.667 1.00 95.97 C -ATOM 19955 CG ASN C 540 136.668 179.038 140.087 1.00 95.97 C -ATOM 19956 OD1 ASN C 540 137.262 179.671 139.214 1.00 95.97 O -ATOM 19957 ND2 ASN C 540 137.120 177.886 140.567 1.00 95.97 N -ATOM 19958 N PHE C 541 137.112 182.297 140.538 1.00101.11 N -ATOM 19959 CA PHE C 541 137.486 183.495 139.803 1.00101.11 C -ATOM 19960 C PHE C 541 138.684 183.225 138.905 1.00101.11 C -ATOM 19961 O PHE C 541 139.529 182.370 139.193 1.00101.11 O -ATOM 19962 CB PHE C 541 137.783 184.682 140.745 1.00101.11 C -ATOM 19963 CG PHE C 541 138.853 184.412 141.773 1.00101.11 C -ATOM 19964 CD1 PHE C 541 140.187 184.696 141.508 1.00101.11 C -ATOM 19965 CD2 PHE C 541 138.519 183.910 143.021 1.00101.11 C -ATOM 19966 CE1 PHE C 541 141.165 184.456 142.452 1.00101.11 C -ATOM 19967 CE2 PHE C 541 139.494 183.673 143.972 1.00101.11 C -ATOM 19968 CZ PHE C 541 140.818 183.944 143.684 1.00101.11 C -ATOM 19969 N ASN C 542 138.738 183.982 137.811 1.00111.63 N -ATOM 19970 CA ASN C 542 139.853 183.966 136.873 1.00111.63 C -ATOM 19971 C ASN C 542 140.203 185.408 136.542 1.00111.63 C -ATOM 19972 O ASN C 542 139.348 186.162 136.066 1.00111.63 O -ATOM 19973 CB ASN C 542 139.503 183.188 135.601 1.00111.63 C -ATOM 19974 CG ASN C 542 140.704 182.967 134.702 1.00111.63 C -ATOM 19975 OD1 ASN C 542 141.848 183.153 135.114 1.00111.63 O -ATOM 19976 ND2 ASN C 542 140.447 182.568 133.462 1.00111.63 N -ATOM 19977 N PHE C 543 141.451 185.786 136.809 1.00117.35 N -ATOM 19978 CA PHE C 543 141.960 187.133 136.564 1.00117.35 C -ATOM 19979 C PHE C 543 143.272 187.019 135.802 1.00117.35 C -ATOM 19980 O PHE C 543 144.293 186.645 136.392 1.00117.35 O -ATOM 19981 CB PHE C 543 142.171 187.894 137.873 1.00117.35 C -ATOM 19982 CG PHE C 543 140.904 188.368 138.518 1.00117.35 C -ATOM 19983 CD1 PHE C 543 140.224 187.560 139.414 1.00117.35 C -ATOM 19984 CD2 PHE C 543 140.404 189.631 138.245 1.00117.35 C -ATOM 19985 CE1 PHE C 543 139.059 187.998 140.016 1.00117.35 C -ATOM 19986 CE2 PHE C 543 139.241 190.076 138.846 1.00117.35 C -ATOM 19987 CZ PHE C 543 138.568 189.258 139.731 1.00117.35 C -ATOM 19988 N ASN C 544 143.233 187.350 134.503 1.00119.30 N -ATOM 19989 CA ASN C 544 144.397 187.356 133.603 1.00119.30 C -ATOM 19990 C ASN C 544 145.093 185.996 133.553 1.00119.30 C -ATOM 19991 O ASN C 544 146.322 185.908 133.517 1.00119.30 O -ATOM 19992 CB ASN C 544 145.391 188.461 133.979 1.00119.30 C -ATOM 19993 CG ASN C 544 144.858 189.847 133.689 1.00119.30 C -ATOM 19994 OD1 ASN C 544 144.255 190.085 132.645 1.00119.30 O -ATOM 19995 ND2 ASN C 544 145.079 190.773 134.615 1.00119.30 N -ATOM 19996 N GLY C 545 144.302 184.926 133.549 1.00113.89 N -ATOM 19997 CA GLY C 545 144.837 183.583 133.582 1.00113.89 C -ATOM 19998 C GLY C 545 145.141 183.050 134.964 1.00113.89 C -ATOM 19999 O GLY C 545 145.571 181.895 135.084 1.00113.89 O -ATOM 20000 N LEU C 546 144.934 183.848 136.008 1.00108.97 N -ATOM 20001 CA LEU C 546 145.134 183.412 137.383 1.00108.97 C -ATOM 20002 C LEU C 546 143.825 182.836 137.908 1.00108.97 C -ATOM 20003 O LEU C 546 142.822 183.551 137.997 1.00108.97 O -ATOM 20004 CB LEU C 546 145.603 184.579 138.251 1.00108.97 C -ATOM 20005 CG LEU C 546 145.527 184.416 139.770 1.00108.97 C -ATOM 20006 CD1 LEU C 546 146.652 183.528 140.274 1.00108.97 C -ATOM 20007 CD2 LEU C 546 145.559 185.773 140.454 1.00108.97 C -ATOM 20008 N LYS C 547 143.831 181.551 138.242 1.00103.50 N -ATOM 20009 CA LYS C 547 142.632 180.848 138.674 1.00103.50 C -ATOM 20010 C LYS C 547 142.631 180.690 140.187 1.00103.50 C -ATOM 20011 O LYS C 547 143.675 180.438 140.796 1.00103.50 O -ATOM 20012 CB LYS C 547 142.539 179.475 138.007 1.00103.50 C -ATOM 20013 CG LYS C 547 142.909 179.474 136.533 1.00103.50 C -ATOM 20014 CD LYS C 547 142.349 178.254 135.821 1.00103.50 C -ATOM 20015 CE LYS C 547 140.831 178.244 135.854 1.00103.50 C -ATOM 20016 NZ LYS C 547 140.259 179.529 135.367 1.00103.50 N1+ -ATOM 20017 N GLY C 548 141.457 180.839 140.791 1.00 99.57 N -ATOM 20018 CA GLY C 548 141.356 180.661 142.227 1.00 99.57 C -ATOM 20019 C GLY C 548 139.913 180.514 142.652 1.00 99.57 C -ATOM 20020 O GLY C 548 138.992 180.548 141.833 1.00 99.57 O -ATOM 20021 N THR C 549 139.727 180.357 143.961 1.00 91.88 N -ATOM 20022 CA THR C 549 138.401 180.225 144.556 1.00 91.88 C -ATOM 20023 C THR C 549 138.406 180.947 145.893 1.00 91.88 C -ATOM 20024 O THR C 549 139.235 180.642 146.756 1.00 91.88 O -ATOM 20025 CB THR C 549 138.023 178.751 144.739 1.00 91.88 C -ATOM 20026 OG1 THR C 549 137.781 178.156 143.458 1.00 91.88 O -ATOM 20027 CG2 THR C 549 136.775 178.612 145.598 1.00 91.88 C -ATOM 20028 N GLY C 550 137.496 181.898 146.069 1.00 91.62 N -ATOM 20029 CA GLY C 550 137.448 182.626 147.320 1.00 91.62 C -ATOM 20030 C GLY C 550 136.397 183.713 147.293 1.00 91.62 C -ATOM 20031 O GLY C 550 135.525 183.746 146.425 1.00 91.62 O -ATOM 20032 N VAL C 551 136.488 184.592 148.284 1.00105.33 N -ATOM 20033 CA VAL C 551 135.619 185.749 148.430 1.00105.33 C -ATOM 20034 C VAL C 551 136.418 186.978 148.026 1.00105.33 C -ATOM 20035 O VAL C 551 137.523 187.207 148.540 1.00105.33 O -ATOM 20036 CB VAL C 551 135.104 185.879 149.875 1.00105.33 C -ATOM 20037 CG1 VAL C 551 134.325 187.172 150.058 1.00105.33 C -ATOM 20038 CG2 VAL C 551 134.255 184.679 150.251 1.00105.33 C -ATOM 20039 N LEU C 552 135.872 187.750 147.091 1.00119.77 N -ATOM 20040 CA LEU C 552 136.497 188.967 146.596 1.00119.77 C -ATOM 20041 C LEU C 552 135.849 190.157 147.291 1.00119.77 C -ATOM 20042 O LEU C 552 134.641 190.376 147.154 1.00119.77 O -ATOM 20043 CB LEU C 552 136.335 189.075 145.081 1.00119.77 C -ATOM 20044 CG LEU C 552 136.916 187.929 144.252 1.00119.77 C -ATOM 20045 CD1 LEU C 552 136.512 188.062 142.793 1.00119.77 C -ATOM 20046 CD2 LEU C 552 138.424 187.880 144.385 1.00119.77 C -ATOM 20047 N THR C 553 136.644 190.919 148.035 1.00145.75 N -ATOM 20048 CA THR C 553 136.145 192.076 148.762 1.00145.75 C -ATOM 20049 C THR C 553 136.867 193.333 148.297 1.00145.75 C -ATOM 20050 O THR C 553 137.945 193.270 147.705 1.00145.75 O -ATOM 20051 CB THR C 553 136.327 191.914 150.277 1.00145.75 C -ATOM 20052 OG1 THR C 553 137.720 191.769 150.580 1.00145.75 O -ATOM 20053 CG2 THR C 553 135.570 190.696 150.787 1.00145.75 C -ATOM 20054 N GLU C 554 136.256 194.483 148.562 1.00167.87 N -ATOM 20055 CA GLU C 554 136.924 195.752 148.319 1.00167.87 C -ATOM 20056 C GLU C 554 137.931 196.019 149.429 1.00167.87 C -ATOM 20057 O GLU C 554 137.623 195.872 150.615 1.00167.87 O -ATOM 20058 CB GLU C 554 135.909 196.890 148.235 1.00167.87 C -ATOM 20059 CG GLU C 554 134.780 196.634 147.250 1.00167.87 C -ATOM 20060 CD GLU C 554 133.750 197.745 147.244 1.00167.87 C -ATOM 20061 OE1 GLU C 554 133.816 198.623 148.129 1.00167.87 O -ATOM 20062 OE2 GLU C 554 132.873 197.739 146.355 1.00167.87 O1- -ATOM 20063 N SER C 555 139.140 196.414 149.039 1.00164.18 N -ATOM 20064 CA SER C 555 140.248 196.550 149.971 1.00164.18 C -ATOM 20065 C SER C 555 140.813 197.961 149.914 1.00164.18 C -ATOM 20066 O SER C 555 140.676 198.673 148.916 1.00164.18 O -ATOM 20067 CB SER C 555 141.357 195.534 149.674 1.00164.18 C -ATOM 20068 OG SER C 555 141.791 195.636 148.330 1.00164.18 O -ATOM 20069 N ASN C 556 141.457 198.354 151.011 1.00160.64 N -ATOM 20070 CA ASN C 556 142.065 199.669 151.147 1.00160.64 C -ATOM 20071 C ASN C 556 143.573 199.645 150.937 1.00160.64 C -ATOM 20072 O ASN C 556 144.248 200.628 151.260 1.00160.64 O -ATOM 20073 CB ASN C 556 141.739 200.258 152.521 1.00160.64 C -ATOM 20074 CG ASN C 556 141.926 199.255 153.642 1.00160.64 C -ATOM 20075 OD1 ASN C 556 142.294 198.105 153.407 1.00160.64 O -ATOM 20076 ND2 ASN C 556 141.672 199.688 154.872 1.00160.64 N -ATOM 20077 N LYS C 557 144.117 198.547 150.416 1.00148.29 N -ATOM 20078 CA LYS C 557 145.548 198.456 150.146 1.00148.29 C -ATOM 20079 C LYS C 557 145.886 199.318 148.937 1.00148.29 C -ATOM 20080 O LYS C 557 145.463 199.021 147.815 1.00148.29 O -ATOM 20081 CB LYS C 557 145.954 197.004 149.908 1.00148.29 C -ATOM 20082 CG LYS C 557 145.351 196.013 150.887 1.00148.29 C -ATOM 20083 CD LYS C 557 145.862 194.606 150.619 1.00148.29 C -ATOM 20084 CE LYS C 557 145.238 193.598 151.567 1.00148.29 C -ATOM 20085 NZ LYS C 557 145.755 192.222 151.327 1.00148.29 N1+ -ATOM 20086 N LYS C 558 146.646 200.386 149.161 1.00133.39 N -ATOM 20087 CA LYS C 558 147.002 201.318 148.093 1.00133.39 C -ATOM 20088 C LYS C 558 148.100 200.691 147.247 1.00133.39 C -ATOM 20089 O LYS C 558 149.274 200.698 147.625 1.00133.39 O -ATOM 20090 CB LYS C 558 147.445 202.657 148.670 1.00133.39 C -ATOM 20091 CG LYS C 558 147.528 203.776 147.640 1.00133.39 C -ATOM 20092 CD LYS C 558 148.971 204.109 147.286 1.00133.39 C -ATOM 20093 CE LYS C 558 149.045 205.044 146.089 1.00133.39 C -ATOM 20094 NZ LYS C 558 150.451 205.313 145.678 1.00133.39 N1+ -ATOM 20095 N PHE C 559 147.718 200.140 146.100 1.00124.00 N -ATOM 20096 CA PHE C 559 148.699 199.629 145.155 1.00124.00 C -ATOM 20097 C PHE C 559 149.433 200.780 144.485 1.00124.00 C -ATOM 20098 O PHE C 559 148.841 201.813 144.161 1.00124.00 O -ATOM 20099 CB PHE C 559 148.027 198.771 144.086 1.00124.00 C -ATOM 20100 CG PHE C 559 147.978 197.307 144.411 1.00124.00 C -ATOM 20101 CD1 PHE C 559 147.690 196.871 145.695 1.00124.00 C -ATOM 20102 CD2 PHE C 559 148.212 196.362 143.422 1.00124.00 C -ATOM 20103 CE1 PHE C 559 147.641 195.520 145.987 1.00124.00 C -ATOM 20104 CE2 PHE C 559 148.165 195.012 143.708 1.00124.00 C -ATOM 20105 CZ PHE C 559 147.878 194.591 144.991 1.00124.00 C -ATOM 20106 N LEU C 560 150.732 200.599 144.283 1.00118.66 N -ATOM 20107 CA LEU C 560 151.467 201.494 143.411 1.00118.66 C -ATOM 20108 C LEU C 560 151.031 201.246 141.965 1.00118.66 C -ATOM 20109 O LEU C 560 150.662 200.122 141.613 1.00118.66 O -ATOM 20110 CB LEU C 560 152.971 201.282 143.584 1.00118.66 C -ATOM 20111 CG LEU C 560 153.500 201.550 145.001 1.00118.66 C -ATOM 20112 CD1 LEU C 560 155.017 201.567 145.034 1.00118.66 C -ATOM 20113 CD2 LEU C 560 152.951 202.857 145.572 1.00118.66 C -ATOM 20114 N PRO C 561 151.025 202.290 141.119 1.00116.49 N -ATOM 20115 CA PRO C 561 150.426 202.153 139.774 1.00116.49 C -ATOM 20116 C PRO C 561 151.140 201.184 138.840 1.00116.49 C -ATOM 20117 O PRO C 561 150.543 200.777 137.836 1.00116.49 O -ATOM 20118 CB PRO C 561 150.471 203.585 139.217 1.00116.49 C -ATOM 20119 CG PRO C 561 151.452 204.313 140.076 1.00116.49 C -ATOM 20120 CD PRO C 561 151.338 203.696 141.427 1.00116.49 C -ATOM 20121 N PHE C 562 152.381 200.800 139.124 1.00105.71 N -ATOM 20122 CA PHE C 562 153.069 199.797 138.324 1.00105.71 C -ATOM 20123 C PHE C 562 152.859 198.380 138.843 1.00105.71 C -ATOM 20124 O PHE C 562 153.421 197.439 138.274 1.00105.71 O -ATOM 20125 CB PHE C 562 154.575 200.108 138.240 1.00105.71 C -ATOM 20126 CG PHE C 562 155.273 200.194 139.578 1.00105.71 C -ATOM 20127 CD1 PHE C 562 155.337 201.396 140.271 1.00105.71 C -ATOM 20128 CD2 PHE C 562 155.895 199.079 140.125 1.00105.71 C -ATOM 20129 CE1 PHE C 562 155.983 201.476 141.490 1.00105.71 C -ATOM 20130 CE2 PHE C 562 156.540 199.153 141.345 1.00105.71 C -ATOM 20131 CZ PHE C 562 156.587 200.352 142.025 1.00105.71 C -ATOM 20132 N GLN C 563 152.068 198.205 139.897 1.00112.95 N -ATOM 20133 CA GLN C 563 151.858 196.906 140.519 1.00112.95 C -ATOM 20134 C GLN C 563 150.515 196.320 140.099 1.00112.95 C -ATOM 20135 O GLN C 563 149.540 197.042 139.882 1.00112.95 O -ATOM 20136 CB GLN C 563 151.918 197.018 142.043 1.00112.95 C -ATOM 20137 CG GLN C 563 153.314 197.239 142.596 1.00112.95 C -ATOM 20138 CD GLN C 563 153.305 197.611 144.063 1.00112.95 C -ATOM 20139 OE1 GLN C 563 152.284 198.039 144.600 1.00112.95 O -ATOM 20140 NE2 GLN C 563 154.446 197.449 144.721 1.00112.95 N -ATOM 20141 N GLN C 564 150.479 194.993 139.985 1.00123.86 N -ATOM 20142 CA GLN C 564 149.271 194.271 139.606 1.00123.86 C -ATOM 20143 C GLN C 564 148.816 193.290 140.674 1.00123.86 C -ATOM 20144 O GLN C 564 147.631 193.274 141.030 1.00123.86 O -ATOM 20145 CB GLN C 564 149.500 193.535 138.274 1.00123.86 C -ATOM 20146 CG GLN C 564 148.408 192.545 137.898 1.00123.86 C -ATOM 20147 CD GLN C 564 147.131 193.225 137.444 1.00123.86 C -ATOM 20148 OE1 GLN C 564 147.159 194.337 136.919 1.00123.86 O -ATOM 20149 NE2 GLN C 564 146.002 192.554 137.641 1.00123.86 N -ATOM 20150 N PHE C 565 149.723 192.475 141.205 1.00115.88 N -ATOM 20151 CA PHE C 565 149.390 191.458 142.192 1.00115.88 C -ATOM 20152 C PHE C 565 150.044 191.783 143.527 1.00115.88 C -ATOM 20153 O PHE C 565 151.197 192.219 143.576 1.00115.88 O -ATOM 20154 CB PHE C 565 149.842 190.070 141.728 1.00115.88 C -ATOM 20155 CG PHE C 565 149.192 189.613 140.456 1.00115.88 C -ATOM 20156 CD1 PHE C 565 147.810 189.567 140.345 1.00115.88 C -ATOM 20157 CD2 PHE C 565 149.962 189.220 139.371 1.00115.88 C -ATOM 20158 CE1 PHE C 565 147.207 189.142 139.172 1.00115.88 C -ATOM 20159 CE2 PHE C 565 149.367 188.794 138.195 1.00115.88 C -ATOM 20160 CZ PHE C 565 147.987 188.755 138.097 1.00115.88 C -ATOM 20161 N GLY C 566 149.301 191.573 144.610 1.00109.48 N -ATOM 20162 CA GLY C 566 149.820 191.697 145.959 1.00109.48 C -ATOM 20163 C GLY C 566 149.789 190.342 146.646 1.00109.48 C -ATOM 20164 O GLY C 566 148.770 189.647 146.620 1.00109.48 O -ATOM 20165 N ARG C 567 150.907 189.994 147.270 1.00 94.80 N -ATOM 20166 CA ARG C 567 151.140 188.644 147.759 1.00 94.80 C -ATOM 20167 C ARG C 567 151.158 188.597 149.281 1.00 94.80 C -ATOM 20168 O ARG C 567 151.122 189.621 149.969 1.00 94.80 O -ATOM 20169 CB ARG C 567 152.447 188.086 147.188 1.00 94.80 C -ATOM 20170 CG ARG C 567 152.302 187.567 145.774 1.00 94.80 C -ATOM 20171 CD ARG C 567 153.536 186.813 145.330 1.00 94.80 C -ATOM 20172 NE ARG C 567 153.457 186.445 143.922 1.00 94.80 N -ATOM 20173 CZ ARG C 567 154.480 186.004 143.205 1.00 94.80 C -ATOM 20174 NH1 ARG C 567 155.688 185.878 143.729 1.00 94.80 N1+ -ATOM 20175 NH2 ARG C 567 154.288 185.683 141.930 1.00 94.80 N -ATOM 20176 N ASP C 568 151.212 187.371 149.797 1.00 95.44 N -ATOM 20177 CA ASP C 568 151.111 187.058 151.212 1.00 95.44 C -ATOM 20178 C ASP C 568 152.474 186.606 151.742 1.00 95.44 C -ATOM 20179 O ASP C 568 153.498 186.714 151.056 1.00 95.44 O -ATOM 20180 CB ASP C 568 150.027 185.996 151.427 1.00 95.44 C -ATOM 20181 CG ASP C 568 149.325 186.133 152.765 1.00 95.44 C -ATOM 20182 OD1 ASP C 568 149.700 187.032 153.547 1.00 95.44 O -ATOM 20183 OD2 ASP C 568 148.399 185.340 153.036 1.00 95.44 O1- -ATOM 20184 N ILE C 569 152.482 186.123 152.988 1.00 82.02 N -ATOM 20185 CA ILE C 569 153.708 185.641 153.619 1.00 82.02 C -ATOM 20186 C ILE C 569 154.212 184.377 152.928 1.00 82.02 C -ATOM 20187 O ILE C 569 155.413 184.231 152.667 1.00 82.02 O -ATOM 20188 CB ILE C 569 153.463 185.409 155.122 1.00 82.02 C -ATOM 20189 CG1 ILE C 569 153.010 186.704 155.799 1.00 82.02 C -ATOM 20190 CG2 ILE C 569 154.713 184.876 155.807 1.00 82.02 C -ATOM 20191 CD1 ILE C 569 154.021 187.825 155.717 1.00 82.02 C -ATOM 20192 N ALA C 570 153.304 183.461 152.590 1.00 82.03 N -ATOM 20193 CA ALA C 570 153.658 182.175 152.004 1.00 82.03 C -ATOM 20194 C ALA C 570 153.758 182.220 150.482 1.00 82.03 C -ATOM 20195 O ALA C 570 153.652 181.165 149.842 1.00 82.03 O -ATOM 20196 CB ALA C 570 152.647 181.108 152.428 1.00 82.03 C -ATOM 20197 N ASP C 571 153.959 183.416 149.909 1.00 94.40 N -ATOM 20198 CA ASP C 571 154.096 183.654 148.464 1.00 94.40 C -ATOM 20199 C ASP C 571 152.865 183.158 147.701 1.00 94.40 C -ATOM 20200 O ASP C 571 152.953 182.361 146.764 1.00 94.40 O -ATOM 20201 CB ASP C 571 155.391 183.041 147.916 1.00 94.40 C -ATOM 20202 CG ASP C 571 155.763 183.579 146.546 1.00 94.40 C -ATOM 20203 OD1 ASP C 571 156.231 184.734 146.468 1.00 94.40 O -ATOM 20204 OD2 ASP C 571 155.592 182.845 145.550 1.00 94.40 O1- -ATOM 20205 N THR C 572 151.697 183.623 148.136 1.00 97.38 N -ATOM 20206 CA THR C 572 150.438 183.347 147.464 1.00 97.38 C -ATOM 20207 C THR C 572 149.686 184.655 147.282 1.00 97.38 C -ATOM 20208 O THR C 572 149.799 185.572 148.100 1.00 97.38 O -ATOM 20209 CB THR C 572 149.572 182.351 148.249 1.00 97.38 C -ATOM 20210 OG1 THR C 572 149.595 182.688 149.641 1.00 97.38 O -ATOM 20211 CG2 THR C 572 150.088 180.931 148.063 1.00 97.38 C -ATOM 20212 N THR C 573 148.918 184.735 146.200 1.00100.60 N -ATOM 20213 CA THR C 573 148.219 185.965 145.859 1.00100.60 C -ATOM 20214 C THR C 573 147.021 186.165 146.778 1.00100.60 C -ATOM 20215 O THR C 573 146.157 185.290 146.886 1.00100.60 O -ATOM 20216 CB THR C 573 147.761 185.933 144.402 1.00100.60 C -ATOM 20217 OG1 THR C 573 148.868 185.590 143.559 1.00100.60 O -ATOM 20218 CG2 THR C 573 147.215 187.288 143.986 1.00100.60 C -ATOM 20219 N ASP C 574 146.973 187.320 147.443 1.00117.77 N -ATOM 20220 CA ASP C 574 145.808 187.698 148.224 1.00117.77 C -ATOM 20221 C ASP C 574 145.247 189.060 147.843 1.00117.77 C -ATOM 20222 O ASP C 574 144.233 189.470 148.415 1.00117.77 O -ATOM 20223 CB ASP C 574 146.119 187.672 149.731 1.00117.77 C -ATOM 20224 CG ASP C 574 147.143 188.710 150.142 1.00117.77 C -ATOM 20225 OD1 ASP C 574 148.019 189.047 149.324 1.00117.77 O -ATOM 20226 OD2 ASP C 574 147.069 189.194 151.291 1.00117.77 O1- -ATOM 20227 N ALA C 575 145.851 189.761 146.884 1.00125.31 N -ATOM 20228 CA ALA C 575 145.282 190.998 146.375 1.00125.31 C -ATOM 20229 C ALA C 575 145.478 191.055 144.869 1.00125.31 C -ATOM 20230 O ALA C 575 146.566 190.763 144.368 1.00125.31 O -ATOM 20231 CB ALA C 575 145.918 192.225 147.038 1.00125.31 C -ATOM 20232 N VAL C 576 144.425 191.439 144.152 1.00142.97 N -ATOM 20233 CA VAL C 576 144.478 191.555 142.702 1.00142.97 C -ATOM 20234 C VAL C 576 143.999 192.938 142.291 1.00142.97 C -ATOM 20235 O VAL C 576 143.308 193.635 143.037 1.00142.97 O -ATOM 20236 CB VAL C 576 143.643 190.469 141.988 1.00142.97 C -ATOM 20237 CG1 VAL C 576 144.277 189.100 142.167 1.00142.97 C -ATOM 20238 CG2 VAL C 576 142.217 190.472 142.510 1.00142.97 C -ATOM 20239 N ARG C 577 144.398 193.338 141.090 1.00150.50 N -ATOM 20240 CA ARG C 577 143.910 194.554 140.456 1.00150.50 C -ATOM 20241 C ARG C 577 143.029 194.152 139.283 1.00150.50 C -ATOM 20242 O ARG C 577 143.489 193.457 138.370 1.00150.50 O -ATOM 20243 CB ARG C 577 145.067 195.439 139.991 1.00150.50 C -ATOM 20244 CG ARG C 577 144.625 196.701 139.269 1.00150.50 C -ATOM 20245 CD ARG C 577 145.809 197.456 138.684 1.00150.50 C -ATOM 20246 NE ARG C 577 146.541 198.208 139.697 1.00150.50 N -ATOM 20247 CZ ARG C 577 146.197 199.414 140.130 1.00150.50 C -ATOM 20248 NH1 ARG C 577 145.134 200.042 139.656 1.00150.50 N1+ -ATOM 20249 NH2 ARG C 577 146.941 200.005 141.060 1.00150.50 N -ATOM 20250 N ASP C 578 141.772 194.571 139.320 1.00172.14 N -ATOM 20251 CA ASP C 578 140.848 194.254 138.239 1.00172.14 C -ATOM 20252 C ASP C 578 141.216 195.070 137.004 1.00172.14 C -ATOM 20253 O ASP C 578 141.415 196.286 137.109 1.00172.14 O -ATOM 20254 CB ASP C 578 139.412 194.537 138.677 1.00172.14 C -ATOM 20255 CG ASP C 578 138.381 193.896 137.769 1.00172.14 C -ATOM 20256 OD1 ASP C 578 138.187 194.387 136.638 1.00172.14 O -ATOM 20257 OD2 ASP C 578 137.752 192.905 138.197 1.00172.14 O1- -ATOM 20258 N PRO C 579 141.344 194.443 135.831 1.00175.66 N -ATOM 20259 CA PRO C 579 141.818 195.197 134.657 1.00175.66 C -ATOM 20260 C PRO C 579 140.785 196.147 134.076 1.00175.66 C -ATOM 20261 O PRO C 579 141.154 197.230 133.605 1.00175.66 O -ATOM 20262 CB PRO C 579 142.197 194.090 133.663 1.00175.66 C -ATOM 20263 CG PRO C 579 141.390 192.908 134.084 1.00175.66 C -ATOM 20264 CD PRO C 579 141.277 192.995 135.574 1.00175.66 C -ATOM 20265 N GLN C 580 139.503 195.775 134.080 1.00182.67 N -ATOM 20266 CA GLN C 580 138.488 196.648 133.498 1.00182.67 C -ATOM 20267 C GLN C 580 138.186 197.847 134.389 1.00182.67 C -ATOM 20268 O GLN C 580 138.032 198.967 133.892 1.00182.67 O -ATOM 20269 CB GLN C 580 137.209 195.862 133.210 1.00182.67 C -ATOM 20270 CG GLN C 580 137.201 195.195 131.846 1.00182.67 C -ATOM 20271 CD GLN C 580 135.998 194.299 131.643 1.00182.67 C -ATOM 20272 OE1 GLN C 580 136.033 193.114 131.965 1.00182.67 O -ATOM 20273 NE2 GLN C 580 134.922 194.865 131.109 1.00182.67 N -ATOM 20274 N THR C 581 138.094 197.641 135.699 1.00196.28 N -ATOM 20275 CA THR C 581 137.902 198.726 136.653 1.00196.28 C -ATOM 20276 C THR C 581 139.083 198.725 137.609 1.00196.28 C -ATOM 20277 O THR C 581 139.258 197.774 138.376 1.00196.28 O -ATOM 20278 CB THR C 581 136.588 198.568 137.422 1.00196.28 C -ATOM 20279 OG1 THR C 581 136.521 197.256 137.994 1.00196.28 O -ATOM 20280 CG2 THR C 581 135.401 198.772 136.495 1.00196.28 C -ATOM 20281 N LEU C 582 139.878 199.796 137.578 1.00200.01 N -ATOM 20282 CA LEU C 582 141.144 199.846 138.311 1.00200.01 C -ATOM 20283 C LEU C 582 140.863 200.001 139.803 1.00200.01 C -ATOM 20284 O LEU C 582 140.928 201.089 140.381 1.00200.01 O -ATOM 20285 CB LEU C 582 142.024 200.973 137.786 1.00200.01 C -ATOM 20286 CG LEU C 582 142.655 200.744 136.410 1.00200.01 C -ATOM 20287 CD1 LEU C 582 143.600 201.881 136.058 1.00200.01 C -ATOM 20288 CD2 LEU C 582 143.380 199.405 136.357 1.00200.01 C -ATOM 20289 N GLU C 583 140.546 198.873 140.434 1.00183.31 N -ATOM 20290 CA GLU C 583 140.305 198.791 141.864 1.00183.31 C -ATOM 20291 C GLU C 583 141.076 197.603 142.417 1.00183.31 C -ATOM 20292 O GLU C 583 141.507 196.717 141.675 1.00183.31 O -ATOM 20293 CB GLU C 583 138.812 198.650 142.182 1.00183.31 C -ATOM 20294 CG GLU C 583 138.161 197.435 141.546 1.00183.31 C -ATOM 20295 CD GLU C 583 136.750 197.205 142.044 1.00183.31 C -ATOM 20296 OE1 GLU C 583 136.365 197.834 143.052 1.00183.31 O -ATOM 20297 OE2 GLU C 583 136.026 196.397 141.426 1.00183.31 O1- -ATOM 20298 N ILE C 584 141.250 197.590 143.733 1.00162.38 N -ATOM 20299 CA ILE C 584 142.072 196.590 144.403 1.00162.38 C -ATOM 20300 C ILE C 584 141.146 195.662 145.174 1.00162.38 C -ATOM 20301 O ILE C 584 140.458 196.088 146.111 1.00162.38 O -ATOM 20302 CB ILE C 584 143.117 197.233 145.323 1.00162.38 C -ATOM 20303 CG1 ILE C 584 143.916 198.289 144.556 1.00162.38 C -ATOM 20304 CG2 ILE C 584 144.045 196.176 145.889 1.00162.38 C -ATOM 20305 CD1 ILE C 584 144.581 197.762 143.294 1.00162.38 C -ATOM 20306 N LEU C 585 141.131 194.392 144.784 1.00152.48 N -ATOM 20307 CA LEU C 585 140.284 193.386 145.404 1.00152.48 C -ATOM 20308 C LEU C 585 141.116 192.481 146.302 1.00152.48 C -ATOM 20309 O LEU C 585 142.208 192.045 145.926 1.00152.48 O -ATOM 20310 CB LEU C 585 139.569 192.548 144.343 1.00152.48 C -ATOM 20311 CG LEU C 585 138.749 193.304 143.296 1.00152.48 C -ATOM 20312 CD1 LEU C 585 138.024 192.326 142.387 1.00152.48 C -ATOM 20313 CD2 LEU C 585 137.766 194.254 143.960 1.00152.48 C -ATOM 20314 N ASP C 586 140.589 192.203 147.490 1.00141.01 N -ATOM 20315 CA ASP C 586 141.210 191.301 148.447 1.00141.01 C -ATOM 20316 C ASP C 586 140.573 189.924 148.331 1.00141.01 C -ATOM 20317 O ASP C 586 139.343 189.805 148.280 1.00141.01 O -ATOM 20318 CB ASP C 586 141.063 191.829 149.874 1.00141.01 C -ATOM 20319 CG ASP C 586 141.826 190.996 150.882 1.00141.01 C -ATOM 20320 OD1 ASP C 586 143.071 191.098 150.919 1.00141.01 O -ATOM 20321 OD2 ASP C 586 141.183 190.236 151.635 1.00141.01 O1- -ATOM 20322 N ILE C 587 141.413 188.893 148.289 1.00114.61 N -ATOM 20323 CA ILE C 587 140.980 187.508 148.157 1.00114.61 C -ATOM 20324 C ILE C 587 141.058 186.846 149.523 1.00114.61 C -ATOM 20325 O ILE C 587 142.115 186.856 150.166 1.00114.61 O -ATOM 20326 CB ILE C 587 141.849 186.752 147.138 1.00114.61 C -ATOM 20327 CG1 ILE C 587 141.855 187.474 145.792 1.00114.61 C -ATOM 20328 CG2 ILE C 587 141.369 185.319 146.989 1.00114.61 C -ATOM 20329 CD1 ILE C 587 142.768 186.839 144.771 1.00114.61 C -ATOM 20330 N THR C 588 139.945 186.266 149.967 1.00106.65 N -ATOM 20331 CA THR C 588 139.911 185.544 151.232 1.00106.65 C -ATOM 20332 C THR C 588 139.315 184.164 150.983 1.00106.65 C -ATOM 20333 O THR C 588 138.219 184.067 150.419 1.00106.65 O -ATOM 20334 CB THR C 588 139.088 186.316 152.273 1.00106.65 C -ATOM 20335 OG1 THR C 588 139.801 187.495 152.667 1.00106.65 O -ATOM 20336 CG2 THR C 588 138.818 185.460 153.495 1.00106.65 C -ATOM 20337 N PRO C 589 139.997 183.081 151.365 1.00 93.40 N -ATOM 20338 CA PRO C 589 139.485 181.738 151.059 1.00 93.40 C -ATOM 20339 C PRO C 589 138.206 181.411 151.818 1.00 93.40 C -ATOM 20340 O PRO C 589 137.929 181.963 152.886 1.00 93.40 O -ATOM 20341 CB PRO C 589 140.634 180.816 151.482 1.00 93.40 C -ATOM 20342 CG PRO C 589 141.385 181.597 152.494 1.00 93.40 C -ATOM 20343 CD PRO C 589 141.297 183.029 152.055 1.00 93.40 C -ATOM 20344 N CYS C 590 137.416 180.512 151.232 1.00 90.90 N -ATOM 20345 CA CYS C 590 136.073 180.227 151.717 1.00 90.90 C -ATOM 20346 C CYS C 590 136.113 179.467 153.040 1.00 90.90 C -ATOM 20347 O CYS C 590 137.149 178.942 153.459 1.00 90.90 O -ATOM 20348 CB CYS C 590 135.287 179.431 150.674 1.00 90.90 C -ATOM 20349 SG CYS C 590 135.275 180.182 149.025 1.00 90.90 S -ATOM 20350 N SER C 591 134.958 179.424 153.703 1.00 78.31 N -ATOM 20351 CA SER C 591 134.870 178.848 155.037 1.00 78.31 C -ATOM 20352 C SER C 591 135.040 177.334 154.998 1.00 78.31 C -ATOM 20353 O SER C 591 134.451 176.641 154.163 1.00 78.31 O -ATOM 20354 CB SER C 591 133.536 179.209 155.687 1.00 78.31 C -ATOM 20355 OG SER C 591 133.595 179.027 157.091 1.00 78.31 O -ATOM 20356 N PHE C 592 135.859 176.832 155.915 1.00 69.21 N -ATOM 20357 CA PHE C 592 136.222 175.424 155.977 1.00 69.21 C -ATOM 20358 C PHE C 592 136.594 175.110 157.417 1.00 69.21 C -ATOM 20359 O PHE C 592 136.885 176.005 158.207 1.00 69.21 O -ATOM 20360 CB PHE C 592 137.375 175.103 155.018 1.00 69.21 C -ATOM 20361 CG PHE C 592 138.729 175.490 155.543 1.00 69.21 C -ATOM 20362 CD1 PHE C 592 139.101 176.826 155.618 1.00 69.21 C -ATOM 20363 CD2 PHE C 592 139.638 174.521 155.945 1.00 69.21 C -ATOM 20364 CE1 PHE C 592 140.343 177.189 156.099 1.00 69.21 C -ATOM 20365 CE2 PHE C 592 140.886 174.879 156.426 1.00 69.21 C -ATOM 20366 CZ PHE C 592 141.235 176.215 156.501 1.00 69.21 C -ATOM 20367 N GLY C 593 136.571 173.833 157.762 1.00 59.39 N -ATOM 20368 CA GLY C 593 136.985 173.459 159.097 1.00 59.39 C -ATOM 20369 C GLY C 593 136.764 171.988 159.350 1.00 59.39 C -ATOM 20370 O GLY C 593 136.291 171.242 158.489 1.00 59.39 O -ATOM 20371 N GLY C 594 137.109 171.590 160.570 1.00 53.38 N -ATOM 20372 CA GLY C 594 136.974 170.211 160.970 1.00 53.38 C -ATOM 20373 C GLY C 594 135.582 169.871 161.462 1.00 53.38 C -ATOM 20374 O GLY C 594 134.850 170.707 161.993 1.00 53.38 O -ATOM 20375 N VAL C 595 135.221 168.606 161.278 1.00 50.12 N -ATOM 20376 CA VAL C 595 133.925 168.082 161.683 1.00 50.12 C -ATOM 20377 C VAL C 595 134.171 167.010 162.733 1.00 50.12 C -ATOM 20378 O VAL C 595 135.004 166.118 162.534 1.00 50.12 O -ATOM 20379 CB VAL C 595 133.138 167.518 160.483 1.00 50.12 C -ATOM 20380 CG1 VAL C 595 131.790 166.967 160.926 1.00 50.12 C -ATOM 20381 CG2 VAL C 595 132.950 168.588 159.419 1.00 50.12 C -ATOM 20382 N SER C 596 133.474 167.115 163.857 1.00 47.39 N -ATOM 20383 CA SER C 596 133.574 166.141 164.927 1.00 47.39 C -ATOM 20384 C SER C 596 132.200 165.553 165.203 1.00 47.39 C -ATOM 20385 O SER C 596 131.182 166.242 165.120 1.00 47.39 O -ATOM 20386 CB SER C 596 134.144 166.769 166.202 1.00 47.39 C -ATOM 20387 OG SER C 596 135.458 167.251 165.989 1.00 47.39 O -ATOM 20388 N VAL C 597 132.183 164.267 165.526 1.00 46.93 N -ATOM 20389 CA VAL C 597 130.963 163.537 165.834 1.00 46.93 C -ATOM 20390 C VAL C 597 130.972 163.241 167.324 1.00 46.93 C -ATOM 20391 O VAL C 597 131.889 162.580 167.828 1.00 46.93 O -ATOM 20392 CB VAL C 597 130.854 162.248 165.005 1.00 46.93 C -ATOM 20393 CG1 VAL C 597 129.806 161.317 165.589 1.00 46.93 C -ATOM 20394 CG2 VAL C 597 130.523 162.586 163.560 1.00 46.93 C -ATOM 20395 N ILE C 598 129.976 163.763 168.029 1.00 45.28 N -ATOM 20396 CA ILE C 598 129.749 163.457 169.433 1.00 45.28 C -ATOM 20397 C ILE C 598 128.625 162.441 169.496 1.00 45.28 C -ATOM 20398 O ILE C 598 127.496 162.729 169.079 1.00 45.28 O -ATOM 20399 CB ILE C 598 129.403 164.719 170.235 1.00 45.28 C -ATOM 20400 CG1 ILE C 598 130.622 165.640 170.313 1.00 45.28 C -ATOM 20401 CG2 ILE C 598 128.913 164.356 171.629 1.00 45.28 C -ATOM 20402 CD1 ILE C 598 130.284 167.102 170.272 1.00 45.28 C -ATOM 20403 N THR C 599 128.935 161.247 169.984 1.00 53.32 N -ATOM 20404 CA THR C 599 127.948 160.184 170.027 1.00 53.32 C -ATOM 20405 C THR C 599 128.081 159.422 171.335 1.00 53.32 C -ATOM 20406 O THR C 599 129.166 159.379 171.927 1.00 53.32 O -ATOM 20407 CB THR C 599 128.110 159.221 168.835 1.00 53.32 C -ATOM 20408 OG1 THR C 599 127.206 158.115 168.965 1.00 53.32 O -ATOM 20409 CG2 THR C 599 129.539 158.700 168.741 1.00 53.32 C -ATOM 20410 N PRO C 600 126.992 158.845 171.825 1.00 55.68 N -ATOM 20411 CA PRO C 600 127.095 157.754 172.794 1.00 55.68 C -ATOM 20412 C PRO C 600 127.419 156.460 172.056 1.00 55.68 C -ATOM 20413 O PRO C 600 127.597 156.437 170.838 1.00 55.68 O -ATOM 20414 CB PRO C 600 125.707 157.717 173.434 1.00 55.68 C -ATOM 20415 CG PRO C 600 124.804 158.260 172.387 1.00 55.68 C -ATOM 20416 CD PRO C 600 125.601 159.292 171.642 1.00 55.68 C -ATOM 20417 N GLY C 601 127.501 155.373 172.816 1.00 77.84 N -ATOM 20418 CA GLY C 601 127.817 154.090 172.221 1.00 77.84 C -ATOM 20419 C GLY C 601 126.694 153.572 171.343 1.00 77.84 C -ATOM 20420 O GLY C 601 125.516 153.866 171.551 1.00 77.84 O -ATOM 20421 N THR C 602 127.076 152.785 170.332 1.00 88.12 N -ATOM 20422 CA THR C 602 126.088 152.119 169.490 1.00 88.12 C -ATOM 20423 C THR C 602 125.378 150.994 170.229 1.00 88.12 C -ATOM 20424 O THR C 602 124.330 150.528 169.769 1.00 88.12 O -ATOM 20425 CB THR C 602 126.748 151.575 168.223 1.00 88.12 C -ATOM 20426 OG1 THR C 602 127.833 150.711 168.581 1.00 88.12 O -ATOM 20427 CG2 THR C 602 127.278 152.716 167.371 1.00 88.12 C -ATOM 20428 N ASN C 603 125.929 150.550 171.362 1.00 96.85 N -ATOM 20429 CA ASN C 603 125.237 149.631 172.254 1.00 96.85 C -ATOM 20430 C ASN C 603 124.063 150.288 172.973 1.00 96.85 C -ATOM 20431 O ASN C 603 123.223 149.577 173.533 1.00 96.85 O -ATOM 20432 CB ASN C 603 126.225 149.073 173.279 1.00 96.85 C -ATOM 20433 CG ASN C 603 125.809 147.722 173.818 1.00 96.85 C -ATOM 20434 OD1 ASN C 603 125.006 147.017 173.207 1.00 96.85 O -ATOM 20435 ND2 ASN C 603 126.355 147.352 174.970 1.00 96.85 N -ATOM 20436 N THR C 604 123.983 151.621 172.974 1.00 86.43 N -ATOM 20437 CA THR C 604 122.924 152.341 173.670 1.00 86.43 C -ATOM 20438 C THR C 604 121.928 152.980 172.710 1.00 86.43 C -ATOM 20439 O THR C 604 120.726 152.716 172.807 1.00 86.43 O -ATOM 20440 CB THR C 604 123.528 153.412 174.590 1.00 86.43 C -ATOM 20441 OG1 THR C 604 123.982 154.519 173.802 1.00 86.43 O -ATOM 20442 CG2 THR C 604 124.699 152.846 175.379 1.00 86.43 C -ATOM 20443 N SER C 605 122.391 153.811 171.780 1.00 79.85 N -ATOM 20444 CA SER C 605 121.494 154.542 170.891 1.00 79.85 C -ATOM 20445 C SER C 605 122.243 154.901 169.613 1.00 79.85 C -ATOM 20446 O SER C 605 123.397 154.514 169.414 1.00 79.85 O -ATOM 20447 CB SER C 605 120.938 155.794 171.572 1.00 79.85 C -ATOM 20448 OG SER C 605 120.229 156.602 170.649 1.00 79.85 O -ATOM 20449 N ASN C 606 121.564 155.658 168.742 1.00 77.17 N -ATOM 20450 CA ASN C 606 122.121 156.076 167.459 1.00 77.17 C -ATOM 20451 C ASN C 606 121.988 157.578 167.229 1.00 77.17 C -ATOM 20452 O ASN C 606 122.162 158.040 166.097 1.00 77.17 O -ATOM 20453 CB ASN C 606 121.458 155.320 166.305 1.00 77.17 C -ATOM 20454 CG ASN C 606 122.047 153.941 166.091 1.00 77.17 C -ATOM 20455 OD1 ASN C 606 123.094 153.606 166.642 1.00 77.17 O -ATOM 20456 ND2 ASN C 606 121.378 153.135 165.276 1.00 77.17 N -ATOM 20457 N GLN C 607 121.678 158.351 168.266 1.00 71.41 N -ATOM 20458 CA GLN C 607 121.575 159.796 168.120 1.00 71.41 C -ATOM 20459 C GLN C 607 122.966 160.416 168.072 1.00 71.41 C -ATOM 20460 O GLN C 607 123.865 160.020 168.818 1.00 71.41 O -ATOM 20461 CB GLN C 607 120.758 160.390 169.265 1.00 71.41 C -ATOM 20462 CG GLN C 607 119.389 159.747 169.421 1.00 71.41 C -ATOM 20463 CD GLN C 607 118.535 160.430 170.467 1.00 71.41 C -ATOM 20464 OE1 GLN C 607 118.497 161.657 170.551 1.00 71.41 O -ATOM 20465 NE2 GLN C 607 117.848 159.635 171.279 1.00 71.41 N -ATOM 20466 N VAL C 608 123.142 161.382 167.170 1.00 53.54 N -ATOM 20467 CA VAL C 608 124.454 161.920 166.815 1.00 53.54 C -ATOM 20468 C VAL C 608 124.396 163.441 166.884 1.00 53.54 C -ATOM 20469 O VAL C 608 123.462 164.054 166.355 1.00 53.54 O -ATOM 20470 CB VAL C 608 124.893 161.465 165.402 1.00 53.54 C -ATOM 20471 CG1 VAL C 608 126.206 162.111 164.990 1.00 53.54 C -ATOM 20472 CG2 VAL C 608 125.026 159.949 165.317 1.00 53.54 C -ATOM 20473 N ALA C 609 125.377 164.048 167.550 1.00 52.86 N -ATOM 20474 CA ALA C 609 125.590 165.487 167.490 1.00 52.86 C -ATOM 20475 C ALA C 609 126.827 165.790 166.651 1.00 52.86 C -ATOM 20476 O ALA C 609 127.785 165.015 166.627 1.00 52.86 O -ATOM 20477 CB ALA C 609 125.747 166.078 168.891 1.00 52.86 C -ATOM 20478 N VAL C 610 126.800 166.925 165.954 1.00 47.81 N -ATOM 20479 CA VAL C 610 127.860 167.309 165.026 1.00 47.81 C -ATOM 20480 C VAL C 610 128.446 168.640 165.477 1.00 47.81 C -ATOM 20481 O VAL C 610 127.707 169.603 165.709 1.00 47.81 O -ATOM 20482 CB VAL C 610 127.344 167.405 163.576 1.00 47.81 C -ATOM 20483 CG1 VAL C 610 128.484 167.715 162.622 1.00 47.81 C -ATOM 20484 CG2 VAL C 610 126.645 166.120 163.158 1.00 47.81 C -ATOM 20485 N LEU C 611 129.769 168.696 165.595 1.00 50.20 N -ATOM 20486 CA LEU C 611 130.486 169.912 165.951 1.00 50.20 C -ATOM 20487 C LEU C 611 131.293 170.382 164.748 1.00 50.20 C -ATOM 20488 O LEU C 611 132.155 169.650 164.252 1.00 50.20 O -ATOM 20489 CB LEU C 611 131.405 169.670 167.149 1.00 50.20 C -ATOM 20490 CG LEU C 611 132.252 170.852 167.624 1.00 50.20 C -ATOM 20491 CD1 LEU C 611 131.420 171.816 168.450 1.00 50.20 C -ATOM 20492 CD2 LEU C 611 133.454 170.364 168.414 1.00 50.20 C -ATOM 20493 N TYR C 612 131.010 171.595 164.282 1.00 51.66 N -ATOM 20494 CA TYR C 612 131.796 172.248 163.242 1.00 51.66 C -ATOM 20495 C TYR C 612 132.804 173.149 163.943 1.00 51.66 C -ATOM 20496 O TYR C 612 132.430 174.191 164.489 1.00 51.66 O -ATOM 20497 CB TYR C 612 130.903 173.051 162.300 1.00 51.66 C -ATOM 20498 CG TYR C 612 129.982 172.204 161.455 1.00 51.66 C -ATOM 20499 CD1 TYR C 612 130.421 171.648 160.261 1.00 51.66 C -ATOM 20500 CD2 TYR C 612 128.671 171.967 161.848 1.00 51.66 C -ATOM 20501 CE1 TYR C 612 129.582 170.873 159.483 1.00 51.66 C -ATOM 20502 CE2 TYR C 612 127.823 171.194 161.077 1.00 51.66 C -ATOM 20503 CZ TYR C 612 128.284 170.650 159.896 1.00 51.66 C -ATOM 20504 OH TYR C 612 127.445 169.880 159.125 1.00 51.66 O -ATOM 20505 N GLN C 613 134.075 172.747 163.927 1.00 55.76 N -ATOM 20506 CA GLN C 613 135.080 173.348 164.793 1.00 55.76 C -ATOM 20507 C GLN C 613 135.524 174.710 164.274 1.00 55.76 C -ATOM 20508 O GLN C 613 135.919 174.845 163.113 1.00 55.76 O -ATOM 20509 CB GLN C 613 136.288 172.420 164.915 1.00 55.76 C -ATOM 20510 CG GLN C 613 136.007 171.129 165.661 1.00 55.76 C -ATOM 20511 CD GLN C 613 137.163 170.151 165.591 1.00 55.76 C -ATOM 20512 OE1 GLN C 613 137.031 168.989 165.973 1.00 55.76 O -ATOM 20513 NE2 GLN C 613 138.305 170.618 165.102 1.00 55.76 N -ATOM 20514 N GLY C 614 135.466 175.716 165.146 1.00 72.01 N -ATOM 20515 CA GLY C 614 136.000 177.028 164.848 1.00 72.01 C -ATOM 20516 C GLY C 614 135.154 177.890 163.939 1.00 72.01 C -ATOM 20517 O GLY C 614 135.621 178.955 163.518 1.00 72.01 O -ATOM 20518 N VAL C 615 133.933 177.472 163.620 1.00 72.26 N -ATOM 20519 CA VAL C 615 133.086 178.158 162.654 1.00 72.26 C -ATOM 20520 C VAL C 615 131.922 178.806 163.390 1.00 72.26 C -ATOM 20521 O VAL C 615 131.328 178.197 164.288 1.00 72.26 O -ATOM 20522 CB VAL C 615 132.576 177.187 161.568 1.00 72.26 C -ATOM 20523 CG1 VAL C 615 131.941 177.947 160.414 1.00 72.26 C -ATOM 20524 CG2 VAL C 615 133.711 176.313 161.072 1.00 72.26 C -ATOM 20525 N ASN C 616 131.614 180.049 163.020 1.00 85.89 N -ATOM 20526 CA ASN C 616 130.427 180.721 163.528 1.00 85.89 C -ATOM 20527 C ASN C 616 129.168 180.015 163.034 1.00 85.89 C -ATOM 20528 O ASN C 616 129.141 179.435 161.946 1.00 85.89 O -ATOM 20529 CB ASN C 616 130.422 182.187 163.091 1.00 85.89 C -ATOM 20530 CG ASN C 616 129.477 183.040 163.913 1.00 85.89 C -ATOM 20531 OD1 ASN C 616 128.931 182.589 164.919 1.00 85.89 O -ATOM 20532 ND2 ASN C 616 129.282 184.283 163.489 1.00 85.89 N -ATOM 20533 N CYS C 617 128.117 180.064 163.857 1.00 95.70 N -ATOM 20534 CA CYS C 617 126.909 179.294 163.581 1.00 95.70 C -ATOM 20535 C CYS C 617 126.086 179.864 162.433 1.00 95.70 C -ATOM 20536 O CYS C 617 125.290 179.131 161.838 1.00 95.70 O -ATOM 20537 CB CYS C 617 126.050 179.203 164.841 1.00 95.70 C -ATOM 20538 SG CYS C 617 126.586 177.914 165.983 1.00 95.70 S -ATOM 20539 N THR C 618 126.253 181.145 162.108 1.00 95.50 N -ATOM 20540 CA THR C 618 125.500 181.747 161.016 1.00 95.50 C -ATOM 20541 C THR C 618 126.052 181.394 159.641 1.00 95.50 C -ATOM 20542 O THR C 618 125.371 181.636 158.640 1.00 95.50 O -ATOM 20543 CB THR C 618 125.472 183.270 161.170 1.00 95.50 C -ATOM 20544 OG1 THR C 618 126.787 183.797 160.960 1.00 95.50 O -ATOM 20545 CG2 THR C 618 124.994 183.654 162.562 1.00 95.50 C -ATOM 20546 N GLU C 619 127.255 180.831 159.566 1.00 92.74 N -ATOM 20547 CA GLU C 619 127.913 180.525 158.302 1.00 92.74 C -ATOM 20548 C GLU C 619 128.156 179.028 158.152 1.00 92.74 C -ATOM 20549 O GLU C 619 129.218 178.594 157.701 1.00 92.74 O -ATOM 20550 CB GLU C 619 129.223 181.298 158.175 1.00 92.74 C -ATOM 20551 CG GLU C 619 129.056 182.805 158.250 1.00 92.74 C -ATOM 20552 CD GLU C 619 130.378 183.533 158.378 1.00 92.74 C -ATOM 20553 OE1 GLU C 619 131.406 182.864 158.614 1.00 92.74 O -ATOM 20554 OE2 GLU C 619 130.389 184.774 158.241 1.00 92.74 O1- -ATOM 20555 N VAL C 620 127.172 178.219 158.528 1.00 86.64 N -ATOM 20556 CA VAL C 620 127.293 176.772 158.411 1.00 86.64 C -ATOM 20557 C VAL C 620 126.733 176.300 157.075 1.00 86.64 C -ATOM 20558 O VAL C 620 127.325 175.452 156.408 1.00 86.64 O -ATOM 20559 CB VAL C 620 126.591 176.057 159.578 1.00 86.64 C -ATOM 20560 CG1 VAL C 620 125.081 176.101 159.398 1.00 86.64 C -ATOM 20561 CG2 VAL C 620 127.080 174.622 159.688 1.00 86.64 C -ATOM 20562 N SER C 640 118.502 173.086 163.540 1.00 80.04 N -ATOM 20563 CA SER C 640 117.664 172.667 164.658 1.00 80.04 C -ATOM 20564 C SER C 640 118.266 173.111 165.990 1.00 80.04 C -ATOM 20565 O SER C 640 118.236 174.293 166.329 1.00 80.04 O -ATOM 20566 CB SER C 640 117.470 171.149 164.640 1.00 80.04 C -ATOM 20567 OG SER C 640 116.853 170.729 163.435 1.00 80.04 O -ATOM 20568 N ASN C 641 118.814 172.155 166.742 1.00 74.91 N -ATOM 20569 CA ASN C 641 119.414 172.434 168.047 1.00 74.91 C -ATOM 20570 C ASN C 641 120.816 172.995 167.829 1.00 74.91 C -ATOM 20571 O ASN C 641 121.828 172.295 167.912 1.00 74.91 O -ATOM 20572 CB ASN C 641 119.437 171.175 168.904 1.00 74.91 C -ATOM 20573 CG ASN C 641 118.064 170.798 169.420 1.00 74.91 C -ATOM 20574 OD1 ASN C 641 117.331 171.639 169.938 1.00 74.91 O -ATOM 20575 ND2 ASN C 641 117.707 169.527 169.278 1.00 74.91 N -ATOM 20576 N VAL C 642 120.870 174.296 167.559 1.00 71.71 N -ATOM 20577 CA VAL C 642 122.106 174.983 167.202 1.00 71.71 C -ATOM 20578 C VAL C 642 122.610 175.747 168.418 1.00 71.71 C -ATOM 20579 O VAL C 642 121.877 176.555 169.002 1.00 71.71 O -ATOM 20580 CB VAL C 642 121.884 175.920 166.002 1.00 71.71 C -ATOM 20581 CG1 VAL C 642 123.059 176.863 165.821 1.00 71.71 C -ATOM 20582 CG2 VAL C 642 121.651 175.105 164.740 1.00 71.71 C -ATOM 20583 N PHE C 643 123.861 175.492 168.801 1.00 74.50 N -ATOM 20584 CA PHE C 643 124.448 176.072 169.999 1.00 74.50 C -ATOM 20585 C PHE C 643 125.841 176.611 169.692 1.00 74.50 C -ATOM 20586 O PHE C 643 126.573 176.059 168.863 1.00 74.50 O -ATOM 20587 CB PHE C 643 124.507 175.029 171.131 1.00 74.50 C -ATOM 20588 CG PHE C 643 125.013 175.568 172.438 1.00 74.50 C -ATOM 20589 CD1 PHE C 643 124.472 176.722 172.986 1.00 74.50 C -ATOM 20590 CD2 PHE C 643 126.023 174.914 173.123 1.00 74.50 C -ATOM 20591 CE1 PHE C 643 124.939 177.218 174.191 1.00 74.50 C -ATOM 20592 CE2 PHE C 643 126.495 175.403 174.327 1.00 74.50 C -ATOM 20593 CZ PHE C 643 125.953 176.557 174.862 1.00 74.50 C -ATOM 20594 N GLN C 644 126.192 177.702 170.374 1.00 81.12 N -ATOM 20595 CA GLN C 644 127.491 178.354 170.256 1.00 81.12 C -ATOM 20596 C GLN C 644 128.345 177.933 171.448 1.00 81.12 C -ATOM 20597 O GLN C 644 127.928 178.099 172.599 1.00 81.12 O -ATOM 20598 CB GLN C 644 127.320 179.872 170.220 1.00 81.12 C -ATOM 20599 CG GLN C 644 128.569 180.653 169.868 1.00 81.12 C -ATOM 20600 CD GLN C 644 128.991 180.446 168.429 1.00 81.12 C -ATOM 20601 OE1 GLN C 644 129.927 179.701 168.144 1.00 81.12 O -ATOM 20602 NE2 GLN C 644 128.296 181.106 167.510 1.00 81.12 N -ATOM 20603 N THR C 645 129.539 177.394 171.176 1.00 78.33 N -ATOM 20604 CA THR C 645 130.293 176.662 172.188 1.00 78.33 C -ATOM 20605 C THR C 645 131.665 177.226 172.533 1.00 78.33 C -ATOM 20606 O THR C 645 132.256 176.751 173.511 1.00 78.33 O -ATOM 20607 CB THR C 645 130.501 175.200 171.754 1.00 78.33 C -ATOM 20608 OG1 THR C 645 131.344 175.162 170.596 1.00 78.33 O -ATOM 20609 CG2 THR C 645 129.185 174.525 171.436 1.00 78.33 C -ATOM 20610 N ARG C 646 132.213 178.149 171.717 1.00 75.33 N -ATOM 20611 CA ARG C 646 133.586 178.689 171.717 1.00 75.33 C -ATOM 20612 C ARG C 646 134.585 177.607 171.267 1.00 75.33 C -ATOM 20613 O ARG C 646 135.802 177.816 171.256 1.00 75.33 O -ATOM 20614 CB ARG C 646 133.955 179.313 173.087 1.00 75.33 C -ATOM 20615 CG ARG C 646 135.187 180.232 173.147 1.00 75.33 C -ATOM 20616 CD ARG C 646 135.477 180.708 174.560 1.00 75.33 C -ATOM 20617 NE ARG C 646 136.739 181.437 174.631 1.00 75.33 N -ATOM 20618 CZ ARG C 646 137.927 180.867 174.787 1.00 75.33 C -ATOM 20619 NH1 ARG C 646 138.055 179.555 174.901 1.00 75.33 N1+ -ATOM 20620 NH2 ARG C 646 139.014 181.632 174.827 1.00 75.33 N -ATOM 20621 N ALA C 647 134.083 176.442 170.862 1.00 69.49 N -ATOM 20622 CA ALA C 647 134.878 175.444 170.169 1.00 69.49 C -ATOM 20623 C ALA C 647 134.375 175.176 168.763 1.00 69.49 C -ATOM 20624 O ALA C 647 135.107 174.591 167.960 1.00 69.49 O -ATOM 20625 CB ALA C 647 134.897 174.126 170.956 1.00 69.49 C -ATOM 20626 N GLY C 648 133.151 175.593 168.456 1.00 68.76 N -ATOM 20627 CA GLY C 648 132.542 175.365 167.166 1.00 68.76 C -ATOM 20628 C GLY C 648 131.033 175.379 167.271 1.00 68.76 C -ATOM 20629 O GLY C 648 130.479 175.383 168.374 1.00 68.76 O -ATOM 20630 N CYS C 649 130.358 175.390 166.130 1.00 63.95 N -ATOM 20631 CA CYS C 649 128.904 175.308 166.130 1.00 63.95 C -ATOM 20632 C CYS C 649 128.468 173.878 166.426 1.00 63.95 C -ATOM 20633 O CYS C 649 128.944 172.934 165.791 1.00 63.95 O -ATOM 20634 CB CYS C 649 128.347 175.769 164.786 1.00 63.95 C -ATOM 20635 SG CYS C 649 126.607 176.237 164.836 1.00 63.95 S -ATOM 20636 N LEU C 650 127.568 173.712 167.394 1.00 57.10 N -ATOM 20637 CA LEU C 650 127.093 172.394 167.799 1.00 57.10 C -ATOM 20638 C LEU C 650 125.661 172.207 167.317 1.00 57.10 C -ATOM 20639 O LEU C 650 124.780 172.999 167.665 1.00 57.10 O -ATOM 20640 CB LEU C 650 127.172 172.225 169.316 1.00 57.10 C -ATOM 20641 CG LEU C 650 126.950 170.814 169.858 1.00 57.10 C -ATOM 20642 CD1 LEU C 650 127.925 169.845 169.221 1.00 57.10 C -ATOM 20643 CD2 LEU C 650 127.082 170.791 171.370 1.00 57.10 C -ATOM 20644 N ILE C 651 125.431 171.162 166.527 1.00 57.34 N -ATOM 20645 CA ILE C 651 124.121 170.863 165.964 1.00 57.34 C -ATOM 20646 C ILE C 651 123.683 169.503 166.486 1.00 57.34 C -ATOM 20647 O ILE C 651 124.386 168.502 166.298 1.00 57.34 O -ATOM 20648 CB ILE C 651 124.145 170.883 164.428 1.00 57.34 C -ATOM 20649 CG1 ILE C 651 124.601 172.256 163.925 1.00 57.34 C -ATOM 20650 CG2 ILE C 651 122.774 170.529 163.871 1.00 57.34 C -ATOM 20651 CD1 ILE C 651 124.559 172.414 162.420 1.00 57.34 C -ATOM 20652 N GLY C 652 122.523 169.464 167.137 1.00 60.92 N -ATOM 20653 CA GLY C 652 121.978 168.234 167.667 1.00 60.92 C -ATOM 20654 C GLY C 652 122.003 168.092 169.175 1.00 60.92 C -ATOM 20655 O GLY C 652 121.677 167.011 169.678 1.00 60.92 O -ATOM 20656 N ALA C 653 122.375 169.136 169.912 1.00 64.46 N -ATOM 20657 CA ALA C 653 122.420 169.075 171.365 1.00 64.46 C -ATOM 20658 C ALA C 653 121.801 170.337 171.946 1.00 64.46 C -ATOM 20659 O ALA C 653 121.886 171.417 171.356 1.00 64.46 O -ATOM 20660 CB ALA C 653 123.854 168.907 171.881 1.00 64.46 C -ATOM 20661 N GLU C 654 121.179 170.188 173.111 1.00 67.31 N -ATOM 20662 CA GLU C 654 120.510 171.281 173.802 1.00 67.31 C -ATOM 20663 C GLU C 654 121.306 171.659 175.043 1.00 67.31 C -ATOM 20664 O GLU C 654 121.709 170.783 175.815 1.00 67.31 O -ATOM 20665 CB GLU C 654 119.081 170.891 174.186 1.00 67.31 C -ATOM 20666 CG GLU C 654 118.323 171.967 174.948 1.00 67.31 C -ATOM 20667 CD GLU C 654 116.884 171.586 175.221 1.00 67.31 C -ATOM 20668 OE1 GLU C 654 116.641 170.433 175.637 1.00 67.31 O -ATOM 20669 OE2 GLU C 654 115.994 172.439 175.020 1.00 67.31 O1- -ATOM 20670 N TYR C 655 121.540 172.957 175.221 1.00 71.34 N -ATOM 20671 CA TYR C 655 122.261 173.437 176.392 1.00 71.34 C -ATOM 20672 C TYR C 655 121.402 173.298 177.644 1.00 71.34 C -ATOM 20673 O TYR C 655 120.201 173.580 177.630 1.00 71.34 O -ATOM 20674 CB TYR C 655 122.678 174.893 176.197 1.00 71.34 C -ATOM 20675 CG TYR C 655 123.699 175.375 177.200 1.00 71.34 C -ATOM 20676 CD1 TYR C 655 124.776 174.575 177.562 1.00 71.34 C -ATOM 20677 CD2 TYR C 655 123.590 176.633 177.780 1.00 71.34 C -ATOM 20678 CE1 TYR C 655 125.716 175.014 178.478 1.00 71.34 C -ATOM 20679 CE2 TYR C 655 124.524 177.081 178.697 1.00 71.34 C -ATOM 20680 CZ TYR C 655 125.584 176.266 179.041 1.00 71.34 C -ATOM 20681 OH TYR C 655 126.516 176.707 179.953 1.00 71.34 O -ATOM 20682 N VAL C 656 122.029 172.857 178.733 1.00 81.01 N -ATOM 20683 CA VAL C 656 121.349 172.593 179.996 1.00 81.01 C -ATOM 20684 C VAL C 656 122.076 173.360 181.093 1.00 81.01 C -ATOM 20685 O VAL C 656 123.305 173.281 181.198 1.00 81.01 O -ATOM 20686 CB VAL C 656 121.306 171.080 180.301 1.00 81.01 C -ATOM 20687 CG1 VAL C 656 120.963 170.806 181.757 1.00 81.01 C -ATOM 20688 CG2 VAL C 656 120.306 170.390 179.391 1.00 81.01 C -ATOM 20689 N ASN C 657 121.317 174.111 181.902 1.00114.31 N -ATOM 20690 CA ASN C 657 121.906 174.934 182.955 1.00114.31 C -ATOM 20691 C ASN C 657 122.502 174.113 184.093 1.00114.31 C -ATOM 20692 O ASN C 657 123.331 174.639 184.844 1.00114.31 O -ATOM 20693 CB ASN C 657 120.858 175.894 183.519 1.00114.31 C -ATOM 20694 CG ASN C 657 120.338 176.863 182.480 1.00114.31 C -ATOM 20695 OD1 ASN C 657 120.837 176.915 181.356 1.00114.31 O -ATOM 20696 ND2 ASN C 657 119.327 177.640 182.852 1.00114.31 N -ATOM 20697 N ASN C 658 122.093 172.856 184.249 1.00 86.95 N -ATOM 20698 CA ASN C 658 122.669 171.998 185.273 1.00 86.95 C -ATOM 20699 C ASN C 658 124.107 171.634 184.920 1.00 86.95 C -ATOM 20700 O ASN C 658 124.498 171.613 183.750 1.00 86.95 O -ATOM 20701 CB ASN C 658 121.839 170.726 185.437 1.00 86.95 C -ATOM 20702 CG ASN C 658 120.384 171.016 185.739 1.00 86.95 C -ATOM 20703 OD1 ASN C 658 120.066 171.931 186.497 1.00 86.95 O -ATOM 20704 ND2 ASN C 658 119.490 170.234 185.144 1.00 86.95 N -ATOM 20705 N SER C 659 124.897 171.343 185.949 1.00 70.16 N -ATOM 20706 CA SER C 659 126.312 171.036 185.790 1.00 70.16 C -ATOM 20707 C SER C 659 126.593 169.665 186.383 1.00 70.16 C -ATOM 20708 O SER C 659 126.327 169.430 187.566 1.00 70.16 O -ATOM 20709 CB SER C 659 127.179 172.103 186.459 1.00 70.16 C -ATOM 20710 OG SER C 659 126.767 172.328 187.796 1.00 70.16 O -ATOM 20711 N TYR C 660 127.127 168.768 185.564 1.00 64.25 N -ATOM 20712 CA TYR C 660 127.540 167.438 185.987 1.00 64.25 C -ATOM 20713 C TYR C 660 129.031 167.265 185.701 1.00 64.25 C -ATOM 20714 O TYR C 660 129.725 168.209 185.314 1.00 64.25 O -ATOM 20715 CB TYR C 660 126.717 166.352 185.287 1.00 64.25 C -ATOM 20716 CG TYR C 660 125.264 166.696 185.044 1.00 64.25 C -ATOM 20717 CD1 TYR C 660 124.406 166.972 186.102 1.00 64.25 C -ATOM 20718 CD2 TYR C 660 124.748 166.729 183.754 1.00 64.25 C -ATOM 20719 CE1 TYR C 660 123.075 167.280 185.881 1.00 64.25 C -ATOM 20720 CE2 TYR C 660 123.419 167.036 183.522 1.00 64.25 C -ATOM 20721 CZ TYR C 660 122.589 167.310 184.589 1.00 64.25 C -ATOM 20722 OH TYR C 660 121.267 167.616 184.362 1.00 64.25 O -ATOM 20723 N GLU C 661 129.521 166.045 185.899 1.00 63.45 N -ATOM 20724 CA GLU C 661 130.886 165.723 185.522 1.00 63.45 C -ATOM 20725 C GLU C 661 131.002 165.618 184.004 1.00 63.45 C -ATOM 20726 O GLU C 661 130.009 165.490 183.283 1.00 63.45 O -ATOM 20727 CB GLU C 661 131.333 164.419 186.180 1.00 63.45 C -ATOM 20728 CG GLU C 661 131.468 164.505 187.690 1.00 63.45 C -ATOM 20729 CD GLU C 661 131.864 163.184 188.317 1.00 63.45 C -ATOM 20730 OE1 GLU C 661 132.459 162.344 187.610 1.00 63.45 O -ATOM 20731 OE2 GLU C 661 131.583 162.985 189.517 1.00 63.45 O1- -ATOM 20732 N CYS C 662 132.239 165.671 183.518 1.00 62.70 N -ATOM 20733 CA CYS C 662 132.493 165.702 182.082 1.00 62.70 C -ATOM 20734 C CYS C 662 132.369 164.295 181.511 1.00 62.70 C -ATOM 20735 O CYS C 662 133.239 163.447 181.734 1.00 62.70 O -ATOM 20736 CB CYS C 662 133.869 166.291 181.793 1.00 62.70 C -ATOM 20737 SG CYS C 662 134.034 166.936 180.116 1.00 62.70 S -ATOM 20738 N ASP C 663 131.288 164.046 180.771 1.00 55.85 N -ATOM 20739 CA ASP C 663 131.103 162.753 180.122 1.00 55.85 C -ATOM 20740 C ASP C 663 131.873 162.687 178.806 1.00 55.85 C -ATOM 20741 O ASP C 663 132.784 161.868 178.647 1.00 55.85 O -ATOM 20742 CB ASP C 663 129.611 162.496 179.895 1.00 55.85 C -ATOM 20743 CG ASP C 663 129.318 161.070 179.475 1.00 55.85 C -ATOM 20744 OD1 ASP C 663 130.173 160.189 179.703 1.00 55.85 O -ATOM 20745 OD2 ASP C 663 128.226 160.830 178.917 1.00 55.85 O1- -ATOM 20746 N ILE C 664 131.516 163.543 177.852 1.00 43.33 N -ATOM 20747 CA ILE C 664 132.251 163.676 176.595 1.00 43.33 C -ATOM 20748 C ILE C 664 132.759 165.108 176.482 1.00 43.33 C -ATOM 20749 O ILE C 664 131.948 166.032 176.344 1.00 43.33 O -ATOM 20750 CB ILE C 664 131.380 163.315 175.380 1.00 43.33 C -ATOM 20751 CG1 ILE C 664 130.625 162.003 175.606 1.00 43.33 C -ATOM 20752 CG2 ILE C 664 132.229 163.241 174.123 1.00 43.33 C -ATOM 20753 CD1 ILE C 664 129.652 161.666 174.498 1.00 43.33 C -ATOM 20754 N PRO C 665 134.067 165.346 176.538 1.00 43.32 N -ATOM 20755 CA PRO C 665 134.568 166.723 176.467 1.00 43.32 C -ATOM 20756 C PRO C 665 134.436 167.310 175.070 1.00 43.32 C -ATOM 20757 O PRO C 665 134.464 166.596 174.065 1.00 43.32 O -ATOM 20758 CB PRO C 665 136.038 166.581 176.871 1.00 43.32 C -ATOM 20759 CG PRO C 665 136.395 165.199 176.450 1.00 43.32 C -ATOM 20760 CD PRO C 665 135.159 164.366 176.661 1.00 43.32 C -ATOM 20761 N ILE C 666 134.292 168.635 175.015 1.00 37.26 N -ATOM 20762 CA ILE C 666 134.188 169.340 173.744 1.00 37.26 C -ATOM 20763 C ILE C 666 135.285 170.393 173.681 1.00 37.26 C -ATOM 20764 O ILE C 666 136.091 170.415 172.744 1.00 37.26 O -ATOM 20765 CB ILE C 666 132.796 169.976 173.572 1.00 37.26 C -ATOM 20766 CG1 ILE C 666 131.736 168.895 173.360 1.00 37.26 C -ATOM 20767 CG2 ILE C 666 132.789 170.951 172.405 1.00 37.26 C -ATOM 20768 CD1 ILE C 666 130.332 169.440 173.233 1.00 37.26 C -ATOM 20769 N GLY C 667 135.326 171.260 174.674 1.00 39.21 N -ATOM 20770 CA GLY C 667 136.306 172.327 174.741 1.00 39.21 C -ATOM 20771 C GLY C 667 135.724 173.540 175.440 1.00 39.21 C -ATOM 20772 O GLY C 667 134.518 173.777 175.406 1.00 39.21 O -ATOM 20773 N ALA C 668 136.618 174.305 176.083 1.00 41.59 N -ATOM 20774 CA ALA C 668 136.303 175.537 176.822 1.00 41.59 C -ATOM 20775 C ALA C 668 135.261 175.306 177.915 1.00 41.59 C -ATOM 20776 O ALA C 668 134.379 176.135 178.144 1.00 41.59 O -ATOM 20777 CB ALA C 668 135.868 176.664 175.880 1.00 41.59 C -ATOM 20778 N GLY C 669 135.365 174.169 178.599 1.00 48.78 N -ATOM 20779 CA GLY C 669 134.470 173.876 179.699 1.00 48.78 C -ATOM 20780 C GLY C 669 133.101 173.377 179.307 1.00 48.78 C -ATOM 20781 O GLY C 669 132.149 173.562 180.071 1.00 48.78 O -ATOM 20782 N ILE C 670 132.963 172.756 178.139 1.00 46.67 N -ATOM 20783 CA ILE C 670 131.689 172.226 177.666 1.00 46.67 C -ATOM 20784 C ILE C 670 131.815 170.714 177.538 1.00 46.67 C -ATOM 20785 O ILE C 670 132.783 170.210 176.954 1.00 46.67 O -ATOM 20786 CB ILE C 670 131.273 172.865 176.329 1.00 46.67 C -ATOM 20787 CG1 ILE C 670 131.271 174.390 176.444 1.00 46.67 C -ATOM 20788 CG2 ILE C 670 129.902 172.370 175.896 1.00 46.67 C -ATOM 20789 CD1 ILE C 670 130.267 174.925 177.441 1.00 46.67 C -ATOM 20790 N CYS C 671 130.856 169.991 178.111 1.00 54.14 N -ATOM 20791 CA CYS C 671 130.806 168.543 177.995 1.00 54.14 C -ATOM 20792 C CYS C 671 129.400 168.110 177.608 1.00 54.14 C -ATOM 20793 O CYS C 671 128.407 168.701 178.038 1.00 54.14 O -ATOM 20794 CB CYS C 671 131.231 167.851 179.299 1.00 54.14 C -ATOM 20795 SG CYS C 671 132.747 168.506 180.049 1.00 54.14 S -ATOM 20796 N ALA C 672 129.331 167.065 176.792 1.00 54.14 N -ATOM 20797 CA ALA C 672 128.081 166.509 176.304 1.00 54.14 C -ATOM 20798 C ALA C 672 127.861 165.120 176.887 1.00 54.14 C -ATOM 20799 O ALA C 672 128.813 164.383 177.164 1.00 54.14 O -ATOM 20800 CB ALA C 672 128.068 166.440 174.775 1.00 54.14 C -ATOM 20801 N SER C 673 126.590 164.775 177.071 1.00 65.47 N -ATOM 20802 CA SER C 673 126.209 163.502 177.663 1.00 65.47 C -ATOM 20803 C SER C 673 124.886 163.053 177.061 1.00 65.47 C -ATOM 20804 O SER C 673 124.209 163.808 176.360 1.00 65.47 O -ATOM 20805 CB SER C 673 126.098 163.603 179.187 1.00 65.47 C -ATOM 20806 OG SER C 673 124.996 164.412 179.559 1.00 65.47 O -ATOM 20807 N TYR C 674 124.528 161.803 177.337 1.00 74.21 N -ATOM 20808 CA TYR C 674 123.286 161.202 176.862 1.00 74.21 C -ATOM 20809 C TYR C 674 122.378 160.980 178.066 1.00 74.21 C -ATOM 20810 O TYR C 674 122.602 160.055 178.854 1.00 74.21 O -ATOM 20811 CB TYR C 674 123.566 159.890 176.134 1.00 74.21 C -ATOM 20812 CG TYR C 674 122.363 159.302 175.441 1.00 74.21 C -ATOM 20813 CD1 TYR C 674 121.450 160.116 174.783 1.00 74.21 C -ATOM 20814 CD2 TYR C 674 122.137 157.931 175.448 1.00 74.21 C -ATOM 20815 CE1 TYR C 674 120.346 159.582 174.146 1.00 74.21 C -ATOM 20816 CE2 TYR C 674 121.036 157.386 174.816 1.00 74.21 C -ATOM 20817 CZ TYR C 674 120.145 158.217 174.166 1.00 74.21 C -ATOM 20818 OH TYR C 674 119.044 157.686 173.535 1.00 74.21 O -ATOM 20819 N GLN C 675 121.358 161.826 178.211 1.00 86.57 N -ATOM 20820 CA GLN C 675 120.497 161.788 179.386 1.00 86.57 C -ATOM 20821 C GLN C 675 119.053 162.037 178.976 1.00 86.57 C -ATOM 20822 O GLN C 675 118.774 162.576 177.904 1.00 86.57 O -ATOM 20823 CB GLN C 675 120.917 162.824 180.439 1.00 86.57 C -ATOM 20824 CG GLN C 675 122.153 162.454 181.244 1.00 86.57 C -ATOM 20825 CD GLN C 675 122.521 163.513 182.265 1.00 86.57 C -ATOM 20826 OE1 GLN C 675 121.679 164.306 182.686 1.00 86.57 O -ATOM 20827 NE2 GLN C 675 123.787 163.534 182.666 1.00 86.57 N -ATOM 20828 N THR C 676 118.131 161.641 179.851 1.00107.14 N -ATOM 20829 CA THR C 676 116.711 161.877 179.623 1.00107.14 C -ATOM 20830 C THR C 676 116.328 163.261 180.148 1.00107.14 C -ATOM 20831 O THR C 676 116.626 163.616 181.296 1.00107.14 O -ATOM 20832 CB THR C 676 115.855 160.745 180.219 1.00107.14 C -ATOM 20833 OG1 THR C 676 114.478 160.917 179.848 1.00107.14 O -ATOM 20834 CG2 THR C 676 116.014 160.547 181.745 1.00107.14 C -ATOM 20835 N GLN C 677 115.781 164.081 179.265 1.00117.56 N -ATOM 20836 CA GLN C 677 115.271 165.408 179.596 1.00117.56 C -ATOM 20837 C GLN C 677 113.888 165.666 179.020 1.00117.56 C -ATOM 20838 O GLN C 677 113.071 166.322 179.670 1.00117.56 O -ATOM 20839 CB GLN C 677 116.243 166.508 179.111 1.00117.56 C -ATOM 20840 CG GLN C 677 117.647 166.443 179.704 1.00117.56 C -ATOM 20841 CD GLN C 677 117.675 166.815 181.174 1.00117.56 C -ATOM 20842 OE1 GLN C 677 116.863 167.615 181.640 1.00117.56 O -ATOM 20843 NE2 GLN C 677 118.612 166.233 181.914 1.00117.56 N -ATOM 20844 N THR C 678 113.607 165.170 177.819 1.00134.51 N -ATOM 20845 CA THR C 678 112.326 165.404 177.165 1.00134.51 C -ATOM 20846 C THR C 678 111.236 164.513 177.748 1.00134.51 C -ATOM 20847 O THR C 678 111.490 163.366 178.115 1.00134.51 O -ATOM 20848 CB THR C 678 112.419 165.161 175.647 1.00134.51 C -ATOM 20849 OG1 THR C 678 112.503 163.753 175.393 1.00134.51 O -ATOM 20850 CG2 THR C 678 113.649 165.849 175.072 1.00134.51 C -ATOM 20851 N SER C 689 112.955 158.788 175.000 1.00117.77 N -ATOM 20852 CA SER C 689 112.874 160.229 175.202 1.00117.77 C -ATOM 20853 C SER C 689 114.232 160.805 175.594 1.00117.77 C -ATOM 20854 O SER C 689 114.355 161.999 175.864 1.00117.77 O -ATOM 20855 CB SER C 689 111.831 160.563 176.270 1.00117.77 C -ATOM 20856 OG SER C 689 112.279 160.178 177.558 1.00117.77 O -ATOM 20857 N GLN C 690 115.245 159.943 175.628 1.00 96.76 N -ATOM 20858 CA GLN C 690 116.594 160.377 175.958 1.00 96.76 C -ATOM 20859 C GLN C 690 117.203 161.159 174.798 1.00 96.76 C -ATOM 20860 O GLN C 690 116.837 160.973 173.635 1.00 96.76 O -ATOM 20861 CB GLN C 690 117.468 159.171 176.299 1.00 96.76 C -ATOM 20862 CG GLN C 690 117.040 158.433 177.553 1.00 96.76 C -ATOM 20863 CD GLN C 690 118.010 157.339 177.950 1.00 96.76 C -ATOM 20864 OE1 GLN C 690 118.866 156.937 177.164 1.00 96.76 O -ATOM 20865 NE2 GLN C 690 117.883 156.854 179.179 1.00 96.76 N -ATOM 20866 N SER C 691 118.143 162.044 175.125 1.00 78.84 N -ATOM 20867 CA SER C 691 118.735 162.918 174.123 1.00 78.84 C -ATOM 20868 C SER C 691 120.139 163.322 174.551 1.00 78.84 C -ATOM 20869 O SER C 691 120.554 163.117 175.696 1.00 78.84 O -ATOM 20870 CB SER C 691 117.867 164.158 173.884 1.00 78.84 C -ATOM 20871 OG SER C 691 117.892 165.021 175.007 1.00 78.84 O -ATOM 20872 N ILE C 692 120.869 163.906 173.604 1.00 63.45 N -ATOM 20873 CA ILE C 692 122.216 164.407 173.844 1.00 63.45 C -ATOM 20874 C ILE C 692 122.119 165.847 174.326 1.00 63.45 C -ATOM 20875 O ILE C 692 121.488 166.690 173.676 1.00 63.45 O -ATOM 20876 CB ILE C 692 123.075 164.306 172.572 1.00 63.45 C -ATOM 20877 CG1 ILE C 692 123.242 162.845 172.158 1.00 63.45 C -ATOM 20878 CG2 ILE C 692 124.435 164.952 172.783 1.00 63.45 C -ATOM 20879 CD1 ILE C 692 123.975 162.671 170.852 1.00 63.45 C -ATOM 20880 N ILE C 693 122.742 166.132 175.467 1.00 64.12 N -ATOM 20881 CA ILE C 693 122.700 167.455 176.070 1.00 64.12 C -ATOM 20882 C ILE C 693 124.120 167.946 176.305 1.00 64.12 C -ATOM 20883 O ILE C 693 125.020 167.173 176.649 1.00 64.12 O -ATOM 20884 CB ILE C 693 121.901 167.457 177.390 1.00 64.12 C -ATOM 20885 CG1 ILE C 693 122.292 166.260 178.256 1.00 64.12 C -ATOM 20886 CG2 ILE C 693 120.412 167.425 177.102 1.00 64.12 C -ATOM 20887 CD1 ILE C 693 121.847 166.380 179.692 1.00 64.12 C -ATOM 20888 N ALA C 694 124.317 169.246 176.114 1.00 63.40 N -ATOM 20889 CA ALA C 694 125.585 169.903 176.383 1.00 63.40 C -ATOM 20890 C ALA C 694 125.448 170.776 177.623 1.00 63.40 C -ATOM 20891 O ALA C 694 124.386 171.345 177.885 1.00 63.40 O -ATOM 20892 CB ALA C 694 126.035 170.752 175.192 1.00 63.40 C -ATOM 20893 N TYR C 695 126.530 170.874 178.392 1.00 52.51 N -ATOM 20894 CA TYR C 695 126.483 171.606 179.647 1.00 52.51 C -ATOM 20895 C TYR C 695 127.871 172.122 179.992 1.00 52.51 C -ATOM 20896 O TYR C 695 128.882 171.667 179.450 1.00 52.51 O -ATOM 20897 CB TYR C 695 125.941 170.733 180.790 1.00 52.51 C -ATOM 20898 CG TYR C 695 126.615 169.383 180.941 1.00 52.51 C -ATOM 20899 CD1 TYR C 695 127.750 169.231 181.732 1.00 52.51 C -ATOM 20900 CD2 TYR C 695 126.104 168.255 180.310 1.00 52.51 C -ATOM 20901 CE1 TYR C 695 128.366 168.001 181.874 1.00 52.51 C -ATOM 20902 CE2 TYR C 695 126.713 167.020 180.448 1.00 52.51 C -ATOM 20903 CZ TYR C 695 127.842 166.901 181.232 1.00 52.51 C -ATOM 20904 OH TYR C 695 128.449 165.675 181.373 1.00 52.51 O -ATOM 20905 N THR C 696 127.902 173.091 180.902 1.00 60.30 N -ATOM 20906 CA THR C 696 129.148 173.501 181.530 1.00 60.30 C -ATOM 20907 C THR C 696 129.481 172.510 182.637 1.00 60.30 C -ATOM 20908 O THR C 696 128.612 172.156 183.440 1.00 60.30 O -ATOM 20909 CB THR C 696 129.030 174.917 182.091 1.00 60.30 C -ATOM 20910 OG1 THR C 696 128.469 175.782 181.095 1.00 60.30 O -ATOM 20911 CG2 THR C 696 130.395 175.448 182.497 1.00 60.30 C -ATOM 20912 N MET C 697 130.730 172.050 182.670 1.00 56.75 N -ATOM 20913 CA MET C 697 131.108 170.984 183.585 1.00 56.75 C -ATOM 20914 C MET C 697 131.187 171.490 185.023 1.00 56.75 C -ATOM 20915 O MET C 697 131.424 172.671 185.290 1.00 56.75 O -ATOM 20916 CB MET C 697 132.443 170.368 183.168 1.00 56.75 C -ATOM 20917 CG MET C 697 133.609 171.337 183.159 1.00 56.75 C -ATOM 20918 SD MET C 697 135.149 170.561 182.633 1.00 56.75 S -ATOM 20919 CE MET C 697 135.549 169.590 184.083 1.00 56.75 C -ATOM 20920 N SER C 698 130.983 170.565 185.955 1.00 59.47 N -ATOM 20921 CA SER C 698 131.013 170.856 187.381 1.00 59.47 C -ATOM 20922 C SER C 698 132.362 170.436 187.941 1.00 59.47 C -ATOM 20923 O SER C 698 132.783 169.289 187.759 1.00 59.47 O -ATOM 20924 CB SER C 698 129.888 170.124 188.114 1.00 59.47 C -ATOM 20925 OG SER C 698 130.104 170.136 189.514 1.00 59.47 O -ATOM 20926 N LEU C 699 133.038 171.368 188.615 1.00 56.05 N -ATOM 20927 CA LEU C 699 134.375 171.087 189.127 1.00 56.05 C -ATOM 20928 C LEU C 699 134.323 170.139 190.317 1.00 56.05 C -ATOM 20929 O LEU C 699 135.180 169.259 190.459 1.00 56.05 O -ATOM 20930 CB LEU C 699 135.066 172.392 189.507 1.00 56.05 C -ATOM 20931 CG LEU C 699 135.025 173.450 188.406 1.00 56.05 C -ATOM 20932 CD1 LEU C 699 135.551 174.777 188.931 1.00 56.05 C -ATOM 20933 CD2 LEU C 699 135.789 172.983 187.164 1.00 56.05 C -ATOM 20934 N GLY C 700 133.325 170.301 191.174 1.00 64.26 N -ATOM 20935 CA GLY C 700 133.188 169.461 192.344 1.00 64.26 C -ATOM 20936 C GLY C 700 132.189 170.062 193.306 1.00 64.26 C -ATOM 20937 O GLY C 700 131.650 171.152 193.085 1.00 64.26 O -ATOM 20938 N ALA C 701 131.949 169.320 194.381 1.00 70.69 N -ATOM 20939 CA ALA C 701 131.024 169.769 195.411 1.00 70.69 C -ATOM 20940 C ALA C 701 131.639 170.898 196.225 1.00 70.69 C -ATOM 20941 O ALA C 701 132.816 170.852 196.593 1.00 70.69 O -ATOM 20942 CB ALA C 701 130.644 168.605 196.324 1.00 70.69 C -ATOM 20943 N GLU C 702 130.838 171.924 196.492 1.00 85.62 N -ATOM 20944 CA GLU C 702 131.300 173.047 197.294 1.00 85.62 C -ATOM 20945 C GLU C 702 131.414 172.640 198.758 1.00 85.62 C -ATOM 20946 O GLU C 702 130.579 171.896 199.279 1.00 85.62 O -ATOM 20947 CB GLU C 702 130.344 174.230 197.144 1.00 85.62 C -ATOM 20948 CG GLU C 702 130.880 175.551 197.677 1.00 85.62 C -ATOM 20949 CD GLU C 702 131.887 176.195 196.744 1.00 85.62 C -ATOM 20950 OE1 GLU C 702 131.888 175.858 195.542 1.00 85.62 O -ATOM 20951 OE2 GLU C 702 132.676 177.043 197.212 1.00 85.62 O1- -ATOM 20952 N ASN C 703 132.457 173.130 199.423 1.00 83.98 N -ATOM 20953 CA ASN C 703 132.661 172.836 200.832 1.00 83.98 C -ATOM 20954 C ASN C 703 133.298 174.047 201.493 1.00 83.98 C -ATOM 20955 O ASN C 703 134.105 174.748 200.876 1.00 83.98 O -ATOM 20956 CB ASN C 703 133.541 171.595 201.023 1.00 83.98 C -ATOM 20957 CG ASN C 703 133.569 171.112 202.461 1.00 83.98 C -ATOM 20958 OD1 ASN C 703 132.757 171.530 203.287 1.00 83.98 O -ATOM 20959 ND2 ASN C 703 134.504 170.221 202.767 1.00 83.98 N -ATOM 20960 N SER C 704 132.918 174.290 202.743 1.00 89.99 N -ATOM 20961 CA SER C 704 133.481 175.369 203.547 1.00 89.99 C -ATOM 20962 C SER C 704 133.986 174.761 204.845 1.00 89.99 C -ATOM 20963 O SER C 704 133.193 174.249 205.642 1.00 89.99 O -ATOM 20964 CB SER C 704 132.445 176.457 203.821 1.00 89.99 C -ATOM 20965 OG SER C 704 131.286 175.912 204.426 1.00 89.99 O -ATOM 20966 N VAL C 705 135.302 174.808 205.052 1.00 78.59 N -ATOM 20967 CA VAL C 705 135.884 174.303 206.289 1.00 78.59 C -ATOM 20968 C VAL C 705 135.546 175.261 207.421 1.00 78.59 C -ATOM 20969 O VAL C 705 135.754 176.476 207.310 1.00 78.59 O -ATOM 20970 CB VAL C 705 137.404 174.134 206.142 1.00 78.59 C -ATOM 20971 CG1 VAL C 705 138.008 173.587 207.425 1.00 78.59 C -ATOM 20972 CG2 VAL C 705 137.729 173.226 204.975 1.00 78.59 C -ATOM 20973 N ALA C 706 135.021 174.718 208.521 1.00 75.22 N -ATOM 20974 CA ALA C 706 134.667 175.521 209.691 1.00 75.22 C -ATOM 20975 C ALA C 706 135.950 175.882 210.433 1.00 75.22 C -ATOM 20976 O ALA C 706 136.310 175.297 211.458 1.00 75.22 O -ATOM 20977 CB ALA C 706 133.685 174.774 210.584 1.00 75.22 C -ATOM 20978 N TYR C 707 136.652 176.872 209.888 1.00 56.55 N -ATOM 20979 CA TYR C 707 137.901 177.329 210.476 1.00 56.55 C -ATOM 20980 C TYR C 707 137.625 178.137 211.731 1.00 56.55 C -ATOM 20981 O TYR C 707 136.768 179.026 211.736 1.00 56.55 O -ATOM 20982 CB TYR C 707 138.683 178.180 209.474 1.00 56.55 C -ATOM 20983 CG TYR C 707 139.956 178.774 210.044 1.00 56.55 C -ATOM 20984 CD1 TYR C 707 141.103 178.004 210.186 1.00 56.55 C -ATOM 20985 CD2 TYR C 707 140.007 180.107 210.448 1.00 56.55 C -ATOM 20986 CE1 TYR C 707 142.264 178.544 210.712 1.00 56.55 C -ATOM 20987 CE2 TYR C 707 141.158 180.650 210.979 1.00 56.55 C -ATOM 20988 CZ TYR C 707 142.283 179.865 211.106 1.00 56.55 C -ATOM 20989 OH TYR C 707 143.432 180.408 211.630 1.00 56.55 O -ATOM 20990 N SER C 708 138.378 177.850 212.788 1.00 58.09 N -ATOM 20991 CA SER C 708 138.322 178.669 213.985 1.00 58.09 C -ATOM 20992 C SER C 708 139.672 178.635 214.682 1.00 58.09 C -ATOM 20993 O SER C 708 140.375 177.621 214.674 1.00 58.09 O -ATOM 20994 CB SER C 708 137.220 178.210 214.942 1.00 58.09 C -ATOM 20995 OG SER C 708 136.977 179.192 215.932 1.00 58.09 O -ATOM 20996 N ASN C 709 140.005 179.758 215.301 1.00 53.48 N -ATOM 20997 CA ASN C 709 141.239 179.998 216.037 1.00 53.48 C -ATOM 20998 C ASN C 709 141.254 179.419 217.456 1.00 53.48 C -ATOM 20999 O ASN C 709 142.194 179.691 218.206 1.00 53.48 O -ATOM 21000 CB ASN C 709 141.529 181.504 215.992 1.00 53.48 C -ATOM 21001 CG ASN C 709 140.442 182.337 216.651 1.00 53.48 C -ATOM 21002 OD1 ASN C 709 139.507 181.816 217.267 1.00 53.48 O -ATOM 21003 ND2 ASN C 709 140.532 183.646 216.468 1.00 53.48 N -ATOM 21004 N ASN C 710 140.235 178.649 217.846 1.00 49.42 N -ATOM 21005 CA ASN C 710 140.357 177.810 219.033 1.00 49.42 C -ATOM 21006 C ASN C 710 139.646 176.470 218.863 1.00 49.42 C -ATOM 21007 O ASN C 710 139.288 175.839 219.865 1.00 49.42 O -ATOM 21008 CB ASN C 710 139.832 178.526 220.282 1.00 49.42 C -ATOM 21009 CG ASN C 710 138.463 179.128 220.075 1.00 49.42 C -ATOM 21010 OD1 ASN C 710 137.881 179.014 218.998 1.00 49.42 O -ATOM 21011 ND2 ASN C 710 137.943 179.786 221.104 1.00 49.42 N -ATOM 21012 N SER C 711 139.434 176.014 217.631 1.00 49.06 N -ATOM 21013 CA SER C 711 138.731 174.765 217.376 1.00 49.06 C -ATOM 21014 C SER C 711 139.567 173.878 216.468 1.00 49.06 C -ATOM 21015 O SER C 711 140.196 174.358 215.521 1.00 49.06 O -ATOM 21016 CB SER C 711 137.359 175.017 216.748 1.00 49.06 C -ATOM 21017 OG SER C 711 136.783 173.815 216.269 1.00 49.06 O -ATOM 21018 N ILE C 712 139.574 172.580 216.769 1.00 47.23 N -ATOM 21019 CA ILE C 712 140.316 171.595 215.998 1.00 47.23 C -ATOM 21020 C ILE C 712 139.399 170.402 215.747 1.00 47.23 C -ATOM 21021 O ILE C 712 138.371 170.228 216.406 1.00 47.23 O -ATOM 21022 CB ILE C 712 141.627 171.175 216.713 1.00 47.23 C -ATOM 21023 CG1 ILE C 712 142.711 170.787 215.702 1.00 47.23 C -ATOM 21024 CG2 ILE C 712 141.385 170.057 217.721 1.00 47.23 C -ATOM 21025 CD1 ILE C 712 144.063 170.536 216.321 1.00 47.23 C -ATOM 21026 N ALA C 713 139.759 169.601 214.749 1.00 46.24 N -ATOM 21027 CA ALA C 713 139.033 168.386 214.411 1.00 46.24 C -ATOM 21028 C ALA C 713 139.999 167.212 214.448 1.00 46.24 C -ATOM 21029 O ALA C 713 141.078 167.273 213.850 1.00 46.24 O -ATOM 21030 CB ALA C 713 138.376 168.497 213.034 1.00 46.24 C -ATOM 21031 N ILE C 714 139.611 166.151 215.149 1.00 40.39 N -ATOM 21032 CA ILE C 714 140.479 164.991 215.342 1.00 40.39 C -ATOM 21033 C ILE C 714 139.725 163.732 214.930 1.00 40.39 C -ATOM 21034 O ILE C 714 138.560 163.561 215.314 1.00 40.39 O -ATOM 21035 CB ILE C 714 140.971 164.910 216.798 1.00 40.39 C -ATOM 21036 CG1 ILE C 714 142.058 165.954 217.047 1.00 40.39 C -ATOM 21037 CG2 ILE C 714 141.494 163.518 217.139 1.00 40.39 C -ATOM 21038 CD1 ILE C 714 142.670 165.871 218.415 1.00 40.39 C -ATOM 21039 N PRO C 715 140.317 162.855 214.118 1.00 36.89 N -ATOM 21040 CA PRO C 715 139.669 161.572 213.829 1.00 36.89 C -ATOM 21041 C PRO C 715 139.679 160.651 215.040 1.00 36.89 C -ATOM 21042 O PRO C 715 140.671 160.561 215.767 1.00 36.89 O -ATOM 21043 CB PRO C 715 140.512 160.997 212.687 1.00 36.89 C -ATOM 21044 CG PRO C 715 141.826 161.685 212.802 1.00 36.89 C -ATOM 21045 CD PRO C 715 141.535 163.056 213.317 1.00 36.89 C -ATOM 21046 N THR C 716 138.559 159.959 215.246 1.00 40.33 N -ATOM 21047 CA THR C 716 138.427 158.981 216.318 1.00 40.33 C -ATOM 21048 C THR C 716 138.375 157.551 215.804 1.00 40.33 C -ATOM 21049 O THR C 716 138.263 156.620 216.607 1.00 40.33 O -ATOM 21050 CB THR C 716 137.173 159.266 217.152 1.00 40.33 C -ATOM 21051 OG1 THR C 716 136.008 158.899 216.404 1.00 40.33 O -ATOM 21052 CG2 THR C 716 137.094 160.738 217.513 1.00 40.33 C -ATOM 21053 N ASN C 717 138.450 157.354 214.492 1.00 45.18 N -ATOM 21054 CA ASN C 717 138.417 156.032 213.888 1.00 45.18 C -ATOM 21055 C ASN C 717 139.195 156.107 212.581 1.00 45.18 C -ATOM 21056 O ASN C 717 139.688 157.171 212.195 1.00 45.18 O -ATOM 21057 CB ASN C 717 136.974 155.562 213.682 1.00 45.18 C -ATOM 21058 CG ASN C 717 136.841 154.055 213.695 1.00 45.18 C -ATOM 21059 OD1 ASN C 717 137.832 153.334 213.810 1.00 45.18 O -ATOM 21060 ND2 ASN C 717 135.612 153.569 213.579 1.00 45.18 N -ATOM 21061 N PHE C 718 139.308 154.974 211.893 1.00 41.84 N -ATOM 21062 CA PHE C 718 140.125 154.918 210.692 1.00 41.84 C -ATOM 21063 C PHE C 718 139.598 153.835 209.762 1.00 41.84 C -ATOM 21064 O PHE C 718 138.586 153.183 210.034 1.00 41.84 O -ATOM 21065 CB PHE C 718 141.601 154.679 211.037 1.00 41.84 C -ATOM 21066 CG PHE C 718 141.857 153.433 211.858 1.00 41.84 C -ATOM 21067 CD1 PHE C 718 142.116 152.214 211.242 1.00 41.84 C -ATOM 21068 CD2 PHE C 718 141.868 153.489 213.244 1.00 41.84 C -ATOM 21069 CE1 PHE C 718 142.353 151.076 211.989 1.00 41.84 C -ATOM 21070 CE2 PHE C 718 142.107 152.352 213.998 1.00 41.84 C -ATOM 21071 CZ PHE C 718 142.351 151.146 213.368 1.00 41.84 C -ATOM 21072 N THR C 719 140.311 153.652 208.653 1.00 39.05 N -ATOM 21073 CA THR C 719 140.064 152.565 207.720 1.00 39.05 C -ATOM 21074 C THR C 719 141.366 152.246 206.999 1.00 39.05 C -ATOM 21075 O THR C 719 142.291 153.064 206.943 1.00 39.05 O -ATOM 21076 CB THR C 719 138.958 152.910 206.714 1.00 39.05 C -ATOM 21077 OG1 THR C 719 138.803 151.831 205.785 1.00 39.05 O -ATOM 21078 CG2 THR C 719 139.298 154.179 205.954 1.00 39.05 C -ATOM 21079 N ILE C 720 141.431 151.033 206.460 1.00 27.24 N -ATOM 21080 CA ILE C 720 142.586 150.555 205.713 1.00 27.24 C -ATOM 21081 C ILE C 720 142.163 150.404 204.261 1.00 27.24 C -ATOM 21082 O ILE C 720 141.228 149.654 203.955 1.00 27.24 O -ATOM 21083 CB ILE C 720 143.115 149.228 206.277 1.00 27.24 C -ATOM 21084 CG1 ILE C 720 143.368 149.349 207.781 1.00 27.24 C -ATOM 21085 CG2 ILE C 720 144.377 148.809 205.549 1.00 27.24 C -ATOM 21086 CD1 ILE C 720 144.477 150.310 208.143 1.00 27.24 C -ATOM 21087 N SER C 721 142.844 151.114 203.368 1.00 37.53 N -ATOM 21088 CA SER C 721 142.488 151.138 201.956 1.00 37.53 C -ATOM 21089 C SER C 721 143.597 150.498 201.135 1.00 37.53 C -ATOM 21090 O SER C 721 144.764 150.879 201.257 1.00 37.53 O -ATOM 21091 CB SER C 721 142.241 152.570 201.481 1.00 37.53 C -ATOM 21092 OG SER C 721 141.017 153.071 201.989 1.00 37.53 O -ATOM 21093 N VAL C 722 143.232 149.533 200.299 1.00 28.41 N -ATOM 21094 CA VAL C 722 144.175 148.876 199.404 1.00 28.41 C -ATOM 21095 C VAL C 722 143.789 149.256 197.981 1.00 28.41 C -ATOM 21096 O VAL C 722 142.780 148.777 197.449 1.00 28.41 O -ATOM 21097 CB VAL C 722 144.187 147.354 199.597 1.00 28.41 C -ATOM 21098 CG1 VAL C 722 145.227 146.722 198.695 1.00 28.41 C -ATOM 21099 CG2 VAL C 722 144.467 147.010 201.048 1.00 28.41 C -ATOM 21100 N THR C 723 144.594 150.115 197.367 1.00 40.03 N -ATOM 21101 CA THR C 723 144.338 150.645 196.035 1.00 40.03 C -ATOM 21102 C THR C 723 145.268 149.996 195.018 1.00 40.03 C -ATOM 21103 O THR C 723 146.226 149.307 195.368 1.00 40.03 O -ATOM 21104 CB THR C 723 144.506 152.168 196.014 1.00 40.03 C -ATOM 21105 OG1 THR C 723 145.742 152.522 196.645 1.00 40.03 O -ATOM 21106 CG2 THR C 723 143.360 152.838 196.753 1.00 40.03 C -ATOM 21107 N THR C 724 144.981 150.237 193.742 1.00 34.20 N -ATOM 21108 CA THR C 724 145.678 149.589 192.638 1.00 34.20 C -ATOM 21109 C THR C 724 146.305 150.642 191.733 1.00 34.20 C -ATOM 21110 O THR C 724 145.619 151.566 191.283 1.00 34.20 O -ATOM 21111 CB THR C 724 144.709 148.699 191.847 1.00 34.20 C -ATOM 21112 OG1 THR C 724 144.344 147.567 192.646 1.00 34.20 O -ATOM 21113 CG2 THR C 724 145.332 148.211 190.550 1.00 34.20 C -ATOM 21114 N GLU C 725 147.603 150.499 191.467 1.00 47.15 N -ATOM 21115 CA GLU C 725 148.332 151.375 190.559 1.00 47.15 C -ATOM 21116 C GLU C 725 148.958 150.530 189.459 1.00 47.15 C -ATOM 21117 O GLU C 725 149.609 149.523 189.744 1.00 47.15 O -ATOM 21118 CB GLU C 725 149.406 152.169 191.305 1.00 47.15 C -ATOM 21119 CG GLU C 725 150.250 153.063 190.419 1.00 47.15 C -ATOM 21120 CD GLU C 725 150.750 154.291 191.150 1.00 47.15 C -ATOM 21121 OE1 GLU C 725 151.211 154.152 192.302 1.00 47.15 O -ATOM 21122 OE2 GLU C 725 150.681 155.397 190.573 1.00 47.15 O1- -ATOM 21123 N ILE C 726 148.767 150.939 188.208 1.00 35.84 N -ATOM 21124 CA ILE C 726 149.120 150.130 187.047 1.00 35.84 C -ATOM 21125 C ILE C 726 150.170 150.874 186.236 1.00 35.84 C -ATOM 21126 O ILE C 726 149.974 152.045 185.890 1.00 35.84 O -ATOM 21127 CB ILE C 726 147.875 149.821 186.197 1.00 35.84 C -ATOM 21128 CG1 ILE C 726 146.868 149.027 187.028 1.00 35.84 C -ATOM 21129 CG2 ILE C 726 148.250 149.057 184.947 1.00 35.84 C -ATOM 21130 CD1 ILE C 726 145.432 149.322 186.692 1.00 35.84 C -ATOM 21131 N LEU C 727 151.284 150.201 185.931 1.00 36.12 N -ATOM 21132 CA LEU C 727 152.399 150.848 185.256 1.00 36.12 C -ATOM 21133 C LEU C 727 152.925 149.982 184.117 1.00 36.12 C -ATOM 21134 O LEU C 727 153.221 148.793 184.328 1.00 36.12 O -ATOM 21135 CB LEU C 727 153.524 151.140 186.253 1.00 36.12 C -ATOM 21136 CG LEU C 727 153.296 152.312 187.202 1.00 36.12 C -ATOM 21137 CD1 LEU C 727 154.225 152.210 188.390 1.00 36.12 C -ATOM 21138 CD2 LEU C 727 153.504 153.619 186.464 1.00 36.12 C -ATOM 21139 N PRO C 728 153.063 150.527 182.910 1.00 30.46 N -ATOM 21140 CA PRO C 728 153.775 149.800 181.856 1.00 30.46 C -ATOM 21141 C PRO C 728 155.273 149.803 182.113 1.00 30.46 C -ATOM 21142 O PRO C 728 155.830 150.751 182.672 1.00 30.46 O -ATOM 21143 CB PRO C 728 153.428 150.579 180.580 1.00 30.46 C -ATOM 21144 CG PRO C 728 152.343 151.546 180.975 1.00 30.46 C -ATOM 21145 CD PRO C 728 152.540 151.812 182.426 1.00 30.46 C -ATOM 21146 N VAL C 729 155.930 148.724 181.689 1.00 30.94 N -ATOM 21147 CA VAL C 729 157.356 148.524 181.913 1.00 30.94 C -ATOM 21148 C VAL C 729 158.110 148.354 180.598 1.00 30.94 C -ATOM 21149 O VAL C 729 159.098 149.048 180.340 1.00 30.94 O -ATOM 21150 CB VAL C 729 157.611 147.324 182.857 1.00 30.94 C -ATOM 21151 CG1 VAL C 729 159.054 146.848 182.780 1.00 30.94 C -ATOM 21152 CG2 VAL C 729 157.254 147.698 184.284 1.00 30.94 C -ATOM 21153 N SER C 730 157.645 147.447 179.742 1.00 35.50 N -ATOM 21154 CA SER C 730 158.297 147.171 178.472 1.00 35.50 C -ATOM 21155 C SER C 730 157.235 147.017 177.394 1.00 35.50 C -ATOM 21156 O SER C 730 156.043 146.895 177.682 1.00 35.50 O -ATOM 21157 CB SER C 730 159.171 145.915 178.551 1.00 35.50 C -ATOM 21158 OG SER C 730 158.410 144.792 178.958 1.00 35.50 O -ATOM 21159 N MET C 731 157.674 147.033 176.136 1.00 40.89 N -ATOM 21160 CA MET C 731 156.747 146.810 175.035 1.00 40.89 C -ATOM 21161 C MET C 731 157.255 145.708 174.114 1.00 40.89 C -ATOM 21162 O MET C 731 158.216 145.007 174.446 1.00 40.89 O -ATOM 21163 CB MET C 731 156.508 148.100 174.245 1.00 40.89 C -ATOM 21164 CG MET C 731 157.711 148.650 173.503 1.00 40.89 C -ATOM 21165 SD MET C 731 157.274 150.185 172.671 1.00 40.89 S -ATOM 21166 CE MET C 731 158.829 150.609 171.907 1.00 40.89 C -ATOM 21167 N THR C 732 156.605 145.542 172.964 1.00 37.93 N -ATOM 21168 CA THR C 732 156.957 144.478 172.034 1.00 37.93 C -ATOM 21169 C THR C 732 158.277 144.784 171.333 1.00 37.93 C -ATOM 21170 O THR C 732 158.460 145.870 170.776 1.00 37.93 O -ATOM 21171 CB THR C 732 155.839 144.299 171.006 1.00 37.93 C -ATOM 21172 OG1 THR C 732 154.620 143.955 171.677 1.00 37.93 O -ATOM 21173 CG2 THR C 732 156.183 143.209 170.010 1.00 37.93 C -ATOM 21174 N LYS C 733 159.198 143.822 171.365 1.00 34.71 N -ATOM 21175 CA LYS C 733 160.458 143.922 170.642 1.00 34.71 C -ATOM 21176 C LYS C 733 160.253 143.474 169.201 1.00 34.71 C -ATOM 21177 O LYS C 733 159.728 142.383 168.955 1.00 34.71 O -ATOM 21178 CB LYS C 733 161.531 143.062 171.308 1.00 34.71 C -ATOM 21179 CG LYS C 733 161.728 143.331 172.788 1.00 34.71 C -ATOM 21180 CD LYS C 733 162.447 142.177 173.468 1.00 34.71 C -ATOM 21181 CE LYS C 733 163.782 141.882 172.804 1.00 34.71 C -ATOM 21182 NZ LYS C 733 164.512 140.784 173.489 1.00 34.71 N1+ -ATOM 21183 N THR C 734 160.662 144.313 168.251 1.00 41.13 N -ATOM 21184 CA THR C 734 160.494 144.020 166.835 1.00 41.13 C -ATOM 21185 C THR C 734 161.821 144.164 166.103 1.00 41.13 C -ATOM 21186 O THR C 734 162.783 144.749 166.608 1.00 41.13 O -ATOM 21187 CB THR C 734 159.447 144.935 166.179 1.00 41.13 C -ATOM 21188 OG1 THR C 734 159.788 146.306 166.418 1.00 41.13 O -ATOM 21189 CG2 THR C 734 158.052 144.653 166.717 1.00 41.13 C -ATOM 21190 N SER C 735 161.854 143.613 164.892 1.00 46.75 N -ATOM 21191 CA SER C 735 162.980 143.760 163.983 1.00 46.75 C -ATOM 21192 C SER C 735 162.451 143.679 162.560 1.00 46.75 C -ATOM 21193 O SER C 735 161.511 142.930 162.284 1.00 46.75 O -ATOM 21194 CB SER C 735 164.046 142.686 164.219 1.00 46.75 C -ATOM 21195 OG SER C 735 165.205 142.944 163.446 1.00 46.75 O -ATOM 21196 N VAL C 736 163.046 144.459 161.662 1.00 52.30 N -ATOM 21197 CA VAL C 736 162.580 144.576 160.285 1.00 52.30 C -ATOM 21198 C VAL C 736 163.680 144.092 159.353 1.00 52.30 C -ATOM 21199 O VAL C 736 164.834 144.516 159.476 1.00 52.30 O -ATOM 21200 CB VAL C 736 162.178 146.022 159.936 1.00 52.30 C -ATOM 21201 CG1 VAL C 736 161.555 146.085 158.552 1.00 52.30 C -ATOM 21202 CG2 VAL C 736 161.215 146.579 160.969 1.00 52.30 C -ATOM 21203 N ASP C 737 163.325 143.201 158.429 1.00 62.31 N -ATOM 21204 CA ASP C 737 164.222 142.852 157.334 1.00 62.31 C -ATOM 21205 C ASP C 737 164.088 143.925 156.261 1.00 62.31 C -ATOM 21206 O ASP C 737 163.048 144.029 155.601 1.00 62.31 O -ATOM 21207 CB ASP C 737 163.909 141.467 156.780 1.00 62.31 C -ATOM 21208 CG ASP C 737 165.141 140.774 156.230 1.00 62.31 C -ATOM 21209 OD1 ASP C 737 166.261 141.140 156.645 1.00 62.31 O -ATOM 21210 OD2 ASP C 737 164.995 139.867 155.385 1.00 62.31 O1- -ATOM 21211 N CYS C 738 165.150 144.718 156.101 1.00 66.06 N -ATOM 21212 CA CYS C 738 165.133 145.906 155.252 1.00 66.06 C -ATOM 21213 C CYS C 738 164.917 145.569 153.780 1.00 66.06 C -ATOM 21214 O CYS C 738 163.996 146.098 153.140 1.00 66.06 O -ATOM 21215 CB CYS C 738 166.452 146.648 155.444 1.00 66.06 C -ATOM 21216 SG CYS C 738 166.667 148.172 154.549 1.00 66.06 S -ATOM 21217 N THR C 739 165.745 144.673 153.236 1.00 70.30 N -ATOM 21218 CA THR C 739 165.678 144.362 151.812 1.00 70.30 C -ATOM 21219 C THR C 739 164.414 143.583 151.478 1.00 70.30 C -ATOM 21220 O THR C 739 163.801 143.807 150.429 1.00 70.30 O -ATOM 21221 CB THR C 739 166.922 143.583 151.385 1.00 70.30 C -ATOM 21222 OG1 THR C 739 168.086 144.193 151.958 1.00 70.30 O -ATOM 21223 CG2 THR C 739 167.062 143.594 149.873 1.00 70.30 C -ATOM 21224 N MET C 740 164.003 142.679 152.372 1.00 69.08 N -ATOM 21225 CA MET C 740 162.791 141.897 152.155 1.00 69.08 C -ATOM 21226 C MET C 740 161.545 142.772 152.224 1.00 69.08 C -ATOM 21227 O MET C 740 160.597 142.572 151.454 1.00 69.08 O -ATOM 21228 CB MET C 740 162.724 140.762 153.179 1.00 69.08 C -ATOM 21229 CG MET C 740 161.420 139.981 153.215 1.00 69.08 C -ATOM 21230 SD MET C 740 161.685 138.238 153.588 1.00 69.08 S -ATOM 21231 CE MET C 740 159.998 137.640 153.626 1.00 69.08 C -ATOM 21232 N TYR C 741 161.534 143.765 153.119 1.00 51.01 N -ATOM 21233 CA TYR C 741 160.381 144.654 153.202 1.00 51.01 C -ATOM 21234 C TYR C 741 160.310 145.586 151.999 1.00 51.01 C -ATOM 21235 O TYR C 741 159.232 145.794 151.431 1.00 51.01 O -ATOM 21236 CB TYR C 741 160.414 145.471 154.493 1.00 51.01 C -ATOM 21237 CG TYR C 741 159.347 146.543 154.521 1.00 51.01 C -ATOM 21238 CD1 TYR C 741 158.000 146.204 154.551 1.00 51.01 C -ATOM 21239 CD2 TYR C 741 159.683 147.891 154.488 1.00 51.01 C -ATOM 21240 CE1 TYR C 741 157.017 147.177 154.566 1.00 51.01 C -ATOM 21241 CE2 TYR C 741 158.706 148.872 154.500 1.00 51.01 C -ATOM 21242 CZ TYR C 741 157.376 148.507 154.539 1.00 51.01 C -ATOM 21243 OH TYR C 741 156.399 149.475 154.553 1.00 51.01 O -ATOM 21244 N ILE C 742 161.446 146.165 151.600 1.00 68.73 N -ATOM 21245 CA ILE C 742 161.421 147.158 150.529 1.00 68.73 C -ATOM 21246 C ILE C 742 161.200 146.491 149.173 1.00 68.73 C -ATOM 21247 O ILE C 742 160.328 146.902 148.399 1.00 68.73 O -ATOM 21248 CB ILE C 742 162.705 148.007 150.557 1.00 68.73 C -ATOM 21249 CG1 ILE C 742 162.674 148.944 151.767 1.00 68.73 C -ATOM 21250 CG2 ILE C 742 162.847 148.818 149.279 1.00 68.73 C -ATOM 21251 CD1 ILE C 742 163.871 149.860 151.878 1.00 68.73 C -ATOM 21252 N CYS C 743 161.957 145.437 148.875 1.00 89.62 N -ATOM 21253 CA CYS C 743 161.869 144.753 147.590 1.00 89.62 C -ATOM 21254 C CYS C 743 161.375 143.329 147.802 1.00 89.62 C -ATOM 21255 O CYS C 743 161.952 142.577 148.594 1.00 89.62 O -ATOM 21256 CB CYS C 743 163.223 144.754 146.882 1.00 89.62 C -ATOM 21257 SG CYS C 743 163.905 146.403 146.645 1.00 89.62 S -ATOM 21258 N GLY C 744 160.319 142.957 147.084 1.00120.25 N -ATOM 21259 CA GLY C 744 159.759 141.626 147.207 1.00120.25 C -ATOM 21260 C GLY C 744 160.521 140.574 146.428 1.00120.25 C -ATOM 21261 O GLY C 744 160.028 140.084 145.405 1.00120.25 O -ATOM 21262 N ASP C 745 161.722 140.232 146.919 1.00139.41 N -ATOM 21263 CA ASP C 745 162.615 139.221 146.336 1.00139.41 C -ATOM 21264 C ASP C 745 162.967 139.537 144.880 1.00139.41 C -ATOM 21265 O ASP C 745 162.854 138.692 143.990 1.00139.41 O -ATOM 21266 CB ASP C 745 162.026 137.811 146.466 1.00139.41 C -ATOM 21267 CG ASP C 745 161.938 137.349 147.906 1.00139.41 C -ATOM 21268 OD1 ASP C 745 162.384 138.097 148.801 1.00139.41 O -ATOM 21269 OD2 ASP C 745 161.421 136.236 148.143 1.00139.41 O1- -ATOM 21270 N SER C 746 163.397 140.774 144.642 1.00146.74 N -ATOM 21271 CA SER C 746 163.797 141.225 143.315 1.00146.74 C -ATOM 21272 C SER C 746 165.257 141.657 143.358 1.00146.74 C -ATOM 21273 O SER C 746 165.622 142.558 144.124 1.00146.74 O -ATOM 21274 CB SER C 746 162.899 142.364 142.830 1.00146.74 C -ATOM 21275 OG SER C 746 163.333 142.860 141.577 1.00146.74 O -ATOM 21276 N THR C 747 166.082 141.014 142.525 1.00149.10 N -ATOM 21277 CA THR C 747 167.524 141.250 142.543 1.00149.10 C -ATOM 21278 C THR C 747 167.871 142.645 142.033 1.00149.10 C -ATOM 21279 O THR C 747 168.720 143.332 142.613 1.00149.10 O -ATOM 21280 CB THR C 747 168.230 140.177 141.710 1.00149.10 C -ATOM 21281 OG1 THR C 747 167.861 138.880 142.193 1.00149.10 O -ATOM 21282 CG2 THR C 747 169.743 140.322 141.799 1.00149.10 C -ATOM 21283 N GLU C 748 167.213 143.087 140.959 1.00148.98 N -ATOM 21284 CA GLU C 748 167.473 144.425 140.439 1.00148.98 C -ATOM 21285 C GLU C 748 166.922 145.509 141.362 1.00148.98 C -ATOM 21286 O GLU C 748 167.494 146.603 141.435 1.00148.98 O -ATOM 21287 CB GLU C 748 166.912 144.551 139.018 1.00148.98 C -ATOM 21288 CG GLU C 748 165.396 144.481 138.893 1.00148.98 C -ATOM 21289 CD GLU C 748 164.857 143.063 138.763 1.00148.98 C -ATOM 21290 OE1 GLU C 748 165.602 142.099 139.038 1.00148.98 O -ATOM 21291 OE2 GLU C 748 163.677 142.915 138.384 1.00148.98 O1- -ATOM 21292 N CYS C 749 165.849 145.215 142.105 1.00131.01 N -ATOM 21293 CA CYS C 749 165.397 146.143 143.137 1.00131.01 C -ATOM 21294 C CYS C 749 166.399 146.220 144.281 1.00131.01 C -ATOM 21295 O CYS C 749 166.602 147.293 144.857 1.00131.01 O -ATOM 21296 CB CYS C 749 164.023 145.738 143.666 1.00131.01 C -ATOM 21297 SG CYS C 749 163.276 146.947 144.790 1.00131.01 S -ATOM 21298 N SER C 750 167.024 145.090 144.630 1.00128.73 N -ATOM 21299 CA SER C 750 168.080 145.110 145.641 1.00128.73 C -ATOM 21300 C SER C 750 169.291 145.905 145.163 1.00128.73 C -ATOM 21301 O SER C 750 169.912 146.634 145.947 1.00128.73 O -ATOM 21302 CB SER C 750 168.484 143.682 146.004 1.00128.73 C -ATOM 21303 OG SER C 750 169.633 143.676 146.833 1.00128.73 O -ATOM 21304 N ASN C 751 169.629 145.784 143.877 1.00128.19 N -ATOM 21305 CA ASN C 751 170.731 146.560 143.311 1.00128.19 C -ATOM 21306 C ASN C 751 170.412 148.052 143.286 1.00128.19 C -ATOM 21307 O ASN C 751 171.301 148.884 143.500 1.00128.19 O -ATOM 21308 CB ASN C 751 171.060 146.058 141.906 1.00128.19 C -ATOM 21309 CG ASN C 751 171.509 144.612 141.897 1.00128.19 C -ATOM 21310 OD1 ASN C 751 172.160 144.147 142.832 1.00128.19 O -ATOM 21311 ND2 ASN C 751 171.159 143.890 140.839 1.00128.19 N -ATOM 21312 N LEU C 752 169.153 148.410 143.019 1.00118.88 N -ATOM 21313 CA LEU C 752 168.757 149.813 143.096 1.00118.88 C -ATOM 21314 C LEU C 752 168.717 150.310 144.537 1.00118.88 C -ATOM 21315 O LEU C 752 168.965 151.494 144.791 1.00118.88 O -ATOM 21316 CB LEU C 752 167.398 150.014 142.426 1.00118.88 C -ATOM 21317 CG LEU C 752 167.410 150.058 140.897 1.00118.88 C -ATOM 21318 CD1 LEU C 752 166.003 149.899 140.344 1.00118.88 C -ATOM 21319 CD2 LEU C 752 168.045 151.347 140.400 1.00118.88 C -ATOM 21320 N LEU C 753 168.401 149.427 145.487 1.00102.22 N -ATOM 21321 CA LEU C 753 168.409 149.798 146.898 1.00102.22 C -ATOM 21322 C LEU C 753 169.829 149.956 147.426 1.00102.22 C -ATOM 21323 O LEU C 753 170.053 150.698 148.390 1.00102.22 O -ATOM 21324 CB LEU C 753 167.647 148.749 147.710 1.00102.22 C -ATOM 21325 CG LEU C 753 167.285 149.069 149.161 1.00102.22 C -ATOM 21326 CD1 LEU C 753 166.527 150.380 149.245 1.00102.22 C -ATOM 21327 CD2 LEU C 753 166.477 147.936 149.768 1.00102.22 C -ATOM 21328 N LEU C 754 170.797 149.275 146.804 1.00101.29 N -ATOM 21329 CA LEU C 754 172.197 149.394 147.204 1.00101.29 C -ATOM 21330 C LEU C 754 172.781 150.779 146.941 1.00101.29 C -ATOM 21331 O LEU C 754 173.822 151.115 147.515 1.00101.29 O -ATOM 21332 CB LEU C 754 173.042 148.342 146.482 1.00101.29 C -ATOM 21333 CG LEU C 754 173.050 146.928 147.066 1.00101.29 C -ATOM 21334 CD1 LEU C 754 174.051 146.054 146.327 1.00101.29 C -ATOM 21335 CD2 LEU C 754 173.356 146.957 148.555 1.00101.29 C -ATOM 21336 N GLN C 755 172.141 151.590 146.094 1.00 94.37 N -ATOM 21337 CA GLN C 755 172.601 152.948 145.830 1.00 94.37 C -ATOM 21338 C GLN C 755 172.327 153.911 146.980 1.00 94.37 C -ATOM 21339 O GLN C 755 172.826 155.041 146.944 1.00 94.37 O -ATOM 21340 CB GLN C 755 171.942 153.488 144.559 1.00 94.37 C -ATOM 21341 CG GLN C 755 171.876 152.497 143.409 1.00 94.37 C -ATOM 21342 CD GLN C 755 173.246 152.054 142.943 1.00 94.37 C -ATOM 21343 OE1 GLN C 755 174.041 152.860 142.460 1.00 94.37 O -ATOM 21344 NE2 GLN C 755 173.530 150.764 143.081 1.00 94.37 N -ATOM 21345 N TYR C 756 171.555 153.506 147.989 1.00 82.80 N -ATOM 21346 CA TYR C 756 171.118 154.416 149.042 1.00 82.80 C -ATOM 21347 C TYR C 756 172.026 154.429 150.264 1.00 82.80 C -ATOM 21348 O TYR C 756 172.099 155.453 150.949 1.00 82.80 O -ATOM 21349 CB TYR C 756 169.687 154.077 149.474 1.00 82.80 C -ATOM 21350 CG TYR C 756 168.639 154.626 148.533 1.00 82.80 C -ATOM 21351 CD1 TYR C 756 168.395 154.025 147.302 1.00 82.80 C -ATOM 21352 CD2 TYR C 756 167.904 155.756 148.870 1.00 82.80 C -ATOM 21353 CE1 TYR C 756 167.442 154.530 146.438 1.00 82.80 C -ATOM 21354 CE2 TYR C 756 166.949 156.268 148.013 1.00 82.80 C -ATOM 21355 CZ TYR C 756 166.724 155.651 146.800 1.00 82.80 C -ATOM 21356 OH TYR C 756 165.774 156.161 145.948 1.00 82.80 O -ATOM 21357 N GLY C 757 172.698 153.329 150.571 1.00 71.70 N -ATOM 21358 CA GLY C 757 173.751 153.335 151.572 1.00 71.70 C -ATOM 21359 C GLY C 757 173.285 152.780 152.913 1.00 71.70 C -ATOM 21360 O GLY C 757 172.730 151.684 152.981 1.00 71.70 O -ATOM 21361 N SER C 758 173.522 153.545 153.979 1.00 60.70 N -ATOM 21362 CA SER C 758 173.394 153.076 155.354 1.00 60.70 C -ATOM 21363 C SER C 758 172.019 153.331 155.968 1.00 60.70 C -ATOM 21364 O SER C 758 171.839 153.072 157.169 1.00 60.70 O -ATOM 21365 CB SER C 758 174.477 153.718 156.223 1.00 60.70 C -ATOM 21366 OG SER C 758 174.120 155.042 156.575 1.00 60.70 O -ATOM 21367 N PHE C 759 171.054 153.837 155.184 1.00 66.62 N -ATOM 21368 CA PHE C 759 169.668 153.892 155.647 1.00 66.62 C -ATOM 21369 C PHE C 759 169.127 152.503 155.943 1.00 66.62 C -ATOM 21370 O PHE C 759 168.330 152.327 156.870 1.00 66.62 O -ATOM 21371 CB PHE C 759 168.757 154.549 154.605 1.00 66.62 C -ATOM 21372 CG PHE C 759 169.016 156.011 154.369 1.00 66.62 C -ATOM 21373 CD1 PHE C 759 168.513 156.969 155.238 1.00 66.62 C -ATOM 21374 CD2 PHE C 759 169.704 156.432 153.242 1.00 66.62 C -ATOM 21375 CE1 PHE C 759 168.729 158.321 155.009 1.00 66.62 C -ATOM 21376 CE2 PHE C 759 169.915 157.777 153.002 1.00 66.62 C -ATOM 21377 CZ PHE C 759 169.435 158.722 153.890 1.00 66.62 C -ATOM 21378 N CYS C 760 169.567 151.505 155.184 1.00 59.37 N -ATOM 21379 CA CYS C 760 169.045 150.155 155.293 1.00 59.37 C -ATOM 21380 C CYS C 760 169.617 149.399 156.492 1.00 59.37 C -ATOM 21381 O CYS C 760 169.107 148.326 156.830 1.00 59.37 O -ATOM 21382 CB CYS C 760 169.337 149.423 153.978 1.00 59.37 C -ATOM 21383 SG CYS C 760 168.492 147.867 153.716 1.00 59.37 S -ATOM 21384 N THR C 761 170.649 149.935 157.151 1.00 52.05 N -ATOM 21385 CA THR C 761 171.255 149.303 158.320 1.00 52.05 C -ATOM 21386 C THR C 761 171.113 150.108 159.606 1.00 52.05 C -ATOM 21387 O THR C 761 171.109 149.516 160.694 1.00 52.05 O -ATOM 21388 CB THR C 761 172.748 149.042 158.077 1.00 52.05 C -ATOM 21389 OG1 THR C 761 173.444 150.291 157.984 1.00 52.05 O -ATOM 21390 CG2 THR C 761 172.956 148.261 156.789 1.00 52.05 C -ATOM 21391 N GLN C 762 170.999 151.439 159.521 1.00 50.00 N -ATOM 21392 CA GLN C 762 170.843 152.221 160.744 1.00 50.00 C -ATOM 21393 C GLN C 762 169.475 152.020 161.395 1.00 50.00 C -ATOM 21394 O GLN C 762 169.362 152.152 162.620 1.00 50.00 O -ATOM 21395 CB GLN C 762 171.115 153.701 160.460 1.00 50.00 C -ATOM 21396 CG GLN C 762 170.055 154.424 159.655 1.00 50.00 C -ATOM 21397 CD GLN C 762 170.410 155.878 159.425 1.00 50.00 C -ATOM 21398 OE1 GLN C 762 171.496 156.327 159.791 1.00 50.00 O -ATOM 21399 NE2 GLN C 762 169.495 156.624 158.818 1.00 50.00 N -ATOM 21400 N LEU C 763 168.452 151.656 160.614 1.00 44.23 N -ATOM 21401 CA LEU C 763 167.169 151.275 161.197 1.00 44.23 C -ATOM 21402 C LEU C 763 167.286 149.973 161.980 1.00 44.23 C -ATOM 21403 O LEU C 763 166.682 149.832 163.053 1.00 44.23 O -ATOM 21404 CB LEU C 763 166.110 151.149 160.103 1.00 44.23 C -ATOM 21405 CG LEU C 763 165.941 152.358 159.184 1.00 44.23 C -ATOM 21406 CD1 LEU C 763 164.866 152.099 158.141 1.00 44.23 C -ATOM 21407 CD2 LEU C 763 165.626 153.605 159.989 1.00 44.23 C -ATOM 21408 N LYS C 764 168.064 149.017 161.455 1.00 43.86 N -ATOM 21409 CA LYS C 764 168.354 147.784 162.181 1.00 43.86 C -ATOM 21410 C LYS C 764 169.089 148.072 163.482 1.00 43.86 C -ATOM 21411 O LYS C 764 168.789 147.467 164.518 1.00 43.86 O -ATOM 21412 CB LYS C 764 169.194 146.844 161.317 1.00 43.86 C -ATOM 21413 CG LYS C 764 168.420 145.969 160.357 1.00 43.86 C -ATOM 21414 CD LYS C 764 169.378 145.071 159.591 1.00 43.86 C -ATOM 21415 CE LYS C 764 168.736 144.484 158.347 1.00 43.86 C -ATOM 21416 NZ LYS C 764 169.743 143.798 157.490 1.00 43.86 N1+ -ATOM 21417 N ARG C 765 170.047 149.005 163.439 1.00 42.49 N -ATOM 21418 CA ARG C 765 170.791 149.380 164.641 1.00 42.49 C -ATOM 21419 C ARG C 765 169.885 150.016 165.696 1.00 42.49 C -ATOM 21420 O ARG C 765 169.966 149.670 166.885 1.00 42.49 O -ATOM 21421 CB ARG C 765 171.926 150.332 164.268 1.00 42.49 C -ATOM 21422 CG ARG C 765 172.958 150.533 165.359 1.00 42.49 C -ATOM 21423 CD ARG C 765 173.904 151.668 165.007 1.00 42.49 C -ATOM 21424 NE ARG C 765 174.597 151.426 163.748 1.00 42.49 N -ATOM 21425 CZ ARG C 765 174.951 152.376 162.892 1.00 42.49 C -ATOM 21426 NH1 ARG C 765 174.690 153.651 163.129 1.00 42.49 N1+ -ATOM 21427 NH2 ARG C 765 175.583 152.037 161.772 1.00 42.49 N -ATOM 21428 N ALA C 766 168.996 150.924 165.272 1.00 38.96 N -ATOM 21429 CA ALA C 766 168.079 151.577 166.205 1.00 38.96 C -ATOM 21430 C ALA C 766 167.086 150.589 166.813 1.00 38.96 C -ATOM 21431 O ALA C 766 166.822 150.628 168.024 1.00 38.96 O -ATOM 21432 CB ALA C 766 167.338 152.711 165.500 1.00 38.96 C -ATOM 21433 N LEU C 767 166.542 149.682 165.995 1.00 33.11 N -ATOM 21434 CA LEU C 767 165.583 148.709 166.510 1.00 33.11 C -ATOM 21435 C LEU C 767 166.250 147.678 167.414 1.00 33.11 C -ATOM 21436 O LEU C 767 165.633 147.220 168.385 1.00 33.11 O -ATOM 21437 CB LEU C 767 164.865 148.032 165.347 1.00 33.11 C -ATOM 21438 CG LEU C 767 163.847 148.958 164.684 1.00 33.11 C -ATOM 21439 CD1 LEU C 767 163.373 148.375 163.377 1.00 33.11 C -ATOM 21440 CD2 LEU C 767 162.676 149.213 165.616 1.00 33.11 C -ATOM 21441 N THR C 768 167.510 147.327 167.133 1.00 34.93 N -ATOM 21442 CA THR C 768 168.267 146.457 168.027 1.00 34.93 C -ATOM 21443 C THR C 768 168.516 147.135 169.372 1.00 34.93 C -ATOM 21444 O THR C 768 168.407 146.493 170.428 1.00 34.93 O -ATOM 21445 CB THR C 768 169.586 146.062 167.355 1.00 34.93 C -ATOM 21446 OG1 THR C 768 169.305 145.371 166.132 1.00 34.93 O -ATOM 21447 CG2 THR C 768 170.412 145.146 168.246 1.00 34.93 C -ATOM 21448 N GLY C 769 168.813 148.441 169.350 1.00 37.13 N -ATOM 21449 CA GLY C 769 168.964 149.183 170.595 1.00 37.13 C -ATOM 21450 C GLY C 769 167.686 149.243 171.415 1.00 37.13 C -ATOM 21451 O GLY C 769 167.719 149.100 172.642 1.00 37.13 O -ATOM 21452 N ILE C 770 166.544 149.432 170.744 1.00 30.98 N -ATOM 21453 CA ILE C 770 165.248 149.425 171.430 1.00 30.98 C -ATOM 21454 C ILE C 770 164.961 148.052 172.040 1.00 30.98 C -ATOM 21455 O ILE C 770 164.495 147.947 173.187 1.00 30.98 O -ATOM 21456 CB ILE C 770 164.134 149.863 170.458 1.00 30.98 C -ATOM 21457 CG1 ILE C 770 164.321 151.323 170.051 1.00 30.98 C -ATOM 21458 CG2 ILE C 770 162.753 149.686 171.071 1.00 30.98 C -ATOM 21459 CD1 ILE C 770 163.441 151.738 168.898 1.00 30.98 C -ATOM 21460 N ALA C 771 165.257 146.982 171.291 1.00 34.40 N -ATOM 21461 CA ALA C 771 165.010 145.624 171.773 1.00 34.40 C -ATOM 21462 C ALA C 771 165.889 145.275 172.971 1.00 34.40 C -ATOM 21463 O ALA C 771 165.457 144.542 173.868 1.00 34.40 O -ATOM 21464 CB ALA C 771 165.227 144.621 170.641 1.00 34.40 C -ATOM 21465 N VAL C 772 167.123 145.782 173.003 1.00 36.42 N -ATOM 21466 CA VAL C 772 167.969 145.595 174.182 1.00 36.42 C -ATOM 21467 C VAL C 772 167.434 146.413 175.360 1.00 36.42 C -ATOM 21468 O VAL C 772 167.426 145.946 176.513 1.00 36.42 O -ATOM 21469 CB VAL C 772 169.430 145.946 173.833 1.00 36.42 C -ATOM 21470 CG1 VAL C 772 170.306 146.042 175.075 1.00 36.42 C -ATOM 21471 CG2 VAL C 772 169.998 144.910 172.878 1.00 36.42 C -ATOM 21472 N GLU C 773 166.945 147.628 175.080 1.00 40.60 N -ATOM 21473 CA GLU C 773 166.448 148.515 176.129 1.00 40.60 C -ATOM 21474 C GLU C 773 165.201 147.963 176.817 1.00 40.60 C -ATOM 21475 O GLU C 773 164.995 148.218 178.010 1.00 40.60 O -ATOM 21476 CB GLU C 773 166.164 149.896 175.536 1.00 40.60 C -ATOM 21477 CG GLU C 773 165.899 150.990 176.551 1.00 40.60 C -ATOM 21478 CD GLU C 773 165.181 152.176 175.942 1.00 40.60 C -ATOM 21479 OE1 GLU C 773 165.863 153.064 175.391 1.00 40.60 O -ATOM 21480 OE2 GLU C 773 163.935 152.217 176.012 1.00 40.60 O1- -ATOM 21481 N GLN C 774 164.369 147.204 176.092 1.00 36.28 N -ATOM 21482 CA GLN C 774 163.194 146.586 176.719 1.00 36.28 C -ATOM 21483 C GLN C 774 163.590 145.562 177.784 1.00 36.28 C -ATOM 21484 O GLN C 774 163.027 145.544 178.891 1.00 36.28 O -ATOM 21485 CB GLN C 774 162.304 145.928 175.663 1.00 36.28 C -ATOM 21486 CG GLN C 774 161.781 146.864 174.595 1.00 36.28 C -ATOM 21487 CD GLN C 774 161.241 148.154 175.166 1.00 36.28 C -ATOM 21488 OE1 GLN C 774 160.249 148.158 175.892 1.00 36.28 O -ATOM 21489 NE2 GLN C 774 161.893 149.262 174.839 1.00 36.28 N -ATOM 21490 N ASP C 775 164.568 144.707 177.471 1.00 39.16 N -ATOM 21491 CA ASP C 775 165.055 143.739 178.450 1.00 39.16 C -ATOM 21492 C ASP C 775 165.779 144.421 179.602 1.00 39.16 C -ATOM 21493 O ASP C 775 165.698 143.949 180.744 1.00 39.16 O -ATOM 21494 CB ASP C 775 165.974 142.720 177.780 1.00 39.16 C -ATOM 21495 CG ASP C 775 165.231 141.798 176.839 1.00 39.16 C -ATOM 21496 OD1 ASP C 775 164.101 141.389 177.178 1.00 39.16 O -ATOM 21497 OD2 ASP C 775 165.778 141.478 175.763 1.00 39.16 O1- -ATOM 21498 N LYS C 776 166.474 145.531 179.322 1.00 39.38 N -ATOM 21499 CA LYS C 776 167.085 146.315 180.395 1.00 39.38 C -ATOM 21500 C LYS C 776 166.029 146.891 181.335 1.00 39.38 C -ATOM 21501 O LYS C 776 166.213 146.896 182.560 1.00 39.38 O -ATOM 21502 CB LYS C 776 167.943 147.433 179.805 1.00 39.38 C -ATOM 21503 CG LYS C 776 168.635 148.300 180.845 1.00 39.38 C -ATOM 21504 CD LYS C 776 169.913 148.908 180.302 1.00 39.38 C -ATOM 21505 CE LYS C 776 169.619 150.117 179.432 1.00 39.38 C -ATOM 21506 NZ LYS C 776 170.648 150.298 178.373 1.00 39.38 N1+ -ATOM 21507 N ASN C 777 164.908 147.361 180.773 1.00 38.74 N -ATOM 21508 CA ASN C 777 163.805 147.882 181.578 1.00 38.74 C -ATOM 21509 C ASN C 777 163.200 146.798 182.461 1.00 38.74 C -ATOM 21510 O ASN C 777 162.931 147.028 183.648 1.00 38.74 O -ATOM 21511 CB ASN C 777 162.730 148.475 180.668 1.00 38.74 C -ATOM 21512 CG ASN C 777 163.115 149.825 180.113 1.00 38.74 C -ATOM 21513 OD1 ASN C 777 164.146 150.387 180.477 1.00 38.74 O -ATOM 21514 ND2 ASN C 777 162.286 150.356 179.224 1.00 38.74 N -ATOM 21515 N THR C 778 162.987 145.604 181.895 1.00 37.13 N -ATOM 21516 CA THR C 778 162.413 144.505 182.671 1.00 37.13 C -ATOM 21517 C THR C 778 163.354 144.051 183.785 1.00 37.13 C -ATOM 21518 O THR C 778 162.905 143.781 184.911 1.00 37.13 O -ATOM 21519 CB THR C 778 162.064 143.335 181.752 1.00 37.13 C -ATOM 21520 OG1 THR C 778 161.368 143.824 180.599 1.00 37.13 O -ATOM 21521 CG2 THR C 778 161.177 142.335 182.474 1.00 37.13 C -ATOM 21522 N GLN C 779 164.661 143.994 183.495 1.00 41.59 N -ATOM 21523 CA GLN C 779 165.654 143.647 184.511 1.00 41.59 C -ATOM 21524 C GLN C 779 165.684 144.674 185.637 1.00 41.59 C -ATOM 21525 O GLN C 779 165.701 144.309 186.819 1.00 41.59 O -ATOM 21526 CB GLN C 779 167.039 143.527 183.873 1.00 41.59 C -ATOM 21527 CG GLN C 779 167.290 142.230 183.124 1.00 41.59 C -ATOM 21528 CD GLN C 779 167.540 141.062 184.055 1.00 41.59 C -ATOM 21529 OE1 GLN C 779 168.084 141.228 185.146 1.00 41.59 O -ATOM 21530 NE2 GLN C 779 167.154 139.868 183.622 1.00 41.59 N -ATOM 21531 N GLU C 780 165.658 145.966 185.287 1.00 46.85 N -ATOM 21532 CA GLU C 780 165.729 147.012 186.303 1.00 46.85 C -ATOM 21533 C GLU C 780 164.466 147.083 187.149 1.00 46.85 C -ATOM 21534 O GLU C 780 164.542 147.418 188.337 1.00 46.85 O -ATOM 21535 CB GLU C 780 165.995 148.368 185.651 1.00 46.85 C -ATOM 21536 CG GLU C 780 167.449 148.609 185.297 1.00 46.85 C -ATOM 21537 CD GLU C 780 167.683 149.995 184.737 1.00 46.85 C -ATOM 21538 OE1 GLU C 780 166.691 150.700 184.458 1.00 46.85 O -ATOM 21539 OE2 GLU C 780 168.860 150.381 184.577 1.00 46.85 O1- -ATOM 21540 N VAL C 781 163.301 146.784 186.570 1.00 33.65 N -ATOM 21541 CA VAL C 781 162.074 146.810 187.361 1.00 33.65 C -ATOM 21542 C VAL C 781 162.002 145.601 188.289 1.00 33.65 C -ATOM 21543 O VAL C 781 161.780 145.745 189.497 1.00 33.65 O -ATOM 21544 CB VAL C 781 160.838 146.904 186.448 1.00 33.65 C -ATOM 21545 CG1 VAL C 781 159.567 146.689 187.249 1.00 33.65 C -ATOM 21546 CG2 VAL C 781 160.785 148.270 185.795 1.00 33.65 C -ATOM 21547 N PHE C 782 162.216 144.396 187.756 1.00 31.67 N -ATOM 21548 CA PHE C 782 161.897 143.225 188.567 1.00 31.67 C -ATOM 21549 C PHE C 782 163.090 142.645 189.322 1.00 31.67 C -ATOM 21550 O PHE C 782 162.933 142.211 190.468 1.00 31.67 O -ATOM 21551 CB PHE C 782 161.252 142.148 187.695 1.00 31.67 C -ATOM 21552 CG PHE C 782 159.843 142.465 187.298 1.00 31.67 C -ATOM 21553 CD1 PHE C 782 158.802 142.267 188.192 1.00 31.67 C -ATOM 21554 CD2 PHE C 782 159.557 142.971 186.041 1.00 31.67 C -ATOM 21555 CE1 PHE C 782 157.500 142.562 187.838 1.00 31.67 C -ATOM 21556 CE2 PHE C 782 158.257 143.268 185.679 1.00 31.67 C -ATOM 21557 CZ PHE C 782 157.227 143.063 186.580 1.00 31.67 C -ATOM 21558 N ALA C 783 164.281 142.620 188.725 1.00 38.22 N -ATOM 21559 CA ALA C 783 165.429 141.961 189.351 1.00 38.22 C -ATOM 21560 C ALA C 783 166.121 142.918 190.323 1.00 38.22 C -ATOM 21561 O ALA C 783 167.214 143.432 190.081 1.00 38.22 O -ATOM 21562 CB ALA C 783 166.391 141.448 188.288 1.00 38.22 C -ATOM 21563 N GLN C 784 165.454 143.148 191.454 1.00 43.32 N -ATOM 21564 CA GLN C 784 166.008 143.961 192.528 1.00 43.32 C -ATOM 21565 C GLN C 784 166.333 143.159 193.780 1.00 43.32 C -ATOM 21566 O GLN C 784 166.872 143.725 194.736 1.00 43.32 O -ATOM 21567 CB GLN C 784 165.051 145.101 192.890 1.00 43.32 C -ATOM 21568 CG GLN C 784 164.995 146.210 191.860 1.00 43.32 C -ATOM 21569 CD GLN C 784 164.052 147.320 192.261 1.00 43.32 C -ATOM 21570 OE1 GLN C 784 163.344 147.216 193.261 1.00 43.32 O -ATOM 21571 NE2 GLN C 784 164.044 148.398 191.487 1.00 43.32 N -ATOM 21572 N VAL C 785 166.025 141.866 193.803 1.00 45.57 N -ATOM 21573 CA VAL C 785 166.335 141.002 194.935 1.00 45.57 C -ATOM 21574 C VAL C 785 167.311 139.932 194.455 1.00 45.57 C -ATOM 21575 O VAL C 785 167.215 139.453 193.318 1.00 45.57 O -ATOM 21576 CB VAL C 785 165.055 140.410 195.570 1.00 45.57 C -ATOM 21577 CG1 VAL C 785 164.297 139.471 194.626 1.00 45.57 C -ATOM 21578 CG2 VAL C 785 165.367 139.725 196.895 1.00 45.57 C -ATOM 21579 N LYS C 786 168.311 139.635 195.284 1.00 52.30 N -ATOM 21580 CA LYS C 786 169.374 138.719 194.897 1.00 52.30 C -ATOM 21581 C LYS C 786 169.057 137.267 195.222 1.00 52.30 C -ATOM 21582 O LYS C 786 169.537 136.366 194.524 1.00 52.30 O -ATOM 21583 CB LYS C 786 170.684 139.122 195.577 1.00 52.30 C -ATOM 21584 CG LYS C 786 171.337 140.348 194.963 1.00 52.30 C -ATOM 21585 CD LYS C 786 172.839 140.340 195.172 1.00 52.30 C -ATOM 21586 CE LYS C 786 173.518 141.392 194.312 1.00 52.30 C -ATOM 21587 NZ LYS C 786 175.000 141.332 194.432 1.00 52.30 N1+ -ATOM 21588 N GLN C 787 168.264 137.018 196.259 1.00 49.03 N -ATOM 21589 CA GLN C 787 167.934 135.668 196.693 1.00 49.03 C -ATOM 21590 C GLN C 787 166.435 135.449 196.563 1.00 49.03 C -ATOM 21591 O GLN C 787 165.641 136.296 196.987 1.00 49.03 O -ATOM 21592 CB GLN C 787 168.383 135.430 198.136 1.00 49.03 C -ATOM 21593 CG GLN C 787 169.829 135.808 198.400 1.00 49.03 C -ATOM 21594 CD GLN C 787 170.365 135.203 199.681 1.00 49.03 C -ATOM 21595 OE1 GLN C 787 169.718 134.357 200.298 1.00 49.03 O -ATOM 21596 NE2 GLN C 787 171.554 135.632 200.086 1.00 49.03 N -ATOM 21597 N ILE C 788 166.052 134.315 195.980 1.00 43.32 N -ATOM 21598 CA ILE C 788 164.645 133.980 195.775 1.00 43.32 C -ATOM 21599 C ILE C 788 164.102 133.454 197.101 1.00 43.32 C -ATOM 21600 O ILE C 788 164.305 132.291 197.451 1.00 43.32 O -ATOM 21601 CB ILE C 788 164.458 132.966 194.644 1.00 43.32 C -ATOM 21602 CG1 ILE C 788 165.123 133.468 193.362 1.00 43.32 C -ATOM 21603 CG2 ILE C 788 162.981 132.706 194.399 1.00 43.32 C -ATOM 21604 CD1 ILE C 788 164.585 134.792 192.871 1.00 43.32 C -ATOM 21605 N TYR C 789 163.416 134.315 197.847 1.00 40.85 N -ATOM 21606 CA TYR C 789 162.801 133.905 199.098 1.00 40.85 C -ATOM 21607 C TYR C 789 161.521 133.119 198.832 1.00 40.85 C -ATOM 21608 O TYR C 789 160.968 133.133 197.729 1.00 40.85 O -ATOM 21609 CB TYR C 789 162.484 135.118 199.972 1.00 40.85 C -ATOM 21610 CG TYR C 789 163.682 135.960 200.341 1.00 40.85 C -ATOM 21611 CD1 TYR C 789 164.570 135.545 201.324 1.00 40.85 C -ATOM 21612 CD2 TYR C 789 163.913 137.181 199.721 1.00 40.85 C -ATOM 21613 CE1 TYR C 789 165.665 136.316 201.671 1.00 40.85 C -ATOM 21614 CE2 TYR C 789 165.003 137.960 200.061 1.00 40.85 C -ATOM 21615 CZ TYR C 789 165.875 137.522 201.035 1.00 40.85 C -ATOM 21616 OH TYR C 789 166.962 138.293 201.376 1.00 40.85 O -ATOM 21617 N LYS C 790 161.050 132.428 199.868 1.00 67.35 N -ATOM 21618 CA LYS C 790 159.763 131.752 199.810 1.00 67.35 C -ATOM 21619 C LYS C 790 159.176 131.679 201.212 1.00 67.35 C -ATOM 21620 O LYS C 790 159.904 131.670 202.208 1.00 67.35 O -ATOM 21621 CB LYS C 790 159.876 130.349 199.198 1.00 67.35 C -ATOM 21622 CG LYS C 790 160.957 129.473 199.801 1.00 67.35 C -ATOM 21623 CD LYS C 790 161.221 128.268 198.913 1.00 67.35 C -ATOM 21624 CE LYS C 790 162.291 127.364 199.499 1.00 67.35 C -ATOM 21625 NZ LYS C 790 162.668 126.274 198.555 1.00 67.35 N1+ -ATOM 21626 N THR C 791 157.848 131.632 201.273 1.00 97.68 N -ATOM 21627 CA THR C 791 157.148 131.661 202.545 1.00 97.68 C -ATOM 21628 C THR C 791 157.215 130.303 203.243 1.00 97.68 C -ATOM 21629 O THR C 791 157.369 129.267 202.590 1.00 97.68 O -ATOM 21630 CB THR C 791 155.686 132.054 202.336 1.00 97.68 C -ATOM 21631 OG1 THR C 791 155.107 131.223 201.322 1.00 97.68 O -ATOM 21632 CG2 THR C 791 155.577 133.509 201.929 1.00 97.68 C -ATOM 21633 N PRO C 792 157.113 130.283 204.571 1.00125.20 N -ATOM 21634 CA PRO C 792 156.862 129.024 205.282 1.00125.20 C -ATOM 21635 C PRO C 792 155.473 128.497 204.964 1.00125.20 C -ATOM 21636 O PRO C 792 154.588 129.273 204.571 1.00125.20 O -ATOM 21637 CB PRO C 792 156.987 129.425 206.762 1.00125.20 C -ATOM 21638 CG PRO C 792 156.780 130.902 206.777 1.00125.20 C -ATOM 21639 CD PRO C 792 157.402 131.383 205.507 1.00125.20 C -ATOM 21640 N PRO C 793 155.248 127.181 205.094 1.00150.19 N -ATOM 21641 CA PRO C 793 153.921 126.622 204.770 1.00150.19 C -ATOM 21642 C PRO C 793 152.796 127.085 205.686 1.00150.19 C -ATOM 21643 O PRO C 793 151.629 127.001 205.285 1.00150.19 O -ATOM 21644 CB PRO C 793 154.141 125.107 204.886 1.00150.19 C -ATOM 21645 CG PRO C 793 155.332 124.963 205.773 1.00150.19 C -ATOM 21646 CD PRO C 793 156.215 126.121 205.431 1.00150.19 C -ATOM 21647 N ILE C 794 153.097 127.567 206.887 1.00147.55 N -ATOM 21648 CA ILE C 794 152.068 128.098 207.776 1.00147.55 C -ATOM 21649 C ILE C 794 151.720 129.509 207.318 1.00147.55 C -ATOM 21650 O ILE C 794 152.586 130.390 207.273 1.00147.55 O -ATOM 21651 CB ILE C 794 152.536 128.084 209.237 1.00147.55 C -ATOM 21652 CG1 ILE C 794 152.665 126.645 209.738 1.00147.55 C -ATOM 21653 CG2 ILE C 794 151.573 128.866 210.116 1.00147.55 C -ATOM 21654 CD1 ILE C 794 153.551 126.498 210.955 1.00147.55 C -ATOM 21655 N LYS C 795 150.451 129.727 206.979 1.00123.88 N -ATOM 21656 CA LYS C 795 149.988 130.983 206.398 1.00123.88 C -ATOM 21657 C LYS C 795 149.176 131.815 207.389 1.00123.88 C -ATOM 21658 O LYS C 795 148.209 132.480 207.015 1.00123.88 O -ATOM 21659 CB LYS C 795 149.169 130.722 205.137 1.00123.88 C -ATOM 21660 CG LYS C 795 149.920 129.970 204.050 1.00123.88 C -ATOM 21661 CD LYS C 795 151.114 130.768 203.552 1.00123.88 C -ATOM 21662 CE LYS C 795 151.754 130.109 202.341 1.00123.88 C -ATOM 21663 NZ LYS C 795 152.175 128.711 202.621 1.00123.88 N1+ -ATOM 21664 N TYR C 796 149.556 131.790 208.665 1.00 85.72 N -ATOM 21665 CA TYR C 796 148.929 132.638 209.678 1.00 85.72 C -ATOM 21666 C TYR C 796 149.837 133.844 209.893 1.00 85.72 C -ATOM 21667 O TYR C 796 150.759 133.816 210.709 1.00 85.72 O -ATOM 21668 CB TYR C 796 148.691 131.881 210.979 1.00 85.72 C -ATOM 21669 CG TYR C 796 148.107 132.751 212.070 1.00 85.72 C -ATOM 21670 CD1 TYR C 796 146.808 133.238 211.975 1.00 85.72 C -ATOM 21671 CD2 TYR C 796 148.860 133.103 213.185 1.00 85.72 C -ATOM 21672 CE1 TYR C 796 146.270 134.040 212.966 1.00 85.72 C -ATOM 21673 CE2 TYR C 796 148.332 133.909 214.179 1.00 85.72 C -ATOM 21674 CZ TYR C 796 147.037 134.371 214.065 1.00 85.72 C -ATOM 21675 OH TYR C 796 146.509 135.169 215.053 1.00 85.72 O -ATOM 21676 N PHE C 797 149.587 134.903 209.133 1.00 66.19 N -ATOM 21677 CA PHE C 797 150.343 136.147 209.267 1.00 66.19 C -ATOM 21678 C PHE C 797 149.562 137.165 210.097 1.00 66.19 C -ATOM 21679 O PHE C 797 149.195 138.242 209.631 1.00 66.19 O -ATOM 21680 CB PHE C 797 150.694 136.693 207.888 1.00 66.19 C -ATOM 21681 CG PHE C 797 151.565 135.775 207.085 1.00 66.19 C -ATOM 21682 CD1 PHE C 797 152.877 135.540 207.463 1.00 66.19 C -ATOM 21683 CD2 PHE C 797 151.067 135.125 205.968 1.00 66.19 C -ATOM 21684 CE1 PHE C 797 153.682 134.687 206.731 1.00 66.19 C -ATOM 21685 CE2 PHE C 797 151.866 134.273 205.229 1.00 66.19 C -ATOM 21686 CZ PHE C 797 153.175 134.053 205.613 1.00 66.19 C -ATOM 21687 N GLY C 798 149.319 136.802 211.355 1.00 64.12 N -ATOM 21688 CA GLY C 798 148.610 137.677 212.268 1.00 64.12 C -ATOM 21689 C GLY C 798 147.146 137.878 211.958 1.00 64.12 C -ATOM 21690 O GLY C 798 146.573 138.895 212.358 1.00 64.12 O -ATOM 21691 N GLY C 799 146.518 136.937 211.256 1.00 59.81 N -ATOM 21692 CA GLY C 799 145.150 137.089 210.815 1.00 59.81 C -ATOM 21693 C GLY C 799 144.996 137.736 209.458 1.00 59.81 C -ATOM 21694 O GLY C 799 143.880 137.763 208.923 1.00 59.81 O -ATOM 21695 N PHE C 800 146.077 138.256 208.886 1.00 48.66 N -ATOM 21696 CA PHE C 800 146.037 138.845 207.558 1.00 48.66 C -ATOM 21697 C PHE C 800 146.018 137.735 206.515 1.00 48.66 C -ATOM 21698 O PHE C 800 146.777 136.767 206.608 1.00 48.66 O -ATOM 21699 CB PHE C 800 147.246 139.759 207.337 1.00 48.66 C -ATOM 21700 CG PHE C 800 147.212 141.042 208.138 1.00 48.66 C -ATOM 21701 CD1 PHE C 800 147.518 141.051 209.494 1.00 48.66 C -ATOM 21702 CD2 PHE C 800 146.892 142.242 207.526 1.00 48.66 C -ATOM 21703 CE1 PHE C 800 147.489 142.228 210.220 1.00 48.66 C -ATOM 21704 CE2 PHE C 800 146.863 143.422 208.246 1.00 48.66 C -ATOM 21705 CZ PHE C 800 147.162 143.414 209.595 1.00 48.66 C -ATOM 21706 N ASN C 801 145.146 137.874 205.521 1.00 74.16 N -ATOM 21707 CA ASN C 801 144.938 136.836 204.516 1.00 74.16 C -ATOM 21708 C ASN C 801 145.677 137.223 203.240 1.00 74.16 C -ATOM 21709 O ASN C 801 145.380 138.255 202.630 1.00 74.16 O -ATOM 21710 CB ASN C 801 143.450 136.626 204.249 1.00 74.16 C -ATOM 21711 CG ASN C 801 143.161 135.277 203.629 1.00 74.16 C -ATOM 21712 OD1 ASN C 801 144.074 134.494 203.372 1.00 74.16 O -ATOM 21713 ND2 ASN C 801 141.889 134.992 203.390 1.00 74.16 N -ATOM 21714 N PHE C 802 146.637 136.390 202.839 1.00 54.55 N -ATOM 21715 CA PHE C 802 147.463 136.637 201.664 1.00 54.55 C -ATOM 21716 C PHE C 802 147.298 135.548 200.610 1.00 54.55 C -ATOM 21717 O PHE C 802 148.204 135.310 199.810 1.00 54.55 O -ATOM 21718 CB PHE C 802 148.930 136.761 202.068 1.00 54.55 C -ATOM 21719 CG PHE C 802 149.219 137.962 202.910 1.00 54.55 C -ATOM 21720 CD1 PHE C 802 148.965 139.234 202.432 1.00 54.55 C -ATOM 21721 CD2 PHE C 802 149.730 137.817 204.188 1.00 54.55 C -ATOM 21722 CE1 PHE C 802 149.225 140.340 203.210 1.00 54.55 C -ATOM 21723 CE2 PHE C 802 149.994 138.921 204.971 1.00 54.55 C -ATOM 21724 CZ PHE C 802 149.739 140.184 204.479 1.00 54.55 C -ATOM 21725 N SER C 803 146.143 134.880 200.597 1.00 68.20 N -ATOM 21726 CA SER C 803 145.932 133.771 199.675 1.00 68.20 C -ATOM 21727 C SER C 803 145.709 134.232 198.242 1.00 68.20 C -ATOM 21728 O SER C 803 145.856 133.426 197.317 1.00 68.20 O -ATOM 21729 CB SER C 803 144.742 132.929 200.136 1.00 68.20 C -ATOM 21730 OG SER C 803 143.521 133.594 199.865 1.00 68.20 O -ATOM 21731 N GLN C 804 145.358 135.499 198.035 1.00 64.82 N -ATOM 21732 CA GLN C 804 145.080 136.000 196.697 1.00 64.82 C -ATOM 21733 C GLN C 804 146.325 136.473 195.963 1.00 64.82 C -ATOM 21734 O GLN C 804 146.309 136.540 194.729 1.00 64.82 O -ATOM 21735 CB GLN C 804 144.070 137.148 196.763 1.00 64.82 C -ATOM 21736 CG GLN C 804 142.925 136.892 197.720 1.00 64.82 C -ATOM 21737 CD GLN C 804 142.134 135.651 197.369 1.00 64.82 C -ATOM 21738 OE1 GLN C 804 141.850 134.823 198.232 1.00 64.82 O -ATOM 21739 NE2 GLN C 804 141.770 135.514 196.100 1.00 64.82 N -ATOM 21740 N ILE C 805 147.393 136.805 196.683 1.00 58.16 N -ATOM 21741 CA ILE C 805 148.614 137.293 196.059 1.00 58.16 C -ATOM 21742 C ILE C 805 149.773 136.311 196.173 1.00 58.16 C -ATOM 21743 O ILE C 805 150.729 136.420 195.390 1.00 58.16 O -ATOM 21744 CB ILE C 805 149.022 138.668 196.627 1.00 58.16 C -ATOM 21745 CG1 ILE C 805 148.976 138.652 198.155 1.00 58.16 C -ATOM 21746 CG2 ILE C 805 148.125 139.755 196.063 1.00 58.16 C -ATOM 21747 CD1 ILE C 805 149.272 139.994 198.791 1.00 58.16 C -ATOM 21748 N LEU C 806 149.734 135.375 197.117 1.00 71.54 N -ATOM 21749 CA LEU C 806 150.734 134.323 197.148 1.00 71.54 C -ATOM 21750 C LEU C 806 150.483 133.346 196.000 1.00 71.54 C -ATOM 21751 O LEU C 806 149.342 133.184 195.559 1.00 71.54 O -ATOM 21752 CB LEU C 806 150.697 133.587 198.485 1.00 71.54 C -ATOM 21753 CG LEU C 806 151.464 134.247 199.632 1.00 71.54 C -ATOM 21754 CD1 LEU C 806 151.176 133.538 200.943 1.00 71.54 C -ATOM 21755 CD2 LEU C 806 152.954 134.271 199.345 1.00 71.54 C -ATOM 21756 N PRO C 807 151.537 132.716 195.471 1.00 92.31 N -ATOM 21757 CA PRO C 807 151.349 131.757 194.374 1.00 92.31 C -ATOM 21758 C PRO C 807 150.560 130.529 194.801 1.00 92.31 C -ATOM 21759 O PRO C 807 150.655 130.060 195.937 1.00 92.31 O -ATOM 21760 CB PRO C 807 152.782 131.383 193.981 1.00 92.31 C -ATOM 21761 CG PRO C 807 153.593 132.534 194.409 1.00 92.31 C -ATOM 21762 CD PRO C 807 152.962 133.030 195.672 1.00 92.31 C -ATOM 21763 N ASP C 808 149.766 130.018 193.865 1.00148.89 N -ATOM 21764 CA ASP C 808 148.939 128.844 194.074 1.00148.89 C -ATOM 21765 C ASP C 808 149.550 127.653 193.357 1.00148.89 C -ATOM 21766 O ASP C 808 149.807 127.733 192.149 1.00148.89 O -ATOM 21767 CB ASP C 808 147.516 129.090 193.561 1.00148.89 C -ATOM 21768 CG ASP C 808 146.520 128.080 194.095 1.00148.89 C -ATOM 21769 OD1 ASP C 808 146.609 127.729 195.290 1.00148.89 O -ATOM 21770 OD2 ASP C 808 145.646 127.639 193.320 1.00148.89 O1- -ATOM 21771 N PRO C 809 149.807 126.543 194.058 1.00167.28 N -ATOM 21772 CA PRO C 809 150.412 125.373 193.398 1.00167.28 C -ATOM 21773 C PRO C 809 149.477 124.638 192.448 1.00167.28 C -ATOM 21774 O PRO C 809 149.953 123.780 191.692 1.00167.28 O -ATOM 21775 CB PRO C 809 150.816 124.471 194.576 1.00167.28 C -ATOM 21776 CG PRO C 809 150.716 125.340 195.805 1.00167.28 C -ATOM 21777 CD PRO C 809 149.650 126.337 195.506 1.00167.28 C -ATOM 21778 N SER C 810 148.172 124.931 192.470 1.00175.48 N -ATOM 21779 CA SER C 810 147.240 124.275 191.557 1.00175.48 C -ATOM 21780 C SER C 810 147.456 124.713 190.113 1.00175.48 C -ATOM 21781 O SER C 810 147.261 123.913 189.190 1.00175.48 O -ATOM 21782 CB SER C 810 145.801 124.558 191.985 1.00175.48 C -ATOM 21783 OG SER C 810 144.897 124.324 190.920 1.00175.48 O -ATOM 21784 N LYS C 811 147.842 125.969 189.899 1.00148.37 N -ATOM 21785 CA LYS C 811 148.137 126.446 188.559 1.00148.37 C -ATOM 21786 C LYS C 811 149.445 125.831 188.057 1.00148.37 C -ATOM 21787 O LYS C 811 150.312 125.466 188.856 1.00148.37 O -ATOM 21788 CB LYS C 811 148.239 127.970 188.549 1.00148.37 C -ATOM 21789 CG LYS C 811 147.329 128.667 189.548 1.00148.37 C -ATOM 21790 CD LYS C 811 145.884 128.667 189.081 1.00148.37 C -ATOM 21791 CE LYS C 811 144.976 129.316 190.112 1.00148.37 C -ATOM 21792 NZ LYS C 811 145.529 130.612 190.593 1.00148.37 N1+ -ATOM 21793 N PRO C 812 149.598 125.671 186.726 1.00147.82 N -ATOM 21794 CA PRO C 812 150.886 125.210 186.182 1.00147.82 C -ATOM 21795 C PRO C 812 152.008 126.211 186.413 1.00147.82 C -ATOM 21796 O PRO C 812 153.076 125.851 186.918 1.00147.82 O -ATOM 21797 CB PRO C 812 150.597 125.023 184.685 1.00147.82 C -ATOM 21798 CG PRO C 812 149.325 125.765 184.425 1.00147.82 C -ATOM 21799 CD PRO C 812 148.546 125.705 185.696 1.00147.82 C -ATOM 21800 N SER C 813 151.776 127.467 186.047 1.00117.66 N -ATOM 21801 CA SER C 813 152.714 128.526 186.376 1.00117.66 C -ATOM 21802 C SER C 813 152.531 128.952 187.829 1.00117.66 C -ATOM 21803 O SER C 813 151.496 128.703 188.452 1.00117.66 O -ATOM 21804 CB SER C 813 152.527 129.724 185.446 1.00117.66 C -ATOM 21805 OG SER C 813 153.486 130.731 185.715 1.00117.66 O -ATOM 21806 N LYS C 814 153.557 129.604 188.371 1.00106.52 N -ATOM 21807 CA LYS C 814 153.521 130.078 189.755 1.00106.52 C -ATOM 21808 C LYS C 814 152.937 131.491 189.823 1.00106.52 C -ATOM 21809 O LYS C 814 153.568 132.444 190.278 1.00106.52 O -ATOM 21810 CB LYS C 814 154.916 130.016 190.369 1.00106.52 C -ATOM 21811 CG LYS C 814 155.565 128.627 190.380 1.00106.52 C -ATOM 21812 CD LYS C 814 154.945 127.687 191.417 1.00106.52 C -ATOM 21813 CE LYS C 814 154.079 126.602 190.782 1.00106.52 C -ATOM 21814 NZ LYS C 814 153.532 125.661 191.798 1.00106.52 N1+ -ATOM 21815 N ARG C 815 151.696 131.604 189.361 1.00 75.70 N -ATOM 21816 CA ARG C 815 150.972 132.865 189.315 1.00 75.70 C -ATOM 21817 C ARG C 815 149.801 132.814 190.286 1.00 75.70 C -ATOM 21818 O ARG C 815 149.149 131.776 190.431 1.00 75.70 O -ATOM 21819 CB ARG C 815 150.468 133.156 187.899 1.00 75.70 C -ATOM 21820 CG ARG C 815 151.572 133.334 186.870 1.00 75.70 C -ATOM 21821 CD ARG C 815 151.158 134.302 185.776 1.00 75.70 C -ATOM 21822 NE ARG C 815 149.933 133.877 185.110 1.00 75.70 N -ATOM 21823 CZ ARG C 815 149.890 133.277 183.928 1.00 75.70 C -ATOM 21824 NH1 ARG C 815 150.993 133.016 183.245 1.00 75.70 N1+ -ATOM 21825 NH2 ARG C 815 148.712 132.929 183.419 1.00 75.70 N -ATOM 21826 N SER C 816 149.539 133.936 190.949 1.00 65.28 N -ATOM 21827 CA SER C 816 148.471 134.000 191.933 1.00 65.28 C -ATOM 21828 C SER C 816 147.124 134.207 191.245 1.00 65.28 C -ATOM 21829 O SER C 816 147.022 134.260 190.016 1.00 65.28 O -ATOM 21830 CB SER C 816 148.744 135.112 192.940 1.00 65.28 C -ATOM 21831 OG SER C 816 148.304 136.364 192.447 1.00 65.28 O -ATOM 21832 N PHE C 817 146.071 134.325 192.061 1.00 56.51 N -ATOM 21833 CA PHE C 817 144.729 134.561 191.535 1.00 56.51 C -ATOM 21834 C PHE C 817 144.618 135.937 190.891 1.00 56.51 C -ATOM 21835 O PHE C 817 144.035 136.079 189.807 1.00 56.51 O -ATOM 21836 CB PHE C 817 143.703 134.405 192.656 1.00 56.51 C -ATOM 21837 CG PHE C 817 142.280 134.382 192.182 1.00 56.51 C -ATOM 21838 CD1 PHE C 817 141.772 133.269 191.530 1.00 56.51 C -ATOM 21839 CD2 PHE C 817 141.448 135.470 192.394 1.00 56.51 C -ATOM 21840 CE1 PHE C 817 140.459 133.243 191.094 1.00 56.51 C -ATOM 21841 CE2 PHE C 817 140.134 135.452 191.961 1.00 56.51 C -ATOM 21842 CZ PHE C 817 139.639 134.336 191.310 1.00 56.51 C -ATOM 21843 N ILE C 818 145.191 136.957 191.534 1.00 50.75 N -ATOM 21844 CA ILE C 818 145.150 138.312 190.993 1.00 50.75 C -ATOM 21845 C ILE C 818 145.999 138.410 189.729 1.00 50.75 C -ATOM 21846 O ILE C 818 145.608 139.063 188.755 1.00 50.75 O -ATOM 21847 CB ILE C 818 145.584 139.318 192.078 1.00 50.75 C -ATOM 21848 CG1 ILE C 818 144.562 139.316 193.219 1.00 50.75 C -ATOM 21849 CG2 ILE C 818 145.732 140.728 191.516 1.00 50.75 C -ATOM 21850 CD1 ILE C 818 144.815 140.354 194.292 1.00 50.75 C -ATOM 21851 N GLU C 819 147.145 137.720 189.703 1.00 54.76 N -ATOM 21852 CA GLU C 819 147.970 137.686 188.497 1.00 54.76 C -ATOM 21853 C GLU C 819 147.282 136.947 187.355 1.00 54.76 C -ATOM 21854 O GLU C 819 147.423 137.344 186.193 1.00 54.76 O -ATOM 21855 CB GLU C 819 149.323 137.043 188.799 1.00 54.76 C -ATOM 21856 CG GLU C 819 150.061 137.673 189.963 1.00 54.76 C -ATOM 21857 CD GLU C 819 151.497 137.204 190.063 1.00 54.76 C -ATOM 21858 OE1 GLU C 819 152.173 137.137 189.017 1.00 54.76 O -ATOM 21859 OE2 GLU C 819 151.949 136.900 191.186 1.00 54.76 O1- -ATOM 21860 N ASP C 820 146.529 135.885 187.664 1.00 59.33 N -ATOM 21861 CA ASP C 820 145.746 135.197 186.640 1.00 59.33 C -ATOM 21862 C ASP C 820 144.641 136.092 186.090 1.00 59.33 C -ATOM 21863 O ASP C 820 144.384 136.095 184.879 1.00 59.33 O -ATOM 21864 CB ASP C 820 145.157 133.908 187.207 1.00 59.33 C -ATOM 21865 CG ASP C 820 146.183 132.803 187.325 1.00 59.33 C -ATOM 21866 OD1 ASP C 820 147.182 132.836 186.576 1.00 59.33 O -ATOM 21867 OD2 ASP C 820 145.993 131.901 188.168 1.00 59.33 O1- -ATOM 21868 N LEU C 821 143.986 136.862 186.966 1.00 51.55 N -ATOM 21869 CA LEU C 821 142.971 137.812 186.513 1.00 51.55 C -ATOM 21870 C LEU C 821 143.577 138.913 185.648 1.00 51.55 C -ATOM 21871 O LEU C 821 142.976 139.327 184.650 1.00 51.55 O -ATOM 21872 CB LEU C 821 142.243 138.418 187.712 1.00 51.55 C -ATOM 21873 CG LEU C 821 141.318 137.501 188.514 1.00 51.55 C -ATOM 21874 CD1 LEU C 821 140.519 138.308 189.522 1.00 51.55 C -ATOM 21875 CD2 LEU C 821 140.392 136.719 187.596 1.00 51.55 C -ATOM 21876 N LEU C 822 144.770 139.393 186.013 1.00 46.58 N -ATOM 21877 CA LEU C 822 145.438 140.425 185.222 1.00 46.58 C -ATOM 21878 C LEU C 822 145.891 139.887 183.870 1.00 46.58 C -ATOM 21879 O LEU C 822 145.850 140.606 182.865 1.00 46.58 O -ATOM 21880 CB LEU C 822 146.629 140.997 185.990 1.00 46.58 C -ATOM 21881 CG LEU C 822 146.346 141.864 187.217 1.00 46.58 C -ATOM 21882 CD1 LEU C 822 147.591 141.975 188.082 1.00 46.58 C -ATOM 21883 CD2 LEU C 822 145.846 143.234 186.819 1.00 46.58 C -ATOM 21884 N PHE C 823 146.336 138.629 183.824 1.00 49.40 N -ATOM 21885 CA PHE C 823 146.701 138.020 182.552 1.00 49.40 C -ATOM 21886 C PHE C 823 145.483 137.704 181.693 1.00 49.40 C -ATOM 21887 O PHE C 823 145.603 137.661 180.465 1.00 49.40 O -ATOM 21888 CB PHE C 823 147.513 136.746 182.786 1.00 49.40 C -ATOM 21889 CG PHE C 823 148.999 136.972 182.843 1.00 49.40 C -ATOM 21890 CD1 PHE C 823 149.553 137.810 183.800 1.00 49.40 C -ATOM 21891 CD2 PHE C 823 149.841 136.344 181.938 1.00 49.40 C -ATOM 21892 CE1 PHE C 823 150.920 138.019 183.853 1.00 49.40 C -ATOM 21893 CE2 PHE C 823 151.210 136.548 181.985 1.00 49.40 C -ATOM 21894 CZ PHE C 823 151.749 137.386 182.944 1.00 49.40 C -ATOM 21895 N ASN C 824 144.320 137.475 182.307 1.00 50.17 N -ATOM 21896 CA ASN C 824 143.114 137.229 181.524 1.00 50.17 C -ATOM 21897 C ASN C 824 142.463 138.517 181.034 1.00 50.17 C -ATOM 21898 O ASN C 824 141.827 138.515 179.974 1.00 50.17 O -ATOM 21899 CB ASN C 824 142.109 136.417 182.341 1.00 50.17 C -ATOM 21900 CG ASN C 824 142.350 134.924 182.243 1.00 50.17 C -ATOM 21901 OD1 ASN C 824 143.207 134.471 181.485 1.00 50.17 O -ATOM 21902 ND2 ASN C 824 141.587 134.150 183.006 1.00 50.17 N -ATOM 21903 N LYS C 825 142.600 139.618 181.777 1.00 51.16 N -ATOM 21904 CA LYS C 825 141.965 140.869 181.376 1.00 51.16 C -ATOM 21905 C LYS C 825 142.671 141.558 180.215 1.00 51.16 C -ATOM 21906 O LYS C 825 142.059 142.406 179.557 1.00 51.16 O -ATOM 21907 CB LYS C 825 141.880 141.835 182.561 1.00 51.16 C -ATOM 21908 CG LYS C 825 140.788 141.521 183.579 1.00 51.16 C -ATOM 21909 CD LYS C 825 139.472 141.141 182.918 1.00 51.16 C -ATOM 21910 CE LYS C 825 138.741 140.078 183.723 1.00 51.16 C -ATOM 21911 NZ LYS C 825 137.497 139.622 183.045 1.00 51.16 N1+ -ATOM 21912 N VAL C 826 143.931 141.229 179.949 1.00 47.43 N -ATOM 21913 CA VAL C 826 144.681 141.819 178.846 1.00 47.43 C -ATOM 21914 C VAL C 826 144.662 140.840 177.681 1.00 47.43 C -ATOM 21915 O VAL C 826 145.076 139.683 177.825 1.00 47.43 O -ATOM 21916 CB VAL C 826 146.121 142.160 179.261 1.00 47.43 C -ATOM 21917 CG1 VAL C 826 146.949 142.544 178.045 1.00 47.43 C -ATOM 21918 CG2 VAL C 826 146.125 143.284 180.275 1.00 47.43 C -ATOM 21919 N THR C 827 144.183 141.299 176.530 1.00 46.00 N -ATOM 21920 CA THR C 827 144.124 140.468 175.334 1.00 46.00 C -ATOM 21921 C THR C 827 145.512 140.270 174.734 1.00 46.00 C -ATOM 21922 O THR C 827 145.686 140.315 173.516 1.00 46.00 O -ATOM 21923 CB THR C 827 143.197 141.080 174.268 1.00 46.00 C -ATOM 21924 OG1 THR C 827 143.788 142.276 173.748 1.00 46.00 O -ATOM 21925 CG2 THR C 827 141.841 141.412 174.871 1.00 46.00 C -ATOM 21926 N LYS C 854 153.130 142.018 159.999 1.00 75.84 N -ATOM 21927 CA LYS C 854 153.638 141.120 161.025 1.00 75.84 C -ATOM 21928 C LYS C 854 154.476 140.014 160.379 1.00 75.84 C -ATOM 21929 O LYS C 854 155.456 139.539 160.955 1.00 75.84 O -ATOM 21930 CB LYS C 854 152.474 140.537 161.838 1.00 75.84 C -ATOM 21931 CG LYS C 854 152.860 139.506 162.891 1.00 75.84 C -ATOM 21932 CD LYS C 854 151.701 138.577 163.209 1.00 75.84 C -ATOM 21933 CE LYS C 854 152.179 137.325 163.926 1.00 75.84 C -ATOM 21934 NZ LYS C 854 151.103 136.304 164.038 1.00 75.84 N1+ -ATOM 21935 N PHE C 855 154.100 139.630 159.158 1.00 75.61 N -ATOM 21936 CA PHE C 855 154.744 138.526 158.458 1.00 75.61 C -ATOM 21937 C PHE C 855 155.726 138.971 157.384 1.00 75.61 C -ATOM 21938 O PHE C 855 156.700 138.260 157.123 1.00 75.61 O -ATOM 21939 CB PHE C 855 153.687 137.631 157.801 1.00 75.61 C -ATOM 21940 CG PHE C 855 152.514 137.324 158.684 1.00 75.61 C -ATOM 21941 CD1 PHE C 855 152.628 136.412 159.723 1.00 75.61 C -ATOM 21942 CD2 PHE C 855 151.292 137.945 158.470 1.00 75.61 C -ATOM 21943 CE1 PHE C 855 151.544 136.126 160.533 1.00 75.61 C -ATOM 21944 CE2 PHE C 855 150.204 137.666 159.278 1.00 75.61 C -ATOM 21945 CZ PHE C 855 150.331 136.755 160.311 1.00 75.61 C -ATOM 21946 N LYS C 856 155.490 140.114 156.742 1.00 74.34 N -ATOM 21947 CA LYS C 856 156.258 140.521 155.563 1.00 74.34 C -ATOM 21948 C LYS C 856 157.515 141.272 155.995 1.00 74.34 C -ATOM 21949 O LYS C 856 157.556 142.502 156.083 1.00 74.34 O -ATOM 21950 CB LYS C 856 155.397 141.350 154.614 1.00 74.34 C -ATOM 21951 CG LYS C 856 154.507 140.535 153.655 1.00 74.34 C -ATOM 21952 CD LYS C 856 153.293 139.871 154.305 1.00 74.34 C -ATOM 21953 CE LYS C 856 152.253 140.884 154.745 1.00 74.34 C -ATOM 21954 NZ LYS C 856 151.050 140.218 155.319 1.00 74.34 N1+ -ATOM 21955 N GLY C 857 158.569 140.502 156.257 1.00 64.48 N -ATOM 21956 CA GLY C 857 159.851 141.061 156.633 1.00 64.48 C -ATOM 21957 C GLY C 857 159.952 141.522 158.066 1.00 64.48 C -ATOM 21958 O GLY C 857 160.953 142.151 158.429 1.00 64.48 O -ATOM 21959 N LEU C 858 158.956 141.223 158.892 1.00 60.32 N -ATOM 21960 CA LEU C 858 158.899 141.675 160.273 1.00 60.32 C -ATOM 21961 C LEU C 858 159.004 140.470 161.195 1.00 60.32 C -ATOM 21962 O LEU C 858 158.356 139.446 160.958 1.00 60.32 O -ATOM 21963 CB LEU C 858 157.597 142.430 160.539 1.00 60.32 C -ATOM 21964 CG LEU C 858 157.283 143.573 159.574 1.00 60.32 C -ATOM 21965 CD1 LEU C 858 155.869 144.061 159.783 1.00 60.32 C -ATOM 21966 CD2 LEU C 858 158.257 144.709 159.755 1.00 60.32 C -ATOM 21967 N THR C 859 159.826 140.586 162.231 1.00 48.82 N -ATOM 21968 CA THR C 859 159.958 139.555 163.248 1.00 48.82 C -ATOM 21969 C THR C 859 159.693 140.168 164.614 1.00 48.82 C -ATOM 21970 O THR C 859 160.126 141.289 164.896 1.00 48.82 O -ATOM 21971 CB THR C 859 161.352 138.915 163.231 1.00 48.82 C -ATOM 21972 OG1 THR C 859 162.349 139.934 163.374 1.00 48.82 O -ATOM 21973 CG2 THR C 859 161.587 138.156 161.932 1.00 48.82 C -ATOM 21974 N VAL C 860 158.972 139.437 165.454 1.00 34.31 N -ATOM 21975 CA VAL C 860 158.726 139.842 166.831 1.00 34.31 C -ATOM 21976 C VAL C 860 159.617 138.978 167.713 1.00 34.31 C -ATOM 21977 O VAL C 860 159.446 137.756 167.783 1.00 34.31 O -ATOM 21978 CB VAL C 860 157.245 139.707 167.208 1.00 34.31 C -ATOM 21979 CG1 VAL C 860 157.060 139.814 168.714 1.00 34.31 C -ATOM 21980 CG2 VAL C 860 156.424 140.767 166.493 1.00 34.31 C -ATOM 21981 N LEU C 861 160.588 139.606 168.362 1.00 34.65 N -ATOM 21982 CA LEU C 861 161.506 138.869 169.210 1.00 34.65 C -ATOM 21983 C LEU C 861 160.856 138.559 170.557 1.00 34.65 C -ATOM 21984 O LEU C 861 160.109 139.380 171.096 1.00 34.65 O -ATOM 21985 CB LEU C 861 162.787 139.667 169.424 1.00 34.65 C -ATOM 21986 CG LEU C 861 163.508 140.119 168.154 1.00 34.65 C -ATOM 21987 CD1 LEU C 861 164.709 140.980 168.498 1.00 34.65 C -ATOM 21988 CD2 LEU C 861 163.927 138.919 167.324 1.00 34.65 C -ATOM 21989 N PRO C 862 161.113 137.379 171.115 1.00 35.65 N -ATOM 21990 CA PRO C 862 160.594 137.064 172.445 1.00 35.65 C -ATOM 21991 C PRO C 862 161.364 137.814 173.515 1.00 35.65 C -ATOM 21992 O PRO C 862 162.544 138.145 173.322 1.00 35.65 O -ATOM 21993 CB PRO C 862 160.811 135.549 172.555 1.00 35.65 C -ATOM 21994 CG PRO C 862 161.985 135.287 171.689 1.00 35.65 C -ATOM 21995 CD PRO C 862 161.885 136.260 170.545 1.00 35.65 C -ATOM 21996 N PRO C 863 160.729 138.126 174.643 1.00 29.76 N -ATOM 21997 CA PRO C 863 161.465 138.730 175.756 1.00 29.76 C -ATOM 21998 C PRO C 863 162.426 137.737 176.385 1.00 29.76 C -ATOM 21999 O PRO C 863 162.224 136.521 176.332 1.00 29.76 O -ATOM 22000 CB PRO C 863 160.359 139.135 176.735 1.00 29.76 C -ATOM 22001 CG PRO C 863 159.242 138.200 176.430 1.00 29.76 C -ATOM 22002 CD PRO C 863 159.294 137.988 174.946 1.00 29.76 C -ATOM 22003 N LEU C 864 163.498 138.276 176.971 1.00 37.92 N -ATOM 22004 CA LEU C 864 164.510 137.430 177.594 1.00 37.92 C -ATOM 22005 C LEU C 864 163.977 136.767 178.859 1.00 37.92 C -ATOM 22006 O LEU C 864 164.236 135.584 179.103 1.00 37.92 O -ATOM 22007 CB LEU C 864 165.760 138.254 177.899 1.00 37.92 C -ATOM 22008 CG LEU C 864 166.893 137.561 178.655 1.00 37.92 C -ATOM 22009 CD1 LEU C 864 167.416 136.376 177.862 1.00 37.92 C -ATOM 22010 CD2 LEU C 864 168.011 138.544 178.958 1.00 37.92 C -ATOM 22011 N LEU C 865 163.219 137.505 179.662 1.00 38.52 N -ATOM 22012 CA LEU C 865 162.636 136.986 180.892 1.00 38.52 C -ATOM 22013 C LEU C 865 161.218 136.510 180.606 1.00 38.52 C -ATOM 22014 O LEU C 865 160.365 137.303 180.196 1.00 38.52 O -ATOM 22015 CB LEU C 865 162.629 138.057 181.981 1.00 38.52 C -ATOM 22016 CG LEU C 865 163.908 138.261 182.792 1.00 38.52 C -ATOM 22017 CD1 LEU C 865 163.741 139.426 183.749 1.00 38.52 C -ATOM 22018 CD2 LEU C 865 164.254 137.001 183.554 1.00 38.52 C -ATOM 22019 N THR C 866 160.969 135.222 180.822 1.00 45.96 N -ATOM 22020 CA THR C 866 159.627 134.699 180.634 1.00 45.96 C -ATOM 22021 C THR C 866 158.750 135.017 181.845 1.00 45.96 C -ATOM 22022 O THR C 866 159.225 135.433 182.910 1.00 45.96 O -ATOM 22023 CB THR C 866 159.660 133.193 180.370 1.00 45.96 C -ATOM 22024 OG1 THR C 866 160.453 132.542 181.367 1.00 45.96 O -ATOM 22025 CG2 THR C 866 160.241 132.907 178.997 1.00 45.96 C -ATOM 22026 N ASP C 867 157.442 134.807 181.658 1.00 48.41 N -ATOM 22027 CA ASP C 867 156.454 135.175 182.667 1.00 48.41 C -ATOM 22028 C ASP C 867 156.583 134.332 183.928 1.00 48.41 C -ATOM 22029 O ASP C 867 156.245 134.805 185.017 1.00 48.41 O -ATOM 22030 CB ASP C 867 155.047 135.052 182.084 1.00 48.41 C -ATOM 22031 CG ASP C 867 154.746 136.132 181.063 1.00 48.41 C -ATOM 22032 OD1 ASP C 867 155.310 137.239 181.187 1.00 48.41 O -ATOM 22033 OD2 ASP C 867 153.953 135.873 180.134 1.00 48.41 O1- -ATOM 22034 N GLU C 868 157.089 133.102 183.805 1.00 52.08 N -ATOM 22035 CA GLU C 868 157.390 132.297 184.985 1.00 52.08 C -ATOM 22036 C GLU C 868 158.511 132.919 185.812 1.00 52.08 C -ATOM 22037 O GLU C 868 158.444 132.935 187.046 1.00 52.08 O -ATOM 22038 CB GLU C 868 157.751 130.874 184.563 1.00 52.08 C -ATOM 22039 CG GLU C 868 157.764 129.877 185.703 1.00 52.08 C -ATOM 22040 CD GLU C 868 157.925 128.450 185.223 1.00 52.08 C -ATOM 22041 OE1 GLU C 868 158.229 128.253 184.027 1.00 52.08 O -ATOM 22042 OE2 GLU C 868 157.744 127.525 186.042 1.00 52.08 O1- -ATOM 22043 N MET C 869 159.535 133.461 185.147 1.00 45.95 N -ATOM 22044 CA MET C 869 160.621 134.133 185.857 1.00 45.95 C -ATOM 22045 C MET C 869 160.154 135.438 186.491 1.00 45.95 C -ATOM 22046 O MET C 869 160.577 135.780 187.605 1.00 45.95 O -ATOM 22047 CB MET C 869 161.784 134.384 184.901 1.00 45.95 C -ATOM 22048 CG MET C 869 162.175 133.161 184.100 1.00 45.95 C -ATOM 22049 SD MET C 869 163.886 133.188 183.545 1.00 45.95 S -ATOM 22050 CE MET C 869 164.177 131.443 183.288 1.00 45.95 C -ATOM 22051 N ILE C 870 159.282 136.178 185.798 1.00 37.03 N -ATOM 22052 CA ILE C 870 158.717 137.401 186.372 1.00 37.03 C -ATOM 22053 C ILE C 870 157.848 137.079 187.587 1.00 37.03 C -ATOM 22054 O ILE C 870 157.896 137.782 188.607 1.00 37.03 O -ATOM 22055 CB ILE C 870 157.936 138.182 185.299 1.00 37.03 C -ATOM 22056 CG1 ILE C 870 158.824 138.461 184.089 1.00 37.03 C -ATOM 22057 CG2 ILE C 870 157.421 139.493 185.852 1.00 37.03 C -ATOM 22058 CD1 ILE C 870 160.053 139.264 184.418 1.00 37.03 C -ATOM 22059 N ALA C 871 157.062 136.001 187.507 1.00 40.94 N -ATOM 22060 CA ALA C 871 156.256 135.568 188.643 1.00 40.94 C -ATOM 22061 C ALA C 871 157.120 135.089 189.801 1.00 40.94 C -ATOM 22062 O ALA C 871 156.758 135.299 190.963 1.00 40.94 O -ATOM 22063 CB ALA C 871 155.289 134.468 188.211 1.00 40.94 C -ATOM 22064 N GLN C 872 158.262 134.460 189.511 1.00 41.90 N -ATOM 22065 CA GLN C 872 159.178 134.062 190.576 1.00 41.90 C -ATOM 22066 C GLN C 872 159.818 135.274 191.247 1.00 41.90 C -ATOM 22067 O GLN C 872 159.994 135.281 192.471 1.00 41.90 O -ATOM 22068 CB GLN C 872 160.237 133.107 190.030 1.00 41.90 C -ATOM 22069 CG GLN C 872 159.817 131.649 190.137 1.00 41.90 C -ATOM 22070 CD GLN C 872 160.820 130.694 189.531 1.00 41.90 C -ATOM 22071 OE1 GLN C 872 160.671 130.266 188.387 1.00 41.90 O -ATOM 22072 NE2 GLN C 872 161.847 130.349 190.297 1.00 41.90 N -ATOM 22073 N TYR C 873 160.150 136.315 190.469 1.00 36.68 N -ATOM 22074 CA TYR C 873 160.639 137.562 191.065 1.00 36.68 C -ATOM 22075 C TYR C 873 159.589 138.223 191.952 1.00 36.68 C -ATOM 22076 O TYR C 873 159.908 138.681 193.057 1.00 36.68 O -ATOM 22077 CB TYR C 873 161.086 138.554 189.992 1.00 36.68 C -ATOM 22078 CG TYR C 873 162.328 138.192 189.211 1.00 36.68 C -ATOM 22079 CD1 TYR C 873 163.192 137.193 189.643 1.00 36.68 C -ATOM 22080 CD2 TYR C 873 162.654 138.884 188.054 1.00 36.68 C -ATOM 22081 CE1 TYR C 873 164.334 136.882 188.927 1.00 36.68 C -ATOM 22082 CE2 TYR C 873 163.790 138.581 187.332 1.00 36.68 C -ATOM 22083 CZ TYR C 873 164.627 137.579 187.772 1.00 36.68 C -ATOM 22084 OH TYR C 873 165.761 137.270 187.055 1.00 36.68 O -ATOM 22085 N THR C 874 158.336 138.289 191.486 1.00 35.20 N -ATOM 22086 CA THR C 874 157.290 138.921 192.293 1.00 35.20 C -ATOM 22087 C THR C 874 156.976 138.103 193.540 1.00 35.20 C -ATOM 22088 O THR C 874 156.735 138.671 194.612 1.00 35.20 O -ATOM 22089 CB THR C 874 156.019 139.136 191.473 1.00 35.20 C -ATOM 22090 OG1 THR C 874 155.558 137.883 190.956 1.00 35.20 O -ATOM 22091 CG2 THR C 874 156.268 140.105 190.333 1.00 35.20 C -ATOM 22092 N SER C 875 157.002 136.771 193.424 1.00 37.48 N -ATOM 22093 CA SER C 875 156.806 135.905 194.582 1.00 37.48 C -ATOM 22094 C SER C 875 157.929 136.063 195.597 1.00 37.48 C -ATOM 22095 O SER C 875 157.670 136.110 196.804 1.00 37.48 O -ATOM 22096 CB SER C 875 156.708 134.450 194.134 1.00 37.48 C -ATOM 22097 OG SER C 875 156.987 133.575 195.211 1.00 37.48 O -ATOM 22098 N ALA C 876 159.177 136.152 195.124 1.00 36.58 N -ATOM 22099 CA ALA C 876 160.310 136.344 196.023 1.00 36.58 C -ATOM 22100 C ALA C 876 160.247 137.694 196.726 1.00 36.58 C -ATOM 22101 O ALA C 876 160.495 137.776 197.935 1.00 36.58 O -ATOM 22102 CB ALA C 876 161.620 136.205 195.251 1.00 36.58 C -ATOM 22103 N LEU C 877 159.893 138.754 195.989 1.00 31.89 N -ATOM 22104 CA LEU C 877 159.777 140.082 196.589 1.00 31.89 C -ATOM 22105 C LEU C 877 158.651 140.139 197.612 1.00 31.89 C -ATOM 22106 O LEU C 877 158.819 140.717 198.693 1.00 31.89 O -ATOM 22107 CB LEU C 877 159.552 141.133 195.505 1.00 31.89 C -ATOM 22108 CG LEU C 877 160.759 141.501 194.647 1.00 31.89 C -ATOM 22109 CD1 LEU C 877 160.299 142.140 193.352 1.00 31.89 C -ATOM 22110 CD2 LEU C 877 161.692 142.424 195.406 1.00 31.89 C -ATOM 22111 N LEU C 878 157.510 139.521 197.302 1.00 33.10 N -ATOM 22112 CA LEU C 878 156.371 139.567 198.211 1.00 33.10 C -ATOM 22113 C LEU C 878 156.621 138.714 199.453 1.00 33.10 C -ATOM 22114 O LEU C 878 156.262 139.116 200.568 1.00 33.10 O -ATOM 22115 CB LEU C 878 155.113 139.138 197.446 1.00 33.10 C -ATOM 22116 CG LEU C 878 153.683 139.208 197.981 1.00 33.10 C -ATOM 22117 CD1 LEU C 878 152.749 139.354 196.798 1.00 33.10 C -ATOM 22118 CD2 LEU C 878 153.300 137.962 198.747 1.00 33.10 C -ATOM 22119 N ALA C 879 157.267 137.553 199.283 1.00 34.74 N -ATOM 22120 CA ALA C 879 157.619 136.710 200.421 1.00 34.74 C -ATOM 22121 C ALA C 879 158.653 137.381 201.314 1.00 34.74 C -ATOM 22122 O ALA C 879 158.553 137.309 202.546 1.00 34.74 O -ATOM 22123 CB ALA C 879 158.138 135.360 199.930 1.00 34.74 C -ATOM 22124 N GLY C 880 159.645 138.042 200.709 1.00 34.50 N -ATOM 22125 CA GLY C 880 160.621 138.778 201.492 1.00 34.50 C -ATOM 22126 C GLY C 880 160.011 139.948 202.236 1.00 34.50 C -ATOM 22127 O GLY C 880 160.349 140.192 203.395 1.00 34.50 O -ATOM 22128 N THR C 881 159.080 140.664 201.591 1.00 35.32 N -ATOM 22129 CA THR C 881 158.390 141.773 202.243 1.00 35.32 C -ATOM 22130 C THR C 881 157.556 141.299 203.427 1.00 35.32 C -ATOM 22131 O THR C 881 157.613 141.900 204.507 1.00 35.32 O -ATOM 22132 CB THR C 881 157.508 142.508 201.233 1.00 35.32 C -ATOM 22133 OG1 THR C 881 158.290 142.870 200.089 1.00 35.32 O -ATOM 22134 CG2 THR C 881 156.918 143.766 201.850 1.00 35.32 C -ATOM 22135 N ILE C 882 156.819 140.195 203.257 1.00 36.84 N -ATOM 22136 CA ILE C 882 155.970 139.682 204.332 1.00 36.84 C -ATOM 22137 C ILE C 882 156.814 139.156 205.490 1.00 36.84 C -ATOM 22138 O ILE C 882 156.567 139.487 206.657 1.00 36.84 O -ATOM 22139 CB ILE C 882 155.011 138.605 203.790 1.00 36.84 C -ATOM 22140 CG1 ILE C 882 153.890 139.257 202.983 1.00 36.84 C -ATOM 22141 CG2 ILE C 882 154.421 137.766 204.914 1.00 36.84 C -ATOM 22142 CD1 ILE C 882 152.907 138.269 202.411 1.00 36.84 C -ATOM 22143 N THR C 883 157.846 138.364 205.191 1.00 39.80 N -ATOM 22144 CA THR C 883 158.626 137.762 206.263 1.00 39.80 C -ATOM 22145 C THR C 883 159.630 138.718 206.898 1.00 39.80 C -ATOM 22146 O THR C 883 160.099 138.439 208.007 1.00 39.80 O -ATOM 22147 CB THR C 883 159.362 136.522 205.751 1.00 39.80 C -ATOM 22148 OG1 THR C 883 160.088 136.852 204.561 1.00 39.80 O -ATOM 22149 CG2 THR C 883 158.376 135.405 205.448 1.00 39.80 C -ATOM 22150 N SER C 884 159.981 139.830 206.242 1.00 37.98 N -ATOM 22151 CA SER C 884 161.008 140.661 206.857 1.00 37.98 C -ATOM 22152 C SER C 884 160.654 142.138 206.960 1.00 37.98 C -ATOM 22153 O SER C 884 160.967 142.763 207.976 1.00 37.98 O -ATOM 22154 CB SER C 884 162.312 140.493 206.073 1.00 37.98 C -ATOM 22155 OG SER C 884 162.128 140.843 204.716 1.00 37.98 O -ATOM 22156 N GLY C 885 160.018 142.711 205.953 1.00 37.02 N -ATOM 22157 CA GLY C 885 159.772 144.152 205.940 1.00 37.02 C -ATOM 22158 C GLY C 885 160.894 144.910 205.235 1.00 37.02 C -ATOM 22159 O GLY C 885 161.148 144.682 204.056 1.00 37.02 O -ATOM 22160 N TRP C 886 161.553 145.812 205.969 1.00 41.28 N -ATOM 22161 CA TRP C 886 162.591 146.655 205.378 1.00 41.28 C -ATOM 22162 C TRP C 886 163.874 145.882 205.112 1.00 41.28 C -ATOM 22163 O TRP C 886 164.643 146.241 204.210 1.00 41.28 O -ATOM 22164 CB TRP C 886 162.926 147.822 206.308 1.00 41.28 C -ATOM 22165 CG TRP C 886 161.852 148.829 206.489 1.00 41.28 C -ATOM 22166 CD1 TRP C 886 161.634 149.938 205.731 1.00 41.28 C -ATOM 22167 CD2 TRP C 886 160.884 148.866 207.544 1.00 41.28 C -ATOM 22168 NE1 TRP C 886 160.565 150.646 206.223 1.00 41.28 N -ATOM 22169 CE2 TRP C 886 160.089 150.010 207.339 1.00 41.28 C -ATOM 22170 CE3 TRP C 886 160.603 148.034 208.632 1.00 41.28 C -ATOM 22171 CZ2 TRP C 886 159.031 150.344 208.182 1.00 41.28 C -ATOM 22172 CZ3 TRP C 886 159.552 148.367 209.468 1.00 41.28 C -ATOM 22173 CH2 TRP C 886 158.779 149.512 209.237 1.00 41.28 C -ATOM 22174 N THR C 887 164.126 144.835 205.898 1.00 41.57 N -ATOM 22175 CA THR C 887 165.488 144.360 206.103 1.00 41.57 C -ATOM 22176 C THR C 887 166.019 143.559 204.921 1.00 41.57 C -ATOM 22177 O THR C 887 167.230 143.559 204.679 1.00 41.57 O -ATOM 22178 CB THR C 887 165.546 143.540 207.386 1.00 41.57 C -ATOM 22179 OG1 THR C 887 164.702 142.393 207.255 1.00 41.57 O -ATOM 22180 CG2 THR C 887 165.034 144.382 208.540 1.00 41.57 C -ATOM 22181 N PHE C 888 165.147 142.882 204.171 1.00 36.29 N -ATOM 22182 CA PHE C 888 165.612 142.175 202.983 1.00 36.29 C -ATOM 22183 C PHE C 888 165.989 143.131 201.859 1.00 36.29 C -ATOM 22184 O PHE C 888 166.765 142.753 200.975 1.00 36.29 O -ATOM 22185 CB PHE C 888 164.552 141.174 202.512 1.00 36.29 C -ATOM 22186 CG PHE C 888 163.556 141.744 201.541 1.00 36.29 C -ATOM 22187 CD1 PHE C 888 162.552 142.591 201.983 1.00 36.29 C -ATOM 22188 CD2 PHE C 888 163.599 141.407 200.194 1.00 36.29 C -ATOM 22189 CE1 PHE C 888 161.627 143.114 201.101 1.00 36.29 C -ATOM 22190 CE2 PHE C 888 162.677 141.928 199.306 1.00 36.29 C -ATOM 22191 CZ PHE C 888 161.689 142.781 199.762 1.00 36.29 C -ATOM 22192 N GLY C 889 165.461 144.351 201.873 1.00 40.92 N -ATOM 22193 CA GLY C 889 165.884 145.368 200.933 1.00 40.92 C -ATOM 22194 C GLY C 889 167.072 146.158 201.439 1.00 40.92 C -ATOM 22195 O GLY C 889 167.871 146.666 200.648 1.00 40.92 O -ATOM 22196 N ALA C 890 167.198 146.269 202.760 1.00 43.68 N -ATOM 22197 CA ALA C 890 168.313 146.981 203.372 1.00 43.68 C -ATOM 22198 C ALA C 890 169.530 146.097 203.615 1.00 43.68 C -ATOM 22199 O ALA C 890 170.554 146.596 204.090 1.00 43.68 O -ATOM 22200 CB ALA C 890 167.872 147.616 204.694 1.00 43.68 C -ATOM 22201 N GLY C 891 169.443 144.806 203.308 1.00 43.26 N -ATOM 22202 CA GLY C 891 170.539 143.888 203.547 1.00 43.26 C -ATOM 22203 C GLY C 891 170.058 142.458 203.674 1.00 43.26 C -ATOM 22204 O GLY C 891 169.305 141.975 202.823 1.00 43.26 O -ATOM 22205 N ALA C 892 170.481 141.769 204.729 1.00 45.45 N -ATOM 22206 CA ALA C 892 170.023 140.410 204.973 1.00 45.45 C -ATOM 22207 C ALA C 892 168.618 140.417 205.563 1.00 45.45 C -ATOM 22208 O ALA C 892 168.235 141.330 206.300 1.00 45.45 O -ATOM 22209 CB ALA C 892 170.982 139.678 205.911 1.00 45.45 C -ATOM 22210 N ALA C 893 167.849 139.381 205.231 1.00 44.02 N -ATOM 22211 CA ALA C 893 166.463 139.295 205.673 1.00 44.02 C -ATOM 22212 C ALA C 893 166.391 138.978 207.161 1.00 44.02 C -ATOM 22213 O ALA C 893 167.091 138.088 207.653 1.00 44.02 O -ATOM 22214 CB ALA C 893 165.715 138.233 204.870 1.00 44.02 C -ATOM 22215 N LEU C 894 165.539 139.709 207.876 1.00 45.90 N -ATOM 22216 CA LEU C 894 165.365 139.551 209.315 1.00 45.90 C -ATOM 22217 C LEU C 894 163.917 139.196 209.606 1.00 45.90 C -ATOM 22218 O LEU C 894 163.020 140.009 209.365 1.00 45.90 O -ATOM 22219 CB LEU C 894 165.752 140.830 210.058 1.00 45.90 C -ATOM 22220 CG LEU C 894 167.223 141.202 209.932 1.00 45.90 C -ATOM 22221 CD1 LEU C 894 167.527 142.552 210.554 1.00 45.90 C -ATOM 22222 CD2 LEU C 894 168.012 140.127 210.600 1.00 45.90 C -ATOM 22223 N GLN C 895 163.695 138.000 210.147 1.00 49.17 N -ATOM 22224 CA GLN C 895 162.341 137.571 210.461 1.00 49.17 C -ATOM 22225 C GLN C 895 161.780 138.358 211.643 1.00 49.17 C -ATOM 22226 O GLN C 895 162.502 138.758 212.560 1.00 49.17 O -ATOM 22227 CB GLN C 895 162.304 136.064 210.739 1.00 49.17 C -ATOM 22228 CG GLN C 895 162.986 135.607 212.021 1.00 49.17 C -ATOM 22229 CD GLN C 895 164.419 135.170 211.792 1.00 49.17 C -ATOM 22230 OE1 GLN C 895 164.949 135.300 210.690 1.00 49.17 O -ATOM 22231 NE2 GLN C 895 165.051 134.643 212.834 1.00 49.17 N -ATOM 22232 N ILE C 896 160.476 138.607 211.585 1.00 40.21 N -ATOM 22233 CA ILE C 896 159.757 139.412 212.569 1.00 40.21 C -ATOM 22234 C ILE C 896 158.286 139.030 212.429 1.00 40.21 C -ATOM 22235 O ILE C 896 157.835 138.755 211.307 1.00 40.21 O -ATOM 22236 CB ILE C 896 160.019 140.918 212.355 1.00 40.21 C -ATOM 22237 CG1 ILE C 896 159.182 141.792 213.294 1.00 40.21 C -ATOM 22238 CG2 ILE C 896 159.807 141.322 210.899 1.00 40.21 C -ATOM 22239 CD1 ILE C 896 159.660 143.223 213.378 1.00 40.21 C -ATOM 22240 N PRO C 897 157.532 138.909 213.526 1.00 43.36 N -ATOM 22241 CA PRO C 897 156.090 138.661 213.406 1.00 43.36 C -ATOM 22242 C PRO C 897 155.377 139.802 212.695 1.00 43.36 C -ATOM 22243 O PRO C 897 155.755 140.972 212.811 1.00 43.36 O -ATOM 22244 CB PRO C 897 155.631 138.534 214.862 1.00 43.36 C -ATOM 22245 CG PRO C 897 156.840 138.078 215.588 1.00 43.36 C -ATOM 22246 CD PRO C 897 158.001 138.743 214.913 1.00 43.36 C -ATOM 22247 N PHE C 898 154.340 139.435 211.938 1.00 36.73 N -ATOM 22248 CA PHE C 898 153.690 140.388 211.045 1.00 36.73 C -ATOM 22249 C PHE C 898 152.901 141.441 211.810 1.00 36.73 C -ATOM 22250 O PHE C 898 152.777 142.578 211.339 1.00 36.73 O -ATOM 22251 CB PHE C 898 152.779 139.652 210.069 1.00 36.73 C -ATOM 22252 CG PHE C 898 152.333 140.495 208.921 1.00 36.73 C -ATOM 22253 CD1 PHE C 898 153.221 140.829 207.913 1.00 36.73 C -ATOM 22254 CD2 PHE C 898 151.035 140.966 208.852 1.00 36.73 C -ATOM 22255 CE1 PHE C 898 152.822 141.610 206.852 1.00 36.73 C -ATOM 22256 CE2 PHE C 898 150.628 141.749 207.792 1.00 36.73 C -ATOM 22257 CZ PHE C 898 151.525 142.069 206.791 1.00 36.73 C -ATOM 22258 N ALA C 899 152.369 141.086 212.983 1.00 39.98 N -ATOM 22259 CA ALA C 899 151.713 142.074 213.832 1.00 39.98 C -ATOM 22260 C ALA C 899 152.703 143.120 214.326 1.00 39.98 C -ATOM 22261 O ALA C 899 152.392 144.316 214.338 1.00 39.98 O -ATOM 22262 CB ALA C 899 151.027 141.384 215.010 1.00 39.98 C -ATOM 22263 N MET C 900 153.914 142.692 214.697 1.00 41.75 N -ATOM 22264 CA MET C 900 154.947 143.639 215.107 1.00 41.75 C -ATOM 22265 C MET C 900 155.425 144.482 213.933 1.00 41.75 C -ATOM 22266 O MET C 900 155.725 145.672 214.097 1.00 41.75 O -ATOM 22267 CB MET C 900 156.125 142.897 215.736 1.00 41.75 C -ATOM 22268 CG MET C 900 155.963 142.615 217.216 1.00 41.75 C -ATOM 22269 SD MET C 900 157.269 141.557 217.855 1.00 41.75 S -ATOM 22270 CE MET C 900 158.556 142.776 218.106 1.00 41.75 C -ATOM 22271 N GLN C 901 155.486 143.884 212.738 1.00 35.50 N -ATOM 22272 CA GLN C 901 155.888 144.631 211.549 1.00 35.50 C -ATOM 22273 C GLN C 901 154.871 145.714 211.207 1.00 35.50 C -ATOM 22274 O GLN C 901 155.238 146.866 210.953 1.00 35.50 O -ATOM 22275 CB GLN C 901 156.077 143.679 210.370 1.00 35.50 C -ATOM 22276 CG GLN C 901 156.263 144.386 209.041 1.00 35.50 C -ATOM 22277 CD GLN C 901 156.423 143.425 207.887 1.00 35.50 C -ATOM 22278 OE1 GLN C 901 157.063 142.383 208.018 1.00 35.50 O -ATOM 22279 NE2 GLN C 901 155.843 143.770 206.745 1.00 35.50 N -ATOM 22280 N MET C 902 153.580 145.372 211.237 1.00 42.90 N -ATOM 22281 CA MET C 902 152.553 146.369 210.951 1.00 42.90 C -ATOM 22282 C MET C 902 152.437 147.391 212.078 1.00 42.90 C -ATOM 22283 O MET C 902 152.079 148.548 211.828 1.00 42.90 O -ATOM 22284 CB MET C 902 151.212 145.680 210.684 1.00 42.90 C -ATOM 22285 CG MET C 902 150.126 146.589 210.106 1.00 42.90 C -ATOM 22286 SD MET C 902 150.305 147.013 208.366 1.00 42.90 S -ATOM 22287 CE MET C 902 150.917 145.473 207.709 1.00 42.90 C -ATOM 22288 N ALA C 903 152.770 147.001 213.315 1.00 57.96 N -ATOM 22289 CA ALA C 903 152.854 147.970 214.404 1.00 57.96 C -ATOM 22290 C ALA C 903 153.988 148.959 214.175 1.00 57.96 C -ATOM 22291 O ALA C 903 153.866 150.142 214.509 1.00 57.96 O -ATOM 22292 CB ALA C 903 153.035 147.247 215.737 1.00 57.96 C -ATOM 22293 N TYR C 904 155.093 148.497 213.591 1.00 36.25 N -ATOM 22294 CA TYR C 904 156.180 149.414 213.258 1.00 36.25 C -ATOM 22295 C TYR C 904 155.812 150.302 212.075 1.00 36.25 C -ATOM 22296 O TYR C 904 156.256 151.456 212.004 1.00 36.25 O -ATOM 22297 CB TYR C 904 157.459 148.622 212.985 1.00 36.25 C -ATOM 22298 CG TYR C 904 158.087 148.056 214.243 1.00 36.25 C -ATOM 22299 CD1 TYR C 904 157.636 148.444 215.503 1.00 36.25 C -ATOM 22300 CD2 TYR C 904 159.094 147.100 214.176 1.00 36.25 C -ATOM 22301 CE1 TYR C 904 158.179 147.927 216.650 1.00 36.25 C -ATOM 22302 CE2 TYR C 904 159.649 146.571 215.331 1.00 36.25 C -ATOM 22303 CZ TYR C 904 159.181 146.994 216.563 1.00 36.25 C -ATOM 22304 OH TYR C 904 159.699 146.495 217.730 1.00 36.25 O -ATOM 22305 N ARG C 905 154.999 149.782 211.149 1.00 74.85 N -ATOM 22306 CA ARG C 905 154.442 150.618 210.085 1.00 74.85 C -ATOM 22307 C ARG C 905 153.536 151.705 210.654 1.00 74.85 C -ATOM 22308 O ARG C 905 153.538 152.841 210.167 1.00 74.85 O -ATOM 22309 CB ARG C 905 153.664 149.768 209.077 1.00 74.85 C -ATOM 22310 CG ARG C 905 154.454 148.659 208.406 1.00 74.85 C -ATOM 22311 CD ARG C 905 155.471 149.173 207.411 1.00 74.85 C -ATOM 22312 NE ARG C 905 156.253 148.079 206.847 1.00 74.85 N -ATOM 22313 CZ ARG C 905 156.580 147.971 205.567 1.00 74.85 C -ATOM 22314 NH1 ARG C 905 156.217 148.884 204.682 1.00 74.85 N1+ -ATOM 22315 NH2 ARG C 905 157.293 146.923 205.166 1.00 74.85 N -ATOM 22316 N PHE C 906 152.733 151.363 211.668 1.00 25.31 N -ATOM 22317 CA PHE C 906 151.910 152.363 212.346 1.00 25.31 C -ATOM 22318 C PHE C 906 152.763 153.381 213.090 1.00 25.31 C -ATOM 22319 O PHE C 906 152.452 154.577 213.087 1.00 25.31 O -ATOM 22320 CB PHE C 906 150.933 151.701 213.317 1.00 25.31 C -ATOM 22321 CG PHE C 906 149.628 151.299 212.694 1.00 25.31 C -ATOM 22322 CD1 PHE C 906 149.437 151.376 211.324 1.00 25.31 C -ATOM 22323 CD2 PHE C 906 148.572 150.894 213.491 1.00 25.31 C -ATOM 22324 CE1 PHE C 906 148.230 151.018 210.758 1.00 25.31 C -ATOM 22325 CE2 PHE C 906 147.362 150.538 212.932 1.00 25.31 C -ATOM 22326 CZ PHE C 906 147.191 150.600 211.564 1.00 25.31 C -ATOM 22327 N ASN C 907 153.835 152.926 213.739 1.00 30.47 N -ATOM 22328 CA ASN C 907 154.726 153.838 214.445 1.00 30.47 C -ATOM 22329 C ASN C 907 155.520 154.724 213.495 1.00 30.47 C -ATOM 22330 O ASN C 907 156.014 155.775 213.915 1.00 30.47 O -ATOM 22331 CB ASN C 907 155.679 153.052 215.345 1.00 30.47 C -ATOM 22332 CG ASN C 907 156.251 153.898 216.461 1.00 30.47 C -ATOM 22333 OD1 ASN C 907 155.517 154.411 217.303 1.00 30.47 O -ATOM 22334 ND2 ASN C 907 157.569 154.052 216.470 1.00 30.47 N -ATOM 22335 N GLY C 908 155.652 154.328 212.229 1.00 50.54 N -ATOM 22336 CA GLY C 908 156.298 155.179 211.251 1.00 50.54 C -ATOM 22337 C GLY C 908 155.461 156.326 210.721 1.00 50.54 C -ATOM 22338 O GLY C 908 156.013 157.215 210.068 1.00 50.54 O -ATOM 22339 N ILE C 909 154.152 156.337 210.977 1.00 30.17 N -ATOM 22340 CA ILE C 909 153.275 157.371 210.441 1.00 30.17 C -ATOM 22341 C ILE C 909 152.624 158.199 211.550 1.00 30.17 C -ATOM 22342 O ILE C 909 151.604 158.841 211.326 1.00 30.17 O -ATOM 22343 CB ILE C 909 152.213 156.773 209.496 1.00 30.17 C -ATOM 22344 CG1 ILE C 909 151.347 155.744 210.223 1.00 30.17 C -ATOM 22345 CG2 ILE C 909 152.870 156.150 208.276 1.00 30.17 C -ATOM 22346 CD1 ILE C 909 150.040 155.451 209.527 1.00 30.17 C -ATOM 22347 N GLY C 910 153.210 158.204 212.745 1.00 36.36 N -ATOM 22348 CA GLY C 910 152.736 159.067 213.807 1.00 36.36 C -ATOM 22349 C GLY C 910 151.613 158.520 214.658 1.00 36.36 C -ATOM 22350 O GLY C 910 150.985 159.292 215.392 1.00 36.36 O -ATOM 22351 N VAL C 911 151.334 157.222 214.588 1.00 33.30 N -ATOM 22352 CA VAL C 911 150.340 156.574 215.435 1.00 33.30 C -ATOM 22353 C VAL C 911 151.074 155.618 216.363 1.00 33.30 C -ATOM 22354 O VAL C 911 151.903 154.822 215.906 1.00 33.30 O -ATOM 22355 CB VAL C 911 149.282 155.828 214.603 1.00 33.30 C -ATOM 22356 CG1 VAL C 911 148.163 155.316 215.495 1.00 33.30 C -ATOM 22357 CG2 VAL C 911 148.734 156.723 213.507 1.00 33.30 C -ATOM 22358 N THR C 912 150.791 155.709 217.661 1.00 34.96 N -ATOM 22359 CA THR C 912 151.433 154.833 218.629 1.00 34.96 C -ATOM 22360 C THR C 912 150.972 153.391 218.438 1.00 34.96 C -ATOM 22361 O THR C 912 149.854 153.126 217.990 1.00 34.96 O -ATOM 22362 CB THR C 912 151.141 155.297 220.055 1.00 34.96 C -ATOM 22363 OG1 THR C 912 149.738 155.550 220.199 1.00 34.96 O -ATOM 22364 CG2 THR C 912 151.919 156.563 220.373 1.00 34.96 C -ATOM 22365 N GLN C 913 151.857 152.455 218.780 1.00 36.99 N -ATOM 22366 CA GLN C 913 151.678 151.055 218.414 1.00 36.99 C -ATOM 22367 C GLN C 913 150.618 150.332 219.236 1.00 36.99 C -ATOM 22368 O GLN C 913 150.236 149.218 218.863 1.00 36.99 O -ATOM 22369 CB GLN C 913 153.014 150.317 218.525 1.00 36.99 C -ATOM 22370 CG GLN C 913 153.764 150.579 219.816 1.00 36.99 C -ATOM 22371 CD GLN C 913 155.187 150.065 219.769 1.00 36.99 C -ATOM 22372 OE1 GLN C 913 155.425 148.858 219.776 1.00 36.99 O -ATOM 22373 NE2 GLN C 913 156.144 150.983 219.714 1.00 36.99 N -ATOM 22374 N ASN C 914 150.128 150.926 220.327 1.00 41.75 N -ATOM 22375 CA ASN C 914 149.058 150.303 221.100 1.00 41.75 C -ATOM 22376 C ASN C 914 147.732 150.295 220.351 1.00 41.75 C -ATOM 22377 O ASN C 914 146.878 149.444 220.634 1.00 41.75 O -ATOM 22378 CB ASN C 914 148.883 151.026 222.433 1.00 41.75 C -ATOM 22379 CG ASN C 914 148.793 152.527 222.268 1.00 41.75 C -ATOM 22380 OD1 ASN C 914 148.990 153.050 221.175 1.00 41.75 O -ATOM 22381 ND2 ASN C 914 148.488 153.228 223.351 1.00 41.75 N -ATOM 22382 N VAL C 915 147.552 151.226 219.407 1.00 37.90 N -ATOM 22383 CA VAL C 915 146.331 151.309 218.612 1.00 37.90 C -ATOM 22384 C VAL C 915 146.172 150.072 217.740 1.00 37.90 C -ATOM 22385 O VAL C 915 145.053 149.587 217.530 1.00 37.90 O -ATOM 22386 CB VAL C 915 146.349 152.607 217.776 1.00 37.90 C -ATOM 22387 CG1 VAL C 915 145.048 152.796 217.012 1.00 37.90 C -ATOM 22388 CG2 VAL C 915 146.618 153.804 218.671 1.00 37.90 C -ATOM 22389 N LEU C 916 147.282 149.526 217.241 1.00 33.06 N -ATOM 22390 CA LEU C 916 147.218 148.289 216.471 1.00 33.06 C -ATOM 22391 C LEU C 916 146.874 147.097 217.352 1.00 33.06 C -ATOM 22392 O LEU C 916 145.989 146.304 217.016 1.00 33.06 O -ATOM 22393 CB LEU C 916 148.538 148.056 215.742 1.00 33.06 C -ATOM 22394 CG LEU C 916 148.557 146.872 214.779 1.00 33.06 C -ATOM 22395 CD1 LEU C 916 149.258 147.319 213.557 1.00 33.06 C -ATOM 22396 CD2 LEU C 916 149.309 145.677 215.359 1.00 33.06 C -ATOM 22397 N TYR C 917 147.572 146.945 218.480 1.00 34.24 N -ATOM 22398 CA TYR C 917 147.373 145.769 219.318 1.00 34.24 C -ATOM 22399 C TYR C 917 146.030 145.785 220.033 1.00 34.24 C -ATOM 22400 O TYR C 917 145.570 144.730 220.481 1.00 34.24 O -ATOM 22401 CB TYR C 917 148.508 145.642 220.332 1.00 34.24 C -ATOM 22402 CG TYR C 917 149.854 145.404 219.693 1.00 34.24 C -ATOM 22403 CD1 TYR C 917 150.079 144.292 218.891 1.00 34.24 C -ATOM 22404 CD2 TYR C 917 150.903 146.289 219.896 1.00 34.24 C -ATOM 22405 CE1 TYR C 917 151.312 144.075 218.305 1.00 34.24 C -ATOM 22406 CE2 TYR C 917 152.136 146.081 219.318 1.00 34.24 C -ATOM 22407 CZ TYR C 917 152.334 144.975 218.525 1.00 34.24 C -ATOM 22408 OH TYR C 917 153.565 144.771 217.953 1.00 34.24 O -ATOM 22409 N GLU C 918 145.393 146.946 220.147 1.00 44.09 N -ATOM 22410 CA GLU C 918 144.027 147.009 220.638 1.00 44.09 C -ATOM 22411 C GLU C 918 142.985 146.907 219.528 1.00 44.09 C -ATOM 22412 O GLU C 918 141.788 146.873 219.830 1.00 44.09 O -ATOM 22413 CB GLU C 918 143.819 148.298 221.438 1.00 44.09 C -ATOM 22414 CG GLU C 918 144.579 148.320 222.756 1.00 44.09 C -ATOM 22415 CD GLU C 918 144.947 149.721 223.200 1.00 44.09 C -ATOM 22416 OE1 GLU C 918 144.265 150.679 222.779 1.00 44.09 O -ATOM 22417 OE2 GLU C 918 145.919 149.865 223.971 1.00 44.09 O1- -ATOM 22418 N ASN C 919 143.401 146.859 218.253 1.00 43.03 N -ATOM 22419 CA ASN C 919 142.458 146.798 217.138 1.00 43.03 C -ATOM 22420 C ASN C 919 142.924 145.843 216.040 1.00 43.03 C -ATOM 22421 O ASN C 919 142.607 146.056 214.862 1.00 43.03 O -ATOM 22422 CB ASN C 919 142.230 148.182 216.522 1.00 43.03 C -ATOM 22423 CG ASN C 919 141.686 149.187 217.515 1.00 43.03 C -ATOM 22424 OD1 ASN C 919 140.503 149.167 217.851 1.00 43.03 O -ATOM 22425 ND2 ASN C 919 142.552 150.070 217.996 1.00 43.03 N -ATOM 22426 N GLN C 920 143.657 144.785 216.407 1.00 38.28 N -ATOM 22427 CA GLN C 920 144.328 143.941 215.417 1.00 38.28 C -ATOM 22428 C GLN C 920 143.337 143.141 214.579 1.00 38.28 C -ATOM 22429 O GLN C 920 143.512 143.016 213.359 1.00 38.28 O -ATOM 22430 CB GLN C 920 145.314 143.005 216.116 1.00 38.28 C -ATOM 22431 CG GLN C 920 146.224 142.244 215.169 1.00 38.28 C -ATOM 22432 CD GLN C 920 147.087 141.226 215.885 1.00 38.28 C -ATOM 22433 OE1 GLN C 920 147.431 141.398 217.053 1.00 38.28 O -ATOM 22434 NE2 GLN C 920 147.442 140.156 215.185 1.00 38.28 N -ATOM 22435 N LYS C 921 142.289 142.605 215.210 1.00 45.64 N -ATOM 22436 CA LYS C 921 141.285 141.839 214.478 1.00 45.64 C -ATOM 22437 C LYS C 921 140.489 142.729 213.529 1.00 45.64 C -ATOM 22438 O LYS C 921 140.171 142.318 212.407 1.00 45.64 O -ATOM 22439 CB LYS C 921 140.356 141.128 215.459 1.00 45.64 C -ATOM 22440 CG LYS C 921 139.704 139.876 214.899 1.00 45.64 C -ATOM 22441 CD LYS C 921 139.243 138.954 216.015 1.00 45.64 C -ATOM 22442 CE LYS C 921 138.756 137.623 215.466 1.00 45.64 C -ATOM 22443 NZ LYS C 921 138.555 136.619 216.546 1.00 45.64 N1+ -ATOM 22444 N LEU C 922 140.177 143.956 213.960 1.00 44.19 N -ATOM 22445 CA LEU C 922 139.475 144.909 213.103 1.00 44.19 C -ATOM 22446 C LEU C 922 140.325 145.318 211.905 1.00 44.19 C -ATOM 22447 O LEU C 922 139.815 145.411 210.779 1.00 44.19 O -ATOM 22448 CB LEU C 922 139.070 146.134 213.922 1.00 44.19 C -ATOM 22449 CG LEU C 922 138.462 147.322 213.180 1.00 44.19 C -ATOM 22450 CD1 LEU C 922 137.140 146.932 212.545 1.00 44.19 C -ATOM 22451 CD2 LEU C 922 138.281 148.497 214.126 1.00 44.19 C -ATOM 22452 N ILE C 923 141.624 145.546 212.128 1.00 39.13 N -ATOM 22453 CA ILE C 923 142.532 145.902 211.037 1.00 39.13 C -ATOM 22454 C ILE C 923 142.677 144.743 210.054 1.00 39.13 C -ATOM 22455 O ILE C 923 142.661 144.945 208.831 1.00 39.13 O -ATOM 22456 CB ILE C 923 143.888 146.355 211.613 1.00 39.13 C -ATOM 22457 CG1 ILE C 923 143.743 147.714 212.294 1.00 39.13 C -ATOM 22458 CG2 ILE C 923 144.962 146.443 210.539 1.00 39.13 C -ATOM 22459 CD1 ILE C 923 144.821 147.998 213.305 1.00 39.13 C -ATOM 22460 N ALA C 924 142.778 143.511 210.570 1.00 42.74 N -ATOM 22461 CA ALA C 924 142.872 142.336 209.706 1.00 42.74 C -ATOM 22462 C ALA C 924 141.597 142.126 208.894 1.00 42.74 C -ATOM 22463 O ALA C 924 141.666 141.782 207.708 1.00 42.74 O -ATOM 22464 CB ALA C 924 143.185 141.096 210.541 1.00 42.74 C -ATOM 22465 N ASN C 925 140.428 142.347 209.509 1.00 44.23 N -ATOM 22466 CA ASN C 925 139.162 142.212 208.792 1.00 44.23 C -ATOM 22467 C ASN C 925 139.017 143.269 207.702 1.00 44.23 C -ATOM 22468 O ASN C 925 138.550 142.965 206.594 1.00 44.23 O -ATOM 22469 CB ASN C 925 137.994 142.299 209.774 1.00 44.23 C -ATOM 22470 CG ASN C 925 137.867 141.064 210.640 1.00 44.23 C -ATOM 22471 OD1 ASN C 925 138.543 140.061 210.414 1.00 44.23 O -ATOM 22472 ND2 ASN C 925 136.999 141.131 211.642 1.00 44.23 N -ATOM 22473 N GLN C 926 139.422 144.510 207.998 1.00 45.10 N -ATOM 22474 CA GLN C 926 139.372 145.574 206.997 1.00 45.10 C -ATOM 22475 C GLN C 926 140.327 145.300 205.841 1.00 45.10 C -ATOM 22476 O GLN C 926 139.982 145.542 204.676 1.00 45.10 O -ATOM 22477 CB GLN C 926 139.689 146.918 207.648 1.00 45.10 C -ATOM 22478 CG GLN C 926 138.505 147.553 208.347 1.00 45.10 C -ATOM 22479 CD GLN C 926 138.890 148.785 209.136 1.00 45.10 C -ATOM 22480 OE1 GLN C 926 140.071 149.055 209.348 1.00 45.10 O -ATOM 22481 NE2 GLN C 926 137.893 149.543 209.574 1.00 45.10 N -ATOM 22482 N PHE C 927 141.521 144.775 206.141 1.00 45.97 N -ATOM 22483 CA PHE C 927 142.468 144.430 205.084 1.00 45.97 C -ATOM 22484 C PHE C 927 141.953 143.281 204.226 1.00 45.97 C -ATOM 22485 O PHE C 927 142.127 143.295 203.002 1.00 45.97 O -ATOM 22486 CB PHE C 927 143.829 144.076 205.682 1.00 45.97 C -ATOM 22487 CG PHE C 927 144.837 143.622 204.662 1.00 45.97 C -ATOM 22488 CD1 PHE C 927 145.459 144.542 203.835 1.00 45.97 C -ATOM 22489 CD2 PHE C 927 145.160 142.279 204.527 1.00 45.97 C -ATOM 22490 CE1 PHE C 927 146.385 144.133 202.894 1.00 45.97 C -ATOM 22491 CE2 PHE C 927 146.084 141.866 203.589 1.00 45.97 C -ATOM 22492 CZ PHE C 927 146.699 142.794 202.773 1.00 45.97 C -ATOM 22493 N ASN C 928 141.324 142.277 204.850 1.00 51.03 N -ATOM 22494 CA ASN C 928 140.774 141.155 204.092 1.00 51.03 C -ATOM 22495 C ASN C 928 139.631 141.596 203.185 1.00 51.03 C -ATOM 22496 O ASN C 928 139.539 141.146 202.036 1.00 51.03 O -ATOM 22497 CB ASN C 928 140.311 140.053 205.044 1.00 51.03 C -ATOM 22498 CG ASN C 928 141.465 139.374 205.752 1.00 51.03 C -ATOM 22499 OD1 ASN C 928 142.630 139.634 205.453 1.00 51.03 O -ATOM 22500 ND2 ASN C 928 141.147 138.502 206.701 1.00 51.03 N -ATOM 22501 N SER C 929 138.764 142.490 203.674 1.00 47.28 N -ATOM 22502 CA SER C 929 137.684 143.011 202.836 1.00 47.28 C -ATOM 22503 C SER C 929 138.221 143.866 201.690 1.00 47.28 C -ATOM 22504 O SER C 929 137.724 143.780 200.556 1.00 47.28 O -ATOM 22505 CB SER C 929 136.702 143.813 203.688 1.00 47.28 C -ATOM 22506 OG SER C 929 136.293 143.069 204.821 1.00 47.28 O -ATOM 22507 N ALA C 930 139.248 144.682 201.959 1.00 47.88 N -ATOM 22508 CA ALA C 930 139.833 145.511 200.911 1.00 47.88 C -ATOM 22509 C ALA C 930 140.570 144.679 199.868 1.00 47.88 C -ATOM 22510 O ALA C 930 140.609 145.060 198.693 1.00 47.88 O -ATOM 22511 CB ALA C 930 140.771 146.547 201.526 1.00 47.88 C -ATOM 22512 N ILE C 931 141.165 143.555 200.274 1.00 50.35 N -ATOM 22513 CA ILE C 931 141.760 142.637 199.307 1.00 50.35 C -ATOM 22514 C ILE C 931 140.674 141.946 198.487 1.00 50.35 C -ATOM 22515 O ILE C 931 140.792 141.816 197.261 1.00 50.35 O -ATOM 22516 CB ILE C 931 142.677 141.631 200.033 1.00 50.35 C -ATOM 22517 CG1 ILE C 931 143.975 142.315 200.459 1.00 50.35 C -ATOM 22518 CG2 ILE C 931 142.999 140.419 199.166 1.00 50.35 C -ATOM 22519 CD1 ILE C 931 144.820 142.802 199.303 1.00 50.35 C -ATOM 22520 N GLY C 932 139.583 141.533 199.140 1.00 53.37 N -ATOM 22521 CA GLY C 932 138.520 140.834 198.436 1.00 53.37 C -ATOM 22522 C GLY C 932 137.739 141.699 197.465 1.00 53.37 C -ATOM 22523 O GLY C 932 137.133 141.181 196.523 1.00 53.37 O -ATOM 22524 N LYS C 933 137.731 143.019 197.679 1.00 56.43 N -ATOM 22525 CA LYS C 933 137.043 143.904 196.738 1.00 56.43 C -ATOM 22526 C LYS C 933 137.783 144.029 195.406 1.00 56.43 C -ATOM 22527 O LYS C 933 137.157 144.324 194.376 1.00 56.43 O -ATOM 22528 CB LYS C 933 136.851 145.286 197.359 1.00 56.43 C -ATOM 22529 CG LYS C 933 135.705 145.367 198.348 1.00 56.43 C -ATOM 22530 CD LYS C 933 135.658 146.728 199.017 1.00 56.43 C -ATOM 22531 CE LYS C 933 134.547 146.797 200.048 1.00 56.43 C -ATOM 22532 NZ LYS C 933 134.636 148.034 200.869 1.00 56.43 N1+ -ATOM 22533 N ILE C 934 139.102 143.813 195.407 1.00 54.10 N -ATOM 22534 CA ILE C 934 139.915 144.027 194.210 1.00 54.10 C -ATOM 22535 C ILE C 934 139.609 142.975 193.147 1.00 54.10 C -ATOM 22536 O ILE C 934 139.579 143.279 191.947 1.00 54.10 O -ATOM 22537 CB ILE C 934 141.408 144.053 194.593 1.00 54.10 C -ATOM 22538 CG1 ILE C 934 141.682 145.226 195.531 1.00 54.10 C -ATOM 22539 CG2 ILE C 934 142.312 144.182 193.373 1.00 54.10 C -ATOM 22540 CD1 ILE C 934 143.100 145.280 196.022 1.00 54.10 C -ATOM 22541 N GLN C 935 139.362 141.730 193.571 1.00 63.98 N -ATOM 22542 CA GLN C 935 138.995 140.671 192.632 1.00 63.98 C -ATOM 22543 C GLN C 935 137.663 140.966 191.952 1.00 63.98 C -ATOM 22544 O GLN C 935 137.517 140.754 190.742 1.00 63.98 O -ATOM 22545 CB GLN C 935 138.926 139.327 193.354 1.00 63.98 C -ATOM 22546 CG GLN C 935 140.154 138.990 194.170 1.00 63.98 C -ATOM 22547 CD GLN C 935 139.851 137.986 195.261 1.00 63.98 C -ATOM 22548 OE1 GLN C 935 140.130 138.223 196.435 1.00 63.98 O -ATOM 22549 NE2 GLN C 935 139.266 136.857 194.878 1.00 63.98 N -ATOM 22550 N ASP C 936 136.690 141.473 192.716 1.00 69.10 N -ATOM 22551 CA ASP C 936 135.404 141.863 192.144 1.00 69.10 C -ATOM 22552 C ASP C 936 135.558 143.026 191.173 1.00 69.10 C -ATOM 22553 O ASP C 936 134.936 143.032 190.103 1.00 69.10 O -ATOM 22554 CB ASP C 936 134.426 142.229 193.259 1.00 69.10 C -ATOM 22555 CG ASP C 936 134.028 141.036 194.101 1.00 69.10 C -ATOM 22556 OD1 ASP C 936 134.016 139.907 193.567 1.00 69.10 O -ATOM 22557 OD2 ASP C 936 133.729 141.226 195.299 1.00 69.10 O1- -ATOM 22558 N SER C 937 136.394 144.011 191.527 1.00 64.38 N -ATOM 22559 CA SER C 937 136.621 145.156 190.646 1.00 64.38 C -ATOM 22560 C SER C 937 137.306 144.745 189.346 1.00 64.38 C -ATOM 22561 O SER C 937 136.929 145.215 188.265 1.00 64.38 O -ATOM 22562 CB SER C 937 137.450 146.217 191.370 1.00 64.38 C -ATOM 22563 OG SER C 937 137.932 147.192 190.462 1.00 64.38 O -ATOM 22564 N LEU C 938 138.294 143.851 189.427 1.00 63.01 N -ATOM 22565 CA LEU C 938 139.002 143.418 188.226 1.00 63.01 C -ATOM 22566 C LEU C 938 138.159 142.474 187.378 1.00 63.01 C -ATOM 22567 O LEU C 938 138.310 142.449 186.151 1.00 63.01 O -ATOM 22568 CB LEU C 938 140.326 142.754 188.604 1.00 63.01 C -ATOM 22569 CG LEU C 938 141.466 143.692 189.009 1.00 63.01 C -ATOM 22570 CD1 LEU C 938 142.721 142.902 189.339 1.00 63.01 C -ATOM 22571 CD2 LEU C 938 141.745 144.709 187.913 1.00 63.01 C -ATOM 22572 N SER C 939 137.274 141.691 188.001 1.00 70.90 N -ATOM 22573 CA SER C 939 136.403 140.813 187.228 1.00 70.90 C -ATOM 22574 C SER C 939 135.283 141.596 186.553 1.00 70.90 C -ATOM 22575 O SER C 939 134.881 141.267 185.431 1.00 70.90 O -ATOM 22576 CB SER C 939 135.830 139.717 188.125 1.00 70.90 C -ATOM 22577 OG SER C 939 136.855 138.866 188.606 1.00 70.90 O -ATOM 22578 N SER C 940 134.767 142.635 187.215 1.00 79.13 N -ATOM 22579 CA SER C 940 133.679 143.411 186.630 1.00 79.13 C -ATOM 22580 C SER C 940 134.192 144.399 185.589 1.00 79.13 C -ATOM 22581 O SER C 940 133.751 144.378 184.435 1.00 79.13 O -ATOM 22582 CB SER C 940 132.909 144.144 187.729 1.00 79.13 C -ATOM 22583 OG SER C 940 133.678 145.206 188.266 1.00 79.13 O -ATOM 22584 N THR C 941 135.123 145.270 185.974 1.00 73.89 N -ATOM 22585 CA THR C 941 135.632 146.313 185.091 1.00 73.89 C -ATOM 22586 C THR C 941 136.963 145.855 184.506 1.00 73.89 C -ATOM 22587 O THR C 941 137.951 145.708 185.232 1.00 73.89 O -ATOM 22588 CB THR C 941 135.791 147.633 185.843 1.00 73.89 C -ATOM 22589 OG1 THR C 941 134.589 147.920 186.568 1.00 73.89 O -ATOM 22590 CG2 THR C 941 136.069 148.767 184.869 1.00 73.89 C -ATOM 22591 N ALA C 942 136.984 145.629 183.195 1.00 72.95 N -ATOM 22592 CA ALA C 942 138.199 145.258 182.486 1.00 72.95 C -ATOM 22593 C ALA C 942 138.915 146.455 181.876 1.00 72.95 C -ATOM 22594 O ALA C 942 139.960 146.277 181.242 1.00 72.95 O -ATOM 22595 CB ALA C 942 137.881 144.235 181.390 1.00 72.95 C -ATOM 22596 N SER C 943 138.385 147.663 182.054 1.00 65.20 N -ATOM 22597 CA SER C 943 138.980 148.873 181.505 1.00 65.20 C -ATOM 22598 C SER C 943 139.980 149.519 182.455 1.00 65.20 C -ATOM 22599 O SER C 943 140.457 150.623 182.174 1.00 65.20 O -ATOM 22600 CB SER C 943 137.889 149.881 181.140 1.00 65.20 C -ATOM 22601 OG SER C 943 137.378 150.522 182.296 1.00 65.20 O -ATOM 22602 N ALA C 944 140.289 148.867 183.580 1.00 56.29 N -ATOM 22603 CA ALA C 944 141.291 149.400 184.496 1.00 56.29 C -ATOM 22604 C ALA C 944 142.690 149.314 183.898 1.00 56.29 C -ATOM 22605 O ALA C 944 143.519 150.206 184.113 1.00 56.29 O -ATOM 22606 CB ALA C 944 141.230 148.659 185.831 1.00 56.29 C -ATOM 22607 N LEU C 945 142.964 148.264 183.128 1.00 44.42 N -ATOM 22608 CA LEU C 945 144.273 148.059 182.505 1.00 44.42 C -ATOM 22609 C LEU C 945 144.368 148.756 181.150 1.00 44.42 C -ATOM 22610 O LEU C 945 144.731 148.154 180.134 1.00 44.42 O -ATOM 22611 CB LEU C 945 144.548 146.567 182.377 1.00 44.42 C -ATOM 22612 CG LEU C 945 144.489 145.814 183.705 1.00 44.42 C -ATOM 22613 CD1 LEU C 945 144.513 144.319 183.482 1.00 44.42 C -ATOM 22614 CD2 LEU C 945 145.638 146.238 184.593 1.00 44.42 C -ATOM 22615 N GLY C 946 144.047 150.053 181.150 1.00 48.07 N -ATOM 22616 CA GLY C 946 144.019 150.813 179.911 1.00 48.07 C -ATOM 22617 C GLY C 946 145.391 151.008 179.299 1.00 48.07 C -ATOM 22618 O GLY C 946 145.549 150.919 178.082 1.00 48.07 O -ATOM 22619 N LYS C 947 146.405 151.250 180.134 1.00 42.84 N -ATOM 22620 CA LYS C 947 147.758 151.459 179.623 1.00 42.84 C -ATOM 22621 C LYS C 947 148.351 150.169 179.064 1.00 42.84 C -ATOM 22622 O LYS C 947 148.996 150.179 178.005 1.00 42.84 O -ATOM 22623 CB LYS C 947 148.642 152.026 180.732 1.00 42.84 C -ATOM 22624 CG LYS C 947 147.890 152.905 181.718 1.00 42.84 C -ATOM 22625 CD LYS C 947 148.792 153.396 182.835 1.00 42.84 C -ATOM 22626 CE LYS C 947 148.001 154.175 183.873 1.00 42.84 C -ATOM 22627 NZ LYS C 947 148.859 154.636 184.998 1.00 42.84 N1+ -ATOM 22628 N LEU C 948 148.125 149.046 179.751 1.00 35.07 N -ATOM 22629 CA LEU C 948 148.646 147.771 179.273 1.00 35.07 C -ATOM 22630 C LEU C 948 147.885 147.277 178.050 1.00 35.07 C -ATOM 22631 O LEU C 948 148.445 146.541 177.231 1.00 35.07 O -ATOM 22632 CB LEU C 948 148.596 146.730 180.387 1.00 35.07 C -ATOM 22633 CG LEU C 948 149.094 147.194 181.754 1.00 35.07 C -ATOM 22634 CD1 LEU C 948 148.926 146.085 182.766 1.00 35.07 C -ATOM 22635 CD2 LEU C 948 150.544 147.635 181.683 1.00 35.07 C -ATOM 22636 N GLN C 949 146.613 147.659 177.911 1.00 40.91 N -ATOM 22637 CA GLN C 949 145.912 147.389 176.661 1.00 40.91 C -ATOM 22638 C GLN C 949 146.411 148.306 175.549 1.00 40.91 C -ATOM 22639 O GLN C 949 146.518 147.889 174.388 1.00 40.91 O -ATOM 22640 CB GLN C 949 144.406 147.550 176.864 1.00 40.91 C -ATOM 22641 CG GLN C 949 143.564 147.073 175.697 1.00 40.91 C -ATOM 22642 CD GLN C 949 143.836 145.626 175.344 1.00 40.91 C -ATOM 22643 OE1 GLN C 949 143.768 144.744 176.199 1.00 40.91 O -ATOM 22644 NE2 GLN C 949 144.147 145.374 174.078 1.00 40.91 N -ATOM 22645 N ASP C 950 146.748 149.553 175.896 1.00 46.14 N -ATOM 22646 CA ASP C 950 147.143 150.539 174.900 1.00 46.14 C -ATOM 22647 C ASP C 950 148.526 150.262 174.336 1.00 46.14 C -ATOM 22648 O ASP C 950 148.799 150.637 173.195 1.00 46.14 O -ATOM 22649 CB ASP C 950 147.099 151.942 175.503 1.00 46.14 C -ATOM 22650 CG ASP C 950 145.730 152.577 175.399 1.00 46.14 C -ATOM 22651 OD1 ASP C 950 144.818 151.938 174.835 1.00 46.14 O -ATOM 22652 OD2 ASP C 950 145.564 153.717 175.884 1.00 46.14 O1- -ATOM 22653 N VAL C 951 149.405 149.620 175.113 1.00 40.24 N -ATOM 22654 CA VAL C 951 150.720 149.231 174.593 1.00 40.24 C -ATOM 22655 C VAL C 951 150.569 148.226 173.451 1.00 40.24 C -ATOM 22656 O VAL C 951 151.143 148.397 172.362 1.00 40.24 O -ATOM 22657 CB VAL C 951 151.598 148.670 175.727 1.00 40.24 C -ATOM 22658 CG1 VAL C 951 152.824 147.966 175.167 1.00 40.24 C -ATOM 22659 CG2 VAL C 951 152.020 149.781 176.671 1.00 40.24 C -ATOM 22660 N VAL C 952 149.755 147.190 173.674 1.00 39.57 N -ATOM 22661 CA VAL C 952 149.498 146.174 172.657 1.00 39.57 C -ATOM 22662 C VAL C 952 148.752 146.776 171.471 1.00 39.57 C -ATOM 22663 O VAL C 952 149.055 146.465 170.311 1.00 39.57 O -ATOM 22664 CB VAL C 952 148.724 144.995 173.279 1.00 39.57 C -ATOM 22665 CG1 VAL C 952 148.508 143.883 172.261 1.00 39.57 C -ATOM 22666 CG2 VAL C 952 149.451 144.469 174.505 1.00 39.57 C -ATOM 22667 N ASN C 953 147.786 147.662 171.744 1.00 46.51 N -ATOM 22668 CA ASN C 953 147.027 148.307 170.674 1.00 46.51 C -ATOM 22669 C ASN C 953 147.907 149.215 169.821 1.00 46.51 C -ATOM 22670 O ASN C 953 147.771 149.235 168.594 1.00 46.51 O -ATOM 22671 CB ASN C 953 145.860 149.096 171.264 1.00 46.51 C -ATOM 22672 CG ASN C 953 144.720 148.204 171.706 1.00 46.51 C -ATOM 22673 OD1 ASN C 953 144.848 146.980 171.729 1.00 46.51 O -ATOM 22674 ND2 ASN C 953 143.596 148.813 172.061 1.00 46.51 N -ATOM 22675 N HIS C 954 148.829 149.954 170.449 1.00 44.09 N -ATOM 22676 CA HIS C 954 149.726 150.835 169.710 1.00 44.09 C -ATOM 22677 C HIS C 954 150.708 150.044 168.859 1.00 44.09 C -ATOM 22678 O HIS C 954 150.966 150.412 167.706 1.00 44.09 O -ATOM 22679 CB HIS C 954 150.483 151.747 170.674 1.00 44.09 C -ATOM 22680 CG HIS C 954 149.702 152.945 171.115 1.00 44.09 C -ATOM 22681 ND1 HIS C 954 148.926 153.687 170.251 1.00 44.09 N -ATOM 22682 CD2 HIS C 954 149.588 153.539 172.326 1.00 44.09 C -ATOM 22683 CE1 HIS C 954 148.361 154.680 170.913 1.00 44.09 C -ATOM 22684 NE2 HIS C 954 148.746 154.613 172.174 1.00 44.09 N -ATOM 22685 N ASN C 955 151.257 148.950 169.404 1.00 43.61 N -ATOM 22686 CA ASN C 955 152.175 148.122 168.622 1.00 43.61 C -ATOM 22687 C ASN C 955 151.465 147.448 167.451 1.00 43.61 C -ATOM 22688 O ASN C 955 152.000 147.414 166.332 1.00 43.61 O -ATOM 22689 CB ASN C 955 152.842 147.082 169.520 1.00 43.61 C -ATOM 22690 CG ASN C 955 153.721 147.710 170.585 1.00 43.61 C -ATOM 22691 OD1 ASN C 955 153.948 147.123 171.643 1.00 43.61 O -ATOM 22692 ND2 ASN C 955 154.224 148.908 170.309 1.00 43.61 N -ATOM 22693 N ALA C 956 150.246 146.942 167.680 1.00 39.85 N -ATOM 22694 CA ALA C 956 149.481 146.307 166.611 1.00 39.85 C -ATOM 22695 C ALA C 956 149.069 147.311 165.541 1.00 39.85 C -ATOM 22696 O ALA C 956 149.120 147.001 164.346 1.00 39.85 O -ATOM 22697 CB ALA C 956 148.253 145.607 167.192 1.00 39.85 C -ATOM 22698 N GLN C 957 148.675 148.523 165.950 1.00 45.57 N -ATOM 22699 CA GLN C 957 148.297 149.559 164.994 1.00 45.57 C -ATOM 22700 C GLN C 957 149.491 150.025 164.169 1.00 45.57 C -ATOM 22701 O GLN C 957 149.365 150.233 162.955 1.00 45.57 O -ATOM 22702 CB GLN C 957 147.663 150.735 165.737 1.00 45.57 C -ATOM 22703 CG GLN C 957 147.229 151.886 164.850 1.00 45.57 C -ATOM 22704 CD GLN C 957 146.433 152.929 165.606 1.00 45.57 C -ATOM 22705 OE1 GLN C 957 146.725 153.229 166.763 1.00 45.57 O -ATOM 22706 NE2 GLN C 957 145.420 153.486 164.954 1.00 45.57 N -ATOM 22707 N ALA C 958 150.658 150.181 164.808 1.00 39.70 N -ATOM 22708 CA ALA C 958 151.859 150.588 164.085 1.00 39.70 C -ATOM 22709 C ALA C 958 152.299 149.526 163.084 1.00 39.70 C -ATOM 22710 O ALA C 958 152.650 149.850 161.941 1.00 39.70 O -ATOM 22711 CB ALA C 958 152.984 150.897 165.072 1.00 39.70 C -ATOM 22712 N LEU C 959 152.254 148.247 163.485 1.00 42.26 N -ATOM 22713 CA LEU C 959 152.604 147.169 162.561 1.00 42.26 C -ATOM 22714 C LEU C 959 151.600 147.053 161.418 1.00 42.26 C -ATOM 22715 O LEU C 959 151.994 146.825 160.267 1.00 42.26 O -ATOM 22716 CB LEU C 959 152.714 145.845 163.314 1.00 42.26 C -ATOM 22717 CG LEU C 959 154.014 145.643 164.092 1.00 42.26 C -ATOM 22718 CD1 LEU C 959 154.019 144.302 164.806 1.00 42.26 C -ATOM 22719 CD2 LEU C 959 155.204 145.757 163.155 1.00 42.26 C -ATOM 22720 N ASN C 960 150.304 147.224 161.712 1.00 48.98 N -ATOM 22721 CA ASN C 960 149.281 147.152 160.672 1.00 48.98 C -ATOM 22722 C ASN C 960 149.423 148.287 159.666 1.00 48.98 C -ATOM 22723 O ASN C 960 149.276 148.071 158.457 1.00 48.98 O -ATOM 22724 CB ASN C 960 147.889 147.170 161.300 1.00 48.98 C -ATOM 22725 CG ASN C 960 147.419 145.793 161.713 1.00 48.98 C -ATOM 22726 OD1 ASN C 960 148.041 144.786 161.376 1.00 48.98 O -ATOM 22727 ND2 ASN C 960 146.312 145.739 162.444 1.00 48.98 N -ATOM 22728 N THR C 961 149.725 149.498 160.143 1.00 44.61 N -ATOM 22729 CA THR C 961 149.917 150.622 159.232 1.00 44.61 C -ATOM 22730 C THR C 961 151.186 150.451 158.400 1.00 44.61 C -ATOM 22731 O THR C 961 151.198 150.782 157.205 1.00 44.61 O -ATOM 22732 CB THR C 961 149.952 151.931 160.019 1.00 44.61 C -ATOM 22733 OG1 THR C 961 148.891 151.932 160.982 1.00 44.61 O -ATOM 22734 CG2 THR C 961 149.752 153.110 159.088 1.00 44.61 C -ATOM 22735 N LEU C 962 152.252 149.909 159.007 1.00 41.77 N -ATOM 22736 CA LEU C 962 153.493 149.669 158.272 1.00 41.77 C -ATOM 22737 C LEU C 962 153.312 148.615 157.184 1.00 41.77 C -ATOM 22738 O LEU C 962 153.903 148.725 156.102 1.00 41.77 O -ATOM 22739 CB LEU C 962 154.605 149.254 159.236 1.00 41.77 C -ATOM 22740 CG LEU C 962 155.998 149.068 158.630 1.00 41.77 C -ATOM 22741 CD1 LEU C 962 156.565 150.395 158.150 1.00 41.77 C -ATOM 22742 CD2 LEU C 962 156.931 148.405 159.623 1.00 41.77 C -ATOM 22743 N VAL C 963 152.516 147.576 157.452 1.00 45.61 N -ATOM 22744 CA VAL C 963 152.243 146.591 156.407 1.00 45.61 C -ATOM 22745 C VAL C 963 151.324 147.173 155.335 1.00 45.61 C -ATOM 22746 O VAL C 963 151.571 147.004 154.135 1.00 45.61 O -ATOM 22747 CB VAL C 963 151.677 145.295 157.015 1.00 45.61 C -ATOM 22748 CG1 VAL C 963 151.325 144.304 155.932 1.00 45.61 C -ATOM 22749 CG2 VAL C 963 152.703 144.669 157.916 1.00 45.61 C -ATOM 22750 N LYS C 964 150.276 147.901 155.737 1.00 52.57 N -ATOM 22751 CA LYS C 964 149.320 148.424 154.764 1.00 52.57 C -ATOM 22752 C LYS C 964 149.857 149.600 153.956 1.00 52.57 C -ATOM 22753 O LYS C 964 149.199 150.012 152.995 1.00 52.57 O -ATOM 22754 CB LYS C 964 148.020 148.826 155.461 1.00 52.57 C -ATOM 22755 CG LYS C 964 147.033 147.677 155.595 1.00 52.57 C -ATOM 22756 CD LYS C 964 145.601 148.163 155.742 1.00 52.57 C -ATOM 22757 CE LYS C 964 144.657 146.991 155.973 1.00 52.57 C -ATOM 22758 NZ LYS C 964 143.230 147.411 156.026 1.00 52.57 N1+ -ATOM 22759 N GLN C 965 151.025 150.148 154.304 1.00 55.00 N -ATOM 22760 CA GLN C 965 151.669 151.108 153.413 1.00 55.00 C -ATOM 22761 C GLN C 965 152.316 150.460 152.190 1.00 55.00 C -ATOM 22762 O GLN C 965 152.780 151.190 151.307 1.00 55.00 O -ATOM 22763 CB GLN C 965 152.720 151.920 154.172 1.00 55.00 C -ATOM 22764 CG GLN C 965 152.151 153.063 154.993 1.00 55.00 C -ATOM 22765 CD GLN C 965 152.084 154.360 154.211 1.00 55.00 C -ATOM 22766 OE1 GLN C 965 151.004 154.822 153.842 1.00 55.00 O -ATOM 22767 NE2 GLN C 965 153.242 154.952 153.951 1.00 55.00 N -ATOM 22768 N LEU C 966 152.374 149.125 152.119 1.00 54.04 N -ATOM 22769 CA LEU C 966 152.977 148.457 150.966 1.00 54.04 C -ATOM 22770 C LEU C 966 152.121 148.603 149.713 1.00 54.04 C -ATOM 22771 O LEU C 966 152.653 148.735 148.605 1.00 54.04 O -ATOM 22772 CB LEU C 966 153.202 146.977 151.269 1.00 54.04 C -ATOM 22773 CG LEU C 966 154.486 146.577 151.991 1.00 54.04 C -ATOM 22774 CD1 LEU C 966 154.474 145.090 152.291 1.00 54.04 C -ATOM 22775 CD2 LEU C 966 155.697 146.941 151.155 1.00 54.04 C -ATOM 22776 N SER C 967 150.797 148.579 149.864 1.00 63.32 N -ATOM 22777 CA SER C 967 149.899 148.573 148.715 1.00 63.32 C -ATOM 22778 C SER C 967 149.737 149.943 148.068 1.00 63.32 C -ATOM 22779 O SER C 967 149.100 150.035 147.013 1.00 63.32 O -ATOM 22780 CB SER C 967 148.525 148.039 149.123 1.00 63.32 C -ATOM 22781 OG SER C 967 147.700 149.081 149.614 1.00 63.32 O -ATOM 22782 N SER C 968 150.279 150.998 148.668 1.00 70.31 N -ATOM 22783 CA SER C 968 150.206 152.321 148.068 1.00 70.31 C -ATOM 22784 C SER C 968 151.131 152.416 146.860 1.00 70.31 C -ATOM 22785 O SER C 968 152.152 151.728 146.774 1.00 70.31 O -ATOM 22786 CB SER C 968 150.570 153.393 149.094 1.00 70.31 C -ATOM 22787 OG SER C 968 149.548 153.534 150.065 1.00 70.31 O -ATOM 22788 N LYS C 969 150.762 153.283 145.919 1.00 85.31 N -ATOM 22789 CA LYS C 969 151.505 153.417 144.675 1.00 85.31 C -ATOM 22790 C LYS C 969 152.579 154.494 144.726 1.00 85.31 C -ATOM 22791 O LYS C 969 153.535 154.417 143.945 1.00 85.31 O -ATOM 22792 CB LYS C 969 150.546 153.713 143.518 1.00 85.31 C -ATOM 22793 CG LYS C 969 149.333 152.801 143.477 1.00 85.31 C -ATOM 22794 CD LYS C 969 148.462 153.091 142.267 1.00 85.31 C -ATOM 22795 CE LYS C 969 147.177 152.282 142.310 1.00 85.31 C -ATOM 22796 NZ LYS C 969 146.404 152.402 141.043 1.00 85.31 N1+ -ATOM 22797 N PHE C 970 152.430 155.485 145.617 1.00 79.50 N -ATOM 22798 CA PHE C 970 153.375 156.596 145.813 1.00 79.50 C -ATOM 22799 C PHE C 970 153.624 157.388 144.530 1.00 79.50 C -ATOM 22800 O PHE C 970 154.734 157.868 144.292 1.00 79.50 O -ATOM 22801 CB PHE C 970 154.707 156.115 146.402 1.00 79.50 C -ATOM 22802 CG PHE C 970 154.587 155.519 147.773 1.00 79.50 C -ATOM 22803 CD1 PHE C 970 154.465 156.334 148.888 1.00 79.50 C -ATOM 22804 CD2 PHE C 970 154.605 154.145 147.948 1.00 79.50 C -ATOM 22805 CE1 PHE C 970 154.359 155.787 150.153 1.00 79.50 C -ATOM 22806 CE2 PHE C 970 154.500 153.591 149.210 1.00 79.50 C -ATOM 22807 CZ PHE C 970 154.376 154.414 150.314 1.00 79.50 C -ATOM 22808 N GLY C 971 152.597 157.533 143.696 1.00 96.34 N -ATOM 22809 CA GLY C 971 152.733 158.236 142.440 1.00 96.34 C -ATOM 22810 C GLY C 971 153.241 157.406 141.281 1.00 96.34 C -ATOM 22811 O GLY C 971 153.344 157.933 140.166 1.00 96.34 O -ATOM 22812 N ALA C 972 153.562 156.134 141.499 1.00104.84 N -ATOM 22813 CA ALA C 972 153.992 155.266 140.415 1.00104.84 C -ATOM 22814 C ALA C 972 152.775 154.660 139.718 1.00104.84 C -ATOM 22815 O ALA C 972 151.623 154.940 140.060 1.00104.84 O -ATOM 22816 CB ALA C 972 154.933 154.183 140.936 1.00104.84 C -ATOM 22817 N ILE C 973 153.032 153.810 138.724 1.00122.48 N -ATOM 22818 CA ILE C 973 151.936 153.273 137.926 1.00122.48 C -ATOM 22819 C ILE C 973 151.291 152.061 138.605 1.00122.48 C -ATOM 22820 O ILE C 973 150.096 151.802 138.415 1.00122.48 O -ATOM 22821 CB ILE C 973 152.433 152.966 136.495 1.00122.48 C -ATOM 22822 CG1 ILE C 973 151.263 152.702 135.540 1.00122.48 C -ATOM 22823 CG2 ILE C 973 153.442 151.816 136.472 1.00122.48 C -ATOM 22824 CD1 ILE C 973 150.384 153.909 135.306 1.00122.48 C -ATOM 22825 N SER C 974 152.034 151.330 139.436 1.00129.06 N -ATOM 22826 CA SER C 974 151.499 150.132 140.065 1.00129.06 C -ATOM 22827 C SER C 974 152.245 149.860 141.362 1.00129.06 C -ATOM 22828 O SER C 974 153.373 150.316 141.563 1.00129.06 O -ATOM 22829 CB SER C 974 151.594 148.918 139.132 1.00129.06 C -ATOM 22830 OG SER C 974 150.999 147.774 139.720 1.00129.06 O -ATOM 22831 N SER C 975 151.594 149.103 142.242 1.00122.59 N -ATOM 22832 CA SER C 975 152.176 148.702 143.515 1.00122.59 C -ATOM 22833 C SER C 975 152.869 147.347 143.450 1.00122.59 C -ATOM 22834 O SER C 975 153.421 146.901 144.461 1.00122.59 O -ATOM 22835 CB SER C 975 151.097 148.676 144.601 1.00122.59 C -ATOM 22836 OG SER C 975 149.978 147.912 144.187 1.00122.59 O -ATOM 22837 N VAL C 976 152.853 146.685 142.296 1.00145.38 N -ATOM 22838 CA VAL C 976 153.502 145.393 142.105 1.00145.38 C -ATOM 22839 C VAL C 976 154.696 145.598 141.184 1.00145.38 C -ATOM 22840 O VAL C 976 154.569 146.216 140.121 1.00145.38 O -ATOM 22841 CB VAL C 976 152.529 144.350 141.529 1.00145.38 C -ATOM 22842 CG1 VAL C 976 153.169 142.971 141.523 1.00145.38 C -ATOM 22843 CG2 VAL C 976 151.235 144.336 142.326 1.00145.38 C -ATOM 22844 N LEU C 977 155.855 145.079 141.596 1.00156.84 N -ATOM 22845 CA LEU C 977 157.092 145.330 140.863 1.00156.84 C -ATOM 22846 C LEU C 977 157.151 144.550 139.556 1.00156.84 C -ATOM 22847 O LEU C 977 157.772 145.011 138.589 1.00156.84 O -ATOM 22848 CB LEU C 977 158.299 144.980 141.735 1.00156.84 C -ATOM 22849 CG LEU C 977 158.781 146.007 142.764 1.00156.84 C -ATOM 22850 CD1 LEU C 977 157.975 145.958 144.057 1.00156.84 C -ATOM 22851 CD2 LEU C 977 160.256 145.803 143.045 1.00156.84 C -ATOM 22852 N ASN C 978 156.517 143.373 139.510 1.00172.04 N -ATOM 22853 CA ASN C 978 156.545 142.549 138.306 1.00172.04 C -ATOM 22854 C ASN C 978 155.767 143.189 137.164 1.00172.04 C -ATOM 22855 O ASN C 978 156.177 143.077 136.003 1.00172.04 O -ATOM 22856 CB ASN C 978 155.992 141.158 138.610 1.00172.04 C -ATOM 22857 CG ASN C 978 156.954 140.314 139.422 1.00172.04 C -ATOM 22858 OD1 ASN C 978 158.139 140.629 139.524 1.00172.04 O -ATOM 22859 ND2 ASN C 978 156.446 139.236 140.007 1.00172.04 N -ATOM 22860 N ASP C 979 154.659 143.868 137.474 1.00176.13 N -ATOM 22861 CA ASP C 979 153.900 144.580 136.449 1.00176.13 C -ATOM 22862 C ASP C 979 154.703 145.736 135.864 1.00176.13 C -ATOM 22863 O ASP C 979 154.661 145.975 134.652 1.00176.13 O -ATOM 22864 CB ASP C 979 152.581 145.086 137.030 1.00176.13 C -ATOM 22865 CG ASP C 979 151.690 143.962 137.518 1.00176.13 C -ATOM 22866 OD1 ASP C 979 152.060 142.784 137.330 1.00176.13 O -ATOM 22867 OD2 ASP C 979 150.620 144.256 138.090 1.00176.13 O1- -ATOM 22868 N ILE C 980 155.445 146.456 136.711 1.00171.53 N -ATOM 22869 CA ILE C 980 156.284 147.551 136.233 1.00171.53 C -ATOM 22870 C ILE C 980 157.438 147.017 135.392 1.00171.53 C -ATOM 22871 O ILE C 980 157.785 147.592 134.354 1.00171.53 O -ATOM 22872 CB ILE C 980 156.784 148.393 137.422 1.00171.53 C -ATOM 22873 CG1 ILE C 980 155.607 148.805 138.311 1.00171.53 C -ATOM 22874 CG2 ILE C 980 157.546 149.621 136.931 1.00171.53 C -ATOM 22875 CD1 ILE C 980 155.967 149.787 139.411 1.00171.53 C -ATOM 22876 N PHE C 981 158.035 145.900 135.805 1.00176.01 N -ATOM 22877 CA PHE C 981 159.182 145.378 135.074 1.00176.01 C -ATOM 22878 C PHE C 981 158.798 144.547 133.855 1.00176.01 C -ATOM 22879 O PHE C 981 159.677 144.230 133.046 1.00176.01 O -ATOM 22880 CB PHE C 981 160.069 144.558 136.011 1.00176.01 C -ATOM 22881 CG PHE C 981 161.087 145.385 136.736 1.00176.01 C -ATOM 22882 CD1 PHE C 981 161.908 146.256 136.036 1.00176.01 C -ATOM 22883 CD2 PHE C 981 161.209 145.310 138.114 1.00176.01 C -ATOM 22884 CE1 PHE C 981 162.843 147.030 136.695 1.00176.01 C -ATOM 22885 CE2 PHE C 981 162.143 146.082 138.781 1.00176.01 C -ATOM 22886 CZ PHE C 981 162.959 146.945 138.068 1.00176.01 C -ATOM 22887 N SER C 982 157.525 144.185 133.698 1.00182.98 N -ATOM 22888 CA SER C 982 157.086 143.469 132.506 1.00182.98 C -ATOM 22889 C SER C 982 156.336 144.344 131.512 1.00182.98 C -ATOM 22890 O SER C 982 156.398 144.080 130.307 1.00182.98 O -ATOM 22891 CB SER C 982 156.198 142.283 132.897 1.00182.98 C -ATOM 22892 OG SER C 982 154.916 142.720 133.314 1.00182.98 O -ATOM 22893 N ARG C 983 155.631 145.377 131.976 1.00181.01 N -ATOM 22894 CA ARG C 983 154.838 146.233 131.104 1.00181.01 C -ATOM 22895 C ARG C 983 155.551 147.518 130.702 1.00181.01 C -ATOM 22896 O ARG C 983 154.968 148.326 129.973 1.00181.01 O -ATOM 22897 CB ARG C 983 153.509 146.585 131.782 1.00181.01 C -ATOM 22898 CG ARG C 983 152.621 145.393 132.113 1.00181.01 C -ATOM 22899 CD ARG C 983 151.161 145.811 132.233 1.00181.01 C -ATOM 22900 NE ARG C 983 150.894 146.514 133.484 1.00181.01 N -ATOM 22901 CZ ARG C 983 150.741 147.828 133.592 1.00181.01 C -ATOM 22902 NH1 ARG C 983 150.821 148.622 132.537 1.00181.01 N1+ -ATOM 22903 NH2 ARG C 983 150.503 148.357 134.788 1.00181.01 N -ATOM 22904 N LEU C 984 156.788 147.732 131.148 1.00184.33 N -ATOM 22905 CA LEU C 984 157.479 148.988 130.900 1.00184.33 C -ATOM 22906 C LEU C 984 158.955 148.715 130.646 1.00184.33 C -ATOM 22907 O LEU C 984 159.518 147.741 131.153 1.00184.33 O -ATOM 22908 CB LEU C 984 157.301 149.953 132.087 1.00184.33 C -ATOM 22909 CG LEU C 984 157.725 151.418 131.959 1.00184.33 C -ATOM 22910 CD1 LEU C 984 156.906 152.108 130.881 1.00184.33 C -ATOM 22911 CD2 LEU C 984 157.583 152.141 133.290 1.00184.33 C -ATOM 22912 N ASP C 985 159.575 149.582 129.848 1.00189.63 N -ATOM 22913 CA ASP C 985 161.000 149.478 129.580 1.00189.63 C -ATOM 22914 C ASP C 985 161.813 149.885 130.807 1.00189.63 C -ATOM 22915 O ASP C 985 161.329 150.573 131.713 1.00189.63 O -ATOM 22916 CB ASP C 985 161.389 150.342 128.382 1.00189.63 C -ATOM 22917 CG ASP C 985 160.849 151.751 128.486 1.00189.63 C -ATOM 22918 OD1 ASP C 985 159.850 151.942 129.207 1.00189.63 O -ATOM 22919 OD2 ASP C 985 161.418 152.663 127.850 1.00189.63 O1- -ATOM 22920 N LYS C 986 163.080 149.461 130.807 1.00188.07 N -ATOM 22921 CA LYS C 986 163.918 149.555 131.998 1.00188.07 C -ATOM 22922 C LYS C 986 164.308 150.992 132.329 1.00188.07 C -ATOM 22923 O LYS C 986 164.389 151.346 133.511 1.00188.07 O -ATOM 22924 CB LYS C 986 165.170 148.696 131.815 1.00188.07 C -ATOM 22925 CG LYS C 986 164.879 147.248 131.451 1.00188.07 C -ATOM 22926 CD LYS C 986 166.155 146.484 131.133 1.00188.07 C -ATOM 22927 CE LYS C 986 165.847 145.153 130.464 1.00188.07 C -ATOM 22928 NZ LYS C 986 167.076 144.463 129.984 1.00188.07 N1+ -ATOM 22929 N VAL C 987 164.513 151.840 131.314 1.00189.10 N -ATOM 22930 CA VAL C 987 165.148 153.141 131.530 1.00189.10 C -ATOM 22931 C VAL C 987 164.261 154.169 132.222 1.00189.10 C -ATOM 22932 O VAL C 987 164.775 155.207 132.657 1.00189.10 O -ATOM 22933 CB VAL C 987 165.683 153.697 130.197 1.00189.10 C -ATOM 22934 CG1 VAL C 987 166.821 152.826 129.688 1.00189.10 C -ATOM 22935 CG2 VAL C 987 164.585 153.754 129.160 1.00189.10 C -ATOM 22936 N GLU C 988 162.949 153.929 132.343 1.00185.09 N -ATOM 22937 CA GLU C 988 162.148 154.652 133.326 1.00185.09 C -ATOM 22938 C GLU C 988 161.347 153.731 134.239 1.00185.09 C -ATOM 22939 O GLU C 988 160.741 154.215 135.209 1.00185.09 O -ATOM 22940 CB GLU C 988 161.207 155.680 132.665 1.00185.09 C -ATOM 22941 CG GLU C 988 160.039 155.157 131.833 1.00185.09 C -ATOM 22942 CD GLU C 988 160.409 154.851 130.394 1.00185.09 C -ATOM 22943 OE1 GLU C 988 161.609 154.747 130.084 1.00185.09 O -ATOM 22944 OE2 GLU C 988 159.487 154.761 129.557 1.00185.09 O1- -ATOM 22945 N ALA C 989 161.360 152.416 133.988 1.00174.09 N -ATOM 22946 CA ALA C 989 160.921 151.469 135.005 1.00174.09 C -ATOM 22947 C ALA C 989 161.804 151.548 136.243 1.00174.09 C -ATOM 22948 O ALA C 989 161.315 151.366 137.363 1.00174.09 O -ATOM 22949 CB ALA C 989 160.918 150.050 134.438 1.00174.09 C -ATOM 22950 N GLU C 990 163.096 151.845 136.057 1.00163.04 N -ATOM 22951 CA GLU C 990 163.985 152.102 137.185 1.00163.04 C -ATOM 22952 C GLU C 990 163.551 153.337 137.967 1.00163.04 C -ATOM 22953 O GLU C 990 163.659 153.365 139.195 1.00163.04 O -ATOM 22954 CB GLU C 990 165.423 152.261 136.691 1.00163.04 C -ATOM 22955 CG GLU C 990 166.127 150.948 136.397 1.00163.04 C -ATOM 22956 CD GLU C 990 167.256 151.105 135.398 1.00163.04 C -ATOM 22957 OE1 GLU C 990 167.460 152.233 134.902 1.00163.04 O -ATOM 22958 OE2 GLU C 990 167.938 150.100 135.107 1.00163.04 O1- -ATOM 22959 N VAL C 991 163.028 154.354 137.276 1.00148.21 N -ATOM 22960 CA VAL C 991 162.545 155.556 137.956 1.00148.21 C -ATOM 22961 C VAL C 991 161.269 155.262 138.743 1.00148.21 C -ATOM 22962 O VAL C 991 161.083 155.762 139.862 1.00148.21 O -ATOM 22963 CB VAL C 991 162.339 156.692 136.937 1.00148.21 C -ATOM 22964 CG1 VAL C 991 162.041 158.006 137.644 1.00148.21 C -ATOM 22965 CG2 VAL C 991 163.567 156.834 136.053 1.00148.21 C -ATOM 22966 N GLN C 992 160.371 154.450 138.171 1.00135.42 N -ATOM 22967 CA GLN C 992 159.155 154.062 138.892 1.00135.42 C -ATOM 22968 C GLN C 992 159.477 153.217 140.127 1.00135.42 C -ATOM 22969 O GLN C 992 158.896 153.418 141.207 1.00135.42 O -ATOM 22970 CB GLN C 992 158.210 153.306 137.959 1.00135.42 C -ATOM 22971 CG GLN C 992 157.793 154.091 136.726 1.00135.42 C -ATOM 22972 CD GLN C 992 156.515 154.877 136.937 1.00135.42 C -ATOM 22973 OE1 GLN C 992 155.502 154.333 137.373 1.00135.42 O -ATOM 22974 NE2 GLN C 992 156.557 156.167 136.624 1.00135.42 N -ATOM 22975 N ILE C 993 160.420 152.280 139.988 1.00126.62 N -ATOM 22976 CA ILE C 993 160.876 151.481 141.121 1.00126.62 C -ATOM 22977 C ILE C 993 161.594 152.358 142.145 1.00126.62 C -ATOM 22978 O ILE C 993 161.484 152.125 143.353 1.00126.62 O -ATOM 22979 CB ILE C 993 161.744 150.314 140.599 1.00126.62 C -ATOM 22980 CG1 ILE C 993 160.875 149.312 139.831 1.00126.62 C -ATOM 22981 CG2 ILE C 993 162.468 149.569 141.713 1.00126.62 C -ATOM 22982 CD1 ILE C 993 159.593 148.912 140.533 1.00126.62 C -ATOM 22983 N ASP C 994 162.290 153.406 141.688 1.00107.26 N -ATOM 22984 CA ASP C 994 162.911 154.370 142.593 1.00107.26 C -ATOM 22985 C ASP C 994 161.865 155.127 143.406 1.00107.26 C -ATOM 22986 O ASP C 994 162.065 155.377 144.601 1.00107.26 O -ATOM 22987 CB ASP C 994 163.773 155.343 141.786 1.00107.26 C -ATOM 22988 CG ASP C 994 164.777 156.090 142.641 1.00107.26 C -ATOM 22989 OD1 ASP C 994 164.876 155.798 143.849 1.00107.26 O -ATOM 22990 OD2 ASP C 994 165.468 156.978 142.099 1.00107.26 O1- -ATOM 22991 N ARG C 995 160.744 155.490 142.771 1.00101.89 N -ATOM 22992 CA ARG C 995 159.636 156.126 143.485 1.00101.89 C -ATOM 22993 C ARG C 995 159.057 155.201 144.554 1.00101.89 C -ATOM 22994 O ARG C 995 158.812 155.623 145.695 1.00101.89 O -ATOM 22995 CB ARG C 995 158.542 156.535 142.498 1.00101.89 C -ATOM 22996 CG ARG C 995 158.734 157.889 141.837 1.00101.89 C -ATOM 22997 CD ARG C 995 157.508 158.248 141.008 1.00101.89 C -ATOM 22998 NE ARG C 995 157.608 159.570 140.400 1.00101.89 N -ATOM 22999 CZ ARG C 995 156.716 160.073 139.557 1.00101.89 C -ATOM 23000 NH1 ARG C 995 155.642 159.389 139.198 1.00101.89 N1+ -ATOM 23001 NH2 ARG C 995 156.907 161.293 139.062 1.00101.89 N -ATOM 23002 N LEU C 996 158.850 153.926 144.198 1.00 84.49 N -ATOM 23003 CA LEU C 996 158.326 152.951 145.160 1.00 84.49 C -ATOM 23004 C LEU C 996 159.299 152.711 146.314 1.00 84.49 C -ATOM 23005 O LEU C 996 158.880 152.602 147.477 1.00 84.49 O -ATOM 23006 CB LEU C 996 158.011 151.634 144.451 1.00 84.49 C -ATOM 23007 CG LEU C 996 156.653 151.526 143.757 1.00 84.49 C -ATOM 23008 CD1 LEU C 996 156.469 150.137 143.171 1.00 84.49 C -ATOM 23009 CD2 LEU C 996 155.534 151.848 144.728 1.00 84.49 C -ATOM 23010 N ILE C 997 160.598 152.638 146.005 1.00 79.97 N -ATOM 23011 CA ILE C 997 161.637 152.432 147.011 1.00 79.97 C -ATOM 23012 C ILE C 997 161.693 153.613 147.972 1.00 79.97 C -ATOM 23013 O ILE C 997 161.785 153.431 149.194 1.00 79.97 O -ATOM 23014 CB ILE C 997 162.992 152.187 146.314 1.00 79.97 C -ATOM 23015 CG1 ILE C 997 163.107 150.736 145.848 1.00 79.97 C -ATOM 23016 CG2 ILE C 997 164.177 152.538 147.208 1.00 79.97 C -ATOM 23017 CD1 ILE C 997 164.311 150.486 144.968 1.00 79.97 C -ATOM 23018 N THR C 998 161.609 154.838 147.436 1.00 72.17 N -ATOM 23019 CA THR C 998 161.628 156.037 148.269 1.00 72.17 C -ATOM 23020 C THR C 998 160.410 156.103 149.185 1.00 72.17 C -ATOM 23021 O THR C 998 160.541 156.434 150.373 1.00 72.17 O -ATOM 23022 CB THR C 998 161.705 157.281 147.384 1.00 72.17 C -ATOM 23023 OG1 THR C 998 162.787 157.139 146.456 1.00 72.17 O -ATOM 23024 CG2 THR C 998 161.938 158.527 148.223 1.00 72.17 C -ATOM 23025 N GLY C 999 159.229 155.750 148.665 1.00 64.59 N -ATOM 23026 CA GLY C 999 158.034 155.740 149.501 1.00 64.59 C -ATOM 23027 C GLY C 999 158.082 154.707 150.615 1.00 64.59 C -ATOM 23028 O GLY C 999 157.742 155.006 151.769 1.00 64.59 O -ATOM 23029 N ARG C1000 158.536 153.488 150.299 1.00 57.77 N -ATOM 23030 CA ARG C1000 158.613 152.447 151.322 1.00 57.77 C -ATOM 23031 C ARG C1000 159.703 152.737 152.352 1.00 57.77 C -ATOM 23032 O ARG C1000 159.519 152.449 153.544 1.00 57.77 O -ATOM 23033 CB ARG C1000 158.824 151.086 150.660 1.00 57.77 C -ATOM 23034 CG ARG C1000 157.587 150.590 149.924 1.00 57.77 C -ATOM 23035 CD ARG C1000 157.840 149.315 149.139 1.00 57.77 C -ATOM 23036 NE ARG C1000 156.694 148.970 148.305 1.00 57.77 N -ATOM 23037 CZ ARG C1000 156.646 147.931 147.484 1.00 57.77 C -ATOM 23038 NH1 ARG C1000 157.670 147.103 147.358 1.00 57.77 N1+ -ATOM 23039 NH2 ARG C1000 155.543 147.715 146.773 1.00 57.77 N -ATOM 23040 N LEU C1001 160.819 153.337 151.924 1.00 50.06 N -ATOM 23041 CA LEU C1001 161.865 153.731 152.863 1.00 50.06 C -ATOM 23042 C LEU C1001 161.398 154.856 153.780 1.00 50.06 C -ATOM 23043 O LEU C1001 161.746 154.876 154.968 1.00 50.06 O -ATOM 23044 CB LEU C1001 163.121 154.144 152.096 1.00 50.06 C -ATOM 23045 CG LEU C1001 164.385 154.404 152.915 1.00 50.06 C -ATOM 23046 CD1 LEU C1001 164.826 153.142 153.636 1.00 50.06 C -ATOM 23047 CD2 LEU C1001 165.495 154.927 152.020 1.00 50.06 C -ATOM 23048 N GLN C1002 160.604 155.794 153.249 1.00 53.26 N -ATOM 23049 CA GLN C1002 160.036 156.853 154.081 1.00 53.26 C -ATOM 23050 C GLN C1002 159.065 156.290 155.114 1.00 53.26 C -ATOM 23051 O GLN C1002 159.053 156.735 156.272 1.00 53.26 O -ATOM 23052 CB GLN C1002 159.341 157.889 153.197 1.00 53.26 C -ATOM 23053 CG GLN C1002 158.823 159.105 153.943 1.00 53.26 C -ATOM 23054 CD GLN C1002 159.906 160.133 154.205 1.00 53.26 C -ATOM 23055 OE1 GLN C1002 160.992 160.068 153.631 1.00 53.26 O -ATOM 23056 NE2 GLN C1002 159.613 161.092 155.076 1.00 53.26 N -ATOM 23057 N SER C1003 158.254 155.302 154.713 1.00 43.05 N -ATOM 23058 CA SER C1003 157.347 154.647 155.657 1.00 43.05 C -ATOM 23059 C SER C1003 158.110 153.916 156.760 1.00 43.05 C -ATOM 23060 O SER C1003 157.737 153.992 157.943 1.00 43.05 O -ATOM 23061 CB SER C1003 156.431 153.678 154.910 1.00 43.05 C -ATOM 23062 OG SER C1003 155.517 153.058 155.796 1.00 43.05 O -ATOM 23063 N LEU C1004 159.192 153.220 156.390 1.00 36.11 N -ATOM 23064 CA LEU C1004 160.020 152.528 157.377 1.00 36.11 C -ATOM 23065 C LEU C1004 160.687 153.504 158.342 1.00 36.11 C -ATOM 23066 O LEU C1004 160.757 153.242 159.551 1.00 36.11 O -ATOM 23067 CB LEU C1004 161.071 151.677 156.666 1.00 36.11 C -ATOM 23068 CG LEU C1004 161.486 150.375 157.350 1.00 36.11 C -ATOM 23069 CD1 LEU C1004 160.269 149.555 157.729 1.00 36.11 C -ATOM 23070 CD2 LEU C1004 162.406 149.579 156.443 1.00 36.11 C -ATOM 23071 N GLN C1005 161.172 154.639 157.826 1.00 44.81 N -ATOM 23072 CA GLN C1005 161.797 155.655 158.671 1.00 44.81 C -ATOM 23073 C GLN C1005 160.799 156.268 159.649 1.00 44.81 C -ATOM 23074 O GLN C1005 161.136 156.509 160.818 1.00 44.81 O -ATOM 23075 CB GLN C1005 162.427 156.737 157.795 1.00 44.81 C -ATOM 23076 CG GLN C1005 163.149 157.828 158.562 1.00 44.81 C -ATOM 23077 CD GLN C1005 164.355 157.308 159.314 1.00 44.81 C -ATOM 23078 OE1 GLN C1005 165.247 156.693 158.731 1.00 44.81 O -ATOM 23079 NE2 GLN C1005 164.388 157.551 160.619 1.00 44.81 N -ATOM 23080 N THR C1006 159.567 156.520 159.187 1.00 36.41 N -ATOM 23081 CA THR C1006 158.524 157.044 160.068 1.00 36.41 C -ATOM 23082 C THR C1006 158.182 156.052 161.178 1.00 36.41 C -ATOM 23083 O THR C1006 158.022 156.444 162.347 1.00 36.41 O -ATOM 23084 CB THR C1006 157.279 157.386 159.246 1.00 36.41 C -ATOM 23085 OG1 THR C1006 157.638 158.288 158.193 1.00 36.41 O -ATOM 23086 CG2 THR C1006 156.218 158.044 160.114 1.00 36.41 C -ATOM 23087 N TYR C1007 158.100 154.759 160.832 1.00 28.36 N -ATOM 23088 CA TYR C1007 157.837 153.726 161.834 1.00 28.36 C -ATOM 23089 C TYR C1007 158.957 153.642 162.868 1.00 28.36 C -ATOM 23090 O TYR C1007 158.690 153.517 164.071 1.00 28.36 O -ATOM 23091 CB TYR C1007 157.648 152.373 161.152 1.00 28.36 C -ATOM 23092 CG TYR C1007 157.654 151.198 162.103 1.00 28.36 C -ATOM 23093 CD1 TYR C1007 156.606 150.996 162.992 1.00 28.36 C -ATOM 23094 CD2 TYR C1007 158.713 150.297 162.121 1.00 28.36 C -ATOM 23095 CE1 TYR C1007 156.604 149.922 163.863 1.00 28.36 C -ATOM 23096 CE2 TYR C1007 158.721 149.222 162.989 1.00 28.36 C -ATOM 23097 CZ TYR C1007 157.666 149.041 163.858 1.00 28.36 C -ATOM 23098 OH TYR C1007 157.671 147.974 164.725 1.00 28.36 O -ATOM 23099 N VAL C1008 160.214 153.728 162.416 1.00 24.60 N -ATOM 23100 CA VAL C1008 161.358 153.653 163.326 1.00 24.60 C -ATOM 23101 C VAL C1008 161.395 154.861 164.264 1.00 24.60 C -ATOM 23102 O VAL C1008 161.666 154.720 165.465 1.00 24.60 O -ATOM 23103 CB VAL C1008 162.660 153.496 162.513 1.00 24.60 C -ATOM 23104 CG1 VAL C1008 163.897 153.753 163.360 1.00 24.60 C -ATOM 23105 CG2 VAL C1008 162.735 152.100 161.921 1.00 24.60 C -ATOM 23106 N THR C1009 161.082 156.056 163.745 1.00 32.15 N -ATOM 23107 CA THR C1009 161.068 157.258 164.582 1.00 32.15 C -ATOM 23108 C THR C1009 159.963 157.201 165.639 1.00 32.15 C -ATOM 23109 O THR C1009 160.190 157.556 166.811 1.00 32.15 O -ATOM 23110 CB THR C1009 160.914 158.497 163.699 1.00 32.15 C -ATOM 23111 OG1 THR C1009 161.979 158.534 162.742 1.00 32.15 O -ATOM 23112 CG2 THR C1009 160.964 159.769 164.529 1.00 32.15 C -ATOM 23113 N GLN C1010 158.769 156.729 165.250 1.00 42.28 N -ATOM 23114 CA GLN C1010 157.683 156.584 166.218 1.00 42.28 C -ATOM 23115 C GLN C1010 158.008 155.531 167.273 1.00 42.28 C -ATOM 23116 O GLN C1010 157.678 155.708 168.455 1.00 42.28 O -ATOM 23117 CB GLN C1010 156.378 156.243 165.501 1.00 42.28 C -ATOM 23118 CG GLN C1010 155.621 157.460 165.003 1.00 42.28 C -ATOM 23119 CD GLN C1010 154.294 157.100 164.368 1.00 42.28 C -ATOM 23120 OE1 GLN C1010 153.899 155.935 164.345 1.00 42.28 O -ATOM 23121 NE2 GLN C1010 153.598 158.103 163.845 1.00 42.28 N -ATOM 23122 N GLN C1011 158.677 154.443 166.869 1.00 36.33 N -ATOM 23123 CA GLN C1011 159.113 153.435 167.831 1.00 36.33 C -ATOM 23124 C GLN C1011 160.153 153.988 168.798 1.00 36.33 C -ATOM 23125 O GLN C1011 160.148 153.631 169.979 1.00 36.33 O -ATOM 23126 CB GLN C1011 159.664 152.209 167.105 1.00 36.33 C -ATOM 23127 CG GLN C1011 158.602 151.291 166.532 1.00 36.33 C -ATOM 23128 CD GLN C1011 157.574 150.864 167.561 1.00 36.33 C -ATOM 23129 OE1 GLN C1011 156.461 151.390 167.601 1.00 36.33 O -ATOM 23130 NE2 GLN C1011 157.941 149.903 168.400 1.00 36.33 N -ATOM 23131 N LEU C1012 161.047 154.861 168.317 1.00 26.21 N -ATOM 23132 CA LEU C1012 162.045 155.478 169.194 1.00 26.21 C -ATOM 23133 C LEU C1012 161.397 156.372 170.246 1.00 26.21 C -ATOM 23134 O LEU C1012 161.761 156.316 171.432 1.00 26.21 O -ATOM 23135 CB LEU C1012 163.045 156.283 168.365 1.00 26.21 C -ATOM 23136 CG LEU C1012 164.188 155.531 167.686 1.00 26.21 C -ATOM 23137 CD1 LEU C1012 164.863 156.418 166.656 1.00 26.21 C -ATOM 23138 CD2 LEU C1012 165.193 155.058 168.717 1.00 26.21 C -ATOM 23139 N ILE C1013 160.423 157.191 169.832 1.00 36.45 N -ATOM 23140 CA ILE C1013 159.739 158.078 170.776 1.00 36.45 C -ATOM 23141 C ILE C1013 158.927 157.272 171.793 1.00 36.45 C -ATOM 23142 O ILE C1013 158.953 157.556 173.006 1.00 36.45 O -ATOM 23143 CB ILE C1013 158.863 159.086 170.008 1.00 36.45 C -ATOM 23144 CG1 ILE C1013 159.740 159.989 169.140 1.00 36.45 C -ATOM 23145 CG2 ILE C1013 158.042 159.937 170.961 1.00 36.45 C -ATOM 23146 CD1 ILE C1013 158.962 160.831 168.158 1.00 36.45 C -ATOM 23147 N ARG C1014 158.228 156.231 171.322 1.00 39.56 N -ATOM 23148 CA ARG C1014 157.455 155.377 172.218 1.00 39.56 C -ATOM 23149 C ARG C1014 158.357 154.609 173.179 1.00 39.56 C -ATOM 23150 O ARG C1014 157.998 154.406 174.345 1.00 39.56 O -ATOM 23151 CB ARG C1014 156.593 154.419 171.399 1.00 39.56 C -ATOM 23152 CG ARG C1014 155.287 154.037 172.061 1.00 39.56 C -ATOM 23153 CD ARG C1014 154.307 153.492 171.037 1.00 39.56 C -ATOM 23154 NE ARG C1014 153.700 154.562 170.253 1.00 39.56 N -ATOM 23155 CZ ARG C1014 153.264 154.425 169.009 1.00 39.56 C -ATOM 23156 NH1 ARG C1014 153.356 153.273 168.367 1.00 39.56 N1+ -ATOM 23157 NH2 ARG C1014 152.722 155.472 168.393 1.00 39.56 N -ATOM 23158 N ALA C1015 159.542 154.197 172.714 1.00 37.83 N -ATOM 23159 CA ALA C1015 160.499 153.514 173.578 1.00 37.83 C -ATOM 23160 C ALA C1015 161.036 154.440 174.659 1.00 37.83 C -ATOM 23161 O ALA C1015 161.252 154.005 175.795 1.00 37.83 O -ATOM 23162 CB ALA C1015 161.646 152.947 172.745 1.00 37.83 C -ATOM 23163 N ALA C1016 161.256 155.718 174.325 1.00 41.53 N -ATOM 23164 CA ALA C1016 161.679 156.684 175.340 1.00 41.53 C -ATOM 23165 C ALA C1016 160.602 156.889 176.404 1.00 41.53 C -ATOM 23166 O ALA C1016 160.906 156.945 177.607 1.00 41.53 O -ATOM 23167 CB ALA C1016 162.039 158.014 174.680 1.00 41.53 C -ATOM 23168 N GLU C1017 159.336 156.981 175.978 1.00 45.75 N -ATOM 23169 CA GLU C1017 158.235 157.134 176.934 1.00 45.75 C -ATOM 23170 C GLU C1017 158.082 155.901 177.829 1.00 45.75 C -ATOM 23171 O GLU C1017 157.888 156.026 179.051 1.00 45.75 O -ATOM 23172 CB GLU C1017 156.939 157.428 176.178 1.00 45.75 C -ATOM 23173 CG GLU C1017 155.662 157.232 176.976 1.00 45.75 C -ATOM 23174 CD GLU C1017 154.420 157.335 176.113 1.00 45.75 C -ATOM 23175 OE1 GLU C1017 154.350 158.263 175.279 1.00 45.75 O -ATOM 23176 OE2 GLU C1017 153.514 156.489 176.267 1.00 45.75 O1- -ATOM 23177 N ILE C1018 158.204 154.705 177.243 1.00 38.05 N -ATOM 23178 CA ILE C1018 158.108 153.463 178.007 1.00 38.05 C -ATOM 23179 C ILE C1018 159.289 153.323 178.969 1.00 38.05 C -ATOM 23180 O ILE C1018 159.131 152.833 180.094 1.00 38.05 O -ATOM 23181 CB ILE C1018 157.977 152.270 177.035 1.00 38.05 C -ATOM 23182 CG1 ILE C1018 156.596 152.279 176.379 1.00 38.05 C -ATOM 23183 CG2 ILE C1018 158.176 150.926 177.717 1.00 38.05 C -ATOM 23184 CD1 ILE C1018 155.451 152.205 177.363 1.00 38.05 C -ATOM 23185 N ARG C1019 160.477 153.791 178.565 1.00 42.61 N -ATOM 23186 CA ARG C1019 161.635 153.777 179.458 1.00 42.61 C -ATOM 23187 C ARG C1019 161.440 154.709 180.650 1.00 42.61 C -ATOM 23188 O ARG C1019 161.828 154.369 181.777 1.00 42.61 O -ATOM 23189 CB ARG C1019 162.898 154.164 178.688 1.00 42.61 C -ATOM 23190 CG ARG C1019 164.173 154.062 179.509 1.00 42.61 C -ATOM 23191 CD ARG C1019 165.388 154.454 178.695 1.00 42.61 C -ATOM 23192 NE ARG C1019 165.226 155.773 178.099 1.00 42.61 N -ATOM 23193 CZ ARG C1019 165.708 156.123 176.915 1.00 42.61 C -ATOM 23194 NH1 ARG C1019 166.406 155.278 176.176 1.00 42.61 N1+ -ATOM 23195 NH2 ARG C1019 165.485 157.353 176.461 1.00 42.61 N -ATOM 23196 N ALA C1020 160.843 155.885 180.421 1.00 39.63 N -ATOM 23197 CA ALA C1020 160.530 156.786 181.532 1.00 39.63 C -ATOM 23198 C ALA C1020 159.521 156.162 182.494 1.00 39.63 C -ATOM 23199 O ALA C1020 159.678 156.252 183.723 1.00 39.63 O -ATOM 23200 CB ALA C1020 160.004 158.117 180.996 1.00 39.63 C -ATOM 23201 N SER C1021 158.497 155.494 181.949 1.00 32.91 N -ATOM 23202 CA SER C1021 157.524 154.803 182.796 1.00 32.91 C -ATOM 23203 C SER C1021 158.153 153.643 183.564 1.00 32.91 C -ATOM 23204 O SER C1021 157.789 153.398 184.720 1.00 32.91 O -ATOM 23205 CB SER C1021 156.353 154.303 181.953 1.00 32.91 C -ATOM 23206 OG SER C1021 155.441 153.564 182.745 1.00 32.91 O -ATOM 23207 N ALA C1022 159.109 152.939 182.953 1.00 28.86 N -ATOM 23208 CA ALA C1022 159.781 151.835 183.634 1.00 28.86 C -ATOM 23209 C ALA C1022 160.693 152.335 184.745 1.00 28.86 C -ATOM 23210 O ALA C1022 160.825 151.681 185.787 1.00 28.86 O -ATOM 23211 CB ALA C1022 160.575 151.003 182.629 1.00 28.86 C -ATOM 23212 N ASN C1023 161.339 153.488 184.536 1.00 34.46 N -ATOM 23213 CA ASN C1023 162.144 154.093 185.595 1.00 34.46 C -ATOM 23214 C ASN C1023 161.274 154.518 186.773 1.00 34.46 C -ATOM 23215 O ASN C1023 161.652 154.319 187.937 1.00 34.46 O -ATOM 23216 CB ASN C1023 162.924 155.287 185.047 1.00 34.46 C -ATOM 23217 CG ASN C1023 164.184 154.871 184.320 1.00 34.46 C -ATOM 23218 OD1 ASN C1023 164.449 153.683 184.147 1.00 34.46 O -ATOM 23219 ND2 ASN C1023 164.973 155.850 183.896 1.00 34.46 N -ATOM 23220 N LEU C1024 160.095 155.084 186.485 1.00 29.93 N -ATOM 23221 CA LEU C1024 159.150 155.423 187.550 1.00 29.93 C -ATOM 23222 C LEU C1024 158.652 154.176 188.282 1.00 29.93 C -ATOM 23223 O LEU C1024 158.487 154.193 189.510 1.00 29.93 O -ATOM 23224 CB LEU C1024 157.976 156.212 186.970 1.00 29.93 C -ATOM 23225 CG LEU C1024 156.771 156.497 187.869 1.00 29.93 C -ATOM 23226 CD1 LEU C1024 157.167 157.358 189.058 1.00 29.93 C -ATOM 23227 CD2 LEU C1024 155.662 157.156 187.069 1.00 29.93 C -ATOM 23228 N ALA C1025 158.417 153.085 187.545 1.00 29.55 N -ATOM 23229 CA ALA C1025 157.965 151.839 188.162 1.00 29.55 C -ATOM 23230 C ALA C1025 159.036 151.231 189.059 1.00 29.55 C -ATOM 23231 O ALA C1025 158.727 150.729 190.147 1.00 29.55 O -ATOM 23232 CB ALA C1025 157.545 150.843 187.083 1.00 29.55 C -ATOM 23233 N ALA C1026 160.299 151.271 188.623 1.00 28.82 N -ATOM 23234 CA ALA C1026 161.395 150.783 189.456 1.00 28.82 C -ATOM 23235 C ALA C1026 161.576 151.648 190.698 1.00 28.82 C -ATOM 23236 O ALA C1026 161.871 151.129 191.783 1.00 28.82 O -ATOM 23237 CB ALA C1026 162.689 150.728 188.646 1.00 28.82 C -ATOM 23238 N THR C1027 161.387 152.967 190.557 1.00 32.24 N -ATOM 23239 CA THR C1027 161.458 153.867 191.707 1.00 32.24 C -ATOM 23240 C THR C1027 160.358 153.571 192.726 1.00 32.24 C -ATOM 23241 O THR C1027 160.630 153.491 193.932 1.00 32.24 O -ATOM 23242 CB THR C1027 161.383 155.320 191.230 1.00 32.24 C -ATOM 23243 OG1 THR C1027 162.496 155.597 190.372 1.00 32.24 O -ATOM 23244 CG2 THR C1027 161.418 156.286 192.402 1.00 32.24 C -ATOM 23245 N LYS C1028 159.116 153.373 192.256 1.00 29.69 N -ATOM 23246 CA LYS C1028 158.023 153.027 193.168 1.00 29.69 C -ATOM 23247 C LYS C1028 158.231 151.668 193.821 1.00 29.69 C -ATOM 23248 O LYS C1028 157.925 151.502 195.006 1.00 29.69 O -ATOM 23249 CB LYS C1028 156.664 153.054 192.464 1.00 29.69 C -ATOM 23250 CG LYS C1028 156.186 154.417 192.020 1.00 29.69 C -ATOM 23251 CD LYS C1028 154.808 154.323 191.396 1.00 29.69 C -ATOM 23252 CE LYS C1028 154.345 155.668 190.880 1.00 29.69 C -ATOM 23253 NZ LYS C1028 154.104 156.618 192.001 1.00 29.69 N1+ -ATOM 23254 N MET C1029 158.748 150.690 193.068 1.00 31.78 N -ATOM 23255 CA MET C1029 159.020 149.371 193.636 1.00 31.78 C -ATOM 23256 C MET C1029 160.073 149.447 194.736 1.00 31.78 C -ATOM 23257 O MET C1029 159.872 148.914 195.834 1.00 31.78 O -ATOM 23258 CB MET C1029 159.458 148.406 192.534 1.00 31.78 C -ATOM 23259 CG MET C1029 160.019 147.088 193.047 1.00 31.78 C -ATOM 23260 SD MET C1029 158.775 145.806 193.285 1.00 31.78 S -ATOM 23261 CE MET C1029 158.623 145.159 191.624 1.00 31.78 C -ATOM 23262 N SER C1030 161.169 150.172 194.479 1.00 32.60 N -ATOM 23263 CA SER C1030 162.251 150.273 195.454 1.00 32.60 C -ATOM 23264 C SER C1030 161.836 151.066 196.688 1.00 32.60 C -ATOM 23265 O SER C1030 162.231 150.723 197.808 1.00 32.60 O -ATOM 23266 CB SER C1030 163.482 150.910 194.810 1.00 32.60 C -ATOM 23267 OG SER C1030 163.970 150.121 193.741 1.00 32.60 O -ATOM 23268 N GLU C1031 161.046 152.124 196.515 1.00 30.69 N -ATOM 23269 CA GLU C1031 160.704 152.993 197.632 1.00 30.69 C -ATOM 23270 C GLU C1031 159.381 152.646 198.303 1.00 30.69 C -ATOM 23271 O GLU C1031 159.028 153.288 199.296 1.00 30.69 O -ATOM 23272 CB GLU C1031 160.684 154.451 197.170 1.00 30.69 C -ATOM 23273 CG GLU C1031 162.003 154.905 196.577 1.00 30.69 C -ATOM 23274 CD GLU C1031 162.085 156.402 196.412 1.00 30.69 C -ATOM 23275 OE1 GLU C1031 161.480 157.126 197.229 1.00 30.69 O -ATOM 23276 OE2 GLU C1031 162.755 156.855 195.462 1.00 30.69 O1- -ATOM 23277 N CYS C1032 158.640 151.664 197.800 1.00 32.75 N -ATOM 23278 CA CYS C1032 157.406 151.309 198.490 1.00 32.75 C -ATOM 23279 C CYS C1032 157.287 149.823 198.791 1.00 32.75 C -ATOM 23280 O CYS C1032 156.739 149.462 199.834 1.00 32.75 O -ATOM 23281 CB CYS C1032 156.200 151.778 197.665 1.00 32.75 C -ATOM 23282 SG CYS C1032 155.940 153.562 197.732 1.00 32.75 S -ATOM 23283 N VAL C1033 157.767 148.950 197.904 1.00 19.58 N -ATOM 23284 CA VAL C1033 157.727 147.526 198.210 1.00 19.58 C -ATOM 23285 C VAL C1033 158.850 147.155 199.170 1.00 19.58 C -ATOM 23286 O VAL C1033 158.637 146.424 200.143 1.00 19.58 O -ATOM 23287 CB VAL C1033 157.786 146.707 196.910 1.00 19.58 C -ATOM 23288 CG1 VAL C1033 157.725 145.220 197.211 1.00 19.58 C -ATOM 23289 CG2 VAL C1033 156.647 147.111 195.996 1.00 19.58 C -ATOM 23290 N LEU C1034 160.050 147.673 198.927 1.00 38.72 N -ATOM 23291 CA LEU C1034 161.220 147.353 199.732 1.00 38.72 C -ATOM 23292 C LEU C1034 161.319 148.186 201.003 1.00 38.72 C -ATOM 23293 O LEU C1034 162.207 147.926 201.822 1.00 38.72 O -ATOM 23294 CB LEU C1034 162.488 147.538 198.894 1.00 38.72 C -ATOM 23295 CG LEU C1034 163.097 146.292 198.247 1.00 38.72 C -ATOM 23296 CD1 LEU C1034 162.206 145.753 197.142 1.00 38.72 C -ATOM 23297 CD2 LEU C1034 164.475 146.612 197.698 1.00 38.72 C -ATOM 23298 N GLY C1035 160.449 149.160 201.192 1.00 40.80 N -ATOM 23299 CA GLY C1035 160.498 150.009 202.366 1.00 40.80 C -ATOM 23300 C GLY C1035 159.162 150.654 202.648 1.00 40.80 C -ATOM 23301 O GLY C1035 158.107 150.111 202.313 1.00 40.80 O -ATOM 23302 N GLN C1036 159.208 151.823 203.282 1.00 38.16 N -ATOM 23303 CA GLN C1036 158.020 152.608 203.583 1.00 38.16 C -ATOM 23304 C GLN C1036 158.249 154.041 203.127 1.00 38.16 C -ATOM 23305 O GLN C1036 159.336 154.594 203.317 1.00 38.16 O -ATOM 23306 CB GLN C1036 157.688 152.569 205.079 1.00 38.16 C -ATOM 23307 CG GLN C1036 156.319 153.124 205.430 1.00 38.16 C -ATOM 23308 CD GLN C1036 156.132 153.308 206.920 1.00 38.16 C -ATOM 23309 OE1 GLN C1036 157.101 153.380 207.674 1.00 38.16 O -ATOM 23310 NE2 GLN C1036 154.881 153.383 207.354 1.00 38.16 N -ATOM 23311 N SER C1037 157.223 154.639 202.530 1.00 43.65 N -ATOM 23312 CA SER C1037 157.340 155.945 201.895 1.00 43.65 C -ATOM 23313 C SER C1037 156.727 157.026 202.774 1.00 43.65 C -ATOM 23314 O SER C1037 155.618 156.861 203.291 1.00 43.65 O -ATOM 23315 CB SER C1037 156.659 155.940 200.527 1.00 43.65 C -ATOM 23316 OG SER C1037 156.770 157.205 199.901 1.00 43.65 O -ATOM 23317 N LYS C1038 157.455 158.129 202.939 1.00 35.67 N -ATOM 23318 CA LYS C1038 156.943 159.320 203.601 1.00 35.67 C -ATOM 23319 C LYS C1038 156.500 160.393 202.617 1.00 35.67 C -ATOM 23320 O LYS C1038 156.031 161.452 203.045 1.00 35.67 O -ATOM 23321 CB LYS C1038 158.001 159.899 204.546 1.00 35.67 C -ATOM 23322 CG LYS C1038 158.618 158.886 205.493 1.00 35.67 C -ATOM 23323 CD LYS C1038 157.733 158.660 206.707 1.00 35.67 C -ATOM 23324 CE LYS C1038 157.681 159.899 207.586 1.00 35.67 C -ATOM 23325 NZ LYS C1038 157.293 159.575 208.986 1.00 35.67 N1+ -ATOM 23326 N ARG C1039 156.637 160.149 201.316 1.00 31.37 N -ATOM 23327 CA ARG C1039 156.230 161.118 200.309 1.00 31.37 C -ATOM 23328 C ARG C1039 154.714 161.109 200.167 1.00 31.37 C -ATOM 23329 O ARG C1039 154.094 160.043 200.107 1.00 31.37 O -ATOM 23330 CB ARG C1039 156.899 160.806 198.971 1.00 31.37 C -ATOM 23331 CG ARG C1039 158.396 160.564 199.083 1.00 31.37 C -ATOM 23332 CD ARG C1039 158.987 160.027 197.789 1.00 31.37 C -ATOM 23333 NE ARG C1039 158.793 160.937 196.668 1.00 31.37 N -ATOM 23334 CZ ARG C1039 159.222 160.704 195.435 1.00 31.37 C -ATOM 23335 NH1 ARG C1039 159.871 159.594 195.128 1.00 31.37 N1+ -ATOM 23336 NH2 ARG C1039 158.994 161.608 194.487 1.00 31.37 N -ATOM 23337 N VAL C1040 154.120 162.302 200.118 1.00 33.11 N -ATOM 23338 CA VAL C1040 152.667 162.423 200.109 1.00 33.11 C -ATOM 23339 C VAL C1040 152.130 162.050 198.735 1.00 33.11 C -ATOM 23340 O VAL C1040 152.607 162.554 197.709 1.00 33.11 O -ATOM 23341 CB VAL C1040 152.248 163.844 200.510 1.00 33.11 C -ATOM 23342 CG1 VAL C1040 150.735 163.968 200.543 1.00 33.11 C -ATOM 23343 CG2 VAL C1040 152.845 164.205 201.859 1.00 33.11 C -ATOM 23344 N ASP C1041 151.156 161.130 198.717 1.00 42.23 N -ATOM 23345 CA ASP C1041 150.443 160.641 197.530 1.00 42.23 C -ATOM 23346 C ASP C1041 151.361 159.973 196.508 1.00 42.23 C -ATOM 23347 O ASP C1041 151.002 159.859 195.332 1.00 42.23 O -ATOM 23348 CB ASP C1041 149.624 161.752 196.858 1.00 42.23 C -ATOM 23349 CG ASP C1041 148.461 162.215 197.710 1.00 42.23 C -ATOM 23350 OD1 ASP C1041 148.479 161.958 198.932 1.00 42.23 O -ATOM 23351 OD2 ASP C1041 147.527 162.834 197.158 1.00 42.23 O1- -ATOM 23352 N PHE C1042 152.546 159.526 196.927 1.00 34.66 N -ATOM 23353 CA PHE C1042 153.422 158.782 196.031 1.00 34.66 C -ATOM 23354 C PHE C1042 152.931 157.354 195.839 1.00 34.66 C -ATOM 23355 O PHE C1042 152.961 156.828 194.721 1.00 34.66 O -ATOM 23356 CB PHE C1042 154.850 158.787 196.573 1.00 34.66 C -ATOM 23357 CG PHE C1042 155.856 158.170 195.646 1.00 34.66 C -ATOM 23358 CD1 PHE C1042 155.946 158.582 194.326 1.00 34.66 C -ATOM 23359 CD2 PHE C1042 156.720 157.187 196.099 1.00 34.66 C -ATOM 23360 CE1 PHE C1042 156.877 158.018 193.472 1.00 34.66 C -ATOM 23361 CE2 PHE C1042 157.653 156.620 195.251 1.00 34.66 C -ATOM 23362 CZ PHE C1042 157.732 157.038 193.938 1.00 34.66 C -ATOM 23363 N CYS C1043 152.477 156.715 196.916 1.00 46.98 N -ATOM 23364 CA CYS C1043 152.018 155.327 196.892 1.00 46.98 C -ATOM 23365 C CYS C1043 150.661 155.272 197.587 1.00 46.98 C -ATOM 23366 O CYS C1043 150.578 154.988 198.785 1.00 46.98 O -ATOM 23367 CB CYS C1043 153.037 154.412 197.559 1.00 46.98 C -ATOM 23368 SG CYS C1043 154.385 153.894 196.474 1.00 46.98 S -ATOM 23369 N GLY C1044 149.599 155.547 196.833 1.00 39.18 N -ATOM 23370 CA GLY C1044 148.252 155.505 197.368 1.00 39.18 C -ATOM 23371 C GLY C1044 147.853 156.743 198.146 1.00 39.18 C -ATOM 23372 O GLY C1044 148.697 157.397 198.765 1.00 39.18 O -ATOM 23373 N LYS C1045 146.565 157.076 198.118 1.00 45.04 N -ATOM 23374 CA LYS C1045 146.069 158.210 198.886 1.00 45.04 C -ATOM 23375 C LYS C1045 146.021 157.872 200.370 1.00 45.04 C -ATOM 23376 O LYS C1045 145.678 156.753 200.761 1.00 45.04 O -ATOM 23377 CB LYS C1045 144.682 158.621 198.397 1.00 45.04 C -ATOM 23378 CG LYS C1045 144.687 159.378 197.081 1.00 45.04 C -ATOM 23379 CD LYS C1045 143.471 160.283 196.966 1.00 45.04 C -ATOM 23380 CE LYS C1045 143.537 161.425 197.968 1.00 45.04 C -ATOM 23381 NZ LYS C1045 144.420 162.528 197.502 1.00 45.04 N1+ -ATOM 23382 N GLY C1046 146.365 158.850 201.196 1.00 47.03 N -ATOM 23383 CA GLY C1046 146.422 158.660 202.627 1.00 47.03 C -ATOM 23384 C GLY C1046 147.838 158.457 203.124 1.00 47.03 C -ATOM 23385 O GLY C1046 148.824 158.770 202.452 1.00 47.03 O -ATOM 23386 N TYR C1047 147.931 157.915 204.333 1.00 35.13 N -ATOM 23387 CA TYR C1047 149.217 157.614 204.946 1.00 35.13 C -ATOM 23388 C TYR C1047 149.627 156.205 204.544 1.00 35.13 C -ATOM 23389 O TYR C1047 148.919 155.238 204.844 1.00 35.13 O -ATOM 23390 CB TYR C1047 149.138 157.753 206.465 1.00 35.13 C -ATOM 23391 CG TYR C1047 148.710 159.129 206.913 1.00 35.13 C -ATOM 23392 CD1 TYR C1047 149.626 160.170 206.994 1.00 35.13 C -ATOM 23393 CD2 TYR C1047 147.388 159.390 207.249 1.00 35.13 C -ATOM 23394 CE1 TYR C1047 149.237 161.434 207.399 1.00 35.13 C -ATOM 23395 CE2 TYR C1047 146.989 160.649 207.655 1.00 35.13 C -ATOM 23396 CZ TYR C1047 147.918 161.666 207.729 1.00 35.13 C -ATOM 23397 OH TYR C1047 147.525 162.921 208.134 1.00 35.13 O -ATOM 23398 N HIS C1048 150.765 156.094 203.865 1.00 74.85 N -ATOM 23399 CA HIS C1048 151.188 154.829 203.286 1.00 74.85 C -ATOM 23400 C HIS C1048 151.683 153.874 204.360 1.00 74.85 C -ATOM 23401 O HIS C1048 152.431 154.261 205.261 1.00 74.85 O -ATOM 23402 CB HIS C1048 152.291 155.061 202.254 1.00 74.85 C -ATOM 23403 CG HIS C1048 152.886 153.799 201.711 1.00 74.85 C -ATOM 23404 ND1 HIS C1048 154.143 153.359 202.064 1.00 74.85 N -ATOM 23405 CD2 HIS C1048 152.397 152.883 200.844 1.00 74.85 C -ATOM 23406 CE1 HIS C1048 154.403 152.226 201.437 1.00 74.85 C -ATOM 23407 NE2 HIS C1048 153.360 151.916 200.689 1.00 74.85 N -ATOM 23408 N LEU C1049 151.265 152.613 204.253 1.00 74.85 N -ATOM 23409 CA LEU C1049 151.772 151.561 205.121 1.00 74.85 C -ATOM 23410 C LEU C1049 152.714 150.626 204.374 1.00 74.85 C -ATOM 23411 O LEU C1049 153.894 150.549 204.727 1.00 74.85 O -ATOM 23412 CB LEU C1049 150.616 150.770 205.748 1.00 74.85 C -ATOM 23413 CG LEU C1049 149.691 151.553 206.680 1.00 74.85 C -ATOM 23414 CD1 LEU C1049 148.501 150.705 207.095 1.00 74.85 C -ATOM 23415 CD2 LEU C1049 150.454 152.051 207.897 1.00 74.85 C -ATOM 23416 N MET C1050 152.242 149.946 203.325 1.00 51.22 N -ATOM 23417 CA MET C1050 153.107 149.033 202.578 1.00 51.22 C -ATOM 23418 C MET C1050 152.528 148.811 201.186 1.00 51.22 C -ATOM 23419 O MET C1050 151.546 149.443 200.792 1.00 51.22 O -ATOM 23420 CB MET C1050 153.312 147.713 203.333 1.00 51.22 C -ATOM 23421 CG MET C1050 152.083 146.864 203.521 1.00 51.22 C -ATOM 23422 SD MET C1050 152.529 145.363 204.417 1.00 51.22 S -ATOM 23423 CE MET C1050 153.449 144.451 203.184 1.00 51.22 C -ATOM 23424 N SER C1051 153.156 147.913 200.428 1.00 46.09 N -ATOM 23425 CA SER C1051 152.744 147.693 199.049 1.00 46.09 C -ATOM 23426 C SER C1051 153.046 146.263 198.622 1.00 46.09 C -ATOM 23427 O SER C1051 153.861 145.571 199.238 1.00 46.09 O -ATOM 23428 CB SER C1051 153.430 148.687 198.106 1.00 46.09 C -ATOM 23429 OG SER C1051 152.870 149.979 198.256 1.00 46.09 O -ATOM 23430 N PHE C1052 152.363 145.828 197.558 1.00 37.93 N -ATOM 23431 CA PHE C1052 152.524 144.496 196.982 1.00 37.93 C -ATOM 23432 C PHE C1052 152.748 144.602 195.478 1.00 37.93 C -ATOM 23433 O PHE C1052 152.002 145.319 194.793 1.00 37.93 O -ATOM 23434 CB PHE C1052 151.295 143.620 197.249 1.00 37.93 C -ATOM 23435 CG PHE C1052 151.026 143.387 198.696 1.00 37.93 C -ATOM 23436 CD1 PHE C1052 151.940 142.703 199.477 1.00 37.93 C -ATOM 23437 CD2 PHE C1052 149.871 143.870 199.284 1.00 37.93 C -ATOM 23438 CE1 PHE C1052 151.696 142.487 200.811 1.00 37.93 C -ATOM 23439 CE2 PHE C1052 149.624 143.666 200.626 1.00 37.93 C -ATOM 23440 CZ PHE C1052 150.540 142.981 201.391 1.00 37.93 C -ATOM 23441 N PRO C1053 153.736 143.904 194.926 1.00 38.04 N -ATOM 23442 CA PRO C1053 153.879 143.840 193.470 1.00 38.04 C -ATOM 23443 C PRO C1053 153.198 142.623 192.863 1.00 38.04 C -ATOM 23444 O PRO C1053 153.168 141.532 193.435 1.00 38.04 O -ATOM 23445 CB PRO C1053 155.400 143.762 193.285 1.00 38.04 C -ATOM 23446 CG PRO C1053 155.877 143.038 194.502 1.00 38.04 C -ATOM 23447 CD PRO C1053 154.908 143.345 195.622 1.00 38.04 C -ATOM 23448 N GLN C1054 152.627 142.834 191.678 1.00 41.18 N -ATOM 23449 CA GLN C1054 152.040 141.766 190.881 1.00 41.18 C -ATOM 23450 C GLN C1054 152.470 141.951 189.435 1.00 41.18 C -ATOM 23451 O GLN C1054 152.514 143.078 188.934 1.00 41.18 O -ATOM 23452 CB GLN C1054 150.503 141.757 190.963 1.00 41.18 C -ATOM 23453 CG GLN C1054 149.912 141.641 192.363 1.00 41.18 C -ATOM 23454 CD GLN C1054 150.111 140.272 192.978 1.00 41.18 C -ATOM 23455 OE1 GLN C1054 149.313 139.362 192.762 1.00 41.18 O -ATOM 23456 NE2 GLN C1054 151.175 140.120 193.755 1.00 41.18 N -ATOM 23457 N SER C1055 152.788 140.846 188.768 1.00 36.79 N -ATOM 23458 CA SER C1055 153.138 140.915 187.359 1.00 36.79 C -ATOM 23459 C SER C1055 151.888 141.131 186.512 1.00 36.79 C -ATOM 23460 O SER C1055 150.761 140.864 186.939 1.00 36.79 O -ATOM 23461 CB SER C1055 153.856 139.640 186.921 1.00 36.79 C -ATOM 23462 OG SER C1055 153.191 138.489 187.406 1.00 36.79 O -ATOM 23463 N ALA C1056 152.098 141.612 185.290 1.00 37.10 N -ATOM 23464 CA ALA C1056 151.010 141.870 184.361 1.00 37.10 C -ATOM 23465 C ALA C1056 151.585 141.858 182.953 1.00 37.10 C -ATOM 23466 O ALA C1056 152.789 142.094 182.776 1.00 37.10 O -ATOM 23467 CB ALA C1056 150.335 143.219 184.666 1.00 37.10 C -ATOM 23468 N PRO C1057 150.753 141.558 181.921 1.00 39.83 N -ATOM 23469 CA PRO C1057 151.250 141.604 180.537 1.00 39.83 C -ATOM 23470 C PRO C1057 151.753 142.979 180.135 1.00 39.83 C -ATOM 23471 O PRO C1057 150.979 143.939 180.043 1.00 39.83 O -ATOM 23472 CB PRO C1057 150.025 141.193 179.712 1.00 39.83 C -ATOM 23473 CG PRO C1057 149.236 140.345 180.630 1.00 39.83 C -ATOM 23474 CD PRO C1057 149.409 140.954 181.990 1.00 39.83 C -ATOM 23475 N HIS C1058 153.073 143.045 179.919 1.00 34.36 N -ATOM 23476 CA HIS C1058 153.827 144.279 179.679 1.00 34.36 C -ATOM 23477 C HIS C1058 153.629 145.301 180.798 1.00 34.36 C -ATOM 23478 O HIS C1058 153.487 146.497 180.540 1.00 34.36 O -ATOM 23479 CB HIS C1058 153.482 144.900 178.321 1.00 34.36 C -ATOM 23480 CG HIS C1058 153.593 143.950 177.171 1.00 34.36 C -ATOM 23481 ND1 HIS C1058 154.671 143.109 177.001 1.00 34.36 N -ATOM 23482 CD2 HIS C1058 152.763 143.714 176.128 1.00 34.36 C -ATOM 23483 CE1 HIS C1058 154.498 142.392 175.905 1.00 34.36 C -ATOM 23484 NE2 HIS C1058 153.348 142.740 175.357 1.00 34.36 N -ATOM 23485 N GLY C1059 153.627 144.849 182.050 1.00 37.29 N -ATOM 23486 CA GLY C1059 153.518 145.834 183.113 1.00 37.29 C -ATOM 23487 C GLY C1059 153.530 145.237 184.503 1.00 37.29 C -ATOM 23488 O GLY C1059 153.654 144.022 184.698 1.00 37.29 O -ATOM 23489 N VAL C1060 153.386 146.133 185.476 1.00 34.03 N -ATOM 23490 CA VAL C1060 153.391 145.789 186.889 1.00 34.03 C -ATOM 23491 C VAL C1060 152.205 146.482 187.553 1.00 34.03 C -ATOM 23492 O VAL C1060 151.758 147.553 187.123 1.00 34.03 O -ATOM 23493 CB VAL C1060 154.750 146.160 187.549 1.00 34.03 C -ATOM 23494 CG1 VAL C1060 154.962 147.669 187.609 1.00 34.03 C -ATOM 23495 CG2 VAL C1060 154.922 145.509 188.923 1.00 34.03 C -ATOM 23496 N VAL C1061 151.643 145.824 188.565 1.00 74.85 N -ATOM 23497 CA VAL C1061 150.494 146.336 189.300 1.00 74.85 C -ATOM 23498 C VAL C1061 150.857 146.348 190.778 1.00 74.85 C -ATOM 23499 O VAL C1061 151.209 145.308 191.345 1.00 74.85 O -ATOM 23500 CB VAL C1061 149.231 145.494 189.050 1.00 74.85 C -ATOM 23501 CG1 VAL C1061 148.167 145.775 190.100 1.00 74.85 C -ATOM 23502 CG2 VAL C1061 148.686 145.759 187.656 1.00 74.85 C -ATOM 23503 N PHE C1062 150.782 147.520 191.398 1.00 36.94 N -ATOM 23504 CA PHE C1062 151.060 147.677 192.816 1.00 36.94 C -ATOM 23505 C PHE C1062 149.751 147.772 193.584 1.00 36.94 C -ATOM 23506 O PHE C1062 148.871 148.562 193.228 1.00 36.94 O -ATOM 23507 CB PHE C1062 151.899 148.927 193.081 1.00 36.94 C -ATOM 23508 CG PHE C1062 153.279 148.872 192.502 1.00 36.94 C -ATOM 23509 CD1 PHE C1062 154.300 148.221 193.175 1.00 36.94 C -ATOM 23510 CD2 PHE C1062 153.561 149.492 191.297 1.00 36.94 C -ATOM 23511 CE1 PHE C1062 155.575 148.176 192.647 1.00 36.94 C -ATOM 23512 CE2 PHE C1062 154.833 149.453 190.766 1.00 36.94 C -ATOM 23513 CZ PHE C1062 155.841 148.793 191.440 1.00 36.94 C -ATOM 23514 N LEU C1063 149.630 146.966 194.631 1.00 74.85 N -ATOM 23515 CA LEU C1063 148.544 147.083 195.596 1.00 74.85 C -ATOM 23516 C LEU C1063 149.078 147.864 196.789 1.00 74.85 C -ATOM 23517 O LEU C1063 149.889 147.347 197.562 1.00 74.85 O -ATOM 23518 CB LEU C1063 148.024 145.712 196.020 1.00 74.85 C -ATOM 23519 CG LEU C1063 147.779 144.672 194.927 1.00 74.85 C -ATOM 23520 CD1 LEU C1063 147.247 143.395 195.541 1.00 74.85 C -ATOM 23521 CD2 LEU C1063 146.802 145.203 193.894 1.00 74.85 C -ATOM 23522 N HIS C1064 148.642 149.112 196.918 1.00 35.79 N -ATOM 23523 CA HIS C1064 149.093 149.998 197.983 1.00 35.79 C -ATOM 23524 C HIS C1064 148.156 149.875 199.175 1.00 35.79 C -ATOM 23525 O HIS C1064 146.957 150.147 199.054 1.00 35.79 O -ATOM 23526 CB HIS C1064 149.142 151.446 197.500 1.00 35.79 C -ATOM 23527 CG HIS C1064 150.129 151.687 196.403 1.00 35.79 C -ATOM 23528 ND1 HIS C1064 151.420 151.208 196.447 1.00 35.79 N -ATOM 23529 CD2 HIS C1064 150.018 152.363 195.236 1.00 35.79 C -ATOM 23530 CE1 HIS C1064 152.060 151.576 195.352 1.00 35.79 C -ATOM 23531 NE2 HIS C1064 151.232 152.278 194.600 1.00 35.79 N -ATOM 23532 N VAL C1065 148.701 149.474 200.320 1.00 43.29 N -ATOM 23533 CA VAL C1065 147.962 149.392 201.571 1.00 43.29 C -ATOM 23534 C VAL C1065 148.274 150.652 202.362 1.00 43.29 C -ATOM 23535 O VAL C1065 149.436 150.892 202.724 1.00 43.29 O -ATOM 23536 CB VAL C1065 148.343 148.133 202.363 1.00 43.29 C -ATOM 23537 CG1 VAL C1065 147.481 148.002 203.604 1.00 43.29 C -ATOM 23538 CG2 VAL C1065 148.226 146.908 201.481 1.00 43.29 C -ATOM 23539 N THR C1066 147.234 151.451 202.621 1.00 45.98 N -ATOM 23540 CA THR C1066 147.344 152.777 203.208 1.00 45.98 C -ATOM 23541 C THR C1066 146.342 152.927 204.347 1.00 45.98 C -ATOM 23542 O THR C1066 145.348 152.200 204.434 1.00 45.98 O -ATOM 23543 CB THR C1066 147.086 153.883 202.172 1.00 45.98 C -ATOM 23544 OG1 THR C1066 145.868 153.604 201.470 1.00 45.98 O -ATOM 23545 CG2 THR C1066 148.224 153.971 201.170 1.00 45.98 C -ATOM 23546 N TYR C1067 146.608 153.913 205.199 1.00 30.90 N -ATOM 23547 CA TYR C1067 145.826 154.202 206.396 1.00 30.90 C -ATOM 23548 C TYR C1067 145.102 155.526 206.179 1.00 30.90 C -ATOM 23549 O TYR C1067 145.746 156.542 205.897 1.00 30.90 O -ATOM 23550 CB TYR C1067 146.761 154.260 207.609 1.00 30.90 C -ATOM 23551 CG TYR C1067 146.187 154.769 208.916 1.00 30.90 C -ATOM 23552 CD1 TYR C1067 146.263 156.117 209.261 1.00 30.90 C -ATOM 23553 CD2 TYR C1067 145.629 153.890 209.834 1.00 30.90 C -ATOM 23554 CE1 TYR C1067 145.757 156.577 210.461 1.00 30.90 C -ATOM 23555 CE2 TYR C1067 145.131 154.341 211.040 1.00 30.90 C -ATOM 23556 CZ TYR C1067 145.192 155.685 211.346 1.00 30.90 C -ATOM 23557 OH TYR C1067 144.692 156.140 212.543 1.00 30.90 O -ATOM 23558 N VAL C1068 143.778 155.523 206.308 1.00 38.32 N -ATOM 23559 CA VAL C1068 142.967 156.706 206.051 1.00 38.32 C -ATOM 23560 C VAL C1068 142.138 157.012 207.295 1.00 38.32 C -ATOM 23561 O VAL C1068 141.369 156.160 207.746 1.00 38.32 O -ATOM 23562 CB VAL C1068 142.055 156.522 204.826 1.00 38.32 C -ATOM 23563 CG1 VAL C1068 141.034 157.646 204.744 1.00 38.32 C -ATOM 23564 CG2 VAL C1068 142.880 156.461 203.551 1.00 38.32 C -ATOM 23565 N PRO C1069 142.267 158.199 207.891 1.00 32.09 N -ATOM 23566 CA PRO C1069 141.389 158.569 209.009 1.00 32.09 C -ATOM 23567 C PRO C1069 139.947 158.747 208.555 1.00 32.09 C -ATOM 23568 O PRO C1069 139.676 159.226 207.451 1.00 32.09 O -ATOM 23569 CB PRO C1069 141.982 159.894 209.502 1.00 32.09 C -ATOM 23570 CG PRO C1069 143.375 159.929 208.952 1.00 32.09 C -ATOM 23571 CD PRO C1069 143.301 159.216 207.644 1.00 32.09 C -ATOM 23572 N ALA C1070 139.012 158.351 209.420 1.00 42.57 N -ATOM 23573 CA ALA C1070 137.618 158.233 209.005 1.00 42.57 C -ATOM 23574 C ALA C1070 136.654 159.136 209.759 1.00 42.57 C -ATOM 23575 O ALA C1070 135.935 159.920 209.128 1.00 42.57 O -ATOM 23576 CB ALA C1070 137.162 156.771 209.138 1.00 42.57 C -ATOM 23577 N GLN C1071 136.609 159.061 211.088 1.00 50.70 N -ATOM 23578 CA GLN C1071 135.488 159.601 211.862 1.00 50.70 C -ATOM 23579 C GLN C1071 135.938 160.812 212.673 1.00 50.70 C -ATOM 23580 O GLN C1071 136.509 160.668 213.756 1.00 50.70 O -ATOM 23581 CB GLN C1071 134.898 158.525 212.766 1.00 50.70 C -ATOM 23582 CG GLN C1071 133.994 157.546 212.042 1.00 50.70 C -ATOM 23583 CD GLN C1071 133.400 156.512 212.972 1.00 50.70 C -ATOM 23584 OE1 GLN C1071 133.600 155.312 212.794 1.00 50.70 O -ATOM 23585 NE2 GLN C1071 132.664 156.974 213.976 1.00 50.70 N -ATOM 23586 N GLU C1072 135.630 162.000 212.162 1.00 56.59 N -ATOM 23587 CA GLU C1072 136.070 163.258 212.741 1.00 56.59 C -ATOM 23588 C GLU C1072 135.264 163.603 213.992 1.00 56.59 C -ATOM 23589 O GLU C1072 134.144 163.125 214.195 1.00 56.59 O -ATOM 23590 CB GLU C1072 135.936 164.387 211.719 1.00 56.59 C -ATOM 23591 CG GLU C1072 136.768 164.201 210.460 1.00 56.59 C -ATOM 23592 CD GLU C1072 136.030 163.450 209.369 1.00 56.59 C -ATOM 23593 OE1 GLU C1072 134.817 163.200 209.533 1.00 56.59 O -ATOM 23594 OE2 GLU C1072 136.665 163.101 208.353 1.00 56.59 O1- -ATOM 23595 N LYS C1073 135.853 164.450 214.835 1.00 59.69 N -ATOM 23596 CA LYS C1073 135.167 164.973 216.008 1.00 59.69 C -ATOM 23597 C LYS C1073 135.722 166.351 216.344 1.00 59.69 C -ATOM 23598 O LYS C1073 136.929 166.585 216.232 1.00 59.69 O -ATOM 23599 CB LYS C1073 135.317 164.031 217.208 1.00 59.69 C -ATOM 23600 CG LYS C1073 134.262 164.222 218.285 1.00 59.69 C -ATOM 23601 CD LYS C1073 134.269 163.071 219.278 1.00 59.69 C -ATOM 23602 CE LYS C1073 133.673 163.490 220.612 1.00 59.69 C -ATOM 23603 NZ LYS C1073 133.920 162.476 221.673 1.00 59.69 N1+ -ATOM 23604 N ASN C1074 134.830 167.252 216.755 1.00 74.60 N -ATOM 23605 CA ASN C1074 135.203 168.615 217.113 1.00 74.60 C -ATOM 23606 C ASN C1074 135.759 168.679 218.528 1.00 74.60 C -ATOM 23607 O ASN C1074 135.257 168.010 219.435 1.00 74.60 O -ATOM 23608 CB ASN C1074 133.991 169.540 217.022 1.00 74.60 C -ATOM 23609 CG ASN C1074 133.877 170.234 215.687 1.00 74.60 C -ATOM 23610 OD1 ASN C1074 134.873 170.499 215.016 1.00 74.60 O -ATOM 23611 ND2 ASN C1074 132.648 170.543 215.298 1.00 74.60 N -ATOM 23612 N PHE C1075 136.783 169.511 218.721 1.00 53.62 N -ATOM 23613 CA PHE C1075 137.347 169.744 220.043 1.00 53.62 C -ATOM 23614 C PHE C1075 137.794 171.195 220.144 1.00 53.62 C -ATOM 23615 O PHE C1075 138.070 171.853 219.138 1.00 53.62 O -ATOM 23616 CB PHE C1075 138.523 168.802 220.336 1.00 53.62 C -ATOM 23617 CG PHE C1075 138.137 167.355 220.393 1.00 53.62 C -ATOM 23618 CD1 PHE C1075 137.462 166.848 221.492 1.00 53.62 C -ATOM 23619 CD2 PHE C1075 138.414 166.510 219.330 1.00 53.62 C -ATOM 23620 CE1 PHE C1075 137.091 165.519 221.540 1.00 53.62 C -ATOM 23621 CE2 PHE C1075 138.046 165.180 219.372 1.00 53.62 C -ATOM 23622 CZ PHE C1075 137.380 164.685 220.477 1.00 53.62 C -ATOM 23623 N THR C1076 137.858 171.689 221.377 1.00 59.44 N -ATOM 23624 CA THR C1076 138.362 173.026 221.664 1.00 59.44 C -ATOM 23625 C THR C1076 139.826 172.902 222.064 1.00 59.44 C -ATOM 23626 O THR C1076 140.162 172.115 222.959 1.00 59.44 O -ATOM 23627 CB THR C1076 137.548 173.698 222.771 1.00 59.44 C -ATOM 23628 OG1 THR C1076 136.189 173.844 222.340 1.00 59.44 O -ATOM 23629 CG2 THR C1076 138.113 175.072 223.098 1.00 59.44 C -ATOM 23630 N THR C1077 140.687 173.670 221.401 1.00 50.31 N -ATOM 23631 CA THR C1077 142.130 173.523 221.506 1.00 50.31 C -ATOM 23632 C THR C1077 142.779 174.788 222.055 1.00 50.31 C -ATOM 23633 O THR C1077 142.151 175.841 222.183 1.00 50.31 O -ATOM 23634 CB THR C1077 142.736 173.170 220.143 1.00 50.31 C -ATOM 23635 OG1 THR C1077 144.143 172.948 220.290 1.00 50.31 O -ATOM 23636 CG2 THR C1077 142.511 174.297 219.153 1.00 50.31 C -ATOM 23637 N ALA C1078 144.067 174.661 222.376 1.00 48.39 N -ATOM 23638 CA ALA C1078 144.861 175.754 222.921 1.00 48.39 C -ATOM 23639 C ALA C1078 146.326 175.477 222.622 1.00 48.39 C -ATOM 23640 O ALA C1078 146.726 174.310 222.550 1.00 48.39 O -ATOM 23641 CB ALA C1078 144.642 175.896 224.433 1.00 48.39 C -ATOM 23642 N PRO C1079 147.147 176.516 222.433 1.00 43.45 N -ATOM 23643 CA PRO C1079 148.567 176.261 222.134 1.00 43.45 C -ATOM 23644 C PRO C1079 149.384 175.820 223.336 1.00 43.45 C -ATOM 23645 O PRO C1079 150.241 174.938 223.199 1.00 43.45 O -ATOM 23646 CB PRO C1079 149.050 177.609 221.580 1.00 43.45 C -ATOM 23647 CG PRO C1079 148.111 178.613 222.148 1.00 43.45 C -ATOM 23648 CD PRO C1079 146.784 177.928 222.219 1.00 43.45 C -ATOM 23649 N ALA C1080 149.153 176.402 224.510 1.00 50.10 N -ATOM 23650 CA ALA C1080 149.937 176.084 225.695 1.00 50.10 C -ATOM 23651 C ALA C1080 149.056 176.277 226.921 1.00 50.10 C -ATOM 23652 O ALA C1080 147.913 176.729 226.819 1.00 50.10 O -ATOM 23653 CB ALA C1080 151.200 176.944 225.768 1.00 50.10 C -ATOM 23654 N ILE C1081 149.583 175.913 228.091 1.00 51.53 N -ATOM 23655 CA ILE C1081 148.818 175.975 229.337 1.00 51.53 C -ATOM 23656 C ILE C1081 149.645 176.671 230.412 1.00 51.53 C -ATOM 23657 O ILE C1081 150.808 176.320 230.631 1.00 51.53 O -ATOM 23658 CB ILE C1081 148.381 174.572 229.812 1.00 51.53 C -ATOM 23659 CG1 ILE C1081 147.436 173.922 228.804 1.00 51.53 C -ATOM 23660 CG2 ILE C1081 147.702 174.630 231.163 1.00 51.53 C -ATOM 23661 CD1 ILE C1081 147.180 172.488 229.070 1.00 51.53 C -ATOM 23662 N CYS C1082 149.050 177.660 231.078 1.00 63.49 N -ATOM 23663 CA CYS C1082 149.665 178.281 232.241 1.00 63.49 C -ATOM 23664 C CYS C1082 149.490 177.393 233.465 1.00 63.49 C -ATOM 23665 O CYS C1082 148.408 176.851 233.706 1.00 63.49 O -ATOM 23666 CB CYS C1082 149.036 179.646 232.515 1.00 63.49 C -ATOM 23667 SG CYS C1082 149.624 180.981 231.468 1.00 63.49 S -ATOM 23668 N HIS C1083 150.560 177.251 234.243 1.00 67.33 N -ATOM 23669 CA HIS C1083 150.488 176.532 235.513 1.00 67.33 C -ATOM 23670 C HIS C1083 151.571 177.095 236.420 1.00 67.33 C -ATOM 23671 O HIS C1083 152.757 176.840 236.186 1.00 67.33 O -ATOM 23672 CB HIS C1083 150.661 175.029 235.314 1.00 67.33 C -ATOM 23673 CG HIS C1083 150.971 174.287 236.576 1.00 67.33 C -ATOM 23674 ND1 HIS C1083 152.207 173.734 236.831 1.00 67.33 N -ATOM 23675 CD2 HIS C1083 150.204 174.010 237.656 1.00 67.33 C -ATOM 23676 CE1 HIS C1083 152.187 173.146 238.014 1.00 67.33 C -ATOM 23677 NE2 HIS C1083 150.984 173.300 238.536 1.00 67.33 N -ATOM 23678 N ASP C1084 151.146 177.849 237.444 1.00 67.05 N -ATOM 23679 CA ASP C1084 152.027 178.566 238.378 1.00 67.05 C -ATOM 23680 C ASP C1084 152.997 179.489 237.642 1.00 67.05 C -ATOM 23681 O ASP C1084 154.185 179.563 237.963 1.00 67.05 O -ATOM 23682 CB ASP C1084 152.780 177.601 239.299 1.00 67.05 C -ATOM 23683 CG ASP C1084 151.867 176.908 240.289 1.00 67.05 C -ATOM 23684 OD1 ASP C1084 150.806 177.476 240.620 1.00 67.05 O -ATOM 23685 OD2 ASP C1084 152.212 175.796 240.741 1.00 67.05 O1- -ATOM 23686 N GLY C1085 152.484 180.196 236.638 1.00 67.06 N -ATOM 23687 CA GLY C1085 153.297 181.106 235.861 1.00 67.06 C -ATOM 23688 C GLY C1085 154.204 180.454 234.844 1.00 67.06 C -ATOM 23689 O GLY C1085 155.068 181.136 234.283 1.00 67.06 O -ATOM 23690 N LYS C1086 154.039 179.161 234.585 1.00 61.54 N -ATOM 23691 CA LYS C1086 154.875 178.430 233.644 1.00 61.54 C -ATOM 23692 C LYS C1086 154.052 178.004 232.437 1.00 61.54 C -ATOM 23693 O LYS C1086 152.924 177.523 232.581 1.00 61.54 O -ATOM 23694 CB LYS C1086 155.497 177.197 234.301 1.00 61.54 C -ATOM 23695 CG LYS C1086 156.022 177.425 235.704 1.00 61.54 C -ATOM 23696 CD LYS C1086 156.430 176.109 236.344 1.00 61.54 C -ATOM 23697 CE LYS C1086 156.948 176.318 237.755 1.00 61.54 C -ATOM 23698 NZ LYS C1086 158.035 177.334 237.801 1.00 61.54 N1+ -ATOM 23699 N ALA C1087 154.625 178.176 231.250 1.00 52.89 N -ATOM 23700 CA ALA C1087 153.966 177.794 230.009 1.00 52.89 C -ATOM 23701 C ALA C1087 154.346 176.360 229.658 1.00 52.89 C -ATOM 23702 O ALA C1087 155.520 176.065 229.413 1.00 52.89 O -ATOM 23703 CB ALA C1087 154.348 178.746 228.877 1.00 52.89 C -ATOM 23704 N HIS C1088 153.353 175.477 229.632 1.00 47.58 N -ATOM 23705 CA HIS C1088 153.542 174.076 229.291 1.00 47.58 C -ATOM 23706 C HIS C1088 153.074 173.847 227.861 1.00 47.58 C -ATOM 23707 O HIS C1088 151.933 174.183 227.515 1.00 47.58 O -ATOM 23708 CB HIS C1088 152.764 173.170 230.247 1.00 47.58 C -ATOM 23709 CG HIS C1088 153.307 173.148 231.642 1.00 47.58 C -ATOM 23710 ND1 HIS C1088 153.850 172.017 232.212 1.00 47.58 N -ATOM 23711 CD2 HIS C1088 153.378 174.116 232.586 1.00 47.58 C -ATOM 23712 CE1 HIS C1088 154.239 172.290 233.444 1.00 47.58 C -ATOM 23713 NE2 HIS C1088 153.964 173.557 233.696 1.00 47.58 N -ATOM 23714 N PHE C1089 153.967 173.281 227.033 1.00 41.44 N -ATOM 23715 CA PHE C1089 153.764 172.910 225.644 1.00 41.44 C -ATOM 23716 C PHE C1089 153.770 171.393 225.516 1.00 41.44 C -ATOM 23717 O PHE C1089 154.555 170.726 226.196 1.00 41.44 O -ATOM 23718 CB PHE C1089 154.862 173.489 224.740 1.00 41.44 C -ATOM 23719 CG PHE C1089 154.987 174.986 224.804 1.00 41.44 C -ATOM 23720 CD1 PHE C1089 155.826 175.589 225.731 1.00 41.44 C -ATOM 23721 CD2 PHE C1089 154.277 175.789 223.929 1.00 41.44 C -ATOM 23722 CE1 PHE C1089 155.944 176.964 225.789 1.00 41.44 C -ATOM 23723 CE2 PHE C1089 154.392 177.165 223.983 1.00 41.44 C -ATOM 23724 CZ PHE C1089 155.228 177.751 224.913 1.00 41.44 C -ATOM 23725 N PRO C1090 152.930 170.814 224.660 1.00 45.20 N -ATOM 23726 CA PRO C1090 152.899 169.351 224.549 1.00 45.20 C -ATOM 23727 C PRO C1090 154.106 168.816 223.795 1.00 45.20 C -ATOM 23728 O PRO C1090 154.538 169.383 222.788 1.00 45.20 O -ATOM 23729 CB PRO C1090 151.597 169.081 223.789 1.00 45.20 C -ATOM 23730 CG PRO C1090 151.372 170.315 222.993 1.00 45.20 C -ATOM 23731 CD PRO C1090 151.926 171.457 223.794 1.00 45.20 C -ATOM 23732 N ARG C1091 154.665 167.718 224.311 1.00 54.57 N -ATOM 23733 CA ARG C1091 155.754 167.044 223.612 1.00 54.57 C -ATOM 23734 C ARG C1091 155.249 166.380 222.337 1.00 54.57 C -ATOM 23735 O ARG C1091 155.850 166.527 221.266 1.00 54.57 O -ATOM 23736 CB ARG C1091 156.414 166.015 224.531 1.00 54.57 C -ATOM 23737 CG ARG C1091 157.206 166.614 225.684 1.00 54.57 C -ATOM 23738 CD ARG C1091 157.887 165.528 226.506 1.00 54.57 C -ATOM 23739 NE ARG C1091 158.347 166.019 227.800 1.00 54.57 N -ATOM 23740 CZ ARG C1091 159.431 165.579 228.425 1.00 54.57 C -ATOM 23741 NH1 ARG C1091 160.198 164.638 227.900 1.00 54.57 N1+ -ATOM 23742 NH2 ARG C1091 159.752 166.095 229.608 1.00 54.57 N -ATOM 23743 N GLU C1092 154.147 165.638 222.437 1.00 58.32 N -ATOM 23744 CA GLU C1092 153.510 164.985 221.302 1.00 58.32 C -ATOM 23745 C GLU C1092 152.005 165.185 221.404 1.00 58.32 C -ATOM 23746 O GLU C1092 151.408 164.882 222.442 1.00 58.32 O -ATOM 23747 CB GLU C1092 153.835 163.484 221.263 1.00 58.32 C -ATOM 23748 CG GLU C1092 155.310 163.142 221.087 1.00 58.32 C -ATOM 23749 CD GLU C1092 155.608 161.684 221.372 1.00 58.32 C -ATOM 23750 OE1 GLU C1092 154.678 160.856 221.276 1.00 58.32 O -ATOM 23751 OE2 GLU C1092 156.771 161.366 221.700 1.00 58.32 O1- -ATOM 23752 N GLY C1093 151.397 165.690 220.339 1.00 50.79 N -ATOM 23753 CA GLY C1093 149.955 165.820 220.255 1.00 50.79 C -ATOM 23754 C GLY C1093 149.491 167.245 220.510 1.00 50.79 C -ATOM 23755 O GLY C1093 150.280 168.159 220.754 1.00 50.79 O -ATOM 23756 N VAL C1094 148.172 167.419 220.430 1.00 44.66 N -ATOM 23757 CA VAL C1094 147.541 168.717 220.638 1.00 44.66 C -ATOM 23758 C VAL C1094 146.815 168.688 221.974 1.00 44.66 C -ATOM 23759 O VAL C1094 146.734 167.640 222.625 1.00 44.66 O -ATOM 23760 CB VAL C1094 146.564 169.061 219.498 1.00 44.66 C -ATOM 23761 CG1 VAL C1094 147.248 168.962 218.149 1.00 44.66 C -ATOM 23762 CG2 VAL C1094 145.357 168.151 219.553 1.00 44.66 C -ATOM 23763 N PHE C1095 146.283 169.833 222.392 1.00 47.91 N -ATOM 23764 CA PHE C1095 145.443 169.926 223.577 1.00 47.91 C -ATOM 23765 C PHE C1095 143.986 169.977 223.143 1.00 47.91 C -ATOM 23766 O PHE C1095 143.638 170.724 222.226 1.00 47.91 O -ATOM 23767 CB PHE C1095 145.778 171.166 224.410 1.00 47.91 C -ATOM 23768 CG PHE C1095 147.061 171.060 225.180 1.00 47.91 C -ATOM 23769 CD1 PHE C1095 147.384 169.898 225.860 1.00 47.91 C -ATOM 23770 CD2 PHE C1095 147.928 172.137 225.251 1.00 47.91 C -ATOM 23771 CE1 PHE C1095 148.565 169.804 226.578 1.00 47.91 C -ATOM 23772 CE2 PHE C1095 149.105 172.052 225.969 1.00 47.91 C -ATOM 23773 CZ PHE C1095 149.424 170.883 226.632 1.00 47.91 C -ATOM 23774 N VAL C1096 143.146 169.159 223.772 1.00 58.41 N -ATOM 23775 CA VAL C1096 141.703 169.196 223.568 1.00 58.41 C -ATOM 23776 C VAL C1096 141.040 169.448 224.916 1.00 58.41 C -ATOM 23777 O VAL C1096 141.650 169.281 225.974 1.00 58.41 O -ATOM 23778 CB VAL C1096 141.158 167.905 222.919 1.00 58.41 C -ATOM 23779 CG1 VAL C1096 141.946 167.554 221.672 1.00 58.41 C -ATOM 23780 CG2 VAL C1096 141.199 166.749 223.905 1.00 58.41 C -ATOM 23781 N SER C1097 139.783 169.900 224.876 1.00 92.77 N -ATOM 23782 CA SER C1097 139.068 170.167 226.123 1.00 92.77 C -ATOM 23783 C SER C1097 137.880 169.238 226.351 1.00 92.77 C -ATOM 23784 O SER C1097 137.956 168.393 227.242 1.00 92.77 O -ATOM 23785 CB SER C1097 138.634 171.633 226.144 1.00 92.77 C -ATOM 23786 OG SER C1097 137.879 171.923 227.305 1.00 92.77 O -ATOM 23787 N ASN C1098 136.858 169.276 225.489 1.00154.45 N -ATOM 23788 CA ASN C1098 135.424 168.881 225.588 1.00154.45 C -ATOM 23789 C ASN C1098 134.620 169.923 226.379 1.00154.45 C -ATOM 23790 O ASN C1098 133.394 169.788 226.478 1.00154.45 O -ATOM 23791 CB ASN C1098 135.139 167.438 226.113 1.00154.45 C -ATOM 23792 CG ASN C1098 135.122 167.249 227.688 1.00154.45 C -ATOM 23793 OD1 ASN C1098 135.423 168.124 228.489 1.00154.45 O -ATOM 23794 ND2 ASN C1098 134.729 166.042 228.099 1.00154.45 N -ATOM 23795 N GLY C1099 135.265 170.947 226.947 1.00182.86 N -ATOM 23796 CA GLY C1099 134.626 171.928 227.803 1.00182.86 C -ATOM 23797 C GLY C1099 135.187 172.021 229.212 1.00182.86 C -ATOM 23798 O GLY C1099 135.250 173.129 229.760 1.00182.86 O -ATOM 23799 N THR C1100 135.599 170.902 229.808 1.00173.38 N -ATOM 23800 CA THR C1100 136.317 170.878 231.081 1.00173.38 C -ATOM 23801 C THR C1100 137.461 169.889 230.921 1.00173.38 C -ATOM 23802 O THR C1100 137.557 169.216 229.898 1.00173.38 O -ATOM 23803 CB THR C1100 135.423 170.450 232.258 1.00173.38 C -ATOM 23804 OG1 THR C1100 134.871 169.153 231.995 1.00173.38 O -ATOM 23805 CG2 THR C1100 134.293 171.443 232.516 1.00173.38 C -ATOM 23806 N HIS C1101 138.316 169.803 231.949 1.00144.38 N -ATOM 23807 CA HIS C1101 139.310 168.727 232.125 1.00144.38 C -ATOM 23808 C HIS C1101 140.201 168.518 230.894 1.00144.38 C -ATOM 23809 O HIS C1101 140.054 167.534 230.166 1.00144.38 O -ATOM 23810 CB HIS C1101 138.623 167.412 232.504 1.00144.38 C -ATOM 23811 CG HIS C1101 137.772 167.499 233.732 1.00144.38 C -ATOM 23812 ND1 HIS C1101 136.394 167.474 233.687 1.00144.38 N -ATOM 23813 CD2 HIS C1101 138.103 167.602 235.040 1.00144.38 C -ATOM 23814 CE1 HIS C1101 135.914 167.561 234.915 1.00144.38 C -ATOM 23815 NE2 HIS C1101 136.931 167.640 235.755 1.00144.38 N -ATOM 23816 N TRP C1102 141.061 169.508 230.629 1.00 74.66 N -ATOM 23817 CA TRP C1102 141.875 169.530 229.414 1.00 74.66 C -ATOM 23818 C TRP C1102 142.785 168.307 229.311 1.00 74.66 C -ATOM 23819 O TRP C1102 143.307 167.811 230.312 1.00 74.66 O -ATOM 23820 CB TRP C1102 142.726 170.801 229.373 1.00 74.66 C -ATOM 23821 CG TRP C1102 141.973 172.041 228.994 1.00 74.66 C -ATOM 23822 CD1 TRP C1102 141.171 172.792 229.802 1.00 74.66 C -ATOM 23823 CD2 TRP C1102 141.956 172.675 227.710 1.00 74.66 C -ATOM 23824 NE1 TRP C1102 140.656 173.855 229.101 1.00 74.66 N -ATOM 23825 CE2 TRP C1102 141.122 173.805 227.814 1.00 74.66 C -ATOM 23826 CE3 TRP C1102 142.564 172.396 226.483 1.00 74.66 C -ATOM 23827 CZ2 TRP C1102 140.880 174.655 226.738 1.00 74.66 C -ATOM 23828 CZ3 TRP C1102 142.322 173.240 225.416 1.00 74.66 C -ATOM 23829 CH2 TRP C1102 141.488 174.356 225.550 1.00 74.66 C -ATOM 23830 N PHE C1103 142.953 167.814 228.084 1.00 67.26 N -ATOM 23831 CA PHE C1103 143.699 166.599 227.799 1.00 67.26 C -ATOM 23832 C PHE C1103 144.687 166.863 226.672 1.00 67.26 C -ATOM 23833 O PHE C1103 144.541 167.816 225.906 1.00 67.26 O -ATOM 23834 CB PHE C1103 142.772 165.451 227.388 1.00 67.26 C -ATOM 23835 CG PHE C1103 141.860 164.988 228.476 1.00 67.26 C -ATOM 23836 CD1 PHE C1103 142.357 164.663 229.727 1.00 67.26 C -ATOM 23837 CD2 PHE C1103 140.501 164.865 228.243 1.00 67.26 C -ATOM 23838 CE1 PHE C1103 141.517 164.231 230.726 1.00 67.26 C -ATOM 23839 CE2 PHE C1103 139.656 164.432 229.238 1.00 67.26 C -ATOM 23840 CZ PHE C1103 140.169 164.115 230.480 1.00 67.26 C -ATOM 23841 N VAL C1104 145.694 166.000 226.573 1.00 46.95 N -ATOM 23842 CA VAL C1104 146.632 166.001 225.455 1.00 46.95 C -ATOM 23843 C VAL C1104 146.424 164.708 224.667 1.00 46.95 C -ATOM 23844 O VAL C1104 146.204 163.637 225.248 1.00 46.95 O -ATOM 23845 CB VAL C1104 148.088 166.203 225.924 1.00 46.95 C -ATOM 23846 CG1 VAL C1104 148.594 165.063 226.788 1.00 46.95 C -ATOM 23847 CG2 VAL C1104 149.016 166.419 224.734 1.00 46.95 C -ATOM 23848 N THR C1105 146.363 164.831 223.341 1.00 41.88 N -ATOM 23849 CA THR C1105 146.088 163.705 222.458 1.00 41.88 C -ATOM 23850 C THR C1105 147.132 163.650 221.353 1.00 41.88 C -ATOM 23851 O THR C1105 147.787 164.648 221.056 1.00 41.88 O -ATOM 23852 CB THR C1105 144.692 163.801 221.816 1.00 41.88 C -ATOM 23853 OG1 THR C1105 144.613 164.990 221.020 1.00 41.88 O -ATOM 23854 CG2 THR C1105 143.594 163.821 222.873 1.00 41.88 C -ATOM 23855 N GLN C1106 147.306 162.471 220.763 1.00 38.81 N -ATOM 23856 CA GLN C1106 148.040 162.393 219.508 1.00 38.81 C -ATOM 23857 C GLN C1106 147.144 162.864 218.368 1.00 38.81 C -ATOM 23858 O GLN C1106 145.916 162.849 218.478 1.00 38.81 O -ATOM 23859 CB GLN C1106 148.557 160.974 219.262 1.00 38.81 C -ATOM 23860 CG GLN C1106 147.521 159.880 219.383 1.00 38.81 C -ATOM 23861 CD GLN C1106 148.132 158.497 219.350 1.00 38.81 C -ATOM 23862 OE1 GLN C1106 149.345 158.347 219.227 1.00 38.81 O -ATOM 23863 NE2 GLN C1106 147.292 157.475 219.460 1.00 38.81 N -ATOM 23864 N ARG C1107 147.766 163.321 217.278 1.00 48.73 N -ATOM 23865 CA ARG C1107 147.007 164.000 216.231 1.00 48.73 C -ATOM 23866 C ARG C1107 146.206 163.024 215.377 1.00 48.73 C -ATOM 23867 O ARG C1107 145.039 163.284 215.060 1.00 48.73 O -ATOM 23868 CB ARG C1107 147.945 164.823 215.352 1.00 48.73 C -ATOM 23869 CG ARG C1107 148.526 166.040 216.044 1.00 48.73 C -ATOM 23870 CD ARG C1107 149.449 166.811 215.116 1.00 48.73 C -ATOM 23871 NE ARG C1107 148.776 167.183 213.877 1.00 48.73 N -ATOM 23872 CZ ARG C1107 147.970 168.228 213.746 1.00 48.73 C -ATOM 23873 NH1 ARG C1107 147.737 169.051 214.755 1.00 48.73 N1+ -ATOM 23874 NH2 ARG C1107 147.385 168.454 212.574 1.00 48.73 N -ATOM 23875 N ASN C1108 146.812 161.900 214.990 1.00 43.30 N -ATOM 23876 CA ASN C1108 146.216 161.055 213.959 1.00 43.30 C -ATOM 23877 C ASN C1108 145.090 160.185 214.508 1.00 43.30 C -ATOM 23878 O ASN C1108 144.285 159.651 213.737 1.00 43.30 O -ATOM 23879 CB ASN C1108 147.297 160.196 213.307 1.00 43.30 C -ATOM 23880 CG ASN C1108 148.166 160.987 212.352 1.00 43.30 C -ATOM 23881 OD1 ASN C1108 148.060 162.209 212.269 1.00 43.30 O -ATOM 23882 ND2 ASN C1108 149.036 160.293 211.627 1.00 43.30 N -ATOM 23883 N PHE C1109 145.020 160.018 215.825 1.00 35.20 N -ATOM 23884 CA PHE C1109 143.989 159.197 216.444 1.00 35.20 C -ATOM 23885 C PHE C1109 143.600 159.825 217.773 1.00 35.20 C -ATOM 23886 O PHE C1109 144.454 160.363 218.478 1.00 35.20 O -ATOM 23887 CB PHE C1109 144.483 157.759 216.647 1.00 35.20 C -ATOM 23888 CG PHE C1109 143.407 156.791 217.046 1.00 35.20 C -ATOM 23889 CD1 PHE C1109 142.576 156.231 216.089 1.00 35.20 C -ATOM 23890 CD2 PHE C1109 143.238 156.427 218.372 1.00 35.20 C -ATOM 23891 CE1 PHE C1109 141.586 155.334 216.449 1.00 35.20 C -ATOM 23892 CE2 PHE C1109 142.250 155.531 218.739 1.00 35.20 C -ATOM 23893 CZ PHE C1109 141.424 154.985 217.776 1.00 35.20 C -ATOM 23894 N TYR C1110 142.317 159.768 218.115 1.00 44.70 N -ATOM 23895 CA TYR C1110 141.880 160.368 219.369 1.00 44.70 C -ATOM 23896 C TYR C1110 142.189 159.445 220.540 1.00 44.70 C -ATOM 23897 O TYR C1110 141.746 158.294 220.575 1.00 44.70 O -ATOM 23898 CB TYR C1110 140.390 160.690 219.331 1.00 44.70 C -ATOM 23899 CG TYR C1110 139.913 161.395 220.581 1.00 44.70 C -ATOM 23900 CD1 TYR C1110 140.491 162.592 220.986 1.00 44.70 C -ATOM 23901 CD2 TYR C1110 138.884 160.869 221.352 1.00 44.70 C -ATOM 23902 CE1 TYR C1110 140.066 163.240 222.130 1.00 44.70 C -ATOM 23903 CE2 TYR C1110 138.447 161.513 222.496 1.00 44.70 C -ATOM 23904 CZ TYR C1110 139.041 162.699 222.878 1.00 44.70 C -ATOM 23905 OH TYR C1110 138.613 163.345 224.014 1.00 44.70 O -ATOM 23906 N GLU C1111 142.948 159.962 221.504 1.00 51.64 N -ATOM 23907 CA GLU C1111 143.329 159.197 222.691 1.00 51.64 C -ATOM 23908 C GLU C1111 143.617 160.183 223.810 1.00 51.64 C -ATOM 23909 O GLU C1111 144.725 160.727 223.910 1.00 51.64 O -ATOM 23910 CB GLU C1111 144.539 158.305 222.426 1.00 51.64 C -ATOM 23911 CG GLU C1111 144.779 157.246 223.485 1.00 51.64 C -ATOM 23912 CD GLU C1111 145.995 156.395 223.185 1.00 51.64 C -ATOM 23913 OE1 GLU C1111 146.706 156.699 222.205 1.00 51.64 O -ATOM 23914 OE2 GLU C1111 146.238 155.419 223.925 1.00 51.64 O1- -ATOM 23915 N PRO C1112 142.632 160.456 224.666 1.00 51.90 N -ATOM 23916 CA PRO C1112 142.836 161.449 225.726 1.00 51.90 C -ATOM 23917 C PRO C1112 143.716 160.913 226.843 1.00 51.90 C -ATOM 23918 O PRO C1112 143.637 159.741 227.219 1.00 51.90 O -ATOM 23919 CB PRO C1112 141.414 161.735 226.218 1.00 51.90 C -ATOM 23920 CG PRO C1112 140.674 160.470 225.953 1.00 51.90 C -ATOM 23921 CD PRO C1112 141.284 159.860 224.716 1.00 51.90 C -ATOM 23922 N GLN C1113 144.565 161.790 227.373 1.00 57.46 N -ATOM 23923 CA GLN C1113 145.464 161.447 228.463 1.00 57.46 C -ATOM 23924 C GLN C1113 145.520 162.605 229.445 1.00 57.46 C -ATOM 23925 O GLN C1113 145.333 163.765 229.068 1.00 57.46 O -ATOM 23926 CB GLN C1113 146.877 161.131 227.960 1.00 57.46 C -ATOM 23927 CG GLN C1113 147.035 159.755 227.347 1.00 57.46 C -ATOM 23928 CD GLN C1113 148.463 159.469 226.938 1.00 57.46 C -ATOM 23929 OE1 GLN C1113 149.254 160.387 226.718 1.00 57.46 O -ATOM 23930 NE2 GLN C1113 148.802 158.191 226.828 1.00 57.46 N -ATOM 23931 N ILE C1114 145.794 162.278 230.708 1.00 59.17 N -ATOM 23932 CA ILE C1114 145.909 163.295 231.746 1.00 59.17 C -ATOM 23933 C ILE C1114 147.187 164.092 231.524 1.00 59.17 C -ATOM 23934 O ILE C1114 148.273 163.522 231.359 1.00 59.17 O -ATOM 23935 CB ILE C1114 145.886 162.643 233.137 1.00 59.17 C -ATOM 23936 CG1 ILE C1114 144.575 161.881 233.352 1.00 59.17 C -ATOM 23937 CG2 ILE C1114 146.090 163.685 234.233 1.00 59.17 C -ATOM 23938 CD1 ILE C1114 143.359 162.767 233.521 1.00 59.17 C -ATOM 23939 N ILE C1115 147.060 165.418 231.510 1.00 62.67 N -ATOM 23940 CA ILE C1115 148.187 166.305 231.238 1.00 62.67 C -ATOM 23941 C ILE C1115 149.096 166.332 232.462 1.00 62.67 C -ATOM 23942 O ILE C1115 148.728 166.863 233.514 1.00 62.67 O -ATOM 23943 CB ILE C1115 147.713 167.711 230.862 1.00 62.67 C -ATOM 23944 CG1 ILE C1115 146.858 167.644 229.600 1.00 62.67 C -ATOM 23945 CG2 ILE C1115 148.887 168.651 230.677 1.00 62.67 C -ATOM 23946 CD1 ILE C1115 146.237 168.945 229.239 1.00 62.67 C -ATOM 23947 N THR C1116 150.285 165.757 232.323 1.00 66.12 N -ATOM 23948 CA THR C1116 151.276 165.665 233.384 1.00 66.12 C -ATOM 23949 C THR C1116 152.552 166.390 232.955 1.00 66.12 C -ATOM 23950 O THR C1116 152.598 167.050 231.913 1.00 66.12 O -ATOM 23951 CB THR C1116 151.554 164.202 233.736 1.00 66.12 C -ATOM 23952 OG1 THR C1116 151.983 163.500 232.562 1.00 66.12 O -ATOM 23953 CG2 THR C1116 150.306 163.535 234.296 1.00 66.12 C -ATOM 23954 N THR C1117 153.594 166.267 233.775 1.00 65.78 N -ATOM 23955 CA THR C1117 154.885 166.877 233.488 1.00 65.78 C -ATOM 23956 C THR C1117 155.803 165.966 232.683 1.00 65.78 C -ATOM 23957 O THR C1117 156.924 166.370 232.360 1.00 65.78 O -ATOM 23958 CB THR C1117 155.585 167.276 234.791 1.00 65.78 C -ATOM 23959 OG1 THR C1117 155.663 166.140 235.658 1.00 65.78 O -ATOM 23960 CG2 THR C1117 154.812 168.380 235.491 1.00 65.78 C -ATOM 23961 N ASP C1118 155.356 164.755 232.353 1.00 64.49 N -ATOM 23962 CA ASP C1118 156.144 163.833 231.547 1.00 64.49 C -ATOM 23963 C ASP C1118 155.895 164.013 230.058 1.00 64.49 C -ATOM 23964 O ASP C1118 156.818 163.842 229.253 1.00 64.49 O -ATOM 23965 CB ASP C1118 155.827 162.386 231.942 1.00 64.49 C -ATOM 23966 CG ASP C1118 156.268 162.054 233.356 1.00 64.49 C -ATOM 23967 OD1 ASP C1118 156.825 162.943 234.035 1.00 64.49 O -ATOM 23968 OD2 ASP C1118 156.047 160.905 233.793 1.00 64.49 O1- -ATOM 23969 N ASN C1119 154.667 164.360 229.684 1.00 57.24 N -ATOM 23970 CA ASN C1119 154.267 164.543 228.297 1.00 57.24 C -ATOM 23971 C ASN C1119 154.157 166.006 227.871 1.00 57.24 C -ATOM 23972 O ASN C1119 153.746 166.278 226.739 1.00 57.24 O -ATOM 23973 CB ASN C1119 152.962 163.764 228.043 1.00 57.24 C -ATOM 23974 CG ASN C1119 151.769 164.256 228.879 1.00 57.24 C -ATOM 23975 OD1 ASN C1119 151.825 165.264 229.585 1.00 57.24 O -ATOM 23976 ND2 ASN C1119 150.694 163.483 228.838 1.00 57.24 N -ATOM 23977 N THR C1120 154.486 166.948 228.754 1.00 51.89 N -ATOM 23978 CA THR C1120 154.611 168.360 228.419 1.00 51.89 C -ATOM 23979 C THR C1120 155.977 168.864 228.867 1.00 51.89 C -ATOM 23980 O THR C1120 156.624 168.279 229.738 1.00 51.89 O -ATOM 23981 CB THR C1120 153.519 169.225 229.075 1.00 51.89 C -ATOM 23982 OG1 THR C1120 153.800 169.381 230.471 1.00 51.89 O -ATOM 23983 CG2 THR C1120 152.132 168.627 228.887 1.00 51.89 C -ATOM 23984 N PHE C1121 156.414 169.962 228.258 1.00 43.57 N -ATOM 23985 CA PHE C1121 157.670 170.594 228.625 1.00 43.57 C -ATOM 23986 C PHE C1121 157.455 172.088 228.829 1.00 43.57 C -ATOM 23987 O PHE C1121 156.526 172.689 228.282 1.00 43.57 O -ATOM 23988 CB PHE C1121 158.776 170.325 227.584 1.00 43.57 C -ATOM 23989 CG PHE C1121 158.580 171.024 226.264 1.00 43.57 C -ATOM 23990 CD1 PHE C1121 157.743 170.492 225.293 1.00 43.57 C -ATOM 23991 CD2 PHE C1121 159.270 172.193 225.978 1.00 43.57 C -ATOM 23992 CE1 PHE C1121 157.579 171.130 224.074 1.00 43.57 C -ATOM 23993 CE2 PHE C1121 159.107 172.835 224.766 1.00 43.57 C -ATOM 23994 CZ PHE C1121 158.263 172.303 223.813 1.00 43.57 C -ATOM 23995 N VAL C1122 158.339 172.680 229.627 1.00 49.72 N -ATOM 23996 CA VAL C1122 158.202 174.054 230.096 1.00 49.72 C -ATOM 23997 C VAL C1122 159.170 174.942 229.330 1.00 49.72 C -ATOM 23998 O VAL C1122 160.354 174.608 229.188 1.00 49.72 O -ATOM 23999 CB VAL C1122 158.457 174.147 231.609 1.00 49.72 C -ATOM 24000 CG1 VAL C1122 157.996 175.485 232.145 1.00 49.72 C -ATOM 24001 CG2 VAL C1122 157.755 173.008 232.331 1.00 49.72 C -ATOM 24002 N SER C1123 158.672 176.078 228.848 1.00 50.42 N -ATOM 24003 CA SER C1123 159.501 177.038 228.129 1.00 50.42 C -ATOM 24004 C SER C1123 158.981 178.440 228.396 1.00 50.42 C -ATOM 24005 O SER C1123 157.864 178.773 227.989 1.00 50.42 O -ATOM 24006 CB SER C1123 159.500 176.747 226.631 1.00 50.42 C -ATOM 24007 OG SER C1123 160.121 177.793 225.906 1.00 50.42 O -ATOM 24008 N GLY C1124 159.788 179.255 229.074 1.00 62.82 N -ATOM 24009 CA GLY C1124 159.437 180.648 229.273 1.00 62.82 C -ATOM 24010 C GLY C1124 158.352 180.844 230.319 1.00 62.82 C -ATOM 24011 O GLY C1124 158.250 180.106 231.304 1.00 62.82 O -ATOM 24012 N ASN C1125 157.533 181.873 230.101 1.00 68.84 N -ATOM 24013 CA ASN C1125 156.428 182.173 231.003 1.00 68.84 C -ATOM 24014 C ASN C1125 155.154 182.468 230.220 1.00 68.84 C -ATOM 24015 O ASN C1125 155.094 182.243 229.007 1.00 68.84 O -ATOM 24016 CB ASN C1125 156.781 183.347 231.921 1.00 68.84 C -ATOM 24017 CG ASN C1125 156.924 184.655 231.173 1.00 68.84 C -ATOM 24018 OD1 ASN C1125 155.967 185.417 231.046 1.00 68.84 O -ATOM 24019 ND2 ASN C1125 158.127 184.929 230.685 1.00 68.84 N -ATOM 24020 N CYS C1126 154.134 182.979 230.909 1.00 67.65 N -ATOM 24021 CA CYS C1126 152.784 183.067 230.365 1.00 67.65 C -ATOM 24022 C CYS C1126 152.549 184.283 229.477 1.00 67.65 C -ATOM 24023 O CYS C1126 151.472 184.387 228.880 1.00 67.65 O -ATOM 24024 CB CYS C1126 151.772 183.086 231.512 1.00 67.65 C -ATOM 24025 SG CYS C1126 151.431 181.474 232.244 1.00 67.65 S -ATOM 24026 N ASP C1127 153.507 185.199 229.369 1.00 70.35 N -ATOM 24027 CA ASP C1127 153.262 186.487 228.731 1.00 70.35 C -ATOM 24028 C ASP C1127 153.624 186.521 227.251 1.00 70.35 C -ATOM 24029 O ASP C1127 153.522 187.585 226.634 1.00 70.35 O -ATOM 24030 CB ASP C1127 154.034 187.587 229.466 1.00 70.35 C -ATOM 24031 CG ASP C1127 153.487 187.852 230.854 1.00 70.35 C -ATOM 24032 OD1 ASP C1127 152.298 187.554 231.092 1.00 70.35 O -ATOM 24033 OD2 ASP C1127 154.250 188.349 231.709 1.00 70.35 O1- -ATOM 24034 N VAL C1128 154.040 185.400 226.664 1.00 58.01 N -ATOM 24035 CA VAL C1128 154.519 185.397 225.292 1.00 58.01 C -ATOM 24036 C VAL C1128 153.601 184.636 224.340 1.00 58.01 C -ATOM 24037 O VAL C1128 153.590 184.940 223.141 1.00 58.01 O -ATOM 24038 CB VAL C1128 155.957 184.842 225.220 1.00 58.01 C -ATOM 24039 CG1 VAL C1128 156.941 185.854 225.780 1.00 58.01 C -ATOM 24040 CG2 VAL C1128 156.057 183.524 225.973 1.00 58.01 C -ATOM 24041 N VAL C1129 152.834 183.666 224.824 1.00 49.22 N -ATOM 24042 CA VAL C1129 152.026 182.812 223.961 1.00 49.22 C -ATOM 24043 C VAL C1129 150.646 183.432 223.794 1.00 49.22 C -ATOM 24044 O VAL C1129 149.980 183.770 224.781 1.00 49.22 O -ATOM 24045 CB VAL C1129 151.928 181.389 224.534 1.00 49.22 C -ATOM 24046 CG1 VAL C1129 151.230 180.467 223.549 1.00 49.22 C -ATOM 24047 CG2 VAL C1129 153.312 180.864 224.870 1.00 49.22 C -ATOM 24048 N ILE C1130 150.215 183.580 222.545 1.00 49.20 N -ATOM 24049 CA ILE C1130 148.907 184.147 222.237 1.00 49.20 C -ATOM 24050 C ILE C1130 147.867 183.035 222.294 1.00 49.20 C -ATOM 24051 O ILE C1130 148.007 182.005 221.627 1.00 49.20 O -ATOM 24052 CB ILE C1130 148.911 184.828 220.861 1.00 49.20 C -ATOM 24053 CG1 ILE C1130 149.977 185.923 220.810 1.00 49.20 C -ATOM 24054 CG2 ILE C1130 147.541 185.405 220.544 1.00 49.20 C -ATOM 24055 CD1 ILE C1130 150.389 186.305 219.406 1.00 49.20 C -ATOM 24056 N GLY C1131 146.821 183.241 223.090 1.00 51.53 N -ATOM 24057 CA GLY C1131 145.767 182.256 223.221 1.00 51.53 C -ATOM 24058 C GLY C1131 145.989 181.212 224.289 1.00 51.53 C -ATOM 24059 O GLY C1131 145.353 180.153 224.237 1.00 51.53 O -ATOM 24060 N ILE C1132 146.876 181.471 225.251 1.00 50.86 N -ATOM 24061 CA ILE C1132 147.164 180.500 226.298 1.00 50.86 C -ATOM 24062 C ILE C1132 145.984 180.416 227.267 1.00 50.86 C -ATOM 24063 O ILE C1132 145.230 181.382 227.459 1.00 50.86 O -ATOM 24064 CB ILE C1132 148.489 180.878 226.997 1.00 50.86 C -ATOM 24065 CG1 ILE C1132 149.068 179.708 227.795 1.00 50.86 C -ATOM 24066 CG2 ILE C1132 148.349 182.132 227.860 1.00 50.86 C -ATOM 24067 CD1 ILE C1132 150.543 179.857 228.095 1.00 50.86 C -ATOM 24068 N VAL C1133 145.776 179.227 227.835 1.00 62.01 N -ATOM 24069 CA VAL C1133 144.661 178.991 228.747 1.00 62.01 C -ATOM 24070 C VAL C1133 145.205 178.630 230.121 1.00 62.01 C -ATOM 24071 O VAL C1133 146.422 178.543 230.311 1.00 62.01 O -ATOM 24072 CB VAL C1133 143.728 177.885 228.224 1.00 62.01 C -ATOM 24073 CG1 VAL C1133 143.114 178.289 226.894 1.00 62.01 C -ATOM 24074 CG2 VAL C1133 144.484 176.574 228.105 1.00 62.01 C -ATOM 24075 N ASN C1134 144.310 178.429 231.085 1.00 79.37 N -ATOM 24076 CA ASN C1134 144.678 178.125 232.463 1.00 79.37 C -ATOM 24077 C ASN C1134 144.165 176.738 232.822 1.00 79.37 C -ATOM 24078 O ASN C1134 142.963 176.473 232.714 1.00 79.37 O -ATOM 24079 CB ASN C1134 144.100 179.167 233.425 1.00 79.37 C -ATOM 24080 CG ASN C1134 144.833 180.492 233.364 1.00 79.37 C -ATOM 24081 OD1 ASN C1134 145.324 180.897 232.310 1.00 79.37 O -ATOM 24082 ND2 ASN C1134 144.907 181.179 234.497 1.00 79.37 N -ATOM 24083 N ASN C1135 145.071 175.865 233.259 1.00 78.19 N -ATOM 24084 CA ASN C1135 144.708 174.535 233.730 1.00 78.19 C -ATOM 24085 C ASN C1135 145.828 174.012 234.616 1.00 78.19 C -ATOM 24086 O ASN C1135 146.997 174.358 234.429 1.00 78.19 O -ATOM 24087 CB ASN C1135 144.451 173.564 232.570 1.00 78.19 C -ATOM 24088 CG ASN C1135 143.724 172.309 233.010 1.00 78.19 C -ATOM 24089 OD1 ASN C1135 144.234 171.198 232.860 1.00 78.19 O -ATOM 24090 ND2 ASN C1135 142.526 172.479 233.554 1.00 78.19 N -ATOM 24091 N THR C1136 145.459 173.181 235.586 1.00 80.67 N -ATOM 24092 CA THR C1136 146.442 172.569 236.466 1.00 80.67 C -ATOM 24093 C THR C1136 147.153 171.422 235.759 1.00 80.67 C -ATOM 24094 O THR C1136 146.572 170.720 234.926 1.00 80.67 O -ATOM 24095 CB THR C1136 145.781 172.056 237.745 1.00 80.67 C -ATOM 24096 OG1 THR C1136 144.898 170.974 237.428 1.00 80.67 O -ATOM 24097 CG2 THR C1136 144.991 173.168 238.418 1.00 80.67 C -ATOM 24098 N VAL C1137 148.425 171.236 236.100 1.00 76.19 N -ATOM 24099 CA VAL C1137 149.248 170.169 235.543 1.00 76.19 C -ATOM 24100 C VAL C1137 149.618 169.226 236.677 1.00 76.19 C -ATOM 24101 O VAL C1137 150.275 169.634 237.644 1.00 76.19 O -ATOM 24102 CB VAL C1137 150.505 170.716 234.850 1.00 76.19 C -ATOM 24103 CG1 VAL C1137 151.379 169.573 234.364 1.00 76.19 C -ATOM 24104 CG2 VAL C1137 150.118 171.626 233.695 1.00 76.19 C -ATOM 24105 N TYR C1138 149.196 167.970 236.560 1.00101.22 N -ATOM 24106 CA TYR C1138 149.436 166.983 237.601 1.00101.22 C -ATOM 24107 C TYR C1138 150.900 166.554 237.611 1.00101.22 C -ATOM 24108 O TYR C1138 151.563 166.503 236.573 1.00101.22 O -ATOM 24109 CB TYR C1138 148.521 165.774 237.389 1.00101.22 C -ATOM 24110 CG TYR C1138 148.715 164.645 238.375 1.00101.22 C -ATOM 24111 CD1 TYR C1138 148.260 164.757 239.684 1.00101.22 C -ATOM 24112 CD2 TYR C1138 149.342 163.464 237.995 1.00101.22 C -ATOM 24113 CE1 TYR C1138 148.431 163.726 240.591 1.00101.22 C -ATOM 24114 CE2 TYR C1138 149.518 162.427 238.894 1.00101.22 C -ATOM 24115 CZ TYR C1138 149.060 162.564 240.189 1.00101.22 C -ATOM 24116 OH TYR C1138 149.232 161.536 241.086 1.00101.22 O -ATOM 24117 N ASP C1139 151.410 166.260 238.804 1.00116.22 N -ATOM 24118 CA ASP C1139 152.781 165.794 238.976 1.00116.22 C -ATOM 24119 C ASP C1139 152.767 164.411 239.613 1.00116.22 C -ATOM 24120 O ASP C1139 152.262 164.262 240.739 1.00116.22 O -ATOM 24121 CB ASP C1139 153.588 166.770 239.834 1.00116.22 C -ATOM 24122 CG ASP C1139 155.071 166.456 239.833 1.00116.22 C -ATOM 24123 OD1 ASP C1139 155.575 165.966 238.801 1.00116.22 O -ATOM 24124 OD2 ASP C1139 155.732 166.697 240.864 1.00116.22 O1- -ATOM 24125 N PRO C1140 153.294 163.377 238.949 1.00119.57 N -ATOM 24126 CA PRO C1140 153.276 162.028 239.540 1.00119.57 C -ATOM 24127 C PRO C1140 154.262 161.837 240.683 1.00119.57 C -ATOM 24128 O PRO C1140 154.163 160.828 241.394 1.00119.57 O -ATOM 24129 CB PRO C1140 153.630 161.116 238.354 1.00119.57 C -ATOM 24130 CG PRO C1140 153.511 161.984 237.124 1.00119.57 C -ATOM 24131 CD PRO C1140 153.829 163.367 237.579 1.00119.57 C -ATOM 24132 N LEU C1141 155.208 162.759 240.875 1.00138.68 N -ATOM 24133 CA LEU C1141 156.201 162.607 241.934 1.00138.68 C -ATOM 24134 C LEU C1141 155.610 162.893 243.311 1.00138.68 C -ATOM 24135 O LEU C1141 156.062 162.318 244.308 1.00138.68 O -ATOM 24136 CB LEU C1141 157.391 163.527 241.650 1.00138.68 C -ATOM 24137 CG LEU C1141 158.574 163.584 242.619 1.00138.68 C -ATOM 24138 CD1 LEU C1141 159.191 162.209 242.798 1.00138.68 C -ATOM 24139 CD2 LEU C1141 159.609 164.578 242.121 1.00138.68 C -ATOM 24140 N GLN C1142 154.606 163.769 243.379 1.00146.24 N -ATOM 24141 CA GLN C1142 154.039 164.179 244.664 1.00146.24 C -ATOM 24142 C GLN C1142 153.345 163.073 245.474 1.00146.24 C -ATOM 24143 O GLN C1142 153.522 163.075 246.706 1.00146.24 O -ATOM 24144 CB GLN C1142 153.100 165.376 244.447 1.00146.24 C -ATOM 24145 CG GLN C1142 153.708 166.503 243.623 1.00146.24 C -ATOM 24146 CD GLN C1142 154.458 167.518 244.466 1.00146.24 C -ATOM 24147 OE1 GLN C1142 155.381 167.174 245.205 1.00146.24 O -ATOM 24148 NE2 GLN C1142 154.063 168.781 244.356 1.00146.24 N -ATOM 24149 N PRO C1143 152.527 162.158 244.907 1.00148.96 N -ATOM 24150 CA PRO C1143 152.016 161.054 245.747 1.00148.96 C -ATOM 24151 C PRO C1143 153.092 160.126 246.289 1.00148.96 C -ATOM 24152 O PRO C1143 152.927 159.581 247.388 1.00148.96 O -ATOM 24153 CB PRO C1143 151.056 160.307 244.808 1.00148.96 C -ATOM 24154 CG PRO C1143 151.468 160.702 243.451 1.00148.96 C -ATOM 24155 CD PRO C1143 151.843 162.132 243.597 1.00148.96 C -ATOM 24156 N GLU C1144 154.190 159.925 245.557 1.00155.23 N -ATOM 24157 CA GLU C1144 155.304 159.164 246.112 1.00155.23 C -ATOM 24158 C GLU C1144 156.078 159.981 247.137 1.00155.23 C -ATOM 24159 O GLU C1144 156.710 159.412 248.033 1.00155.23 O -ATOM 24160 CB GLU C1144 156.230 158.689 244.993 1.00155.23 C -ATOM 24161 CG GLU C1144 155.500 158.052 243.823 1.00155.23 C -ATOM 24162 CD GLU C1144 154.552 156.951 244.259 1.00155.23 C -ATOM 24163 OE1 GLU C1144 155.002 156.008 244.943 1.00155.23 O -ATOM 24164 OE2 GLU C1144 153.352 157.033 243.923 1.00155.23 O1- -ATOM 24165 N LEU C1145 156.048 161.310 247.013 1.00157.26 N -ATOM 24166 CA LEU C1145 156.664 162.169 248.018 1.00157.26 C -ATOM 24167 C LEU C1145 155.853 162.173 249.308 1.00157.26 C -ATOM 24168 O LEU C1145 156.418 162.346 250.394 1.00157.26 O -ATOM 24169 CB LEU C1145 156.827 163.586 247.451 1.00157.26 C -ATOM 24170 CG LEU C1145 157.591 164.716 248.161 1.00157.26 C -ATOM 24171 CD1 LEU C1145 158.113 165.678 247.112 1.00157.26 C -ATOM 24172 CD2 LEU C1145 156.741 165.500 249.160 1.00157.26 C -ATOM 24173 N ASP C1146 154.539 161.984 249.210 1.00159.65 N -ATOM 24174 CA ASP C1146 153.672 161.983 250.382 1.00159.65 C -ATOM 24175 C ASP C1146 153.696 160.664 251.145 1.00159.65 C -ATOM 24176 O ASP C1146 153.085 160.579 252.215 1.00159.65 O -ATOM 24177 CB ASP C1146 152.234 162.310 249.972 1.00159.65 C -ATOM 24178 CG ASP C1146 152.085 163.726 249.454 1.00159.65 C -ATOM 24179 OD1 ASP C1146 152.780 164.626 249.972 1.00159.65 O -ATOM 24180 OD2 ASP C1146 151.277 163.938 248.526 1.00159.65 O1- -ATOM 24181 N SER C1147 154.374 159.643 250.630 1.00157.92 N -ATOM 24182 CA SER C1147 154.470 158.365 251.323 1.00157.92 C -ATOM 24183 C SER C1147 155.433 158.458 252.502 1.00157.92 C -ATOM 24184 O SER C1147 156.336 159.294 252.517 1.00157.92 O -ATOM 24185 CB SER C1147 154.919 157.263 250.362 1.00157.92 C -ATOM 24186 OG SER C1147 154.949 156.004 251.011 1.00157.92 O -ATOM 24187 OXT SER C1147 155.329 157.700 253.466 1.00157.92 O1- -TER 24188 SER C1147 -HETATM24189 C1 NAG D 1 149.964 204.494 155.409 1.00182.34 C -HETATM24190 C2 NAG D 1 150.651 205.647 156.153 1.00182.34 C -HETATM24191 C3 NAG D 1 149.694 206.273 157.172 1.00182.34 C -HETATM24192 C4 NAG D 1 148.370 206.657 156.520 1.00182.34 C -HETATM24193 C5 NAG D 1 147.778 205.449 155.796 1.00182.34 C -HETATM24194 C6 NAG D 1 146.511 205.764 155.035 1.00182.34 C -HETATM24195 C7 NAG D 1 153.071 205.224 156.237 1.00182.34 C -HETATM24196 C8 NAG D 1 154.208 204.709 157.066 1.00182.34 C -HETATM24197 N2 NAG D 1 151.864 205.189 156.812 1.00182.34 N -HETATM24198 O3 NAG D 1 150.308 207.421 157.746 1.00182.34 O -HETATM24199 O4 NAG D 1 147.455 207.114 157.511 1.00182.34 O -HETATM24200 O5 NAG D 1 148.724 204.956 154.836 1.00182.34 O -HETATM24201 O6 NAG D 1 145.446 204.906 155.422 1.00182.34 O -HETATM24202 O7 NAG D 1 153.235 205.647 155.097 1.00182.34 O -HETATM24203 C1 NAG D 2 147.162 208.532 157.398 1.00233.29 C -HETATM24204 C2 NAG D 2 147.599 209.231 158.701 1.00233.29 C -HETATM24205 C3 NAG D 2 147.358 210.744 158.619 1.00233.29 C -HETATM24206 C4 NAG D 2 147.992 211.326 157.361 1.00233.29 C -HETATM24207 C5 NAG D 2 147.511 210.569 156.124 1.00233.29 C -HETATM24208 C6 NAG D 2 148.178 211.035 154.851 1.00233.29 C -HETATM24209 C7 NAG D 2 145.678 208.599 160.198 1.00233.29 C -HETATM24210 C8 NAG D 2 145.345 207.940 161.502 1.00233.29 C -HETATM24211 N2 NAG D 2 146.989 208.651 159.896 1.00233.29 N -HETATM24212 O3 NAG D 2 147.900 211.374 159.774 1.00233.29 O -HETATM24213 O4 NAG D 2 147.644 212.700 157.233 1.00233.29 O -HETATM24214 O5 NAG D 2 147.808 209.170 156.261 1.00233.29 O -HETATM24215 O6 NAG D 2 148.161 212.452 154.746 1.00233.29 O -HETATM24216 O7 NAG D 2 144.798 209.054 159.464 1.00233.29 O -HETATM24217 C1 NAG E 1 147.506 192.567 203.623 1.00 83.44 C -HETATM24218 C2 NAG E 1 146.946 193.595 204.609 1.00 83.44 C -HETATM24219 C3 NAG E 1 146.040 194.589 203.880 1.00 83.44 C -HETATM24220 C4 NAG E 1 146.757 195.214 202.687 1.00 83.44 C -HETATM24221 C5 NAG E 1 147.330 194.121 201.783 1.00 83.44 C -HETATM24222 C6 NAG E 1 148.174 194.657 200.650 1.00 83.44 C -HETATM24223 C7 NAG E 1 146.748 192.723 206.895 1.00 83.44 C -HETATM24224 C8 NAG E 1 145.857 192.036 207.885 1.00 83.44 C -HETATM24225 N2 NAG E 1 146.221 192.941 205.686 1.00 83.44 N -HETATM24226 O3 NAG E 1 145.630 195.601 204.791 1.00 83.44 O -HETATM24227 O4 NAG E 1 145.837 196.004 201.940 1.00 83.44 O -HETATM24228 O5 NAG E 1 148.176 193.245 202.546 1.00 83.44 O -HETATM24229 O6 NAG E 1 149.241 195.461 201.133 1.00 83.44 O -HETATM24230 O7 NAG E 1 147.892 193.063 207.177 1.00 83.44 O -HETATM24231 C1 NAG E 2 146.147 197.424 201.953 1.00120.01 C -HETATM24232 C2 NAG E 2 145.049 198.166 202.727 1.00120.01 C -HETATM24233 C3 NAG E 2 145.361 199.661 202.783 1.00120.01 C -HETATM24234 C4 NAG E 2 146.758 199.903 203.341 1.00120.01 C -HETATM24235 C5 NAG E 2 147.792 199.109 202.544 1.00120.01 C -HETATM24236 C6 NAG E 2 149.186 199.211 203.117 1.00120.01 C -HETATM24237 C7 NAG E 2 142.731 197.360 202.786 1.00120.01 C -HETATM24238 C8 NAG E 2 141.455 197.204 202.016 1.00120.01 C -HETATM24239 N2 NAG E 2 143.744 197.937 202.130 1.00120.01 N -HETATM24240 O3 NAG E 2 144.394 200.315 203.597 1.00120.01 O -HETATM24241 O4 NAG E 2 147.077 201.288 203.272 1.00120.01 O -HETATM24242 O5 NAG E 2 147.444 197.715 202.546 1.00120.01 O -HETATM24243 O6 NAG E 2 149.902 200.300 202.550 1.00120.01 O -HETATM24244 O7 NAG E 2 142.842 196.982 203.947 1.00120.01 O -HETATM24245 C1 NAG F 1 188.005 164.044 234.548 1.00223.58 C -HETATM24246 C2 NAG F 1 189.408 164.410 234.074 1.00223.58 C -HETATM24247 C3 NAG F 1 190.300 163.173 234.079 1.00223.58 C -HETATM24248 C4 NAG F 1 190.309 162.517 235.455 1.00223.58 C -HETATM24249 C5 NAG F 1 188.871 162.215 235.892 1.00223.58 C -HETATM24250 C6 NAG F 1 188.760 161.686 237.304 1.00223.58 C -HETATM24251 C7 NAG F 1 189.533 166.317 232.533 1.00223.58 C -HETATM24252 C8 NAG F 1 189.462 166.761 231.103 1.00223.58 C -HETATM24253 N2 NAG F 1 189.370 165.008 232.749 1.00223.58 N -HETATM24254 O3 NAG F 1 191.620 163.528 233.685 1.00223.58 O -HETATM24255 O4 NAG F 1 191.089 161.326 235.372 1.00223.58 O -HETATM24256 O5 NAG F 1 188.081 163.415 235.847 1.00223.58 O -HETATM24257 O6 NAG F 1 187.553 162.108 237.923 1.00223.58 O -HETATM24258 O7 NAG F 1 189.729 167.107 233.451 1.00223.58 O -HETATM24259 C1 NAG F 2 192.227 161.126 236.274 1.00278.18 C -HETATM24260 C2 NAG F 2 192.882 162.399 236.883 1.00278.18 C -HETATM24261 C3 NAG F 2 193.910 162.015 237.955 1.00278.18 C -HETATM24262 C4 NAG F 2 193.310 161.066 238.984 1.00278.18 C -HETATM24263 C5 NAG F 2 192.736 159.843 238.282 1.00278.18 C -HETATM24264 C6 NAG F 2 192.063 158.878 239.230 1.00278.18 C -HETATM24265 C7 NAG F 2 193.572 164.551 235.921 1.00278.18 C -HETATM24266 C8 NAG F 2 194.266 165.234 234.780 1.00278.18 C -HETATM24267 N2 NAG F 2 193.513 163.216 235.857 1.00278.18 N -HETATM24268 O3 NAG F 2 194.389 163.187 238.606 1.00278.18 O -HETATM24269 O4 NAG F 2 194.312 160.651 239.905 1.00278.18 O -HETATM24270 O5 NAG F 2 191.738 160.265 237.343 1.00278.18 O -HETATM24271 O6 NAG F 2 190.791 159.359 239.642 1.00278.18 O -HETATM24272 O7 NAG F 2 193.087 165.178 236.857 1.00278.18 O -HETATM24273 C1 NAG G 1 141.313 119.661 130.742 1.00229.13 C -HETATM24274 C2 NAG G 1 140.011 120.037 131.422 1.00229.13 C -HETATM24275 C3 NAG G 1 139.809 119.165 132.664 1.00229.13 C -HETATM24276 C4 NAG G 1 140.216 117.697 132.464 1.00229.13 C -HETATM24277 C5 NAG G 1 141.139 117.371 131.260 1.00229.13 C -HETATM24278 C6 NAG G 1 140.736 116.099 130.548 1.00229.13 C -HETATM24279 C7 NAG G 1 140.701 122.177 132.543 1.00229.13 C -HETATM24280 C8 NAG G 1 140.336 123.622 132.701 1.00229.13 C -HETATM24281 N2 NAG G 1 139.894 121.459 131.741 1.00229.13 N -HETATM24282 O3 NAG G 1 138.453 119.245 133.089 1.00229.13 O -HETATM24283 O4 NAG G 1 140.946 117.330 133.633 1.00229.13 O -HETATM24284 O5 NAG G 1 141.202 118.387 130.241 1.00229.13 O -HETATM24285 O6 NAG G 1 141.503 114.988 130.991 1.00229.13 O -HETATM24286 O7 NAG G 1 141.686 121.703 133.092 1.00229.13 O -HETATM24287 C1 NAG G 2 140.604 116.099 134.336 1.00275.88 C -HETATM24288 C2 NAG G 2 139.098 116.055 134.691 1.00275.88 C -HETATM24289 C3 NAG G 2 138.731 114.721 135.357 1.00275.88 C -HETATM24290 C4 NAG G 2 139.209 113.543 134.516 1.00275.88 C -HETATM24291 C5 NAG G 2 140.702 113.671 134.227 1.00275.88 C -HETATM24292 C6 NAG G 2 141.229 112.576 133.329 1.00275.88 C -HETATM24293 C7 NAG G 2 139.097 117.529 136.731 1.00275.88 C -HETATM24294 C8 NAG G 2 138.472 118.759 137.317 1.00275.88 C -HETATM24295 N2 NAG G 2 138.668 117.195 135.498 1.00275.88 N -HETATM24296 O3 NAG G 2 137.321 114.652 135.537 1.00275.88 O -HETATM24297 O4 NAG G 2 138.968 112.323 135.208 1.00275.88 O -HETATM24298 O5 NAG G 2 140.961 114.915 133.559 1.00275.88 O -HETATM24299 O6 NAG G 2 140.467 111.383 133.459 1.00275.88 O -HETATM24300 O7 NAG G 2 139.944 116.881 137.350 1.00275.88 O -HETATM24301 C1 NAG H 1 134.640 165.749 229.520 1.00204.34 C -HETATM24302 C2 NAG H 1 133.287 165.096 229.867 1.00204.34 C -HETATM24303 C3 NAG H 1 133.173 164.828 231.375 1.00204.34 C -HETATM24304 C4 NAG H 1 134.386 164.059 231.887 1.00204.34 C -HETATM24305 C5 NAG H 1 135.671 164.783 231.484 1.00204.34 C -HETATM24306 C6 NAG H 1 136.923 164.039 231.883 1.00204.34 C -HETATM24307 C7 NAG H 1 131.783 167.107 229.711 1.00204.34 C -HETATM24308 C8 NAG H 1 130.555 167.631 229.032 1.00204.34 C -HETATM24309 N2 NAG H 1 132.142 165.855 229.368 1.00204.34 N -HETATM24310 O3 NAG H 1 131.980 164.098 231.637 1.00204.34 O -HETATM24311 O4 NAG H 1 134.324 163.954 233.306 1.00204.34 O -HETATM24312 O5 NAG H 1 135.720 164.946 230.056 1.00204.34 O -HETATM24313 O6 NAG H 1 136.815 162.651 231.598 1.00204.34 O -HETATM24314 O7 NAG H 1 132.410 167.790 230.524 1.00204.34 O -HETATM24315 C1 NAG H 2 134.106 162.585 233.726 1.00250.27 C -HETATM24316 C2 NAG H 2 134.460 162.465 235.212 1.00250.27 C -HETATM24317 C3 NAG H 2 134.215 161.038 235.699 1.00250.27 C -HETATM24318 C4 NAG H 2 132.789 160.600 235.387 1.00250.27 C -HETATM24319 C5 NAG H 2 132.488 160.789 233.900 1.00250.27 C -HETATM24320 C6 NAG H 2 131.049 160.495 233.547 1.00250.27 C -HETATM24321 C7 NAG H 2 136.182 163.778 236.367 1.00250.27 C -HETATM24322 C8 NAG H 2 137.648 164.064 236.489 1.00250.27 C -HETATM24323 N2 NAG H 2 135.837 162.861 235.457 1.00250.27 N -HETATM24324 O3 NAG H 2 134.452 160.966 237.100 1.00250.27 O -HETATM24325 O4 NAG H 2 132.614 159.231 235.732 1.00250.27 O -HETATM24326 O5 NAG H 2 132.740 162.151 233.516 1.00250.27 O -HETATM24327 O6 NAG H 2 130.156 161.094 234.474 1.00250.27 O -HETATM24328 O7 NAG H 2 135.347 164.352 237.059 1.00250.27 O -HETATM24329 C1 NAG I 1 166.185 189.088 215.292 1.00 99.07 C -HETATM24330 C2 NAG I 1 165.969 189.987 216.504 1.00 99.07 C -HETATM24331 C3 NAG I 1 164.876 191.017 216.210 1.00 99.07 C -HETATM24332 C4 NAG I 1 165.164 191.771 214.913 1.00 99.07 C -HETATM24333 C5 NAG I 1 165.441 190.784 213.777 1.00 99.07 C -HETATM24334 C6 NAG I 1 165.883 191.448 212.494 1.00 99.07 C -HETATM24335 C7 NAG I 1 166.531 188.558 218.424 1.00 99.07 C -HETATM24336 C8 NAG I 1 165.993 187.790 219.593 1.00 99.07 C -HETATM24337 N2 NAG I 1 165.625 189.198 217.677 1.00 99.07 N -HETATM24338 O3 NAG I 1 164.789 191.916 217.310 1.00 99.07 O -HETATM24339 O4 NAG I 1 164.039 192.563 214.547 1.00 99.07 O -HETATM24340 O5 NAG I 1 166.493 189.884 214.155 1.00 99.07 O -HETATM24341 O6 NAG I 1 166.175 190.486 211.490 1.00 99.07 O -HETATM24342 O7 NAG I 1 167.732 188.600 218.170 1.00 99.07 O -HETATM24343 C1 NAG I 2 164.254 193.970 214.825 1.00121.69 C -HETATM24344 C2 NAG I 2 164.466 194.708 213.514 1.00121.69 C -HETATM24345 C3 NAG I 2 163.190 194.685 212.690 1.00121.69 C -HETATM24346 C4 NAG I 2 162.035 195.332 213.444 1.00121.69 C -HETATM24347 C5 NAG I 2 161.883 194.840 214.892 1.00121.69 C -HETATM24348 C6 NAG I 2 161.020 193.605 215.031 1.00121.69 C -HETATM24349 C7 NAG I 2 166.174 196.415 213.961 1.00121.69 C -HETATM24350 C8 NAG I 2 166.438 197.873 214.187 1.00121.69 C -HETATM24351 N2 NAG I 2 164.898 196.077 213.749 1.00121.69 N -HETATM24352 O3 NAG I 2 162.872 193.342 212.340 1.00121.69 O -HETATM24353 O4 NAG I 2 162.198 196.746 213.452 1.00121.69 O -HETATM24354 O5 NAG I 2 163.135 194.577 215.561 1.00121.69 O -HETATM24355 O6 NAG I 2 160.922 193.188 216.386 1.00121.69 O -HETATM24356 O7 NAG I 2 167.075 195.582 213.969 1.00121.69 O -HETATM24357 C1 NAG J 1 184.036 181.476 214.484 1.00119.07 C -HETATM24358 C2 NAG J 1 183.756 182.659 213.554 1.00119.07 C -HETATM24359 C3 NAG J 1 184.656 182.590 212.319 1.00119.07 C -HETATM24360 C4 NAG J 1 186.124 182.469 212.716 1.00119.07 C -HETATM24361 C5 NAG J 1 186.309 181.284 213.664 1.00119.07 C -HETATM24362 C6 NAG J 1 187.713 181.160 214.213 1.00119.07 C -HETATM24363 C7 NAG J 1 181.595 183.787 213.257 1.00119.07 C -HETATM24364 C8 NAG J 1 180.174 183.640 212.805 1.00119.07 C -HETATM24365 N2 NAG J 1 182.356 182.692 213.163 1.00119.07 N -HETATM24366 O3 NAG J 1 184.458 183.752 211.522 1.00119.07 O -HETATM24367 O4 NAG J 1 186.919 182.281 211.549 1.00119.07 O -HETATM24368 O5 NAG J 1 185.440 181.428 214.798 1.00119.07 O -HETATM24369 O6 NAG J 1 188.049 179.806 214.478 1.00119.07 O -HETATM24370 O7 NAG J 1 182.034 184.848 213.690 1.00119.07 O -HETATM24371 C1 NAG J 2 187.795 183.417 211.336 1.00167.60 C -HETATM24372 C2 NAG J 2 188.676 183.142 210.106 1.00167.60 C -HETATM24373 C3 NAG J 2 189.594 184.336 209.817 1.00167.60 C -HETATM24374 C4 NAG J 2 188.795 185.636 209.737 1.00167.60 C -HETATM24375 C5 NAG J 2 187.902 185.792 210.973 1.00167.60 C -HETATM24376 C6 NAG J 2 186.983 186.989 210.904 1.00167.60 C -HETATM24377 C7 NAG J 2 190.361 181.570 211.118 1.00167.60 C -HETATM24378 C8 NAG J 2 190.969 180.208 210.965 1.00167.60 C -HETATM24379 N2 NAG J 2 189.428 181.892 210.202 1.00167.60 N -HETATM24380 O3 NAG J 2 190.293 184.080 208.604 1.00167.60 O -HETATM24381 O4 NAG J 2 189.673 186.758 209.696 1.00167.60 O -HETATM24382 O5 NAG J 2 187.063 184.637 211.138 1.00167.60 O -HETATM24383 O6 NAG J 2 186.182 187.095 212.073 1.00167.60 O -HETATM24384 O7 NAG J 2 190.705 182.329 212.026 1.00167.60 O -HETATM24385 C1 BMA J 3 189.888 187.282 208.362 1.00214.95 C -HETATM24386 C2 BMA J 3 188.850 188.392 208.039 1.00214.95 C -HETATM24387 C3 BMA J 3 189.186 189.053 206.690 1.00214.95 C -HETATM24388 C4 BMA J 3 190.669 189.482 206.603 1.00214.95 C -HETATM24389 C5 BMA J 3 191.580 188.282 206.936 1.00214.95 C -HETATM24390 C6 BMA J 3 193.052 188.643 206.951 1.00214.95 C -HETATM24391 O2 BMA J 3 188.885 189.416 209.019 1.00214.95 O -HETATM24392 O3 BMA J 3 188.341 190.167 206.427 1.00214.95 O -HETATM24393 O4 BMA J 3 190.965 189.958 205.301 1.00214.95 O -HETATM24394 O5 BMA J 3 191.225 187.787 208.247 1.00214.95 O -HETATM24395 O6 BMA J 3 193.685 187.883 207.974 1.00214.95 O -HETATM24396 C1 NAG K 1 178.461 181.626 230.667 1.00110.18 C -HETATM24397 C2 NAG K 1 178.432 183.116 231.048 1.00110.18 C -HETATM24398 C3 NAG K 1 178.494 183.295 232.570 1.00110.18 C -HETATM24399 C4 NAG K 1 177.437 182.444 233.266 1.00110.18 C -HETATM24400 C5 NAG K 1 177.531 180.991 232.795 1.00110.18 C -HETATM24401 C6 NAG K 1 176.447 180.100 233.358 1.00110.18 C -HETATM24402 C7 NAG K 1 180.799 183.740 230.465 1.00110.18 C -HETATM24403 C8 NAG K 1 181.618 184.692 229.646 1.00110.18 C -HETATM24404 N2 NAG K 1 179.465 183.897 230.369 1.00110.18 N -HETATM24405 O3 NAG K 1 178.304 184.668 232.893 1.00110.18 O -HETATM24406 O4 NAG K 1 177.639 182.508 234.674 1.00110.18 O -HETATM24407 O5 NAG K 1 177.414 180.930 231.364 1.00110.18 O -HETATM24408 O6 NAG K 1 175.174 180.727 233.290 1.00110.18 O -HETATM24409 O7 NAG K 1 181.330 182.883 231.174 1.00110.18 O -HETATM24410 C1 NAG K 2 176.517 183.144 235.335 1.00117.48 C -HETATM24411 C2 NAG K 2 176.728 183.023 236.855 1.00117.48 C -HETATM24412 C3 NAG K 2 175.584 183.701 237.617 1.00117.48 C -HETATM24413 C4 NAG K 2 175.386 185.132 237.128 1.00117.48 C -HETATM24414 C5 NAG K 2 175.226 185.166 235.608 1.00117.48 C -HETATM24415 C6 NAG K 2 175.142 186.569 235.054 1.00117.48 C -HETATM24416 C7 NAG K 2 176.076 180.616 237.191 1.00117.48 C -HETATM24417 C8 NAG K 2 176.566 179.310 237.740 1.00117.48 C -HETATM24418 N2 NAG K 2 176.935 181.647 237.301 1.00117.48 N -HETATM24419 O3 NAG K 2 175.874 183.696 239.010 1.00117.48 O -HETATM24420 O4 NAG K 2 174.226 185.694 237.731 1.00117.48 O -HETATM24421 O5 NAG K 2 176.354 184.537 234.977 1.00117.48 O -HETATM24422 O6 NAG K 2 174.424 187.428 235.930 1.00117.48 O -HETATM24423 O7 NAG K 2 174.959 180.719 236.679 1.00117.48 O -HETATM24424 C1 NAG N 1 205.764 152.998 154.976 1.00218.44 C -HETATM24425 C2 NAG N 1 206.392 151.872 155.800 1.00218.44 C -HETATM24426 C3 NAG N 1 207.474 152.431 156.724 1.00218.44 C -HETATM24427 C4 NAG N 1 208.499 153.238 155.933 1.00218.44 C -HETATM24428 C5 NAG N 1 207.793 154.315 155.108 1.00218.44 C -HETATM24429 C6 NAG N 1 208.724 155.084 154.200 1.00218.44 C -HETATM24430 C7 NAG N 1 204.857 149.994 156.182 1.00218.44 C -HETATM24431 C8 NAG N 1 203.830 149.401 157.098 1.00218.44 C -HETATM24432 N2 NAG N 1 205.383 151.161 156.569 1.00218.44 N -HETATM24433 O3 NAG N 1 208.105 151.355 157.409 1.00218.44 O -HETATM24434 O4 NAG N 1 209.423 153.859 156.821 1.00218.44 O -HETATM24435 O5 NAG N 1 206.798 153.713 154.265 1.00218.44 O -HETATM24436 O6 NAG N 1 209.688 154.230 153.599 1.00218.44 O -HETATM24437 O7 NAG N 1 205.194 149.443 155.139 1.00218.44 O -HETATM24438 C1 NAG N 2 210.723 153.240 156.701 1.00248.13 C -HETATM24439 C2 NAG N 2 211.779 154.173 157.302 1.00248.13 C -HETATM24440 C3 NAG N 2 213.158 153.517 157.244 1.00248.13 C -HETATM24441 C4 NAG N 2 213.130 152.137 157.892 1.00248.13 C -HETATM24442 C5 NAG N 2 212.028 151.282 157.269 1.00248.13 C -HETATM24443 C6 NAG N 2 211.859 149.945 157.950 1.00248.13 C -HETATM24444 C7 NAG N 2 211.259 156.566 157.135 1.00248.13 C -HETATM24445 C8 NAG N 2 211.364 157.800 156.291 1.00248.13 C -HETATM24446 N2 NAG N 2 211.793 155.455 156.617 1.00248.13 N -HETATM24447 O3 NAG N 2 214.106 154.346 157.906 1.00248.13 O -HETATM24448 O4 NAG N 2 214.384 151.489 157.713 1.00248.13 O -HETATM24449 O5 NAG N 2 210.766 151.962 157.372 1.00248.13 O -HETATM24450 O6 NAG N 2 212.991 149.111 157.746 1.00248.13 O -HETATM24451 O7 NAG N 2 210.716 156.575 158.235 1.00248.13 O -HETATM24452 C1 NAG P 1 159.515 121.224 164.480 1.00159.47 C -HETATM24453 C2 NAG P 1 158.243 121.525 165.269 1.00159.47 C -HETATM24454 C3 NAG P 1 157.945 120.380 166.231 1.00159.47 C -HETATM24455 C4 NAG P 1 157.862 119.054 165.483 1.00159.47 C -HETATM24456 C5 NAG P 1 159.145 118.834 164.673 1.00159.47 C -HETATM24457 C6 NAG P 1 159.105 117.613 163.782 1.00159.47 C -HETATM24458 C7 NAG P 1 157.704 123.909 165.675 1.00159.47 C -HETATM24459 C8 NAG P 1 156.786 123.840 164.485 1.00159.47 C -HETATM24460 N2 NAG P 1 158.361 122.783 165.993 1.00159.47 N -HETATM24461 O3 NAG P 1 156.735 120.639 166.931 1.00159.47 O -HETATM24462 O4 NAG P 1 157.662 118.018 166.442 1.00159.47 O -HETATM24463 O5 NAG P 1 159.377 119.957 163.805 1.00159.47 O -HETATM24464 O6 NAG P 1 159.323 116.420 164.523 1.00159.47 O -HETATM24465 O7 NAG P 1 157.844 124.941 166.323 1.00159.47 O -HETATM24466 C1 NAG P 2 156.518 117.113 166.311 1.00182.35 C -HETATM24467 C2 NAG P 2 155.296 117.627 165.495 1.00182.35 C -HETATM24468 C3 NAG P 2 154.287 116.496 165.263 1.00182.35 C -HETATM24469 C4 NAG P 2 154.961 115.264 164.673 1.00182.35 C -HETATM24470 C5 NAG P 2 156.104 114.825 165.578 1.00182.35 C -HETATM24471 C6 NAG P 2 156.865 113.637 165.040 1.00182.35 C -HETATM24472 C7 NAG P 2 154.092 119.767 165.495 1.00182.35 C -HETATM24473 C8 NAG P 2 153.458 120.834 166.337 1.00182.35 C -HETATM24474 N2 NAG P 2 154.645 118.746 166.160 1.00182.35 N -HETATM24475 O3 NAG P 2 153.258 116.946 164.389 1.00182.35 O -HETATM24476 O4 NAG P 2 154.021 114.203 164.553 1.00182.35 O -HETATM24477 O5 NAG P 2 157.044 115.900 165.699 1.00182.35 O -HETATM24478 O6 NAG P 2 157.539 112.938 166.078 1.00182.35 O -HETATM24479 O7 NAG P 2 154.104 119.827 164.270 1.00182.35 O -HETATM24480 C1 NAG R 1 182.233 143.265 214.295 1.00 96.88 C -HETATM24481 C2 NAG R 1 183.050 142.585 215.410 1.00 96.88 C -HETATM24482 C3 NAG R 1 184.472 143.169 215.512 1.00 96.88 C -HETATM24483 C4 NAG R 1 185.148 143.252 214.144 1.00 96.88 C -HETATM24484 C5 NAG R 1 184.209 143.858 213.087 1.00 96.88 C -HETATM24485 C6 NAG R 1 184.738 143.763 211.674 1.00 96.88 C -HETATM24486 C7 NAG R 1 181.908 143.290 217.654 1.00 96.88 C -HETATM24487 C8 NAG R 1 182.032 144.789 217.429 1.00 96.88 C -HETATM24488 N2 NAG R 1 182.385 142.422 216.715 1.00 96.88 N -HETATM24489 O3 NAG R 1 185.249 142.380 216.403 1.00 96.88 O -HETATM24490 O4 NAG R 1 186.289 144.093 214.309 1.00 96.88 O -HETATM24491 O5 NAG R 1 182.941 143.181 213.075 1.00 96.88 O -HETATM24492 O6 NAG R 1 185.432 142.541 211.464 1.00 96.88 O -HETATM24493 O7 NAG R 1 181.384 142.861 218.677 1.00 96.88 O -HETATM24494 C1 NAG R 2 187.626 143.672 213.891 1.00124.48 C -HETATM24495 C2 NAG R 2 187.893 142.146 213.857 1.00124.48 C -HETATM24496 C3 NAG R 2 189.257 141.855 213.221 1.00124.48 C -HETATM24497 C4 NAG R 2 189.393 142.539 211.867 1.00124.48 C -HETATM24498 C5 NAG R 2 189.142 144.034 212.015 1.00124.48 C -HETATM24499 C6 NAG R 2 189.179 144.774 210.699 1.00124.48 C -HETATM24500 C7 NAG R 2 187.431 140.318 215.435 1.00124.48 C -HETATM24501 C8 NAG R 2 187.435 139.893 216.873 1.00124.48 C -HETATM24502 N2 NAG R 2 187.830 141.572 215.193 1.00124.48 N -HETATM24503 O3 NAG R 2 189.434 140.452 213.066 1.00124.48 O -HETATM24504 O4 NAG R 2 190.702 142.334 211.347 1.00124.48 O -HETATM24505 O5 NAG R 2 187.834 144.239 212.567 1.00124.48 O -HETATM24506 O6 NAG R 2 187.898 145.285 210.356 1.00124.48 O -HETATM24507 O7 NAG R 2 187.085 139.561 214.534 1.00124.48 O -HETATM24508 C1 NAG S 1 195.403 158.234 203.826 1.00127.57 C -HETATM24509 C2 NAG S 1 196.610 158.746 204.587 1.00127.57 C -HETATM24510 C3 NAG S 1 197.726 159.091 203.604 1.00127.57 C -HETATM24511 C4 NAG S 1 198.046 157.915 202.683 1.00127.57 C -HETATM24512 C5 NAG S 1 196.764 157.328 202.069 1.00127.57 C -HETATM24513 C6 NAG S 1 196.976 156.006 201.366 1.00127.57 C -HETATM24514 C7 NAG S 1 196.118 159.847 206.724 1.00127.57 C -HETATM24515 C8 NAG S 1 195.759 161.135 207.400 1.00127.57 C -HETATM24516 N2 NAG S 1 196.265 159.903 205.396 1.00127.57 N -HETATM24517 O3 NAG S 1 198.884 159.495 204.323 1.00127.57 O -HETATM24518 O4 NAG S 1 198.882 158.421 201.644 1.00127.57 O -HETATM24519 O5 NAG S 1 195.770 157.083 203.078 1.00127.57 O -HETATM24520 O6 NAG S 1 197.877 155.176 202.085 1.00127.57 O -HETATM24521 O7 NAG S 1 196.269 158.803 207.350 1.00127.57 O -HETATM24522 C1 NAG S 2 200.172 157.801 201.330 1.00213.92 C -HETATM24523 C2 NAG S 2 200.901 157.120 202.519 1.00213.92 C -HETATM24524 C3 NAG S 2 202.145 156.368 202.024 1.00213.92 C -HETATM24525 C4 NAG S 2 201.824 155.447 200.850 1.00213.92 C -HETATM24526 C5 NAG S 2 201.104 156.215 199.745 1.00213.92 C -HETATM24527 C6 NAG S 2 200.648 155.330 198.607 1.00213.92 C -HETATM24528 C7 NAG S 2 201.453 157.807 204.819 1.00213.92 C -HETATM24529 C8 NAG S 2 201.851 158.948 205.707 1.00213.92 C -HETATM24530 N2 NAG S 2 201.278 158.103 203.525 1.00213.92 N -HETATM24531 O3 NAG S 2 202.700 155.596 203.083 1.00213.92 O -HETATM24532 O4 NAG S 2 203.002 154.826 200.337 1.00213.92 O -HETATM24533 O5 NAG S 2 199.925 156.824 200.284 1.00213.92 O -HETATM24534 O6 NAG S 2 201.316 154.075 198.619 1.00213.92 O -HETATM24535 O7 NAG S 2 201.299 156.669 205.252 1.00213.92 O -HETATM24536 C1 MAN S 3 204.078 155.732 199.970 1.00272.25 C -HETATM24537 C2 MAN S 3 204.541 155.411 198.513 1.00272.25 C -HETATM24538 C3 MAN S 3 205.350 154.103 198.476 1.00272.25 C -HETATM24539 C4 MAN S 3 206.458 154.077 199.553 1.00272.25 C -HETATM24540 C5 MAN S 3 205.837 154.352 200.932 1.00272.25 C -HETATM24541 C6 MAN S 3 206.860 154.410 202.048 1.00272.25 C -HETATM24542 O2 MAN S 3 205.416 156.423 198.011 1.00272.25 O -HETATM24543 O3 MAN S 3 205.913 153.870 197.189 1.00272.25 O -HETATM24544 O4 MAN S 3 207.096 152.812 199.566 1.00272.25 O -HETATM24545 O5 MAN S 3 205.162 155.634 200.890 1.00272.25 O -HETATM24546 O6 MAN S 3 206.162 154.359 203.288 1.00272.25 O -HETATM24547 C1 NAG T 1 167.148 131.334 213.838 1.00138.91 C -HETATM24548 C2 NAG T 1 168.347 131.316 212.887 1.00138.91 C -HETATM24549 C3 NAG T 1 167.966 130.649 211.565 1.00138.91 C -HETATM24550 C4 NAG T 1 167.378 129.262 211.806 1.00138.91 C -HETATM24551 C5 NAG T 1 166.207 129.357 212.786 1.00138.91 C -HETATM24552 C6 NAG T 1 165.641 128.012 213.179 1.00138.91 C -HETATM24553 C7 NAG T 1 169.884 133.180 213.322 1.00138.91 C -HETATM24554 C8 NAG T 1 170.267 134.581 212.952 1.00138.91 C -HETATM24555 N2 NAG T 1 168.849 132.660 212.654 1.00138.91 N -HETATM24556 O3 NAG T 1 169.116 130.561 210.733 1.00138.91 O -HETATM24557 O4 NAG T 1 166.923 128.706 210.576 1.00138.91 O -HETATM24558 O5 NAG T 1 166.637 129.993 214.001 1.00138.91 O -HETATM24559 O6 NAG T 1 164.954 127.399 212.096 1.00138.91 O -HETATM24560 O7 NAG T 1 170.483 132.549 214.187 1.00138.91 O -HETATM24561 C1 NAG T 2 167.743 127.580 210.183 1.00209.22 C -HETATM24562 C2 NAG T 2 167.089 126.883 208.985 1.00209.22 C -HETATM24563 C3 NAG T 2 167.957 125.715 208.515 1.00209.22 C -HETATM24564 C4 NAG T 2 169.383 126.177 208.241 1.00209.22 C -HETATM24565 C5 NAG T 2 169.952 126.897 209.462 1.00209.22 C -HETATM24566 C6 NAG T 2 171.318 127.492 209.215 1.00209.22 C -HETATM24567 C7 NAG T 2 164.720 126.504 208.465 1.00209.22 C -HETATM24568 C8 NAG T 2 163.409 125.982 208.970 1.00209.22 C -HETATM24569 N2 NAG T 2 165.749 126.424 209.315 1.00209.22 N -HETATM24570 O3 NAG T 2 167.394 125.150 207.336 1.00209.22 O -HETATM24571 O4 NAG T 2 170.206 125.059 207.931 1.00209.22 O -HETATM24572 O5 NAG T 2 169.088 127.983 209.836 1.00209.22 O -HETATM24573 O6 NAG T 2 171.352 128.227 208.000 1.00209.22 O -HETATM24574 O7 NAG T 2 164.842 126.977 207.339 1.00209.22 O -HETATM24575 C1 NAG U 1 170.447 136.091 229.337 1.00106.74 C -HETATM24576 C2 NAG U 1 171.053 134.917 230.091 1.00106.74 C -HETATM24577 C3 NAG U 1 171.072 135.218 231.588 1.00106.74 C -HETATM24578 C4 NAG U 1 171.764 136.548 231.879 1.00106.74 C -HETATM24579 C5 NAG U 1 171.224 137.671 230.981 1.00106.74 C -HETATM24580 C6 NAG U 1 172.050 138.936 231.047 1.00106.74 C -HETATM24581 C7 NAG U 1 170.828 132.685 229.097 1.00106.74 C -HETATM24582 C8 NAG U 1 169.940 131.492 228.920 1.00106.74 C -HETATM24583 N2 NAG U 1 170.324 133.689 229.823 1.00106.74 N -HETATM24584 O3 NAG U 1 171.735 134.163 232.275 1.00106.74 O -HETATM24585 O4 NAG U 1 171.510 136.896 233.237 1.00106.74 O -HETATM24586 O5 NAG U 1 171.211 137.270 229.600 1.00106.74 O -HETATM24587 O6 NAG U 1 172.884 139.074 229.905 1.00106.74 O -HETATM24588 O7 NAG U 1 171.951 132.739 228.605 1.00106.74 O -HETATM24589 C1 NAG U 2 172.705 136.972 234.050 1.00122.47 C -HETATM24590 C2 NAG U 2 172.276 137.284 235.513 1.00122.47 C -HETATM24591 C3 NAG U 2 173.478 137.301 236.477 1.00122.47 C -HETATM24592 C4 NAG U 2 174.324 136.045 236.302 1.00122.47 C -HETATM24593 C5 NAG U 2 174.695 135.847 234.831 1.00122.47 C -HETATM24594 C6 NAG U 2 175.476 134.577 234.585 1.00122.47 C -HETATM24595 C7 NAG U 2 171.430 139.756 235.499 1.00122.47 C -HETATM24596 C8 NAG U 2 172.711 140.352 234.940 1.00122.47 C -HETATM24597 N2 NAG U 2 171.347 138.411 235.709 1.00122.47 N -HETATM24598 O3 NAG U 2 173.011 137.392 237.818 1.00122.47 O -HETATM24599 O4 NAG U 2 175.514 136.150 237.075 1.00122.47 O -HETATM24600 O5 NAG U 2 173.507 135.769 234.027 1.00122.47 O -HETATM24601 O6 NAG U 2 176.620 134.503 235.424 1.00122.47 O -HETATM24602 O7 NAG U 2 170.473 140.479 235.759 1.00122.47 O -HETATM24603 C1 NAG V 1 150.089 136.175 233.758 1.00115.00 C -HETATM24604 C2 NAG V 1 149.629 134.859 233.130 1.00115.00 C -HETATM24605 C3 NAG V 1 148.107 134.739 233.206 1.00115.00 C -HETATM24606 C4 NAG V 1 147.621 134.919 234.641 1.00115.00 C -HETATM24607 C5 NAG V 1 148.157 136.233 235.211 1.00115.00 C -HETATM24608 C6 NAG V 1 147.824 136.430 236.671 1.00115.00 C -HETATM24609 C7 NAG V 1 151.119 133.990 231.386 1.00115.00 C -HETATM24610 C8 NAG V 1 151.453 133.997 229.925 1.00115.00 C -HETATM24611 N2 NAG V 1 150.083 134.751 231.753 1.00115.00 N -HETATM24612 O3 NAG V 1 147.724 133.468 232.692 1.00115.00 O -HETATM24613 O4 NAG V 1 146.197 134.953 234.689 1.00115.00 O -HETATM24614 O5 NAG V 1 149.589 136.268 235.106 1.00115.00 O -HETATM24615 O6 NAG V 1 148.894 136.017 237.510 1.00115.00 O -HETATM24616 O7 NAG V 1 151.758 133.326 232.196 1.00115.00 O -HETATM24617 C1 NAG V 2 145.650 133.721 235.202 1.00139.23 C -HETATM24618 C2 NAG V 2 144.292 133.982 235.886 1.00139.23 C -HETATM24619 C3 NAG V 2 143.625 132.667 236.311 1.00139.23 C -HETATM24620 C4 NAG V 2 143.560 131.689 235.145 1.00139.23 C -HETATM24621 C5 NAG V 2 144.951 131.493 234.549 1.00139.23 C -HETATM24622 C6 NAG V 2 144.950 130.606 233.325 1.00139.23 C -HETATM24623 C7 NAG V 2 145.079 134.768 238.143 1.00139.23 C -HETATM24624 C8 NAG V 2 144.981 135.905 239.114 1.00139.23 C -HETATM24625 N2 NAG V 2 144.382 134.923 237.000 1.00139.23 N -HETATM24626 O3 NAG V 2 142.314 132.936 236.795 1.00139.23 O -HETATM24627 O4 NAG V 2 143.057 130.434 235.589 1.00139.23 O -HETATM24628 O5 NAG V 2 145.484 132.762 234.140 1.00139.23 O -HETATM24629 O6 NAG V 2 144.199 131.183 232.265 1.00139.23 O -HETATM24630 O7 NAG V 2 145.763 133.772 238.386 1.00139.23 O -HETATM24631 C1 NAG b 1 135.385 152.148 213.575 1.00 66.89 C -HETATM24632 C2 NAG b 1 134.368 151.713 214.629 1.00 66.89 C -HETATM24633 C3 NAG b 1 134.163 150.199 214.573 1.00 66.89 C -HETATM24634 C4 NAG b 1 133.822 149.739 213.158 1.00 66.89 C -HETATM24635 C5 NAG b 1 134.849 150.276 212.159 1.00 66.89 C -HETATM24636 C6 NAG b 1 134.493 149.993 210.718 1.00 66.89 C -HETATM24637 C7 NAG b 1 134.244 153.142 216.622 1.00 66.89 C -HETATM24638 C8 NAG b 1 134.809 153.421 217.983 1.00 66.89 C -HETATM24639 N2 NAG b 1 134.793 152.120 215.958 1.00 66.89 N -HETATM24640 O3 NAG b 1 133.124 149.832 215.472 1.00 66.89 O -HETATM24641 O4 NAG b 1 133.836 148.317 213.113 1.00 66.89 O -HETATM24642 O5 NAG b 1 134.957 151.702 212.282 1.00 66.89 O -HETATM24643 O6 NAG b 1 135.044 150.970 209.846 1.00 66.89 O -HETATM24644 O7 NAG b 1 133.332 153.811 216.147 1.00 66.89 O -HETATM24645 C1 NAG b 2 132.515 147.773 212.900 1.00 85.58 C -HETATM24646 C2 NAG b 2 132.645 146.246 212.751 1.00 85.58 C -HETATM24647 C3 NAG b 2 131.269 145.593 212.582 1.00 85.58 C -HETATM24648 C4 NAG b 2 130.326 146.028 213.698 1.00 85.58 C -HETATM24649 C5 NAG b 2 130.274 147.553 213.786 1.00 85.58 C -HETATM24650 C6 NAG b 2 129.438 148.049 214.942 1.00 85.58 C -HETATM24651 C7 NAG b 2 133.456 146.113 210.372 1.00 85.58 C -HETATM24652 C8 NAG b 2 134.560 145.574 209.514 1.00 85.58 C -HETATM24653 N2 NAG b 2 133.567 145.848 211.688 1.00 85.58 N -HETATM24654 O3 NAG b 2 131.412 144.178 212.591 1.00 85.58 O -HETATM24655 O4 NAG b 2 129.017 145.528 213.452 1.00 85.58 O -HETATM24656 O5 NAG b 2 131.598 148.080 213.975 1.00 85.58 O -HETATM24657 O6 NAG b 2 128.321 147.201 215.175 1.00 85.58 O -HETATM24658 O7 NAG b 2 132.518 146.751 209.889 1.00 85.58 O -HETATM24659 C1 NAG c 1 141.557 133.721 202.800 1.00155.70 C -HETATM24660 C2 NAG c 1 140.961 132.746 203.806 1.00155.70 C -HETATM24661 C3 NAG c 1 140.696 131.402 203.132 1.00155.70 C -HETATM24662 C4 NAG c 1 139.859 131.564 201.865 1.00155.70 C -HETATM24663 C5 NAG c 1 140.453 132.648 200.954 1.00155.70 C -HETATM24664 C6 NAG c 1 139.558 133.031 199.797 1.00155.70 C -HETATM24665 C7 NAG c 1 141.654 133.202 206.116 1.00155.70 C -HETATM24666 C8 NAG c 1 142.663 132.912 207.186 1.00155.70 C -HETATM24667 N2 NAG c 1 141.842 132.578 204.949 1.00155.70 N -HETATM24668 O3 NAG c 1 140.040 130.532 204.047 1.00155.70 O -HETATM24669 O4 NAG c 1 139.851 130.297 201.208 1.00155.70 O -HETATM24670 O5 NAG c 1 140.675 133.860 201.693 1.00155.70 O -HETATM24671 O6 NAG c 1 138.543 133.936 200.208 1.00155.70 O -HETATM24672 O7 NAG c 1 140.712 133.966 206.300 1.00155.70 O -HETATM24673 C1 NAG c 2 138.597 129.675 200.784 1.00261.67 C -HETATM24674 C2 NAG c 2 137.315 130.118 201.533 1.00261.67 C -HETATM24675 C3 NAG c 2 136.068 129.557 200.843 1.00261.67 C -HETATM24676 C4 NAG c 2 136.061 129.882 199.353 1.00261.67 C -HETATM24677 C5 NAG c 2 137.352 129.391 198.704 1.00261.67 C -HETATM24678 C6 NAG c 2 137.471 129.779 197.248 1.00261.67 C -HETATM24679 C7 NAG c 2 136.883 130.457 203.926 1.00261.67 C -HETATM24680 C8 NAG c 2 136.989 129.868 205.300 1.00261.67 C -HETATM24681 N2 NAG c 2 137.346 129.699 202.926 1.00261.67 N -HETATM24682 O3 NAG c 2 134.904 130.096 201.460 1.00261.67 O -HETATM24683 O4 NAG c 2 134.921 129.325 198.700 1.00261.67 O -HETATM24684 O5 NAG c 2 138.473 129.983 199.374 1.00261.67 O -HETATM24685 O6 NAG c 2 138.826 129.769 196.820 1.00261.67 O -HETATM24686 O7 NAG c 2 136.402 131.569 203.729 1.00261.67 O -HETATM24687 C1 BMA c 3 134.746 127.894 198.869 1.00325.41 C -HETATM24688 C2 BMA c 3 133.270 127.615 199.260 1.00325.41 C -HETATM24689 C3 BMA c 3 133.025 126.100 199.333 1.00325.41 C -HETATM24690 C4 BMA c 3 133.533 125.361 198.072 1.00325.41 C -HETATM24691 C5 BMA c 3 135.005 125.736 197.801 1.00325.41 C -HETATM24692 C6 BMA c 3 135.552 125.117 196.527 1.00325.41 C -HETATM24693 O2 BMA c 3 132.384 128.127 198.278 1.00325.41 O -HETATM24694 O3 BMA c 3 131.650 125.805 199.550 1.00325.41 O -HETATM24695 O4 BMA c 3 133.424 123.960 198.251 1.00325.41 O -HETATM24696 O5 BMA c 3 135.097 127.174 197.681 1.00325.41 O -HETATM24697 O6 BMA c 3 134.939 125.763 195.418 1.00325.41 O -HETATM24698 C1 NAG d 1 132.370 171.216 214.061 1.00121.30 C -HETATM24699 C2 NAG d 1 131.605 170.309 213.097 1.00121.30 C -HETATM24700 C3 NAG d 1 131.237 171.077 211.827 1.00121.30 C -HETATM24701 C4 NAG d 1 130.485 172.359 212.166 1.00121.30 C -HETATM24702 C5 NAG d 1 131.295 173.192 213.160 1.00121.30 C -HETATM24703 C6 NAG d 1 130.565 174.421 213.652 1.00121.30 C -HETATM24704 C7 NAG d 1 132.023 167.891 213.143 1.00121.30 C -HETATM24705 C8 NAG d 1 132.942 166.784 212.719 1.00121.30 C -HETATM24706 N2 NAG d 1 132.381 169.124 212.770 1.00121.30 N -HETATM24707 O3 NAG d 1 130.443 170.244 210.990 1.00121.30 O -HETATM24708 O4 NAG d 1 130.264 173.119 210.982 1.00121.30 O -HETATM24709 O5 NAG d 1 131.600 172.405 214.322 1.00121.30 O -HETATM24710 O6 NAG d 1 129.747 174.124 214.777 1.00121.30 O -HETATM24711 O7 NAG d 1 131.004 167.677 213.792 1.00121.30 O -HETATM24712 C1 NAG d 2 128.857 173.143 210.647 1.00167.61 C -HETATM24713 C2 NAG d 2 128.638 174.156 209.520 1.00167.61 C -HETATM24714 C3 NAG d 2 127.166 174.178 209.108 1.00167.61 C -HETATM24715 C4 NAG d 2 126.681 172.775 208.762 1.00167.61 C -HETATM24716 C5 NAG d 2 126.973 171.813 209.913 1.00167.61 C -HETATM24717 C6 NAG d 2 126.632 170.378 209.586 1.00167.61 C -HETATM24718 C7 NAG d 2 130.159 176.079 209.407 1.00167.61 C -HETATM24719 C8 NAG d 2 130.465 177.450 209.932 1.00167.61 C -HETATM24720 N2 NAG d 2 129.077 175.484 209.918 1.00167.61 N -HETATM24721 O3 NAG d 2 126.999 175.040 207.989 1.00167.61 O -HETATM24722 O4 NAG d 2 125.281 172.793 208.509 1.00167.61 O -HETATM24723 O5 NAG d 2 128.373 171.845 210.234 1.00167.61 O -HETATM24724 O6 NAG d 2 127.314 169.933 208.421 1.00167.61 O -HETATM24725 O7 NAG d 2 130.859 175.536 208.558 1.00167.61 O -HETATM24726 C1 NAG A1201 204.577 166.503 127.211 1.00232.24 C -HETATM24727 C2 NAG A1201 205.812 166.685 126.325 1.00232.24 C -HETATM24728 C3 NAG A1201 206.923 165.735 126.767 1.00232.24 C -HETATM24729 C4 NAG A1201 207.220 165.907 128.252 1.00232.24 C -HETATM24730 C5 NAG A1201 205.938 165.760 129.071 1.00232.24 C -HETATM24731 C6 NAG A1201 206.141 166.054 130.539 1.00232.24 C -HETATM24732 C7 NAG A1201 205.408 167.471 124.034 1.00232.24 C -HETATM24733 C8 NAG A1201 205.061 167.073 122.631 1.00232.24 C -HETATM24734 N2 NAG A1201 205.486 166.475 124.923 1.00232.24 N -HETATM24735 O3 NAG A1201 208.097 165.991 126.003 1.00232.24 O -HETATM24736 O4 NAG A1201 208.162 164.928 128.676 1.00232.24 O -HETATM24737 O5 NAG A1201 204.944 166.684 128.598 1.00232.24 O -HETATM24738 O6 NAG A1201 206.599 167.384 130.744 1.00232.24 O -HETATM24739 O7 NAG A1201 205.609 168.640 124.348 1.00232.24 O -HETATM24740 C1 NAG A1202 184.461 162.448 103.281 1.00156.53 C -HETATM24741 C2 NAG A1202 184.403 163.275 104.569 1.00156.53 C -HETATM24742 C3 NAG A1202 184.997 164.663 104.329 1.00156.53 C -HETATM24743 C4 NAG A1202 186.400 164.553 103.743 1.00156.53 C -HETATM24744 C5 NAG A1202 186.394 163.666 102.497 1.00156.53 C -HETATM24745 C6 NAG A1202 187.777 163.412 101.944 1.00156.53 C -HETATM24746 C7 NAG A1202 182.586 162.626 106.078 1.00156.53 C -HETATM24747 C8 NAG A1202 181.159 162.854 106.474 1.00156.53 C -HETATM24748 N2 NAG A1202 183.043 163.376 105.071 1.00156.53 N -HETATM24749 O3 NAG A1202 185.037 165.381 105.557 1.00156.53 O -HETATM24750 O4 NAG A1202 186.884 165.845 103.394 1.00156.53 O -HETATM24751 O5 NAG A1202 185.827 162.382 102.807 1.00156.53 O -HETATM24752 O6 NAG A1202 188.459 164.630 101.675 1.00156.53 O -HETATM24753 O7 NAG A1202 183.294 161.801 106.645 1.00156.53 O -HETATM24754 C1 NAG A1203 198.829 178.043 167.059 1.00130.93 C -HETATM24755 C2 NAG A1203 199.887 179.147 167.236 1.00130.93 C -HETATM24756 C3 NAG A1203 200.876 178.779 168.345 1.00130.93 C -HETATM24757 C4 NAG A1203 200.134 178.428 169.630 1.00130.93 C -HETATM24758 C5 NAG A1203 199.078 177.353 169.365 1.00130.93 C -HETATM24759 C6 NAG A1203 198.226 177.051 170.576 1.00130.93 C -HETATM24760 C7 NAG A1203 201.329 178.691 165.225 1.00130.93 C -HETATM24761 C8 NAG A1203 201.901 179.328 163.995 1.00130.93 C -HETATM24762 N2 NAG A1203 200.569 179.496 165.991 1.00130.93 N -HETATM24763 O3 NAG A1203 201.758 179.873 168.574 1.00130.93 O -HETATM24764 O4 NAG A1203 201.052 177.950 170.606 1.00130.93 O -HETATM24765 O5 NAG A1203 198.182 177.784 168.326 1.00130.93 O -HETATM24766 O6 NAG A1203 197.705 178.240 171.154 1.00130.93 O -HETATM24767 O7 NAG A1203 201.552 177.511 165.501 1.00130.93 O -HETATM24768 C1 NAG A1204 196.237 191.977 184.709 1.00154.45 C -HETATM24769 C2 NAG A1204 197.156 191.717 185.905 1.00154.45 C -HETATM24770 C3 NAG A1204 197.847 193.012 186.332 1.00154.45 C -HETATM24771 C4 NAG A1204 198.565 193.655 185.151 1.00154.45 C -HETATM24772 C5 NAG A1204 197.599 193.845 183.982 1.00154.45 C -HETATM24773 C6 NAG A1204 198.276 194.358 182.733 1.00154.45 C -HETATM24774 C7 NAG A1204 196.829 190.058 187.684 1.00154.45 C -HETATM24775 C8 NAG A1204 195.943 189.600 188.804 1.00154.45 C -HETATM24776 N2 NAG A1204 196.417 191.141 187.017 1.00154.45 N -HETATM24777 O3 NAG A1204 198.776 192.732 187.373 1.00154.45 O -HETATM24778 O4 NAG A1204 199.094 194.920 185.532 1.00154.45 O -HETATM24779 O5 NAG A1204 196.993 192.588 183.639 1.00154.45 O -HETATM24780 O6 NAG A1204 199.125 193.373 182.160 1.00154.45 O -HETATM24781 O7 NAG A1204 197.869 189.473 187.397 1.00154.45 O -HETATM24782 C1 NAG A1205 185.939 207.313 150.219 1.00166.63 C -HETATM24783 C2 NAG A1205 187.038 206.579 150.988 1.00166.63 C -HETATM24784 C3 NAG A1205 187.615 207.483 152.088 1.00166.63 C -HETATM24785 C4 NAG A1205 188.034 208.841 151.535 1.00166.63 C -HETATM24786 C5 NAG A1205 186.881 209.470 150.754 1.00166.63 C -HETATM24787 C6 NAG A1205 187.280 210.735 150.027 1.00166.63 C -HETATM24788 C7 NAG A1205 186.631 204.155 150.956 1.00166.63 C -HETATM24789 C8 NAG A1205 186.053 202.997 151.698 1.00166.63 C -HETATM24790 N2 NAG A1205 186.531 205.340 151.563 1.00166.63 N -HETATM24791 O3 NAG A1205 188.713 206.837 152.725 1.00166.63 O -HETATM24792 O4 NAG A1205 188.410 209.716 152.594 1.00166.63 O -HETATM24793 O5 NAG A1205 186.430 208.556 149.751 1.00166.63 O -HETATM24794 O6 NAG A1205 187.712 210.432 148.708 1.00166.63 O -HETATM24795 O7 NAG A1205 187.172 204.029 149.851 1.00166.63 O -HETATM24796 C1 NAG A1206 172.262 203.182 108.463 1.00273.72 C -HETATM24797 C2 NAG A1206 173.731 202.845 108.763 1.00273.72 C -HETATM24798 C3 NAG A1206 174.494 202.628 107.454 1.00273.72 C -HETATM24799 C4 NAG A1206 173.807 201.569 106.600 1.00273.72 C -HETATM24800 C5 NAG A1206 172.347 201.949 106.365 1.00273.72 C -HETATM24801 C6 NAG A1206 171.572 200.885 105.623 1.00273.72 C -HETATM24802 C7 NAG A1206 175.138 203.691 110.625 1.00273.72 C -HETATM24803 C8 NAG A1206 175.367 202.259 111.031 1.00273.72 C -HETATM24804 N2 NAG A1206 174.359 203.897 109.551 1.00273.72 N -HETATM24805 O3 NAG A1206 175.833 202.233 107.734 1.00273.72 O -HETATM24806 O4 NAG A1206 174.469 201.447 105.347 1.00273.72 O -HETATM24807 O5 NAG A1206 171.683 202.142 107.624 1.00273.72 O -HETATM24808 O6 NAG A1206 171.946 199.581 106.046 1.00273.72 O -HETATM24809 O7 NAG A1206 175.638 204.624 111.246 1.00273.72 O -HETATM24810 C1 NAG A1207 192.578 168.083 216.690 1.00 67.11 C -HETATM24811 C2 NAG A1207 193.251 169.088 217.650 1.00 67.11 C -HETATM24812 C3 NAG A1207 194.767 169.064 217.433 1.00 67.11 C -HETATM24813 C4 NAG A1207 195.313 167.644 217.525 1.00 67.11 C -HETATM24814 C5 NAG A1207 194.536 166.697 216.608 1.00 67.11 C -HETATM24815 C6 NAG A1207 194.929 165.252 216.791 1.00 67.11 C -HETATM24816 C7 NAG A1207 192.448 171.321 218.421 1.00 67.11 C -HETATM24817 C8 NAG A1207 192.625 170.846 219.838 1.00 67.11 C -HETATM24818 N2 NAG A1207 192.736 170.439 217.447 1.00 67.11 N -HETATM24819 O3 NAG A1207 195.427 169.901 218.379 1.00 67.11 O -HETATM24820 O4 NAG A1207 196.683 167.636 217.139 1.00 67.11 O -HETATM24821 O5 NAG A1207 193.133 166.769 216.899 1.00 67.11 O -HETATM24822 O6 NAG A1207 194.092 164.615 217.746 1.00 67.11 O -HETATM24823 O7 NAG A1207 192.016 172.436 218.166 1.00 67.11 O -HETATM24824 C1 NAG A1208 161.084 217.245 121.277 1.00157.55 C -HETATM24825 C2 NAG A1208 160.487 218.354 120.406 1.00157.55 C -HETATM24826 C3 NAG A1208 159.237 217.846 119.689 1.00157.55 C -HETATM24827 C4 NAG A1208 159.551 216.581 118.900 1.00157.55 C -HETATM24828 C5 NAG A1208 160.178 215.530 119.813 1.00157.55 C -HETATM24829 C6 NAG A1208 160.627 214.295 119.067 1.00157.55 C -HETATM24830 C7 NAG A1208 160.981 220.606 121.246 1.00157.55 C -HETATM24831 C8 NAG A1208 160.512 221.737 122.110 1.00157.55 C -HETATM24832 N2 NAG A1208 160.181 219.536 121.196 1.00157.55 N -HETATM24833 O3 NAG A1208 158.751 218.857 118.813 1.00157.55 O -HETATM24834 O4 NAG A1208 158.359 216.055 118.327 1.00157.55 O -HETATM24835 O5 NAG A1208 161.341 216.071 120.463 1.00157.55 O -HETATM24836 O6 NAG A1208 161.329 214.632 117.878 1.00157.55 O -HETATM24837 O7 NAG A1208 162.038 220.657 120.625 1.00157.55 O -HETATM24838 C1 NAG A1209 180.625 194.421 124.167 1.00154.08 C -HETATM24839 C2 NAG A1209 181.165 193.035 123.803 1.00154.08 C -HETATM24840 C3 NAG A1209 182.592 192.864 124.329 1.00154.08 C -HETATM24841 C4 NAG A1209 183.483 193.997 123.834 1.00154.08 C -HETATM24842 C5 NAG A1209 182.873 195.347 124.205 1.00154.08 C -HETATM24843 C6 NAG A1209 183.635 196.516 123.627 1.00154.08 C -HETATM24844 C7 NAG A1209 179.765 191.006 123.567 1.00154.08 C -HETATM24845 C8 NAG A1209 180.117 191.010 122.104 1.00154.08 C -HETATM24846 N2 NAG A1209 180.296 191.985 124.315 1.00154.08 N -HETATM24847 O3 NAG A1209 183.117 191.615 123.893 1.00154.08 O -HETATM24848 O4 NAG A1209 184.784 193.891 124.401 1.00154.08 O -HETATM24849 O5 NAG A1209 181.534 195.437 123.692 1.00154.08 O -HETATM24850 O6 NAG A1209 184.463 197.133 124.603 1.00154.08 O -HETATM24851 O7 NAG A1209 179.032 190.150 124.052 1.00154.08 O -HETATM24852 C1 NAG B1201 189.093 120.007 148.953 1.00227.63 C -HETATM24853 C2 NAG B1201 187.655 120.220 149.433 1.00227.63 C -HETATM24854 C3 NAG B1201 187.430 119.503 150.764 1.00227.63 C -HETATM24855 C4 NAG B1201 187.818 118.033 150.657 1.00227.63 C -HETATM24856 C5 NAG B1201 189.247 117.898 150.134 1.00227.63 C -HETATM24857 C6 NAG B1201 189.651 116.464 149.882 1.00227.63 C -HETATM24858 C7 NAG B1201 186.691 122.327 148.622 1.00227.63 C -HETATM24859 C8 NAG B1201 186.465 123.780 148.915 1.00227.63 C -HETATM24860 N2 NAG B1201 187.351 121.637 149.557 1.00227.63 N -HETATM24861 O3 NAG B1201 186.063 119.620 151.140 1.00227.63 O -HETATM24862 O4 NAG B1201 187.725 117.412 151.934 1.00227.63 O -HETATM24863 O5 NAG B1201 189.376 118.591 148.882 1.00227.63 O -HETATM24864 O6 NAG B1201 188.925 115.902 148.797 1.00227.63 O -HETATM24865 O7 NAG B1201 186.294 121.803 147.586 1.00227.63 O -HETATM24866 C1 NAG B1202 211.253 138.818 122.105 1.00174.42 C -HETATM24867 C2 NAG B1202 212.644 139.145 121.554 1.00174.42 C -HETATM24868 C3 NAG B1202 212.682 140.581 121.039 1.00174.42 C -HETATM24869 C4 NAG B1202 211.577 140.810 120.016 1.00174.42 C -HETATM24870 C5 NAG B1202 210.219 140.421 120.602 1.00174.42 C -HETATM24871 C6 NAG B1202 209.101 140.499 119.589 1.00174.42 C -HETATM24872 C7 NAG B1202 214.615 137.987 122.446 1.00174.42 C -HETATM24873 C8 NAG B1202 215.599 137.903 123.573 1.00174.42 C -HETATM24874 N2 NAG B1202 213.675 138.932 122.558 1.00174.42 N -HETATM24875 O3 NAG B1202 213.952 140.842 120.452 1.00174.42 O -HETATM24876 O4 NAG B1202 211.546 142.179 119.629 1.00174.42 O -HETATM24877 O5 NAG B1202 210.254 139.066 121.082 1.00174.42 O -HETATM24878 O6 NAG B1202 209.516 140.017 118.318 1.00174.42 O -HETATM24879 O7 NAG B1202 214.668 137.235 121.479 1.00174.42 O -HETATM24880 C1 NAG B1203 169.821 116.958 181.655 1.00190.49 C -HETATM24881 C2 NAG B1203 170.835 115.916 181.168 1.00190.49 C -HETATM24882 C3 NAG B1203 170.146 114.876 180.285 1.00190.49 C -HETATM24883 C4 NAG B1203 168.947 114.266 181.002 1.00190.49 C -HETATM24884 C5 NAG B1203 168.003 115.365 181.482 1.00190.49 C -HETATM24885 C6 NAG B1203 166.852 114.839 182.308 1.00190.49 C -HETATM24886 C7 NAG B1203 173.093 116.873 181.027 1.00190.49 C -HETATM24887 C8 NAG B1203 174.111 117.519 180.136 1.00190.49 C -HETATM24888 N2 NAG B1203 171.931 116.549 180.451 1.00190.49 N -HETATM24889 O3 NAG B1203 171.077 113.857 179.941 1.00190.49 O -HETATM24890 O4 NAG B1203 168.245 113.395 180.122 1.00190.49 O -HETATM24891 O5 NAG B1203 168.719 116.293 182.313 1.00190.49 O -HETATM24892 O6 NAG B1203 167.313 114.176 183.477 1.00190.49 O -HETATM24893 O7 NAG B1203 173.311 116.658 182.216 1.00190.49 O -HETATM24894 C1 NAG B1204 152.030 130.699 216.249 1.00 85.40 C -HETATM24895 C2 NAG B1204 150.541 130.347 216.095 1.00 85.40 C -HETATM24896 C3 NAG B1204 150.306 128.866 216.414 1.00 85.40 C -HETATM24897 C4 NAG B1204 151.238 127.979 215.598 1.00 85.40 C -HETATM24898 C5 NAG B1204 152.685 128.408 215.811 1.00 85.40 C -HETATM24899 C6 NAG B1204 153.664 127.636 214.957 1.00 85.40 C -HETATM24900 C7 NAG B1204 148.450 131.506 216.673 1.00 85.40 C -HETATM24901 C8 NAG B1204 147.761 132.391 217.668 1.00 85.40 C -HETATM24902 N2 NAG B1204 149.721 131.192 216.949 1.00 85.40 N -HETATM24903 O3 NAG B1204 148.956 128.515 216.133 1.00 85.40 O -HETATM24904 O4 NAG B1204 151.086 126.619 215.990 1.00 85.40 O -HETATM24905 O5 NAG B1204 152.830 129.792 215.458 1.00 85.40 O -HETATM24906 O6 NAG B1204 154.974 128.178 215.051 1.00 85.40 O -HETATM24907 O7 NAG B1204 147.879 131.087 215.671 1.00 85.40 O -HETATM24908 C1 NAG C1201 111.832 161.020 146.714 1.00177.92 C -HETATM24909 C2 NAG C1201 112.343 162.460 146.800 1.00177.92 C -HETATM24910 C3 NAG C1201 111.512 163.255 147.806 1.00177.92 C -HETATM24911 C4 NAG C1201 110.028 163.164 147.470 1.00177.92 C -HETATM24912 C5 NAG C1201 109.599 161.701 147.353 1.00177.92 C -HETATM24913 C6 NAG C1201 108.167 161.539 146.898 1.00177.92 C -HETATM24914 C7 NAG C1201 114.732 162.627 146.259 1.00177.92 C -HETATM24915 C8 NAG C1201 116.127 162.640 146.804 1.00177.92 C -HETATM24916 N2 NAG C1201 113.752 162.494 147.159 1.00177.92 N -HETATM24917 O3 NAG C1201 111.930 164.615 147.800 1.00177.92 O -HETATM24918 O4 NAG C1201 109.259 163.800 148.485 1.00177.92 O -HETATM24919 O5 NAG C1201 110.422 161.024 146.389 1.00177.92 O -HETATM24920 O6 NAG C1201 108.041 161.740 145.498 1.00177.92 O -HETATM24921 O7 NAG C1201 114.501 162.729 145.058 1.00177.92 O -HETATM24922 C1 NAG C1202 126.140 145.880 110.003 1.00286.84 C -HETATM24923 C2 NAG C1202 126.837 146.142 111.340 1.00286.84 C -HETATM24924 C3 NAG C1202 127.456 147.536 111.345 1.00286.84 C -HETATM24925 C4 NAG C1202 128.393 147.706 110.154 1.00286.84 C -HETATM24926 C5 NAG C1202 127.663 147.380 108.850 1.00286.84 C -HETATM24927 C6 NAG C1202 128.577 147.390 107.646 1.00286.84 C -HETATM24928 C7 NAG C1202 126.206 145.271 113.544 1.00286.84 C -HETATM24929 C8 NAG C1202 125.136 145.202 114.589 1.00286.84 C -HETATM24930 N2 NAG C1202 125.913 145.983 112.451 1.00286.84 N -HETATM24931 O3 NAG C1202 128.170 147.732 112.560 1.00286.84 O -HETATM24932 O4 NAG C1202 128.878 149.042 110.102 1.00286.84 O -HETATM24933 O5 NAG C1202 127.085 146.065 108.918 1.00286.84 O -HETATM24934 O6 NAG C1202 129.645 146.466 107.798 1.00286.84 O -HETATM24935 O7 NAG C1202 127.288 144.711 113.683 1.00286.84 O -HETATM24936 C1 NAG C1203 137.660 199.418 129.614 1.00210.40 C -HETATM24937 C2 NAG C1203 136.564 200.015 130.498 1.00210.40 C -HETATM24938 C3 NAG C1203 136.973 201.411 130.968 1.00210.40 C -HETATM24939 C4 NAG C1203 138.344 201.379 131.635 1.00210.40 C -HETATM24940 C5 NAG C1203 139.373 200.703 130.726 1.00210.40 C -HETATM24941 C6 NAG C1203 140.715 200.509 131.393 1.00210.40 C -HETATM24942 C7 NAG C1203 134.218 199.323 130.117 1.00210.40 C -HETATM24943 C8 NAG C1203 134.372 198.387 131.286 1.00210.40 C -HETATM24944 N2 NAG C1203 135.289 200.063 129.796 1.00210.40 N -HETATM24945 O3 NAG C1203 136.001 201.905 131.883 1.00210.40 O -HETATM24946 O4 NAG C1203 138.775 202.703 131.926 1.00210.40 O -HETATM24947 O5 NAG C1203 138.909 199.398 130.341 1.00210.40 O -HETATM24948 O6 NAG C1203 141.430 199.425 130.815 1.00210.40 O -HETATM24949 O7 NAG C1203 133.166 199.404 129.490 1.00210.40 O -HETATM24950 C1 NAG C1204 118.750 178.600 181.947 1.00165.75 C -HETATM24951 C2 NAG C1204 117.268 178.310 181.683 1.00165.75 C -HETATM24952 C3 NAG C1204 116.683 179.363 180.741 1.00165.75 C -HETATM24953 C4 NAG C1204 116.940 180.768 181.273 1.00165.75 C -HETATM24954 C5 NAG C1204 118.429 180.967 181.548 1.00165.75 C -HETATM24955 C6 NAG C1204 118.738 182.295 182.198 1.00165.75 C -HETATM24956 C7 NAG C1204 116.765 175.915 181.883 1.00165.75 C -HETATM24957 C8 NAG C1204 116.616 174.616 181.150 1.00165.75 C -HETATM24958 N2 NAG C1204 117.085 176.976 181.135 1.00165.75 N -HETATM24959 O3 NAG C1204 115.285 179.144 180.597 1.00165.75 O -HETATM24960 O4 NAG C1204 116.506 181.735 180.323 1.00165.75 O -HETATM24961 O5 NAG C1204 118.901 179.948 182.445 1.00165.75 O -HETATM24962 O6 NAG C1204 118.532 182.247 183.603 1.00165.75 O -HETATM24963 O7 NAG C1204 116.605 176.000 183.096 1.00165.75 O -HETATM24964 C1 NAG C1205 115.675 129.591 123.259 1.00161.56 C -HETATM24965 C2 NAG C1205 115.082 128.397 122.509 1.00161.56 C -HETATM24966 C3 NAG C1205 116.138 127.308 122.340 1.00161.56 C -HETATM24967 C4 NAG C1205 117.386 127.870 121.669 1.00161.56 C -HETATM24968 C5 NAG C1205 117.896 129.095 122.428 1.00161.56 C -HETATM24969 C6 NAG C1205 119.048 129.780 121.732 1.00161.56 C -HETATM24970 C7 NAG C1205 112.663 128.078 122.763 1.00161.56 C -HETATM24971 C8 NAG C1205 111.573 127.469 123.592 1.00161.56 C -HETATM24972 N2 NAG C1205 113.912 127.876 123.196 1.00161.56 N -HETATM24973 O3 NAG C1205 115.602 126.245 121.560 1.00161.56 O -HETATM24974 O4 NAG C1205 118.408 126.881 121.636 1.00161.56 O -HETATM24975 O5 NAG C1205 116.847 130.071 122.558 1.00161.56 O -HETATM24976 O6 NAG C1205 118.609 130.505 120.591 1.00161.56 O -HETATM24977 O7 NAG C1205 112.424 128.723 121.747 1.00161.56 O -HETATM24978 C1 NAG C1206 148.529 185.008 104.965 1.00154.86 C -HETATM24979 C2 NAG C1206 149.045 183.600 104.663 1.00154.86 C -HETATM24980 C3 NAG C1206 147.871 182.643 104.459 1.00154.86 C -HETATM24981 C4 NAG C1206 146.913 182.698 105.643 1.00154.86 C -HETATM24982 C5 NAG C1206 146.494 184.140 105.935 1.00154.86 C -HETATM24983 C6 NAG C1206 145.667 184.270 107.193 1.00154.86 C -HETATM24984 C7 NAG C1206 151.052 182.903 103.434 1.00154.86 C -HETATM24985 C8 NAG C1206 151.826 183.022 102.156 1.00154.86 C -HETATM24986 N2 NAG C1206 149.914 183.602 103.498 1.00154.86 N -HETATM24987 O3 NAG C1206 148.365 181.319 104.294 1.00154.86 O -HETATM24988 O4 NAG C1206 145.749 181.933 105.355 1.00154.86 O -HETATM24989 O5 NAG C1206 147.655 184.967 106.115 1.00154.86 O -HETATM24990 O6 NAG C1206 144.903 183.096 107.435 1.00154.86 O -HETATM24991 O7 NAG C1206 151.439 182.206 104.366 1.00154.86 O -HETATM24992 C1 NAG C1207 139.513 184.493 216.996 1.00 72.18 C -HETATM24993 C2 NAG C1207 139.864 185.980 216.787 1.00 72.18 C -HETATM24994 C3 NAG C1207 138.627 186.863 216.992 1.00 72.18 C -HETATM24995 C4 NAG C1207 137.470 186.378 216.130 1.00 72.18 C -HETATM24996 C5 NAG C1207 137.168 184.925 216.462 1.00 72.18 C -HETATM24997 C6 NAG C1207 136.043 184.342 215.634 1.00 72.18 C -HETATM24998 C7 NAG C1207 141.814 187.369 217.375 1.00 72.18 C -HETATM24999 C8 NAG C1207 142.858 187.659 218.414 1.00 72.18 C -HETATM25000 N2 NAG C1207 140.942 186.397 217.673 1.00 72.18 N -HETATM25001 O3 NAG C1207 138.928 188.212 216.647 1.00 72.18 O -HETATM25002 O4 NAG C1207 136.309 187.169 216.357 1.00 72.18 O -HETATM25003 O5 NAG C1207 138.338 184.142 216.201 1.00 72.18 O -HETATM25004 O6 NAG C1207 136.485 183.294 214.782 1.00 72.18 O -HETATM25005 O7 NAG C1207 141.758 187.991 216.318 1.00 72.18 O -HETATM25006 C1 NAG C1208 145.576 182.453 234.551 1.00108.40 C -HETATM25007 C2 NAG C1208 144.691 183.526 235.212 1.00108.40 C -HETATM25008 C3 NAG C1208 145.430 184.867 235.298 1.00108.40 C -HETATM25009 C4 NAG C1208 146.790 184.691 235.962 1.00108.40 C -HETATM25010 C5 NAG C1208 147.590 183.598 235.255 1.00108.40 C -HETATM25011 C6 NAG C1208 148.908 183.298 235.930 1.00108.40 C -HETATM25012 C7 NAG C1208 143.137 184.042 233.301 1.00108.40 C -HETATM25013 C8 NAG C1208 141.689 184.101 232.920 1.00108.40 C -HETATM25014 N2 NAG C1208 143.386 183.669 234.571 1.00108.40 N -HETATM25015 O3 NAG C1208 144.644 185.795 236.036 1.00108.40 O -HETATM25016 O4 NAG C1208 147.518 185.913 235.909 1.00108.40 O -HETATM25017 O5 NAG C1208 146.841 182.371 235.246 1.00108.40 O -HETATM25018 O6 NAG C1208 148.745 182.390 237.011 1.00108.40 O -HETATM25019 O7 NAG C1208 144.026 184.320 232.493 1.00108.40 O -CONECT 29224782 -CONECT 69524824 -CONECT 759 869 -CONECT 86324796 -CONECT 869 759 -CONECT 134124838 -CONECT 160524189 -CONECT 1665 1738 -CONECT 1738 1665 -CONECT 198424726 -CONECT 2021 2232 -CONECT 208224740 -CONECT 2232 2021 -CONECT 2380 2792 -CONECT 2470 3546 -CONECT 2792 2380 -CONECT 3190 3243 -CONECT 3243 3190 -CONECT 3546 2470 -CONECT 3643 4050 -CONECT 4050 3643 -CONECT 423324754 -CONECT 4239 4485 -CONECT 4485 4239 -CONECT 454624768 -CONECT 4587 4645 -CONECT 4645 4587 -CONECT 485324810 -CONECT 5066 5233 -CONECT 5107 5147 -CONECT 5147 5107 -CONECT 5233 5066 -CONECT 556324217 -CONECT 5872 5951 -CONECT 5951 5872 -CONECT 7322 7408 -CONECT 7408 7322 -CONECT 765124357 -CONECT 7707 8065 -CONECT 783424396 -CONECT 8065 7707 -CONECT 812224245 -CONECT 852024852 -CONECT 892324866 -CONECT 981224424 -CONECT 9872 9945 -CONECT 9945 9872 -CONECT1019124273 -CONECT1022810386 -CONECT1038610228 -CONECT1053410946 -CONECT1094610534 -CONECT1134411397 -CONECT1139711344 -CONECT1172112128 -CONECT1212811721 -CONECT1231124452 -CONECT1231712563 -CONECT1256312317 -CONECT1262424880 -CONECT1266512723 -CONECT1272312665 -CONECT1292424894 -CONECT1298124480 -CONECT1313713304 -CONECT1317813218 -CONECT1321813178 -CONECT1330413137 -CONECT1363424508 -CONECT1394314022 -CONECT1402213943 -CONECT1539315479 -CONECT1547915393 -CONECT1572224547 -CONECT1577816136 -CONECT1590524575 -CONECT1613615778 -CONECT1619324603 -CONECT1659124908 -CONECT1699424964 -CONECT1705817168 -CONECT1716224922 -CONECT1716817058 -CONECT1796418037 -CONECT1803717964 -CONECT1828324936 -CONECT1832018531 -CONECT1838124978 -CONECT1853118320 -CONECT1867919091 -CONECT1876919845 -CONECT1909118679 -CONECT1948919542 -CONECT1954219489 -CONECT1984518769 -CONECT1994220349 -CONECT2034919942 -CONECT2053820635 -CONECT2063520538 -CONECT2069624950 -CONECT2073720795 -CONECT2079520737 -CONECT2100324992 -CONECT2106024631 -CONECT2121621383 -CONECT2125721297 -CONECT2129721257 -CONECT2138321216 -CONECT2171324659 -CONECT2328223368 -CONECT2336823282 -CONECT2361124698 -CONECT2366724025 -CONECT2379424301 -CONECT2402523667 -CONECT2408225006 -CONECT24189 16052419024200 -CONECT24190241892419124197 -CONECT24191241902419224198 -CONECT24192241912419324199 -CONECT24193241922419424200 -CONECT241942419324201 -CONECT24195241962419724202 -CONECT2419624195 -CONECT241972419024195 -CONECT2419824191 -CONECT241992419224203 -CONECT242002418924193 -CONECT2420124194 -CONECT2420224195 -CONECT24203241992420424214 -CONECT24204242032420524211 -CONECT24205242042420624212 -CONECT24206242052420724213 -CONECT24207242062420824214 -CONECT242082420724215 -CONECT24209242102421124216 -CONECT2421024209 -CONECT242112420424209 -CONECT2421224205 -CONECT2421324206 -CONECT242142420324207 -CONECT2421524208 -CONECT2421624209 -CONECT24217 55632421824228 -CONECT24218242172421924225 -CONECT24219242182422024226 -CONECT24220242192422124227 -CONECT24221242202422224228 -CONECT242222422124229 -CONECT24223242242422524230 -CONECT2422424223 -CONECT242252421824223 -CONECT2422624219 -CONECT242272422024231 -CONECT242282421724221 -CONECT2422924222 -CONECT2423024223 -CONECT24231242272423224242 -CONECT24232242312423324239 -CONECT24233242322423424240 -CONECT24234242332423524241 -CONECT24235242342423624242 -CONECT242362423524243 -CONECT24237242382423924244 -CONECT2423824237 -CONECT242392423224237 -CONECT2424024233 -CONECT2424124234 -CONECT242422423124235 -CONECT2424324236 -CONECT2424424237 -CONECT24245 81222424624256 -CONECT24246242452424724253 -CONECT24247242462424824254 -CONECT24248242472424924255 -CONECT24249242482425024256 -CONECT242502424924257 -CONECT24251242522425324258 -CONECT2425224251 -CONECT242532424624251 -CONECT2425424247 -CONECT242552424824259 -CONECT242562424524249 -CONECT2425724250 -CONECT2425824251 -CONECT24259242552426024270 -CONECT24260242592426124267 -CONECT24261242602426224268 -CONECT24262242612426324269 -CONECT24263242622426424270 -CONECT242642426324271 -CONECT24265242662426724272 -CONECT2426624265 -CONECT242672426024265 -CONECT2426824261 -CONECT2426924262 -CONECT242702425924263 -CONECT2427124264 -CONECT2427224265 -CONECT24273101912427424284 -CONECT24274242732427524281 -CONECT24275242742427624282 -CONECT24276242752427724283 -CONECT24277242762427824284 -CONECT242782427724285 -CONECT24279242802428124286 -CONECT2428024279 -CONECT242812427424279 -CONECT2428224275 -CONECT242832427624287 -CONECT242842427324277 -CONECT2428524278 -CONECT2428624279 -CONECT24287242832428824298 -CONECT24288242872428924295 -CONECT24289242882429024296 -CONECT24290242892429124297 -CONECT24291242902429224298 -CONECT242922429124299 -CONECT24293242942429524300 -CONECT2429424293 -CONECT242952428824293 -CONECT2429624289 -CONECT2429724290 -CONECT242982428724291 -CONECT2429924292 -CONECT2430024293 -CONECT24301237942430224312 -CONECT24302243012430324309 -CONECT24303243022430424310 -CONECT24304243032430524311 -CONECT24305243042430624312 -CONECT243062430524313 -CONECT24307243082430924314 -CONECT2430824307 -CONECT243092430224307 -CONECT2431024303 -CONECT243112430424315 -CONECT243122430124305 -CONECT2431324306 -CONECT2431424307 -CONECT24315243112431624326 -CONECT24316243152431724323 -CONECT24317243162431824324 -CONECT24318243172431924325 -CONECT24319243182432024326 -CONECT243202431924327 -CONECT24321243222432324328 -CONECT2432224321 -CONECT243232431624321 -CONECT2432424317 -CONECT2432524318 -CONECT243262431524319 -CONECT2432724320 -CONECT2432824321 -CONECT243292433024340 -CONECT24330243292433124337 -CONECT24331243302433224338 -CONECT24332243312433324339 -CONECT24333243322433424340 -CONECT243342433324341 -CONECT24335243362433724342 -CONECT2433624335 -CONECT243372433024335 -CONECT2433824331 -CONECT243392433224343 -CONECT243402432924333 -CONECT2434124334 -CONECT2434224335 -CONECT24343243392434424354 -CONECT24344243432434524351 -CONECT24345243442434624352 -CONECT24346243452434724353 -CONECT24347243462434824354 -CONECT243482434724355 -CONECT24349243502435124356 -CONECT2435024349 -CONECT243512434424349 -CONECT2435224345 -CONECT2435324346 -CONECT243542434324347 -CONECT2435524348 -CONECT2435624349 -CONECT24357 76512435824368 -CONECT24358243572435924365 -CONECT24359243582436024366 -CONECT24360243592436124367 -CONECT24361243602436224368 -CONECT243622436124369 -CONECT24363243642436524370 -CONECT2436424363 -CONECT243652435824363 -CONECT2436624359 -CONECT243672436024371 -CONECT243682435724361 -CONECT2436924362 -CONECT2437024363 -CONECT24371243672437224382 -CONECT24372243712437324379 -CONECT24373243722437424380 -CONECT24374243732437524381 -CONECT24375243742437624382 -CONECT243762437524383 -CONECT24377243782437924384 -CONECT2437824377 -CONECT243792437224377 -CONECT2438024373 -CONECT243812437424385 -CONECT243822437124375 -CONECT2438324376 -CONECT2438424377 -CONECT24385243812438624394 -CONECT24386243852438724391 -CONECT24387243862438824392 -CONECT24388243872438924393 -CONECT24389243882439024394 -CONECT243902438924395 -CONECT2439124386 -CONECT2439224387 -CONECT2439324388 -CONECT243942438524389 -CONECT2439524390 -CONECT24396 78342439724407 -CONECT24397243962439824404 -CONECT24398243972439924405 -CONECT24399243982440024406 -CONECT24400243992440124407 -CONECT244012440024408 -CONECT24402244032440424409 -CONECT2440324402 -CONECT244042439724402 -CONECT2440524398 -CONECT244062439924410 -CONECT244072439624400 -CONECT2440824401 -CONECT2440924402 -CONECT24410244062441124421 -CONECT24411244102441224418 -CONECT24412244112441324419 -CONECT24413244122441424420 -CONECT24414244132441524421 -CONECT244152441424422 -CONECT24416244172441824423 -CONECT2441724416 -CONECT244182441124416 -CONECT2441924412 -CONECT2442024413 -CONECT244212441024414 -CONECT2442224415 -CONECT2442324416 -CONECT24424 98122442524435 -CONECT24425244242442624432 -CONECT24426244252442724433 -CONECT24427244262442824434 -CONECT24428244272442924435 -CONECT244292442824436 -CONECT24430244312443224437 -CONECT2443124430 -CONECT244322442524430 -CONECT2443324426 -CONECT244342442724438 -CONECT244352442424428 -CONECT2443624429 -CONECT2443724430 -CONECT24438244342443924449 -CONECT24439244382444024446 -CONECT24440244392444124447 -CONECT24441244402444224448 -CONECT24442244412444324449 -CONECT244432444224450 -CONECT24444244452444624451 -CONECT2444524444 -CONECT244462443924444 -CONECT2444724440 -CONECT2444824441 -CONECT244492443824442 -CONECT2445024443 -CONECT2445124444 -CONECT24452123112445324463 -CONECT24453244522445424460 -CONECT24454244532445524461 -CONECT24455244542445624462 -CONECT24456244552445724463 -CONECT244572445624464 -CONECT24458244592446024465 -CONECT2445924458 -CONECT244602445324458 -CONECT2446124454 -CONECT244622445524466 -CONECT244632445224456 -CONECT2446424457 -CONECT2446524458 -CONECT24466244622446724477 -CONECT24467244662446824474 -CONECT24468244672446924475 -CONECT24469244682447024476 -CONECT24470244692447124477 -CONECT244712447024478 -CONECT24472244732447424479 -CONECT2447324472 -CONECT244742446724472 -CONECT2447524468 -CONECT2447624469 -CONECT244772446624470 -CONECT2447824471 -CONECT2447924472 -CONECT24480129812448124491 -CONECT24481244802448224488 -CONECT24482244812448324489 -CONECT24483244822448424490 -CONECT24484244832448524491 -CONECT244852448424492 -CONECT24486244872448824493 -CONECT2448724486 -CONECT244882448124486 -CONECT2448924482 -CONECT244902448324494 -CONECT244912448024484 -CONECT2449224485 -CONECT2449324486 -CONECT24494244902449524505 -CONECT24495244942449624502 -CONECT24496244952449724503 -CONECT24497244962449824504 -CONECT24498244972449924505 -CONECT244992449824506 -CONECT24500245012450224507 -CONECT2450124500 -CONECT245022449524500 -CONECT2450324496 -CONECT2450424497 -CONECT245052449424498 -CONECT2450624499 -CONECT2450724500 -CONECT24508136342450924519 -CONECT24509245082451024516 -CONECT24510245092451124517 -CONECT24511245102451224518 -CONECT24512245112451324519 -CONECT245132451224520 -CONECT24514245152451624521 -CONECT2451524514 -CONECT245162450924514 -CONECT2451724510 -CONECT245182451124522 -CONECT245192450824512 -CONECT2452024513 -CONECT2452124514 -CONECT24522245182452324533 -CONECT24523245222452424530 -CONECT24524245232452524531 -CONECT24525245242452624532 -CONECT24526245252452724533 -CONECT245272452624534 -CONECT24528245292453024535 -CONECT2452924528 -CONECT245302452324528 -CONECT2453124524 -CONECT245322452524536 -CONECT245332452224526 -CONECT2453424527 -CONECT2453524528 -CONECT24536245322453724545 -CONECT24537245362453824542 -CONECT24538245372453924543 -CONECT24539245382454024544 -CONECT24540245392454124545 -CONECT245412454024546 -CONECT2454224537 -CONECT2454324538 -CONECT2454424539 -CONECT245452453624540 -CONECT2454624541 -CONECT24547157222454824558 -CONECT24548245472454924555 -CONECT24549245482455024556 -CONECT24550245492455124557 -CONECT24551245502455224558 -CONECT245522455124559 -CONECT24553245542455524560 -CONECT2455424553 -CONECT245552454824553 -CONECT2455624549 -CONECT245572455024561 -CONECT245582454724551 -CONECT2455924552 -CONECT2456024553 -CONECT24561245572456224572 -CONECT24562245612456324569 -CONECT24563245622456424570 -CONECT24564245632456524571 -CONECT24565245642456624572 -CONECT245662456524573 -CONECT24567245682456924574 -CONECT2456824567 -CONECT245692456224567 -CONECT2457024563 -CONECT2457124564 -CONECT245722456124565 -CONECT2457324566 -CONECT2457424567 -CONECT24575159052457624586 -CONECT24576245752457724583 -CONECT24577245762457824584 -CONECT24578245772457924585 -CONECT24579245782458024586 -CONECT245802457924587 -CONECT24581245822458324588 -CONECT2458224581 -CONECT245832457624581 -CONECT2458424577 -CONECT245852457824589 -CONECT245862457524579 -CONECT2458724580 -CONECT2458824581 -CONECT24589245852459024600 -CONECT24590245892459124597 -CONECT24591245902459224598 -CONECT24592245912459324599 -CONECT24593245922459424600 -CONECT245942459324601 -CONECT24595245962459724602 -CONECT2459624595 -CONECT245972459024595 -CONECT2459824591 -CONECT2459924592 -CONECT246002458924593 -CONECT2460124594 -CONECT2460224595 -CONECT24603161932460424614 -CONECT24604246032460524611 -CONECT24605246042460624612 -CONECT24606246052460724613 -CONECT24607246062460824614 -CONECT246082460724615 -CONECT24609246102461124616 -CONECT2461024609 -CONECT246112460424609 -CONECT2461224605 -CONECT246132460624617 -CONECT246142460324607 -CONECT2461524608 -CONECT2461624609 -CONECT24617246132461824628 -CONECT24618246172461924625 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makes the figures for the manuscript." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "import pprint\n", + "import os\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.ticker as mticker\n", + "from matplotlib.lines import Line2D\n", + "import matplotlib.lines as mlines\n", + "import seaborn as sns\n", + "import scipy.stats\n", + "import math" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Read in data from input files generated from the simulation and fitting models to simulated data." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Define the location of the data\n", + "simdir = 'default/'\n", + "datadir = os.path.join('output/', simdir)\n", + "\n", + "# Read in simulated mutational effects and functional scores\n", + "simulated_muteffects_df = pd.read_csv(f\"{datadir}/simulated_muteffects.csv\")\n", + "simulated_func_scores_df = pd.read_csv(f\"{datadir}/simulated_func_scores.csv\")\n", + "\n", + "# Read in inferred mutational effects from each model fit to each simulated dataset\n", + "model_df = pd.read_csv(os.path.join(datadir, 'collection_muts.csv'))\n", + "\n", + "# Read in summary stats quantifying correlations between inferred and ground-truth mutational effects\n", + "model_vs_truth_beta_shift_df = pd.read_csv(f\"{datadir}/model_vs_truth_beta_shift.csv\")#.astype({\"scale_coeff_lasso_shift\": str})\n", + "model_vs_truth_beta_shift_df[\"scale_coeff_lasso_shift\"] = [f\"{l:.1e}\" for l in model_vs_truth_beta_shift_df[\"scale_coeff_lasso_shift\"]]\n", + "model_vs_truth_beta_shift_df[\"r2\"] = model_vs_truth_beta_shift_df[\"corr\"]**2\n", + "\n", + "# Read in summary stats quantifying correlations between inferred shifts between replicates\n", + "library_replicate_correlation_df = pd.read_csv(f\"{datadir}/library_replicate_correlation.csv\")#.astype({\"scale_coeff_lasso_shift\": str})\n", + "library_replicate_correlation_df[\"scale_coeff_lasso_shift\"] = [f\"{l:.1e}\" for l in library_replicate_correlation_df[\"scale_coeff_lasso_shift\"]]\n", + "library_replicate_correlation_df[\"r2\"] = library_replicate_correlation_df[\"correlation\"]**2\n", + "\n", + "# Read in summary stats quantifying sparsity\n", + "fit_sparsity_df = pd.read_csv(f\"{datadir}/fit_sparsity.csv\")#.astype({\"scale_coeff_lasso_shift\": str})\n", + "fit_sparsity_df[\"scale_coeff_lasso_shift\"] = [f\"{l:.1e}\" for l in fit_sparsity_df[\"scale_coeff_lasso_shift\"]]\n", + "fit_sparsity_df[\"sparsity\"] = fit_sparsity_df[\"sparsity\"] * 100\n", + "\n", + "# Read in summary stats quantifying cross-validation loss\n", + "cross_validation_loss_df = pd.read_csv(f\"{datadir}/cross_validation_loss.csv\")#.astype({\"scale_coeff_lasso_shift\": str})\n", + "cross_validation_loss_df[\"scale_coeff_lasso_shift\"] = [f\"{l:.1e}\" for l in cross_validation_loss_df.scale_coeff_lasso_shift.values]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Make a heatmap of simulated shifts." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Get data in matrix matching heatmap\n", + "aas = [\n", + " 'A', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'K', 'L', 'M', 'N',\n", + " 'P', 'Q', 'R', 'S', 'T', 'V', 'W', 'Y', '*'\n", + "]\n", + "metrics = ['shift']# , 'beta_h1']\n", + "for metric in metrics:\n", + " \n", + " # Get data and clip values at -10, so that lower betas don't wash out signal\n", + " data = simulated_muteffects_df.pivot_table(index='mut_aa', columns='site', values=metric)\n", + " data = data.clip(lower=-10)\n", + "\n", + " # Plot heatmap\n", + " plt.figure(figsize=[12,5])\n", + " g = sns.heatmap(\n", + " data.loc[aas], cmap='bwr', square=True, center=0, vmin=-2.75, vmax=2.75,\n", + " linewidths=0.4, linecolor='0.5', cbar_kws={\"shrink\":0.75, 'label':metric}\n", + " )\n", + " g.set_facecolor('0.5')\n", + " plt.ylabel('amino acid')\n", + " sns.despine(right=False, top=False)\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Plot the correlation between inferred vs. ground-truth beta parameters for a given replicate model, lasso weight, and level of simulated noise." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Get data and rename labels\n", + "data = model_vs_truth_beta_shift_df[\n", + " model_vs_truth_beta_shift_df['parameter'] == 'beta'\n", + "].copy()\n", + "data['measurement_type'] = data['measurement_type'].replace({\n", + " 'observed_phenotype':'no noise',\n", + " 'loose_bottle':'loose\\nbottleneck',\n", + " 'tight_bottle':'tight\\nbottleneck',\n", + "})\n", + "data['library'] = data['library'].replace({\n", + " 'lib_1':'rep1',\n", + " 'lib_2':'rep2'\n", + "})\n", + "\n", + "# Plot data\n", + "data['lambda'] = data['scale_coeff_lasso_shift'].astype('float')\n", + "data.sort_values('lambda', ascending=True, inplace=True)\n", + "g = sns.FacetGrid(\n", + " data, col=\"measurement_type\",\n", + " height=3, aspect=0.7, margin_titles=True,\n", + " col_order = ['no noise', 'loose\\nbottleneck', 'tight\\nbottleneck']\n", + ")\n", + "g.map_dataframe(\n", + " sns.scatterplot, x='scale_coeff_lasso_shift', y='r2',\n", + " style='library', markers=['o','X'], s=100, color='k',\n", + " style_order=['rep1', 'rep2']\n", + ")\n", + "g.map_dataframe(\n", + " sns.lineplot, x='scale_coeff_lasso_shift', y='r2',\n", + " legend=False, color='k'\n", + ")\n", + "g.set_titles(col_template=\"{col_name}\")\n", + "g.set(ylim=[round(data['r2'].min(), 1)-0.01, 1.0], yticks=[0.9, 0.95, 1.0])\n", + "g.set_axis_labels(r\"lasso weight ($\\lambda$)\", \"inferred v. true\\n\"+ r\"$\\beta_m$ parameters ($R^2$)\")\n", + "g.set_xticklabels(rotation=90)\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For a given model fit, plot the correlation between inferred and ground-truth betas." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "R^2 0.96\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "<>:24: SyntaxWarning: invalid escape sequence '\\l'\n", + "<>:24: SyntaxWarning: invalid escape sequence '\\l'\n", + "/tmp/ipykernel_11193/1246067870.py:24: SyntaxWarning: invalid escape sequence '\\l'\n", + " plt.title(f'{measurement_type_title_dict[measurement_type]}, $\\lambda={scale_coeff_lasso_shift}$')\n" + ] + }, + { + "data": { + "image/png": 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hiHzVFmDlni7+vy/qeXtjE62Bnin3wViSArcZVYNdbUFKM62UZlkw6iRcFj1oGmeNy+bqeSVpX7YgHURSEYQhUN3o48NtraBBnsvMpdMLCEWTTC920+iN4rIYcFsMxJMqW5v8GGSJMo+N784sYnyugyvnFg/LhAKiT0UQTro9bQFiSYVcl4VgLAmaRLM3iqSDS6oK2dsRZnd7iLE5dhyWBO2BOKG4gtUIE/MdjM9zkj8MOmSPRCQVQUiTA1exN+pksuymvqeGe33V4scbTfHf6xpYubuTQCyJ3aRnTnkmY3PsvPFFPT86u5K/bW2hutmPXpaZWexmwVgP04rcFGWYKfOc/Fmyx0PSencYEg4rEAjgcrnw+/04nc6hDkcYpg5exd6olynNtDKz1N03zLutyU8wluT5T2vY3OQjkkihqBp6WSaWVCjz2Lhgaj7VzT7ynSZynVacFj1ZNhNTCh0YdTJFmfYhvtOvJ2oqgjBIzb4I72xpIRxX+o4lUiq720O0+KMsmZZPoz/OliYfzd4Y6+q7iSV61pK1m2T80SQmg0xDd4RdrUFQNQyyjhU72phc6OJbk22ANCISCoikIgiDoqgaG+p8/RJKL7NRZmaJm686Ijz36V5KMix81RYiEE1h1EukVBVfRMFtNRCI9azetqXJx4VT83FbjcyvyGLxpFzyXJZh2yl7OCKpCMIgdIXi1HVHDjnuNOuZXOCkLRBjxc5O1uzromJeKf5oEoNOIp7S0EkaJr3cs6WGBCARjisUuCyMz3NgN+vJdZqGfNr98RJDyoIwCAlFJZFS+x0zGuH0iiyafVFaA3E2NXSjqj1LO8aSKjmOnoWnFQ1SqkY8qWA16JEkCZdZT6bdSL7bxNRC94hLKCCSiiAMilEnY9T/7z+jYpeZCyblE06kkPbvV9wzFNIzFb8sy4rLasBq1AGQVDRkWUKnk9DrJOZXeJhU4GBMtnNYzZI9HiKpCMIgZNlNlGb21CYqMy1MLHSxuz20fxV7DbNeJsdpYmqRm70dISpy7ASjSco9NorcFgw6Cb0sYdTJzCzO4Iq5JYzLdQ3xXQ1O2vpUXnjhBX7/+9/jdruZMmUKU6dOZerUqUyfPj1dlxCEYUcn96xSTyJFocfOe1ub+Wx3Jw3eCEadjrnlmZw3KZ+Pd7UzNtfBss1NXDKtkD3tIUKxJBU5diqybUwpdLGwIovJRRlDfUuDlrZ5KuXl5fzlL3/BZDKxdetWqqur2bZtG2+99VY6ih8yYp6K8HWiiRS724K8uqaez/d00BFKoJMkZLlndGheeRYT853saA1Q2xGmLRBlYr6TqYVuSrOszC7LpMBtJMd5cteSPVHSVlOpqqpi3LhxWCwWJkyYwOWXX56uogftmWee4YknnqClpYXJkyfz61//moULFw51WMIosK3Jy+62EPs6I3xZ200glkJVNSQZ9JKMrJP4srab0iwrUwoc6CQIJVJEkiqaBDNLMylymfAM4Upt6Za2PpWf/exnXHzxxSxbtoz29vZ0FTtob775JnfeeSf3338/GzduZOHChZx//vnU19cPdWjCCLezxc/mxgCyLNPij9IViqOqGqoGKUUjtX9xJYNOZnl1CxISV8wu5oenl3Pbogr+n3klTC924xmBIzxHk7bmz6RJk5gzZw5ms5mtW7fS1tZGeXk5H374YTqKH7B58+Yxc+ZMfvvb3/YdmzhxIt/+9rd5/PHHv/b7ovkjHE5tR5C9HWGC8RQ2k541e7v447p6kCRSikY0qaKXQZYkJKlnlOj788uYX5GFL5JgcqGT8mH+DM9Apa3543K5eOWVV/odq62tTVfxA5JIJFi/fj333ntvv+OLFy9m1apVQxSVMNKtr/Oyem8HbYE4SUXDYzdiNuj43mll/GlDIwlJJamopFQw7O9XsRolJDTa/FEqcx2jNqFAGps/CxYs4NVXX+13rKysLF3FD0hnZyeKopCbm9vveG5uLq2trYf9TjweJxAI9HsJQq/qJh+bGrzsbAnx6a4O/rqpiTe/bGBPewhZkrh8VtH+JKLHpO/prNWA6cUZFGRYmFHqZlrxyB/hOZq0JZUdO3Zw//33M3bsWK6++moef/xx3nnnnXQVPyiS1H8SkaZphxzr9fjjj+NyufpexcXFJyNEYQRo6ArhDSfY3hwgGE9iNsiY9k9829Tg4+/bWnFZDEwpdAI9f8dsRj1TCpwsnpzL1EIXY7JHfxM6bc2f9957D+jpg6iurqa6upoPP/yQiy66KF2XOG4ejwedTndIraS9vf2Q2kuv++67j7vvvrvvfSAQEIlFYH2dly9rOllb4+Wjrzow62XKPFZmlWawqcGHLEkEYym2twT41uQ8vJEkellmWpGLhWOzKXRZmFrkHurbOCmOq6P23Xff5ZZbbiEUCjF9+nSWLl3KBRdcwIMPPsiaNWv4xje+wQ033HDEf7BDYd68ecyaNYtnnnmm79ikSZO49NJLRUet8LUi8SQ7W0M88fedTMhz8Kf1TQTiqb7PXRY9s0szWF/nJZ5ScZj1PPVP01E1MOolsmwGHGYdua6RsWxBOhxX82fp0qV897vf5Y9//CMzZszgsssu47vf/S6/+tWvqKio4L333mPmzJns2rXrRMV73O6+++6+2b47duzgrrvuor6+nptvvnmoQxOGuW1NXjbVeXl3SzN720MY9TJxReGAR33wR1M0+aLkOk1YjTqCsRSxlEpKVXCYDZRm2k+phALH2fypr6/njjvuoKysjHPOOYcJEyZw88038+tf/5of/ehHAH1zQv77v//7hAR8vK644gq6urp45JFHaGlpYcqUKbz33nuUlpYOdWjCMLa1wcf2lgA2k56/VbfSHkrQGYzjNBt6HhZUNJL756HUdUWYW56JL5JiSoENi0HGZTUyqWBkP8MzUMdVUykrK2Pt2rV977/3ve+haRrz58/vO3brrbeycuXK9EWYBrfeeiu1tbXE43HWr1/PN77xjaEOSRjGtjX52dUe4sWVtQTjKdqDMQCqm4OMz3MQT/asQdvb1R9Nqhh0MnaTjnMn55FlNzL5FE0ocJxJ5ac//Sk33HADDz/8MF9++SWyLLNq1SomTpzYd04kEiEcDh+lFEEYvmo6AgSiPSM7V84txmk2kGk1Ikuwuz1IcYaVXKcJVdMwG3r++diMOkx6mW+My+b0ykzG5526CQUGMKP27bff5le/+hWrV69GlmUmTJjAjBkzmDFjBhMmTODRRx/FZrPx97///UTFfFKJjtpTx5YGL+9ubWVDXTdftYWwGnVcPqsIk0HHi5/twxtN4TTruWBqPg3dERq6I3SHE0wrdnH+1DymFWWcMiM8RzPgafqhUIjNmzezadOmvte2bduIxWIUFBQwb948qqqqqKqqYsmSJemO+6QRSeXUsL7Oyy/+toNNDT6y7CZaAzEMOgmTXub6M8qp74qwbEszvYu8VebYmT8mE7fVyOmVHuwm/Snbh3KwtG7RoSgKO3fu7JdotmzZQltbW7oucdKJpDK6JVMqNZ0h/mtNHe9sbiaeUnFZDHSHEyQUDVmCfJeZ2xdVUtMZ5u2NTfgiPduSXjA1n3Mm5ZJh1jFmhC+slE5i35+vIZLK6FXbHqAlkMAbSfCzv1TjjyVRVXCY9Rh0Mt3hBCpg0ktk243ce/5EOkJxHCYDGTYjY3NsmPScckPGX0csJymcktbXeantjhBJKthNekqzbOQ6zcgS+GMpdLKE1ahDJ/WsI9sdSRKIpvjLxmY2N/rw2I0UuKwioRyG2KJDOOU0dYdQVZWucJJmXxSTQUeTN4LVpGdWWQZbG/10huLkOEwYdBLRpEq+04LVqGPJjEIWjs2iIkfUWo9EJBXhlLKx3svqvZ389/pG6rsiZNqMXDKtgEtmFPJfq2vpCMWZWuRifZ2X9mAch1mPy6Jn8eRc8lwmxuc5REL5GqL5I5wyNtV7eX1tHR/uaCccT2HU9/SbvLqmFrNBZmFlNqG4QnsgTq7DjLz/SfbSLCvnTMrBoNczUYzwfC1RUxFGPUXV2N0W4K+bmtjdHmJ7cwBF07AY9NhteoKxFH9YU8cdZ4/FZTWwck8HBS4LSVVl8aQ8lswsItelp8g9ehdWSqdBJZUVK1awYsUK2tvbUdX+u7T9/ve/H1RggpAOXn+EOn+crU0+lle3kue2EFc0JCAYTxFNSmRYDfiiSX778R5uObMCt9XAmeOyCcVSjM2xo9drIqEchwE3fx5++GEWL17MihUr6OzsxOv19nsJwlDb0ezjk31d/HFdA9GESnswTkpRMekkNHr+8qdUjVhSRSdLdIaThJIqa/d1o2ga5dk2nBY95R7R5DkeA66pPPvss7z88stcc8016YxHENJiZ4ufjQ1+jHqZ2q4whW4LdpOe9kCMPJeZuu4oKiBLEE2mcFkMmPUykXiKeeWZlGZaKMtyjNitR4fSgGsqiUSCBQsWpDMWQUiL7c0+lm1p4Xef7GNjnZctjX5qOsOcMTabjmCCDJsRu6lnL2NVA0Xt2UZjfkUWiVSKi6cXjOi9jIfagJPKDTfcwGuvvZbOWARh0LY0+vjzhib+trWFQCxJXFHRyxIfbG9lQp6d8mwbO1oCjM2xU5plwajr2UIjz2ni3Ml5XDytiOmjfGHqE+24mj8Hrt2qqirPPfccH374IVVVVRgMhn7n/upXv0pPhIJwjPa0Bfh0VwcdwXjPszspla9aAlQVulhb2827W1q4bGYhWxr8fFHThdWoZ1aJm3ljslhQ6SHfaaA4S8xBGazjSiobN27s97538/Xq6up+x4+0Ur0gnCib6r1safTx3+saqMixE0+paBrUd0eoKnKzrzNMXXeEP35Zz+mVHq6Y07NWiiTB9JIMjLIsEkqaHFdS+eijj/r+v76+nqKiImS5fwtK0zQaGhrSE50gfI14UmFPe4iN9V4ybEay7CYURSPXaaa+O4Kiwj92tvPNibnUdoXZ1uyntjOC02JgdmkGM0ozyHEYKc4Uz/Cky4CfUtbpdLS0tJCTk9PveFdXFzk5OSiKkpYAh5p4Snn42tHsJ6modEeSxJMKRr3MhrpuVu3tJMdpYc3ebvyxJCZ9z9KPlTl2Jhe4mFbsItNmoizLyhiPHb1eTCxPpwEPKR8pF4VCIcxm84ADEoRjsaPJjz+e5L0trXy4o5X2YJwch5mzJ+Zw0zcqeWt9A7PLMviqLUhHMI4sS7T4Y0wpdGHSyxS6zYzLE78kToTjTiq9nbWSJPHAAw9gtf7vjvWKorB27dq+vhZBOBF2twYIJlL8/J3t7GgJou7//dYaiPGXjU18sa+bexaP4/cr95LvNOGyGHCYDWTaDJw9IYcCt5lJBe4hvYfR7LiTSm9nraZpbN26FaPR2PeZ0Whk2rRpLF26NH0RCsIBtjX50Uvw3pYWtjcH+32mahCJKzT7o3y2p5N5ZVmsrvXiNOs5vdLD5AIHFTk2ijJE/8mJdNxJpbez9gc/+AG/+c1vRD+DcNLsawsSiCXRNPhoVzuHa4CrQCSh8NHOdh5dMoWCLCuxhMK4XAduq0EklJNgwH0qL730UjrjEIQjiiZS7GkPsr7ORzSRYmyug45AHFkCTQOJnmTSS9WgLRAjpWh0BRPMKc/EpNOJJs9JMuCk8sgjjxz18wceeGCgRQtCn+pGL02+GK99UU97IM43xnlIpFQyrEY6QnES+584lqBfzSXPacakkzlnUg5Wo0xxpnjK+GQZcFJ5++23+71PJpPU1NSg1+upqKgQSUUYtO1NXlbv62JPe5j6rgiSBMFYim1NXs4cn83/bGomqSj9aikSIEnwzQm5lGRZsBl1ZDutR7qEcAIMOKkcPLsWeuZ0XHfddSN6nx9heGjyhllb66MrlOTDHW14I0kMssTe9iAZDiNLphWxvs5HkzdCUlFJqRqK1vPU8aQCB5fMKKQk0y4eChwCad+io7q6mosuuoja2tp0FjtkxOS3k29rgw+dTmJjvZdMm4kNdV42N/rYWN+zTs8/zSmmzR/j8tnFfLa7k0++ascfS+GxmzhrfDYXVRUws1Q8FDhU0r6cpM/nw+/3p7tY4RSxty1APKWwZlc3n+/tJKWq1HZGmFbk5uazKnnjizre2dLCZTOK+OOGemYXZ/DP50/AZtIjSz3ryZZ5RP/JUBpwUvn3f//3fu81TaOlpYVXX32Vb33rW4MOTDj1bKr3UtcV5pmP99LQHUFRNUqybIzLdfDp7g62twS4cm4pz368h9e/qOP0Sg8gEYimsBh1FLgtIqEMAwNOKk899VS/97Isk52dzbXXXst999036MCEU8v6Oi9vb6inI5SktiuMomrIksTu9hDxlMLUQhfr633saA4wvdjN+jofkYRCdyTB6ZUeTHqZ8Xli2cfhYMBJpaamJp1xCKcoRdWo7QixYkcruU4Lq/Z2Y9LrCMZSGA0SSUWj0Rslw2Jkcr6DLU0+LplWQKs/xqIJOSys9OCy6ihwi0ltw8WAHs9MJpMsWrSIXbt2pTse4RTS5IuwvclHdbOfd7e04I8lqe+OIAE5DhNJRcVikNHLEl+1BbAadWTajCyo8PAvF07i3Ek5jM1xiIQyzAwoqRgMBqqrq8ViTMKAbW/y09QdZXVNN5IkMac8E4dJj9OsJxBL4Y8mybAZiSZVVE1DkiSMeh2KqhGMp8h1min3OMSyBcPQgP9Evv/97/Piiy+mM5a0KysrQ5Kkfq977713qMM65W1p8LG7Pcib6xr53Sd7eeGzfXy+u5OazjA3LqzAZdETS6kkUio2k46U2jNbNp5SOL3Sw6QChxgyHsYG3KeSSCR44YUX+OCDD5g9ezY2m63f58NljdpHHnmEG2+8se+93S6qykNpX3uQRl+UlXs62dsRwmzQ0R6MYdTrWLa5hdB4hctnF/HS57WE4ikyrEYSKZXSTCs5DhPfnlHIWLGX8bA24KRSXV3NzJkzAQ7pWxlOzSKHw0FeXt5Qh3HKS6ZUtjX7Wbuvi7U13VQ3+fFFk+S7zOQ6regk6Aol+KKmi5IsK5fPLuK9ra3oZImiDAuXTi9kQUWWWOl+BBjwjNqvW6O2pKQkLQEORllZGfF4nEQiQXFxMZdffjk/+clP+q0B83XEjNrB29kSwBtO8PamJmxGHe9tbUVDoyuUQNHAYdIxPs+Bomp0R5Koisol0wuIp1SmFroozrCQ7zaRLzpkR4QB11TKy8sPu0Ztd3c35eXlw2KN2h//+MfMnDmTjIwMvvjiC+677z5qamp44YUXjvideDxOPB7vex8IBE5GqKPWrtYAsUSKL2q78UUSuCw2usJxbEY9LouB7kiSYFyhI5QgmVJIqRpjsu1MyHP2zE8pclGSYRMdsiPIgP+khmqN2oceeuiQzteDX+vWrQPgrrvu4swzz6SqqoobbriBZ599lhdffJGurq4jlv/444/jcrn6XsXFxSfsXka7Xa0BPt/Tyd+3tfLKqlqqmwIkFZWSTCvxlIJBJ2M19PwVbPFFybKbCMVShOMpvJEEUwpdjMkWIzwjzXE3f3rXqP3Nb37DjTfeeNg1anU6HZ9//nl6I92vs7OTzs7Oo55TVlZ22MTW1NREUVERa9asYd68eYf97uFqKsXFxaL5c5y2NfnZ1OCj2RfF4zDyH//YSzSRYmKeA5tJz862IIFokgyrkUhSIRhLUVXkosUf49JpBVw6vZDJhWKG7Eg04tao9Xg8eDyeAX23N/b8/PwjnmMymTCZTAMqX+ixtdHHP3a2s7XRTzCeZP4YD8WZFlKKRlswzpn5Tpr8MSJxhY5QHKfZQK7TRJ7TzPQiFxdW5YuEMoKN2jVqV69ezZo1a1i0aBEul4svv/ySu+66i0suuWRYdCKPVpvqvfxlYxNr9nXR6IsSiiuEYykKMizsbQ+R4zSxel8XZ43PoTUQY83eLjRgjMfGaWOymDcmg4n57qG+DWEQ0rKeyueff87s2bOH1W/4DRs2cOutt7Jz507i8TilpaVceeWV/PSnP+3XZPs6YvTn2H3VEuDjXe38aUMTdZ1hVCCpaMgS/NPsYlbu7iDHaaauK0wsqXDp9EI8dhMeu5GxuXYybUbxUOAokJak4nQ62bRpE2PGjElHTMOKSCrHZmujj0ZvhBdX1lDXFcEXSaJqGjpZIqFoOM16LpiaTyCWJBxLsnpfN7NK3EwtcnPOpFzcFj3jREIZFdKySFOaF48TRpBkSmVXW5BN9V5Ks2y0+GNomobFqCMQS4GqYZAlArEUf1zXwMQ8O3d8czzzxnhwWfTMLsvAbdGR6xJzUEaLtK/8Jpw6ajqCNPtirK3pZkuTn0uq9IRiKZAg02YkpahEkiqyBHoZUio0eGNEkynsJh2TClxUiIcCR520JJXf/e535ObmpqMoYYTYVO+lLRBlW3MQXyRBvsuMoqmcVpHJB9vbiSdV8lxmvJEE4XgKSZIw6eHM8dmUZlmxGHRMyBfNndEoLUnl6quvTkcxwgixtcHH7rYA6+p8rNzdSVswhsOkJ5JIcdHUAhq7o2xv6Uk2OknCbTViNujItBpYND6HTJuB0iyx7ONodVxJpXfi27EYLk8pC+m1q8VPnTfC6r3d1HRHcFsNqJpGIJZkeXUr0bjCD04v46+bm9na5EcnS6iaxuR8JzNK3FR67CKhjHLHlVQO3utn/fr1KIrC+PHjgZ6nlXU6HbNmzUpfhMKwsb3Jjz+a5MuabjY3+qnrDqOXZXIcJsZ47DR4I6zZ10VxppVvVGZR6LaSYzcRSaYocluYU57J5EL3UN+GcIIdV1LpnfgGPTURh8PBK6+8QkZGz+PoXq+XH/zgByxcuDC9UQpDbndbgK5wnISi0uKL4jTrMellNA2afFG6IwnGeOzsaPHz101N3H52JcUZFqYUunBZDEzOd2Iw6Ib6NoSTYMDzVAoLC3n//feZPHlyv+PV1dUsXryY5ubmtAQ41MQ8FdhQ52XZ5ib+8VU7p1d4+POGJso9NgozLHxR001KUYmnVArdFlKqRnc4wW2LKgnFU1w2s0BMaDvFDHgsLxAI0NbWdsjx9vZ2gsHgoIIShod4UmFTvZfH39vOB9vbaPJGiSQUjDqZHa1BNtb7mF2asX8NWegIxcl2mCjLspJpM/DtGSKhnIoGnFSWLFnCD37wA9566y0aGxtpbGzkrbfe4vrrr+eyyy5LZ4zCENjTFmBvR4jl21rZ2RpEo2eeyY6WIFOKehJFVzhBayBGZY4dk15HIqViNsicMymXGSUZTBRDxqekAQ8pP/vssyxdupTvfe97JJPJnsL0eq6//nqeeOKJtAUonHxbGr3saAmQbTejlyXOmZhLWyCGL5Jgd3uQGSXF7OsI0RaIU9MZZm55JqF4Tw1maqGL86fkMalAJJRT1aCf/QmHw+zduxdN06isrDxkAeyR7lTrU9lc72NtTSdf1Hgx6WX+8VU7Rp3MtCIX5Tl2lm1qJqVqXDA1n7quCNua/cwtz6QtEOPs8TlcOC2PcbkioZzK0vJA4Wh2KiWVXa0Btjb5eXVNHa3+GBPyHKyv8xJPqSQUjbIsK2eM9fDHL+tJqVCZY2dWaQZnjc+mK5TgjIpMSsRexqe8Qc2oXbFiBStWrKC9vR1VVft99vvf/35QgQknj6JqbGv2UdMZ5t0tLWxrCuxfmNpISaaVms4wSUWjvjtCkzdKVaGbLU1+6rrCzCxxo5PgtLIMkVAEYBAdtQ8//DCLFy9mxYoVdHZ24vV6+72EkaHFH2FnS4D1tV6sej2BWJJMmwFVhW0tQfJcZmwmfd/2oxvrvVTmOnBbDcwuzeSfZpdw1rhcxuSO7lqccOwG1VH78ssvc80116QzHuEk2tPmJ5rU+MfOdqqb/MwsUdnXEcJuMjClyMmuthBf1HQzb0wWTd4ojd4IKVUjx2ni0mmFXFiVz/QSsQ+P0N+gdihcsGBBOmMRTqIdzX4CsRQvrtzHyt2daECWzYjDbCCaVKjrTDIux051c4BPd7UzqcDFjJIM8pxm5pRmkOcyM1bUToTDGHDz54YbbuC1115LZyzCSbKl0YsvkuSV1bVsbvQTSaokFZWtTX7GZNvxR5OYDDK+SBKPzUhCgTZ/jJrOMGOybeQ4TSKhCEc04JpKLBbjueee48MPP6SqqgqDwdDvc/GU8vC0qzXAvs4QoZjC57s6MRpkZKlnYltdV5jpxW7ynGZC8RSheIo8l5l4SqU408rUQidnjfeIWbLCUQ04qWzZsoXp06cDPc/7CMObompsbfSxrTmAySDT7Ivij6ewaTIOkx5/LEUoofLhjjbOmZhLozdKZyhOvttCWZaNOeUZlGXZxBwU4WsNOKkc+MSyMLw1+yLsbguybHMLhRk9ScIXSeI06QnEU+Q6DUQSCklVoy2Y4L/XNzA+18EFU/Mp89jItBnY2xZkfJ4DWZaG+naEYW7ASeWRRx454meSJPGzn/1soEULadTij1DdFGDl7k7W13vR0Ch0W2jsDjO9xM2nuzvpDMbxOExEEwqheIqEAjVdEVKqSrbdiD+a5OxJeRS4j31rE+HUNeCk8vbbb/d7n0wmqampQa/XU1FRIZLKMKCoGpvq/Wxr9rO8ugVV09jeFGSMx06uy4rDrGdXW5DWQJy2QBybUSbLZkQvS1QVuVg8KZdMu5lsu0nUUIRjNuCkcvAqcNAzpf26665jyZIlgwpKSI+97UE2NfgwG2RUQFGhORCl2Rtl4VgPL66s4YKp+expD7GpwUcglsKgU5lfkc21C8qZWOAe6lsQRqC0P/tTXV3NRRddRG1tbTqLHTIj8dkfRdX4qtVPsy/Ox1+1YTPp+eOXDShaz9YZoXiKq+cUM7nQxT92ttPii1KYaSXbYaLQZWZKoVvsZSwMWNr3/fH5fPj9/nQXKxyjZl+ET3d3smxTE0gSWxv8LKj0cP3CMTz36T6afVEK3BZeWVNHSYaZ751WSuG0AmRJwmrUkeM0UuAeXU+aCyfXgJPKv//7v/d7r2kaLS0tvPrqq3zrW98adGDC8Wv2RVi2uZl1tV66w0mcFgMqGsu3tRJJpPjurCJeWVVLdziBLEGTP85zn9WysDKLb07M5fer6rht0dihvg1hhBtwUnnqqaf6vZdlmezsbK699lruu+++QQcmHBtF1egKxUmpKp/v6aSuK0KjL4qGhj+SIN9lYU97iLU1XZRkWVkyo5APd7Sh18lIwNnjczi9MouXV9eiqtBzVBAGbsBJpaamJp1xCAPQ7Iuwoc5Hsz9KWaaNP29oQgJafFHMBh16nUSBy0KWzUgwnmTZ5ma+O6uIM8flUJlrBw3Ks628u7WFUExhRokbt9XwtdcVhKMRm9iOUL1NnS9ruzDpZHa1B9nREiAUT6GoGvGUioxEWyBGcaaFfJcFCdA02NbsxxdOYDZINHRHaPBGybAamD8miyybaahvTRjhBtVR6/P5ePHFF9mxYweSJDFx4kSuv/56XC4xcpBOvU2chKJi1MlkWI2s2t0JaJxWkYWqQo7DRLnHSqs/RqbdSHc4QXckQZbNiC+SRALG5zoo89jIdZrJsOpp7I6yozVAVaGbqmIX4/LsYj6KMGgDHlJet24d5513HhaLhblz56JpGuvWrSMajfL+++8zc+bMdMc6JIZ6SLm3iVPXHSGRUjHqZbIdRnIdZj7Y3sbamk72dUSYVeqmMsdBeyCGL5pkd3sICQjFU7gtBrIdZmaUuClym5lWkkFdRwhvNIXHbiLHaWJ8nkPMmBXSYsBJZeHChVRWVvL888+j1/dUeFKpFDfccAP79u3j008/TWugQ2Uok0qzL8I7W1oIx5W+Y+FEkiK3ldfW1mMyyLQFYrQHe0Zz/ml2MetruxmTbaMtECeeUmn2RQknFKqKnFxUVYDdqCOlgUEnk203MSHfQY7DLGooQtoMOKlYLBY2btzIhAkT+h3fvn07s2fPJhKJpCXAoTZUSUVRNf62tYXd7aG+Y8FYEoteosEX490tLeS7LBj1ErVdEVQNnGY9F0zNR5bgq7YAkbhCodtCSZaNuWWZfLKrnWhSIdNmIs9l5qKqfFE7EdJuwB21TqeT+vr6Q443NDTgcJz4BZAfe+wxFixYgNVqxe12H/ac+vp6Lr74Ymw2Gx6PhzvuuINEInHCY0uHrlCcuu7/TcyaptHij5FhM7FmbxdGvUx7MIbVqMdu6qkpBmIp/riugd1tQW48o4L5FR4mF7oozrDwXnUzXeEk/mgKs0HmzHHZIqEIJ8SAk8oVV1zB9ddfz5tvvklDQwONjY288cYb3HDDDVx11VXpjPGwEokEl19+ObfccsthP1cUhQsvvJBwOMzKlSt54403+NOf/sQ999xzwmNLh4Sikkj97w4FkYSCP5pEp5PoCifQyxIptaeSad6/KDWAqsH6eh8JReXNL+vZ0ujDYdZz5dxSLqzK54Kp+eQ6zexuC6GqYncWIf0GPPrzy1/+EkmS+P73v08qlQLAYDBwyy238H//7/9NW4BH8vDDDwPw8ssvH/bz999/n+3bt9PQ0EBBQQEATz75JNdddx2PPfbYsH+Ox6iTMerlvsSiaBqKqpFUNDJtRnzRJG6LAZ0s4YskybAaiKd6loX02E3EUwqXTi9kSoGL1Xu7mF8h0ejrGTq2mfQoqkZNZ5gyjw2d6E8R0mjAScVoNPKb3/yGxx9/vN8OhVbr8KhSr169milTpvQlFIDzzjuPeDzO+vXrWbRo0WG/F4/Hicfjfe8DgcAJj/VwsuwmSjOtfX0qOklCJ0u0+CKcNiaL97a24LIa8EUSOMw9f4w2ow7Qcd7kPKwGmUn5TpZtbUZVwaSXKcm0srMlyK72INGEwswSN5MLXMwsdYumkJA2A2r+JJNJFi1axK5du7BarUydOpWqqqphk1AAWltbyc3N7XcsIyMDo9FIa2vrEb/3+OOP43K5+l7FxcUnOtTD0skSM0vdWI0y4XiKlKqRbTdR1xVhZombCfkOMqxGgrEU4biCL5rEZTFy0bQCvjkxh6QCO1sDaBrYTTosRj3vb2tlc6OPaEJBJ0skFY3d7SHe2dJCs290dKwLQ29AScVgMFBdXY0kpbfa/NBDDyFJ0lFf69atO+byDhefpmlHjfu+++7D7/f3vRoaGgZ0LwOlqBrtgRiN3giRhMKM4gwMOom6rjBNvp59dxRN44GLJjOrJIMsuxGP3cj1Z5RzWkUmkUSKlz+v4aVVNQTjKU6v8HBGZTabG3x4I8m+67gsBqxGHQDhuMKGOp/oYxHSYsDNn+9///u8+OKLae0/uf3227nyyiuPek5ZWdkxlZWXl8fatWv7HfN6vSSTyUNqMAcymUyYTEMzVf3AiW5doTgN3RHKPXZmlLgZn+dAVSGSTNEeiNMWiDFvTM8+xia9zLItzXSHE3QEE2j0JNQNdT5afDF+fM44Xli5r+86Bp1EvsvcL7nWd0foCMXJdZqH4M6F0WRQm4m98MILfPDBB8yePRubrf8aHAPZosPj8eDxeAYaUj/z58/nscceo6Wlhfz8fKCn89ZkMjFr1qy0XCOdDpzo1jt8HIil2Nzoo747zOLJedR3R+itS8RTCnPLM5AlmbU1XehkmZQKsiyhqBpWox5Pngm7Sc+mBi+ZFiPxZAyXxUC+y4zD3P/BwXhKJaWohwYmCMdpwEmlurq6byr+rl270hbQsaqvr6e7u5v6+noURWHTpk0AVFZWYrfbWbx4MZMmTeKaa67hiSeeoLu7m6VLl3LjjTcOu5EfRdXYUOfrmznbO3zcyxtJsrMlSGGGme5wEkmS6AgmkKSe1mt9dxSH2YDdpCeSUFA1rW/RJQB/JMmc8gz2tIexGnWHbf6Z9DJ6nXi+VBi8EbtFxwMPPMArr7zS937GjBlAT1xnnXUWOp2Od999l1tvvZXTTz8di8XC1VdfzS9/+cuhCvmIDp7o1jt8fKDd7UHG5trpDvckm96ahQZ9w86SJGEzHfpHajboyHNaaPHHD/msV0mmlWy7eEJZGLwBJ5W77777sMclScJsNlNZWcmll15KZmbmgIM7mpdffvmIc1R6lZSU8M4775yQ66fTgRPdNE1DUTRSqoqq9vR/SJJEJKGgO6CG0VuzkKDffJbDMRt0FGZY2NUe7PccUS+bScfMUrd4/kdIi0Gtpr9hwwYURWH8+PFomsbu3bvR6XRMmDCBZ555hnvuuYeVK1cyadKkdMY8qiiqRjypEk8phOMpAtEkoXgKTYOOUByzXsZu1pNhNaIc8JhWb81Cg37zWQ6nJNNKRbYdm0nHhjof9d0R4im1b+6KmKcipNOAk0pvLeSll17q66MIBAJcf/31nHHGGdx4441cffXV3HXXXfz9739PW8CjSe9oTyCWJJZU+HxPJ26rEY/dRK7TRCCaxKCTMel1TCt24TDrybQZSKTUfjWLmaVumv3Ro9ZCNEAvy8wqczMx34lR3zNjV+zpI6TbgJ9SLiws5IMPPjikFrJt2zYWL15MU1MTGzZsYPHixXR2dqYl2KFwop5S7resgabhMBtYtqWJzlACs0HH+FwHep3UU6tIqiyakM2u1iAzSjI4Z1Iu4/Och5R3pFqIJMH62v5rspSKGopwggy4puL3+2lvbz8kqXR0dPRNbXe73SPmqeCT6eDRnnBCYVtLgG9OyGVXW4gdrQG6wnH0ElR4bIzPc7CjJUiB20o8pfLJrg4cZn2/hFDgtpLntNARipNSVPT710tpDURZtrn/miyJlMru9hDN/qhY/kBIu0E1f374wx/y5JNPMmfOHCRJ4osvvmDp0qV8+9vfBuCLL75g3Lhx6Yp11DjcaE9nKM47W5rJcZpZND4Hu1mHx2ZibU0X//iqA02DyTYjkiT1zYDNc1r6NV1kWeo3ee3g5HWwI5UjCIMx4KTyu9/9jrvuuosrr7yy7yllvV7Ptdde27d9x4QJE3jhhRfSE+kocvCyBilFJRBNEk+p1HSGSaRU9nSE+M7MIjY1+MmyG7Ea9cjHOQP24OR1OGImrZBuA04qdrud559/nqeeeop9+/ahaRoVFRXY7fa+c6ZPn56OGEedA5c10DSNQDSJ22qkLRADeh4mNOtlYsmeiWyhWIp8l7lvMhsc2wzYg5PX4YiZtEK6DXrbU7vdTlVVVTpiOWUcuKxBJKHQEUrgsZvwR3tGgRRVY2qRm5qO/cPEEnjspn4zYY9lBuzBa7IcjphJK6Sb+Ns0BHqXNbCZdH2zZ0PxFBXZdnKdZixGHaeVZ9Lsj5HrNDPGY8dw0D/8Y5kB25u8jkbMpBXSTSSVIVLgtnJRVT6T8h04zPr9q7qpnF7h4ZrTyqjItjOzJAOnWU84nurXn3KsM2APTF6HI2bSCifCgOepnCpO9Gr6yZTKyj0deMNJFE0jkkjhDScx6mXyXGZ2tgTpDMUpyrBgNugGNAP2aHNYxHCykG4iqXyNk7FFx+H29wGQgAK3mRklGViNur65JwOpWaiqdsgcFlFDEU4EkVS+xsna90fUJoTRYtCjP0J6HGlGrKhNCCONSCrDyMEzYgVhJBKjP4IgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJVIKoIgpJV4oHAUUVSNrlCchKJi1Mlk2U3oxFPOwkkmksoo0bsei9iFUBhqIqmMAodbOU7sQigMFdGnMsId6y6EqioW+BNODpFURrjj2YVQEE4GkVRGOLELoTDciD6VQThwtMWsk/HHkoQTCnpZwmrUEU+qSJKESS+jaBopRcVi0BFOpIgkFCQk3BY9KRXCiRSaBkZdz3djKZWkopJUNXSShFEv4zIb8EUTxJIqep1EptVIQlEpzbBgMMiYdToybQYSqkYsqSABiqIRSqSIJVUUVROjQcIJN2KTymOPPca7777Lpk2bMBqN+Hy+Q845cJvQXr/97W+5+eabB3393tGWrnCC0iwLmxt8rK3pRpYkJCDDZqQow8LWRj85TjOnV2SR7TCxod7Lp7s6qO2KMC7XQZnHRkmGla3Nfpq9Ec6bksfYHAdf1nr5fHcHDd4obpuRMyqzqCp0EUuqrNjZRl1XhIVjszl3Ui4Oq56vWoPkOM0s397KxgYvOXYTSUWjIMNCVaGLd7c0MSbbIUaDhBNuxG7R8eCDD+J2u2lsbOTFF188YlJ56aWX+Na3vtV3zOVyYbFYjvk6h9uio3e0JZpUmFrg4u2NjXxZ202h20p3OEFbIEZS0ch2GDlvcj4rd3Vw01lj+Hx3J5/t6cIbSTAp30mjN4I/miLfZeKSaYW0BiJkWs3UdoXZ2xGi2R8jpWgY9RISEpMLnMwuy8Bm1LFiRzvVzQEm5Tu485xxeCMJfv95LV+1BpmY76S2K7z/uzIFbgvfnVlEiz9KrsssRoOEE2rE1lQefvhhAF5++eWjnud2u8nLy0vbdQ8cbSn3WFhX182uthAGnUwonsIbSRBPqUgStPrj7G4PsnhyDtWNAaqbA4TjSTKsRgLRJMFYCg1o9sep6QxTnGGmJRBjV1sIfzSJUSejqj0btiuqRm1XGI/dSK7LTKF7/7ntIaqbAyiKSm1nz+e+SJJQXMGwv6nT6o+yudFHgctEKJZiQ52PPKdFbP8hnBCjvqP29ttvx+PxMGfOHJ599llU9Ws6NeNxAoFAv9eBDhxtsZsM7GgJ0hGKk2E1EoqnCMcVNOh7bWn0M7HAxZ6OIE2+KJIkke0w0hmKo2g9uxAC7O0IUZBhpSMYpz0YI5xIYTbIyLJESgVZBn80SX13lGRKozjLRo7DTCKl0R1O0OCLklI1cp1mOkNxZAlUTevrxN1Y78VpMRJJKGI0SDihRmxN5Vj8/Oc/55vf/CYWi4UVK1Zwzz330NnZyb/+678e8TuPP/54Xy3ocPqPtkjEkgrJVM/mX4qqoWhaTzah5z/BWAq9TiaaVIklVSwGGYMsk1T6tzojCQWjTu4pf/9nvf0zPVeClAqRpIIkgUmvQ6+T0Pjf5KFpPZuyx/bHJ9MbioQ/msSgk1E1TYwGCSfUsKqpPPTQQ0iSdNTXunXrjrm8f/3Xf2X+/PlMnz6de+65h0ceeYQnnnjiqN+577778Pv9fa+GhoZ+nxt1MkZ9749Nw2zQYdDLpBQVnSyhk6SeDLD/Pw6zfv+oj4zZIKMBSVXFoOvf9LAadX3P7Bh1Ul9NQ+u7EuhlsBp0aBrEUwopRUOiJ/kY9TKSBClVw9RbttRbE9JwWQwkFRV5/2iUXjes/uiFUWRY1VRuv/12rrzyyqOeU1ZWNuDyTzvtNAKBAG1tbeTm5h72HJPJhMlkOmIZWXYTpZlWdreHCMWTTMx30OyL4o0ksJv0hE0pgrFUb16hqsjFjmY/ldkO2gJxGr0ROoIJPHYTTb4ovRWWimw7zd4I2Q4TOQ4z/miSWFJFVTX0MigqZNoMlGRaMOglGrrCtAdjGPUSmTYjTrMevSzREYyR4zTT6I2ik6Se2owGM0oyCEQTWI16SjKtZNuPfI+CMBjDKql4PB48Hs8JK3/jxo2YzWbcbveAy9DJEjNL3TT7o9R1RpldmklDd4Qva7uxmfRkWI0kUipJRSPPZWRsjoO/b2vl/z2rEn80gTeSxBtOkO9yEogl+0Z/yjw2WgMRch1mxuUqfaM/6v65K3pZoizLRpnHhs2oY3O9j65Qgkn5DiYXOPFHEozJtrGzNcjEPCf+aIKkoqGXZXIcJqYVuWnxR8ky65lZ6hadtMIJM6ySyvGor6+nu7ub+vp6FEVh06ZNAFRWVmK321m2bBmtra3Mnz8fi8XCRx99xP33389NN9101JrIsShwW7moKp8NdT4avVG+M6uIyhw7X9R0Y82wUJRhIdNmpDDDQnWTn2klmegkie/MKqI828Znuzuo7YwwOd9JicdGaYaVLc1+WnxRJuQ5WVCZ1TNPZU8njd4IbquRMyo9TC10Ek+qfLizDX80xVXzSjh3Yi5JRaEjnOCHZ4xhzb4uNtd7mVzgQlU1CjMsTC10E4glmFGSIeapCCfciJ2nct111/HKK68ccvyjjz7irLPOYvny5dx3333s2bMHVVUZM2YMN9xwA7fddht6/bHn0sPNU+mlqhodoTgpRcVkkPFHkkQSCnqdhNXQMytWQsJsOGhGbbxnRq0mSWRa9aQUCMdTKPTUShxmHdGkSiKlkVBU9Pv7TDJtBrrCPTNqdZJEttOIDhm9XiIYSxFOpHCa9ITiPcPQep2EzahHliQMeplsu0nUUIQTbsQmlZPlaElFEIRDiSEAQRDSasT2qZwsvRW5gyfBCcKpxuFwHPZ5uoOJpPI1gsEgAMXFxUMciSAMrWPtAhB9Kl9DVVWam5uPOUufSIFAgOLiYhoaGkZ8/85ouhc4Ne5H1FTSRJZlioqKhjqMfpxO56j4iwuj615A3A+IjlpBENJMJBVBENJKJJURxGQy8eCDDw56RvBwMJruBcT9HEh01AqCkFaipiIIQlqJpCIIQlqJpCIIQlqJpCIIQlqJpDICPPbYYyxYsACr1XrEBabq6+u5+OKLsdlseDwe7rjjDhKJxMkNdBDKysoOWTr03nvvHeqwjskzzzxDeXk5ZrOZWbNm8dlnnw11SANyuOVcB7IThZhROwIkEgkuv/xy5s+fz4svvnjI54qicOGFF5Kdnc3KlSvp6uri2muvRdM0nn766SGIeGAeeeQRbrzxxr73drt9CKM5Nm+++SZ33nknzzzzDKeffjq/+93vOP/889m+fTslJSVDHd5xmzx5Mh9++GHfe51Od/yFaMKI8dJLL2kul+uQ4++9954my7LW1NTUd+z111/XTCaT5vf7T2KEA1daWqo99dRTQx3GcZs7d65288039zs2YcIE7d577x2iiAbuwQcf1KZNmzbockTzZxRYvXo1U6ZMoaCgoO/YeeedRzweZ/369UMY2fH5t3/7N7Kyspg+fTqPPfbYsG++JRIJ1q9fz+LFi/sdX7x4MatWrRqiqAZn9+7dFBQUUF5ezpVXXsm+ffuOuwzR/BkFWltbD9kdICMjA6PRSGtr6xBFdXx+/OMfM3PmTDIyMvjiiy+47777qKmp4YUXXhjq0I6os7MTRVEO+dnn5uaOmJ/7gebNm8d//dd/MW7cONra2nj00UdZsGAB27ZtIysr65jLETWVIZLuPY4O90i6pmlDulzD8dzjXXfdxZlnnklVVRU33HADzz77LC+++CJdXV1DFv+xOvhnPNQ/94E6//zz+c53vsPUqVM555xzePfddwEOuxb00YiayhBJ5x5HeXl5rF27tt8xr9dLMpk84v5GJ8Ng7vG0004DYM+ePcf1W/Jk8ng86HS6Q2ol7e3tQ/pzTxebzcbUqVPZvXv3cX1PJJUhks49jubPn89jjz1GS0sL+fn5ALz//vuYTCZmzZqVlmsMxGDucePGjQB99zMcGY1GZs2axQcffMCSJUv6jn/wwQdceumlQxhZesTjcXbs2MHChQuP63siqYwAX7fH0eLFi5k0aRLXXHMNTzzxBN3d3SxdupQbb7xxRCwYtHr1atasWcOiRYtwuVx8+eWX3HXXXVxyySXDflj27rvv5pprrmH27NnMnz+f5557jvr6em6++eahDu24LV26lIsvvpiSkhLa29t59NFHCQQCXHvttcdX0KDHj4QT7tprr9Xo2U653+ujjz7qO6eurk678MILNYvFomVmZmq33367FovFhi7o47B+/Xpt3rx5msvl0sxmszZ+/HjtwQcf1MLh8FCHdkz+8z//UystLdWMRqM2c+ZM7ZNPPhnqkAbkiiuu0PLz8zWDwaAVFBRol112mbZt27bjLkcsfSAIQlqJ0R9BENJKJBVBENJKJBVBENJKJBVBENJKJBVBENJKJBVBENJKJBVBENJKJBVBENJKJBVBENJKJBWhn7POOos777zzmM/XNI2bbrqJzMxMJEnqey5pODjWe3nllVeYNGkSVquVCRMm8M4775z44EYx8UCh0M+f//xnDAbDMZ+/fPlyXn75ZT7++GPGjBmTtievT5a3336b2267jeeee47TTjuNp59+mptvvpnGxsahDm3EEjUVoZ/MzEwcDscxn793717y8/NZsGABeXl56PUD+z11uKUjT8Zykk8++SR33303V199NWPGjOGCCy4gFAqd8OuOZiKpCP0c2GQ466yzuOOOO/jpT39KZmYmeXl5PPTQQ33nXnfddfzoRz+ivr4eSZL6FlzSNI1f/OIXjBkzBovFwrRp03jrrbcOuc7tt9/O3Xffjcfj4dxzzz3ssWMtLxwO8/3vfx+73U5+fj5PPvnk195rMBhk9erVXHjhhX3Hli9fzvTp04//Byf8r/Q+PC2MdGeeeab24x//uO//nU6n9tBDD2m7du3SXnnlFU2SJO3999/XNE3TfD6f9sgjj2hFRUVaS0uL1t7ermmapv3Lv/yLNmHCBG358uXa3r17tZdeekkzmUzaxx9/3O86drtd+8lPfqLt3LlT27Fjx2GPHWt5t9xyi1ZUVKS9//772pYtW7SLLrpIs9vtffdyOJ999pmm0+m0SCSihcNh7bnnntMMBoP2P//zP2n+qZ5aRFIR+jk4qZxxxhn9Pp8zZ472z//8z33vn3rqKa20tLTvfSgU0sxms7Zq1ap+37v++uu1q666qt91pk+ffsi1Dz52LOUFg0HNaDRqb7zxRt/nXV1dmsViOWpSefrpp7XJkydrq1at6lujZsmSJZqiKEf8jvD1REetcFRVVVX93ufn59Pe3n7E87dv304sFutruvRKJBLMmDGj37HZs2cf8v2Djx1LeXv37iWRSDB//vy+zzMzMxk/fvxR7gw2bdrEjBkzmDJlCmvXrmX16tXcf//9PPjgg/z85z8/6neFIxNJRTiqg0eCJElCVdUjnt/72bvvvkthYWG/z0wmU7/3NpvtkO8ffOxYytMGuM7Ypk2buPrqq3E4HMydO5e5c+eyc+dO1qxZ03fO+eefz8SJE1m1ahU+n49XX32Vn//852zevJn777+fm266aUDXHs1ER62QVpMmTcJkMlFfX09lZWW/V3Fx8Qkpr7KyEoPB0C8ZeL1edu3adcRyU6kU27ZtY8KECf2Ob968ud9Cz9XV1VRVVbFmzRrmzp3LP//zP/P666/z17/+lZdeeum47+dUIGoqQlo5HA6WLl3KXXfdhaqqnHHGGQQCAVatWoXdbj/uRZSPpTy73c7111/PT37yE7KyssjNzeX+++9Hlo/8O3Pnzp3EYjEeffRR8vPzsVqt/Pa3v6WmpqZvP2e/34/RaOS6664DwGw28+Mf/xibzYbJZMLlcg345zSaiaQipN3Pf/5zcnJyePzxx9m3bx9ut5uZM2fyL//yLyesvCeeeIJQKMQll1yCw+Hgnnvuwe/3H7HMTZs2kZ+fj81mY+HChdhsNs444ww++uijvm1BqqurmTNnTt93tm7dyiOPPNL3/1OmTBnQ/Yx2YuFr4ZS0dOlS9u7dy9tvv33Ec373u9/R2dnJ/fffj6ZpVFRU9O0t/MADD1BRUXH821ecAkSfinBK2rRp0yEjWwfbtm0bU6dOBaC2trbfborV1dV9nwn9iZqKcErKzs7m2Wef5Tvf+c5QhzLqiKQiCEJaieaPIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhpJZKKIAhp9f8DftWn14iwpIYAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Get data\n", + "measurement_type = 'observed_phenotype' # 'loose_bottle' # 'tight_bottle' # \n", + "scale_coeff_lasso_shift = 0 # 5.0e-06 # \n", + "data = model_df[\n", + " (model_df['library'] == 'lib_1') &\n", + " (model_df['measurement_type'] == measurement_type) &\n", + " (model_df['scale_coeff_lasso_shift'] == scale_coeff_lasso_shift)\n", + "].copy()\n", + "\n", + "# Report R^2\n", + "(r, p) = scipy.stats.pearsonr(data['predicted_beta'], data['true_beta'])\n", + "print('R^2', round(r**2, 2))\n", + "\n", + "# Plot correlation between inferred and ground-truth betas\n", + "measurement_type_title_dict = {\n", + " 'observed_phenotype' : 'no noise',\n", + " 'loose_bottle' : 'loose bottleneck',\n", + " 'tight_bottle' : 'tight bottleneck'\n", + "}\n", + "plt.figure(figsize=[2.5,2.5])\n", + "sns.scatterplot(x='predicted_beta', y='true_beta', data=data, alpha=0.5, s=50)\n", + "plt.xlabel(r'inferred $\\beta_m$')\n", + "plt.ylabel(r'ground-truth $\\beta_m$')\n", + "plt.title(f'{measurement_type_title_dict[measurement_type]}, $\\lambda={scale_coeff_lasso_shift}$')\n", + "sns.despine()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Make scatter plots showing the correlation between predicted and ground-truth shifts for a model at a given lasso weight (rows) and level of simulated noise (columns)." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/hhaddox/miniconda3/envs/multidms4/lib/python3.12/site-packages/seaborn/axisgrid.py:123: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n", + " self._figure.tight_layout(*args, **kwargs)\n", + "/home/hhaddox/miniconda3/envs/multidms4/lib/python3.12/site-packages/seaborn/axisgrid.py:123: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n", + " self._figure.tight_layout(*args, **kwargs)\n", + "/home/hhaddox/miniconda3/envs/multidms4/lib/python3.12/site-packages/seaborn/axisgrid.py:123: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n", + " self._figure.tight_layout(*args, **kwargs)\n", + "/home/hhaddox/miniconda3/envs/multidms4/lib/python3.12/site-packages/seaborn/axisgrid.py:123: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n", + " self._figure.tight_layout(*args, **kwargs)\n", + "/home/hhaddox/miniconda3/envs/multidms4/lib/python3.12/site-packages/seaborn/axisgrid.py:123: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n", + " self._figure.tight_layout(*args, **kwargs)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Get data and update column values\n", + "data = model_df[model_df['library'] == 'lib_1'].copy()\n", + "data['clipped_predicted_shift_h2'] = data['predicted_shift_h2'].clip(lower=-3.5, upper=3.5)\n", + "data['predicted_beta'] = data['predicted_beta'].clip(lower=-15)\n", + "data['measurement_type'] = data['measurement_type'].replace({\n", + " 'observed_phenotype':'no noise',\n", + " 'loose_bottle':'loose\\nbottleneck',\n", + " 'tight_bottle':'tight\\nbottleneck',\n", + "})\n", + "\n", + "# Plot data\n", + "data = data.sort_values(by=['site', 'wt_aa', 'mut_aa'])\n", + "g = sns.FacetGrid(\n", + " data, col=\"measurement_type\", row=\"scale_coeff_lasso_shift\",\n", + " height=1.5, aspect=1.2, margin_titles=True\n", + ")\n", + "g.map_dataframe(\n", + " sns.scatterplot, x='clipped_predicted_shift_h2', y='true_shift',\n", + " s=50, alpha=0.2,\n", + ")\n", + "g.refline(x=-3.5)\n", + "g.refline(x=3.5)\n", + "def const_line(*args, **kwargs):\n", + " plt.plot([-3.5, 3.5], [-3.5, 3.5], c='k')\n", + "g.map(const_line)\n", + "\n", + "def corrfunc(data, ax=None, **kws):\n", + " \"\"\"Plot the correlation coefficient in the top left hand corner of a plot.\"\"\"\n", + " r, _ = scipy.stats.pearsonr(data['predicted_shift_h2'], data['true_shift'])\n", + " r = math.pow(r, 2)\n", + " ax = ax or plt.gca()\n", + " ax.annotate(f'$R^2$ = {r:.2f}', xy=(.1, .85), xycoords=ax.transAxes)\n", + "g.map_dataframe(corrfunc)\n", + "\n", + "g.set_axis_labels(\"inferred\", \"ground-truth\")\n", + "g.set_titles(col_template=\"{col_name}\", row_template=r\"$\\lambda = ${row_name}\")\n", + "g.set(xlim=[-4,4], ylim=[-4,4], xticks=[-2.5, 0, 2.5], yticks=[-2.5, 0, 2.5])\n", + "plt.tight_layout()\n", + "plt.subplots_adjust(hspace=0.2)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For a given model fit, plot the distribution of beta and shift parameters for mutations with ground-truth shifts of zero." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "<>:23: SyntaxWarning: invalid escape sequence '\\l'\n", + "<>:23: SyntaxWarning: invalid escape sequence '\\l'\n", + "/tmp/ipykernel_11193/1907359123.py:23: SyntaxWarning: invalid escape sequence '\\l'\n", + " title=f'$\\lambda$={lasso_weight}' # measurement_type_title_dict[measurement_type]+f', $\\lambda$={lasso_weight}'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "lasso_weight, sparsity\n", + "0 , 0.0\n", + "5e-06 , 0.83\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Get data\n", + "measurement_type = 'observed_phenotype' # 'loose_bottle' # 'tight_bottle' # \n", + "lasso_weights = [0, 5.0e-06] # \n", + "(fig, axs) = plt.subplots(ncols=2, sharex=True, sharey=True, figsize=[5,2])\n", + "print('lasso_weight, sparsity')\n", + "for (i, lasso_weight) in enumerate(lasso_weights):\n", + "\n", + " data = model_df[\n", + " (model_df['library'] == 'lib_1') &\n", + " (model_df['true_shift'] == 0) &\n", + " (model_df['measurement_type'] == measurement_type) &\n", + " (model_df['scale_coeff_lasso_shift'] == lasso_weight)\n", + " ].copy()\n", + "\n", + " print(lasso_weight, ',', round(sum(data['predicted_shift_h2'] == 0)/len(data), 2))\n", + "\n", + " sns.scatterplot(\n", + " x='predicted_shift_h2', y='predicted_beta', data=data, alpha=0.5, s=75,\n", + " ax=axs[i]\n", + " )\n", + " axs[i].set(\n", + " xlabel=r'inferred $\\Delta_{d,m}$',\n", + " title=f'$\\lambda$={lasso_weight}' # measurement_type_title_dict[measurement_type]+f', $\\lambda$={lasso_weight}'\n", + " )\n", + "\n", + "axs[0].set(ylabel=r'inferred $\\beta_m$')\n", + "plt.suptitle(r'mutations with ground-truth $\\Delta_{d,m}=0$', y=1.16)\n", + "sns.despine()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Make the main figure from the manuscript (Figure 2)." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# Helper function used for visualization in the following examples\n", + "def identify_axes(ax_dict, fontsize=8):\n", + " \"\"\"\n", + " Helper to identify the Axes in the examples below.\n", + "\n", + " Draws the label in a large font in the center of the Axes.\n", + "\n", + " Parameters\n", + " ----------\n", + " ax_dict : dict[str, Axes]\n", + " Mapping between the title / label and the Axes.\n", + " fontsize : int, optional\n", + " How big the label should be.\n", + " \"\"\"\n", + " kw = dict(ha=\"center\", va=\"center\", fontsize=fontsize, color=\"darkgrey\")\n", + " for k, ax in ax_dict.items():\n", + " ax.text(0.5, 0.5, k, transform=ax.transAxes, **kw)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "rc_kwargs = {\n", + " 'legend.frameon': False,\n", + " \"font.size\" : 11,\n", + " \"font.weight\" : \"normal\"\n", + "}\n", + "\n", + "plt.rcParams.update(**rc_kwargs)\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "<>:14: SyntaxWarning: invalid escape sequence '\\%'\n", + "<>:19: SyntaxWarning: invalid escape sequence '\\p'\n", + "<>:20: SyntaxWarning: invalid escape sequence '\\l'\n", + "<>:86: SyntaxWarning: invalid escape sequence '\\*'\n", + "<>:95: SyntaxWarning: invalid escape sequence '\\D'\n", + "<>:111: SyntaxWarning: invalid escape sequence '\\D'\n", + "<>:14: SyntaxWarning: invalid escape sequence '\\%'\n", + "<>:19: SyntaxWarning: invalid escape sequence '\\p'\n", + "<>:20: SyntaxWarning: invalid escape sequence '\\l'\n", + "<>:86: SyntaxWarning: invalid escape sequence '\\*'\n", + "<>:95: SyntaxWarning: invalid escape sequence '\\D'\n", + "<>:111: SyntaxWarning: invalid escape sequence '\\D'\n", + "/tmp/ipykernel_11193/1919871801.py:14: SyntaxWarning: invalid escape sequence '\\%'\n", + " sparsity_ylabel = \"sparsity\\n$(\\%\\Delta_{d,m}=0)$\"\n", + "/tmp/ipykernel_11193/1919871801.py:19: SyntaxWarning: invalid escape sequence '\\p'\n", + " latent_phenotype = \"latent phenotype ($\\phi$)\"\n", + "/tmp/ipykernel_11193/1919871801.py:20: SyntaxWarning: invalid escape sequence '\\l'\n", + " lasso_strength = f\"lasso weight ($\\lambda$)\"\n", + "/tmp/ipykernel_11193/1919871801.py:86: SyntaxWarning: invalid escape sequence '\\*'\n", + " simulated_muteffects_df.query(\"shifted_site and ~mutation.str.contains('\\*')\"),\n", + "/tmp/ipykernel_11193/1919871801.py:95: SyntaxWarning: invalid escape sequence '\\D'\n", + " iter_ax.set_xlabel('shift ($\\Delta_{d,m}$)')\n", + "/tmp/ipykernel_11193/1919871801.py:111: SyntaxWarning: invalid escape sequence '\\D'\n", + " iter_ax.set_xlabel('shift ($\\Delta_{d,m}$)')\n", + ":1: SyntaxWarning: invalid escape sequence '\\*'\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Knobs \n", + "setup = True\n", + "if setup:\n", + " bottlenecks = {\n", + " \"observed_phenotype\": \"no noise\", # title\n", + " \"loose_bottle\": \"loose\\nbottleneck\",\n", + " \"tight_bottle\": \"tight\\nbottleneck\"\n", + " }\n", + "\n", + " observed_phenotype_ylabel = \"functional\\nscore\"\n", + " model_truth_corr_ylabel = \"inferred vs. true\\nshifts $(R^2)$\"\n", + " lib_corr_ylabel = \"rep1 vs. rep2\\nshifts $(R^2)$\"\n", + " loss_ylabel = \"loss\"\n", + " sparsity_ylabel = \"sparsity\\n$(\\%\\Delta_{d,m}=0)$\"\n", + "\n", + " # xlabels\n", + " beta_dist = r\"mut. effect $(\\beta_{m})$\"\n", + " shift_dist = r\"shift ($\\Delta_{d,m}$)\"\n", + " latent_phenotype = \"latent phenotype ($\\phi$)\"\n", + " lasso_strength = f\"lasso weight ($\\lambda$)\"\n", + "\n", + " mut_type_palette={\"nonsynonymous\":\"grey\", \"stop\":\"#E377C2\"}\n", + " dataset_palette={\"training\":\"slategrey\", \"validation\":\"#2CA02C\"}\n", + "\n", + " ref_wildtype_color = \"black\"\n", + " nonref_wildtype_color = \"black\" \n", + " groundtruth_color = \"steelblue\"\n", + "\n", + " # x scale for latent phenotype plots\n", + " x_scale = (-15, 15)\n", + " point_size = 55\n", + "\n", + " # create main figure\n", + " fig = plt.figure(layout=\"constrained\", figsize=(6.4, 10.5))\n", + "\n", + " # create subfigures\n", + " A, B, C = fig.subfigures(nrows=3, ncols=1, height_ratios=[0.15, 0.2, 0.65], hspace=0.05)\n", + "\n", + " # create axes\n", + " axd_a = A.subplot_mosaic(\n", + " [[\"beta_dist\", \"empty\", \"shift_dist\", \"shift_dist_nonzero\"]],\n", + " gridspec_kw={\"width_ratios\": [1, 0.3, 1, 1], \"wspace\": 0.05, \"hspace\": 0.05}\n", + " )\n", + " axd_b = B.subplot_mosaic(\n", + " [[\"observed_phenotype_latent_measured\", \"loose_bottle_latent_measured\", \"tight_bottle_latent_measured\"]],\n", + " sharey=True \n", + " )\n", + " axd_c = C.subplot_mosaic(\n", + " [\n", + " [f\"{bottle}_shift_acc\" for bottle in bottlenecks.keys()],\n", + " [f\"{bottle}_shift_rep\" for bottle in bottlenecks.keys()],\n", + " [f\"{bottle}_shift_cv\" for bottle in bottlenecks.keys()],\n", + " [f\"{bottle}_shift_sparse\" for bottle in bottlenecks.keys()]\n", + " ],\n", + " sharex=True,\n", + " gridspec_kw={\"hspace\": 0.05}\n", + " )\n", + "# Add subpanel labels\n", + "axd_a[\"empty\"].set_visible(False)\n", + "\n", + "identify_ax = False\n", + "if identify_ax:\n", + " identify_axes(axd_a)\n", + " identify_axes(axd_b)\n", + " identify_axes(axd_c)\n", + "\n", + "# MUTATION EFFECTS\n", + "iter_ax = axd_a['beta_dist']\n", + "if True:\n", + " sns.histplot(\n", + " simulated_muteffects_df, \n", + " x=\"beta_h1\", \n", + " ax=iter_ax,\n", + " stat='probability',\n", + " alpha=0.5,\n", + " bins = np.arange(-15.5, 5.5, 1.0)\n", + " )\n", + " iter_ax.set_xlabel(r\"mut. effect $(\\beta_m)$\")\n", + " iter_ax.set_ylabel(\"fraction\")\n", + " iter_ax.set_title(\"all mutations\")\n", + "\n", + "# SHIFT EFFECTS\n", + "iter_ax = axd_a['shift_dist_nonzero']\n", + "if True:\n", + " sns.histplot(\n", + " simulated_muteffects_df.query(\"shifted_site and ~mutation.str.contains('\\*')\"), \n", + " x=\"shift\", \n", + " ax=iter_ax,\n", + " stat='probability',\n", + " alpha=0.5,\n", + " bins=np.arange(-3.25, 3.25, 0.5)\n", + " )\n", + " # remove y label\n", + " iter_ax.set_ylabel(None)\n", + " iter_ax.set_xlabel('shift ($\\Delta_{d,m}$)')\n", + " iter_ax.set_title(\"shifted mutations\")\n", + "\n", + "# SHIFT EFFECTS\n", + "iter_ax = axd_a['shift_dist']\n", + "if True:\n", + " sns.histplot(\n", + " simulated_muteffects_df, \n", + " x=\"shift\", \n", + " ax=iter_ax,\n", + " stat='probability',\n", + " alpha=0.5,\n", + " bins=np.arange(-3.25, 3.25, 0.5)\n", + " )\n", + " # remove y label\n", + " iter_ax.set_ylabel(None)\n", + " iter_ax.set_xlabel('shift ($\\Delta_{d,m}$)')\n", + " iter_ax.set_title(\"all mutations\")\n", + "\n", + "# ground truth line points\n", + "gt_points = (\n", + " simulated_func_scores_df\n", + " .query(f\"func_score_type == 'observed_phenotype' and latent_phenotype > @x_scale[0] and latent_phenotype < @x_scale[1]\")\n", + " .sample(1500)\n", + " [[\"latent_phenotype\", \"func_score\"]]\n", + " .rename(columns={\"latent_phenotype\": \"x\", \"func_score\": \"y\"})\n", + " .sort_values(\"x\")\n", + ")\n", + "\n", + "# get the wildtyle latent phenotype\n", + "reference_wildtype_latent_phenotype = (\n", + " simulated_func_scores_df\n", + " .query(\"variant_class == 'wildtype' and homolog == 'h1'\")\n", + " .latent_phenotype\n", + " .values[0]\n", + ")\n", + "\n", + "non_reference_wildtype_latent_phenotype = (\n", + " simulated_func_scores_df\n", + " .query(\"variant_class == 'wildtype' and homolog == 'h2'\")\n", + " .latent_phenotype\n", + " .values[0]\n", + ")\n", + "\n", + "true_sparsity = (\n", + " (len(simulated_muteffects_df.query(\"shift == 0\")) / len(simulated_muteffects_df)) * 100\n", + ")\n", + "\n", + "chosen_lassos = {\n", + " (\"default\", \"observed_phenotype\"): [\"5.0e-06\", \"1.0e-05\", \"2.0e-05\"],\n", + " (\"default\", \"loose_bottle\"): [\"2.0e-05\", \"4.0e-05\", \"8.0e-05\"],\n", + " (\"default\", \"tight_bottle\"): [\"4.0e-05\", \"8.0e-05\", \"1.6e-04\"],\n", + "\n", + " (\"beta_ridge_1e-7\", \"observed_phenotype\"): [\"5.0e-06\", \"1.0e-05\", \"2.0e-05\"],\n", + " (\"beta_ridge_1e-7\", \"loose_bottle\"): [\"2.0e-05\", \"4.0e-05\", \"8.0e-05\"],\n", + " (\"beta_ridge_1e-7\", \"tight_bottle\"): [\"4.0e-05\", \"8.0e-05\", \"1.6e-04\"],\n", + "\n", + " (\"n_shifted_identical_sites_1-n_shifted_non_identical_sites_1-scale_coeff_ridge_beta_1e-07\", \"observed_phenotype\"): [\"5.0e-06\", \"1.0e-05\", \"2.0e-05\"],\n", + " (\"n_shifted_identical_sites_1-n_shifted_non_identical_sites_1-scale_coeff_ridge_beta_1e-07\", \"loose_bottle\"): [\"4.0e-05\", \"8.0e-05\", \"1.6e-04\"],\n", + " (\"n_shifted_identical_sites_1-n_shifted_non_identical_sites_1-scale_coeff_ridge_beta_1e-07\", \"tight_bottle\"): [\"8.0e-05\", \"1.6e-04\", \"3.2e-04\"],\n", + "\n", + " (\"shift_gauss_variance_0.2-scale_coeff_ridge_beta_1e-07\", \"observed_phenotype\"): [\"5.0e-06\", \"1.0e-05\", \"2.0e-05\"],\n", + " (\"shift_gauss_variance_0.2-scale_coeff_ridge_beta_1e-07\", \"loose_bottle\"): [\"2.0e-05\", \"4.0e-05\", \"8.0e-05\"],\n", + " (\"shift_gauss_variance_0.2-scale_coeff_ridge_beta_1e-07\", \"tight_bottle\"): [\"4.0e-05\", \"8.0e-05\", \"1.6e-04\"],\n", + "}\n", + "\n", + "\n", + "# make all subplots in c\n", + "for bottleneck, name in bottlenecks.items():\n", + "\n", + " # LATENT PHENOTYPE VS FUNCTIONAL SCORE\n", + " iter_ax = axd_b[f\"{bottleneck}_latent_measured\"]\n", + " if True:\n", + " # Plot the functional scores as a function of the latent phenotype\n", + " sns.scatterplot(\n", + " simulated_func_scores_df.query(f\"library == 'lib_1' and func_score_type == @bottleneck\").sample(8000), \n", + " x=\"latent_phenotype\",\n", + " y=\"func_score\",\n", + " ax=iter_ax,\n", + " s=8,\n", + " c=\"darkgrey\",\n", + " edgecolor=\"darkgrey\"\n", + " )\n", + "\n", + " sns.lineplot(\n", + " data=gt_points,\n", + " x=\"x\",\n", + " y=\"y\",\n", + " ax=iter_ax,\n", + " color=groundtruth_color,\n", + " linestyle=\"-\",\n", + " linewidth=3\n", + " )\n", + "\n", + " # add wildtype vertical lines\n", + " iter_ax.axvline(\n", + " reference_wildtype_latent_phenotype,\n", + " color=ref_wildtype_color,\n", + " )\n", + " iter_ax.axvline(\n", + " non_reference_wildtype_latent_phenotype,\n", + " color=nonref_wildtype_color,\n", + " linestyle=\"--\"\n", + " )\n", + "\n", + " iter_ax.set_title(name)\n", + " iter_ax.set_xlim(x_scale)\n", + " if bottleneck == \"observed_phenotype\":\n", + " iter_ax.set_ylabel(observed_phenotype_ylabel)\n", + "\n", + " if bottleneck == \"loose_bottle\":\n", + " iter_ax.set_xlabel(latent_phenotype)\n", + " else:\n", + " iter_ax.set_xlabel(None)\n", + "\n", + " # SHIFT RECOVERY\n", + " iter_ax = axd_c[f\"{bottleneck}_shift_acc\"]\n", + " if True:\n", + " # plot the shift model vs truth\n", + " sns.scatterplot(\n", + " (\n", + " model_vs_truth_beta_shift_df\n", + " .query(\n", + " f\"measurement_type == @bottleneck and parameter == 'shift'\"\n", + " )\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"r2\",\n", + " ax=iter_ax,\n", + " style=\"library\",\n", + " legend=False,\n", + " s=point_size,\n", + " c=\"black\"\n", + " )\n", + "\n", + " sns.lineplot(\n", + " (\n", + " model_vs_truth_beta_shift_df\n", + " .query(\n", + " f\"measurement_type == @bottleneck and parameter == 'shift'\"\n", + " )\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"r2\",\n", + " ax=iter_ax,\n", + " legend=False,\n", + " c=\"black\"\n", + " )\n", + " iter_ax.set_title(name)\n", + " iter_ax.set_ylim(-0.05, 1.05)\n", + " if bottleneck == \"observed_phenotype\":\n", + " iter_ax.set_ylabel(model_truth_corr_ylabel)\n", + " else:\n", + " iter_ax.set_ylabel(None)\n", + "\n", + " # REPLICATE SHIFT CORRELATION\n", + " iter_ax = axd_c[f\"{bottleneck}_shift_rep\"]\n", + " if True:\n", + " sns.scatterplot(\n", + " library_replicate_correlation_df.query(\n", + " f\"measurement_type == @bottleneck and mut_param == 'shift'\"\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"r2\",\n", + " ax=iter_ax,\n", + " c = \"black\",\n", + " legend=False,\n", + " s=point_size\n", + " )\n", + "\n", + " sns.lineplot(\n", + " library_replicate_correlation_df.query(\n", + " f\"measurement_type == @bottleneck and mut_param == 'shift'\"\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"r2\",\n", + " ax=iter_ax,\n", + " c = \"black\",\n", + " legend=False \n", + " )\n", + " iter_ax.set_ylim(-0.05, 1.05)\n", + " if bottleneck == \"observed_phenotype\":\n", + " iter_ax.set_ylabel(lib_corr_ylabel)\n", + " else:\n", + " iter_ax.set_ylabel(None)\n", + "\n", + " # SPARSENESS\n", + " iter_ax = axd_c[f\"{bottleneck}_shift_sparse\"]\n", + " if True:\n", + " # plot the sparseness of the shift model\n", + " sns.scatterplot(\n", + " fit_sparsity_df.query(\n", + " f\"measurement_type == @bottleneck and mut_param == 'shift_h2'\"\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"sparsity\",\n", + " ax=iter_ax,\n", + " style=\"library\",\n", + " legend=False,\n", + " s=point_size,\n", + " hue=\"mut_type\",\n", + " palette=mut_type_palette\n", + " )\n", + "\n", + " sns.lineplot(\n", + " fit_sparsity_df.query(\n", + " f\"measurement_type == @bottleneck and mut_param == 'shift_h2'\"\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"sparsity\",\n", + " ax=iter_ax,\n", + " legend=False,\n", + " hue=\"mut_type\",\n", + " palette=mut_type_palette\n", + " )\n", + " iter_ax.set_ylim(-5, 105)\n", + " if bottleneck == \"observed_phenotype\":\n", + " iter_ax.set_ylabel(sparsity_ylabel)\n", + " else:\n", + " iter_ax.set_ylabel(None)\n", + " # rotate the x axis labels\n", + " iter_ax.set_xticks(\n", + " iter_ax.get_xticks(), \n", + " iter_ax.get_xticklabels(), \n", + " rotation=90, \n", + " fontsize=10\n", + " )\n", + "\n", + " # add true sparsity line\n", + " iter_ax.axhline(\n", + " true_sparsity,\n", + " color=groundtruth_color,\n", + " linestyle=\"--\",\n", + " linewidth=1,\n", + " c='k'\n", + " )\n", + " if bottleneck == \"loose_bottle\":\n", + " iter_ax.set_xlabel(lasso_strength)\n", + " else:\n", + " iter_ax.set_xlabel(None)\n", + "\n", + " # CROSS VALIDATION\n", + " iter_ax = axd_c[f\"{bottleneck}_shift_cv\"]\n", + " if True:\n", + " # plot the cross validation loss\n", + " sns.scatterplot(\n", + " cross_validation_loss_df.query(\n", + " f\"measurement_type == @bottleneck\"\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"loss\",\n", + " ax=iter_ax,\n", + " style=\"library\",\n", + " legend=False,\n", + " s=point_size,\n", + " hue=\"dataset\",\n", + " palette=dataset_palette\n", + " )\n", + "\n", + " sns.lineplot(\n", + " cross_validation_loss_df.query(\n", + " f\"measurement_type == @bottleneck\"\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"loss\",\n", + " ax=iter_ax,\n", + " style=\"library\",\n", + " legend=False,\n", + " hue=\"dataset\",\n", + " palette=dataset_palette\n", + " )\n", + "\n", + " if bottleneck == \"observed_phenotype\":\n", + " iter_ax.set_ylabel(loss_ylabel)\n", + " else:\n", + " iter_ax.set_ylabel(None)\n", + "\n", + "touchup = True\n", + "if touchup:\n", + "\n", + " # add panel labels\n", + " axd_a[\"beta_dist\"].text(\n", + " -0.25, 1.10, \n", + " f\"A\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axd_a[\"beta_dist\"].transAxes\n", + " )\n", + "\n", + " axd_b[\"observed_phenotype_latent_measured\"].text(\n", + " -0.47, 1.25, \n", + " f\"B\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axd_b[\"observed_phenotype_latent_measured\"].transAxes\n", + " )\n", + "\n", + " axd_c[\"observed_phenotype_shift_acc\"].text(\n", + " -0.82, 1.25, \n", + " f\"C\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axd_c[\"observed_phenotype_shift_acc\"].transAxes\n", + " )\n", + "\n", + " # despine all axes\n", + " sns.despine(fig)\n", + "\n", + " # fix up y labels and ticks\n", + " for name, ax in axd_c.items():\n", + "\n", + " if name.endswith(\"shift_acc\") or name.endswith(\"shift_rep\"):\n", + " ax.set_yticks([0.0, 0.5, 1.0])\n", + " ax.set_yticklabels(['0.0', '0.5', '1.0'])\n", + "\n", + " elif name.endswith(\"shift_sparse\"):\n", + " ax.set_yticks([0, 50, 100])\n", + " ax.set_yticklabels(['0', '50', '100'])\n", + "\n", + " else:\n", + " # manually set ticks and labels at 0.0, 0.5, 1.0\n", + " # fixing xticks with FixedLocator but also using MaxNLocator to avoid cramped x-labels\n", + " ax.yaxis.set_major_locator(mticker.MaxNLocator(3))\n", + " ticks_loc = ax.get_yticks().tolist()\n", + " ax.yaxis.set_major_locator(mticker.FixedLocator(ticks_loc))\n", + " ax.set_yticklabels(['{:2.2f}'.format(x) for x in ticks_loc])\n", + "\n", + " # add a thick, and alpha=0.5 vertical line at the chossen lassos\n", + " measurement_type = \"_\".join(name.split(\"_\")[:2])\n", + " for lasso in chosen_lassos[(simdir, measurement_type)]:\n", + " ax.axvline(\n", + " lasso,\n", + " color=\"grey\",\n", + " linewidth=10,\n", + " alpha=0.35\n", + " )\n", + "\n", + " # add legends\n", + " iter_ax = axd_b[\"tight_bottle_latent_measured\"]\n", + " black_line = mlines.Line2D(\n", + " [], [], color=ref_wildtype_color, linestyle='-',\n", + " markersize=5, label='reference WT'\n", + " )\n", + "\n", + " black_dashed = mlines.Line2D(\n", + " [], [], color=nonref_wildtype_color, linestyle='--',\n", + " markersize=5, label='non-reference\\n WT'\n", + " )\n", + "\n", + " # blue dashed line for ground truth\n", + " blue_dashed = mlines.Line2D(\n", + " [], [], color=groundtruth_color, linestyle='-', linewidth=3,\n", + " markersize=5, label='global\\nepistasis\\nfunction'\n", + " )\n", + "\n", + " elements = [black_line, black_dashed, blue_dashed]\n", + " \n", + " iter_ax.legend(\n", + " handles=elements, \n", + " bbox_to_anchor = (1.0, 1.0), \n", + " loc='upper left', \n", + " # loc='best', \n", + " frameon=False, \n", + " fontsize=7.5, \n", + " )\n", + "\n", + " iter_ax = axd_c[\"tight_bottle_shift_acc\"]\n", + " rep_1_circle = mlines.Line2D([], [], color=\"black\", marker='o', linestyle='None',\n", + " markersize=6, label='rep1')\n", + " rep_2_x = mlines.Line2D([], [], color=\"black\", marker='x', linestyle='None',\n", + " markersize=6, label='rep2')\n", + " elements = [rep_1_circle, rep_2_x]\n", + " iter_ax.legend(\n", + " handles=elements, \n", + " bbox_to_anchor = (1.0, 1.0), \n", + " loc='upper left', \n", + " frameon=False, \n", + " fontsize=7.5, \n", + " )\n", + "\n", + "\n", + " iter_ax = axd_c[\"tight_bottle_shift_sparse\"]\n", + " stop_circle = mlines.Line2D([], [], color=mut_type_palette[\"stop\"], marker='o', linestyle='None',\n", + " markersize=6, label='stop')\n", + "\n", + " nonsynon_circle = mlines.Line2D([], [], color=mut_type_palette[\"nonsynonymous\"], marker='o', linestyle='None',\n", + " markersize=6, label='non-\\nsynonymous')\n", + "\n", + " truth_dashed = mlines.Line2D(\n", + " [], [], color='k', linestyle='--', linewidth=1,\n", + " markersize=5, label='true\\nsparsity'\n", + " )\n", + "\n", + " elements = [stop_circle, nonsynon_circle, truth_dashed]\n", + " iter_ax.legend(\n", + " handles=elements, \n", + " bbox_to_anchor = (1.0, 1.0), \n", + " loc='upper left', \n", + " frameon=False, \n", + " fontsize=7.5, \n", + " )\n", + "\n", + " iter_ax = axd_c[\"tight_bottle_shift_cv\"]\n", + " training_circle = mlines.Line2D([], [], color=dataset_palette[\"training\"], marker='o', linestyle='None',\n", + " markersize=6, label='training')\n", + " validation_circle = mlines.Line2D([], [], color=dataset_palette[\"validation\"], marker='o', linestyle='None',\n", + " markersize=6, label='validation')\n", + "\n", + " elements = [training_circle, validation_circle]\n", + " iter_ax.legend(\n", + " handles=elements, \n", + " bbox_to_anchor = (1.0, 1.0), \n", + " loc='upper left', \n", + " frameon=False, \n", + " fontsize=7.5, \n", + " )\n", + "\n", + "\n", + "\n", + "save = True\n", + "if save:\n", + " fig.savefig(f\"{datadir}/main_figure.pdf\", bbox_inches=\"tight\")\n", + " fig.savefig(f\"{datadir}/main_figure.png\", bbox_inches=\"tight\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Extra plots not in MS" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Plot the distributions of simulated betas and shifts" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=[3,2])\n", + "sns.histplot(x='beta_h1', data=simulated_muteffects_df, bins=15, color='0.5')\n", + "plt.xlabel(r'mutational effect ($\\beta_m$)')\n", + "plt.ylabel('number of mutations')\n", + "sns.despine()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "(fig, axs) = plt.subplots(ncols=2, sharex=True, sharey=False, figsize=[6, 2.7])\n", + "\n", + "data = simulated_muteffects_df[simulated_muteffects_df['shift'] != 0]\n", + "sns.histplot(x='shift', data=data, bins=15, ax=axs[0])\n", + "axs[0].set(xlabel='shift', ylabel='number of mutations', title='shifted mutations')\n", + "\n", + "sns.histplot(x='shift', data=simulated_muteffects_df, bins=15, ax=axs[1])\n", + "axs[1].set(xlabel='shift', ylabel='', title='all mutations')\n", + "\n", + "plt.tight_layout()\n", + "sns.despine()\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.2" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/simulation_validation.ipynb b/simulation_validation.ipynb new file mode 100644 index 0000000..20f52ab --- /dev/null +++ b/simulation_validation.ipynb @@ -0,0 +1,5872 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "8799e8a1", + "metadata": {}, + "source": [ + "# Simulation validation" + ] + }, + { + "cell_type": "markdown", + "id": "04132d8b", + "metadata": {}, + "source": [ + "### Overview" + ] + }, + { + "cell_type": "markdown", + "id": "8e60a7c7", + "metadata": {}, + "source": [ + "The bloom lab had developed a [pipeline to simulate DMS data](https://jbloomlab.github.io/dms_variants/codonvariant_sim_data.html) to test `dms_variants` global epistasis fitting. Taking inspriation from that, we build upon the pipeline by simulating data for _two_ homologs - introducing shifts in mutational effects at a subset of sites with the goal validating the `multidms` joint-fitting approach.\n", + "\n", + "This notebook has a few major steps involved:\n", + "\n", + "1. Simulate sequences, and respective mutational effects for two homologs -- introducing _shifts_ at a subset of sites for the non-reference homolog.\n", + "2. Define replicate libraries of variants for each homolog.\n", + "3. Simulating pre, and post-selection library variant _counts_ derived from a simulated bottleneck and used to introduce realistic noise in the fitting targets (functional scores).\n", + "4. `multidms` model fitting.\n", + "5. Model fit comparison and selection criteria\n", + "6. Model evaluation." + ] + }, + { + "cell_type": "markdown", + "id": "57667722", + "metadata": {}, + "source": [ + "### Import `Python` modules" + ] + }, + { + "cell_type": "markdown", + "id": "f45340e3", + "metadata": {}, + "source": [ + "\n", + "For this analysis, we'll be using the `dms_variants` package for simulation. All dependencies needed can be installed by cloning the `multidms` repo and executing the command:\n", + "\n", + "```\n", + "$ pip install '.[dev]'\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "945088a4", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "import pprint\n", + "import os\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "import Bio.Seq\n", + "import itertools\n", + "import random\n", + "import dms_variants.codonvarianttable\n", + "import dms_variants.globalepistasis\n", + "import dms_variants.plotnine_themes\n", + "import dms_variants.simulate\n", + "from dms_variants.constants import CBPALETTE, CODONS_NOSTOP, AAS_NOSTOP, AA_TO_CODONS, AAS_WITHSTOP\n", + "from plotnine import *\n", + "import multidms\n", + "from collections import defaultdict" + ] + }, + { + "cell_type": "markdown", + "id": "713489f3", + "metadata": {}, + "source": [ + "### Define notebook parameters" + ] + }, + { + "cell_type": "markdown", + "id": "b8287fde", + "metadata": {}, + "source": [ + "Set parameters that define this notebook's behavior. These can all be modifed (using `papermill`) to reasonable values and the notebook should execute as expected." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b7f2abe0", + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "seed = 24 # random number seed\n", + "\n", + "# define the reference protein sequence we're going to simulate\n", + "genelength = 50 # gene length in codons\n", + "wt_latent = 5.0 # wildtype latent phenotype\n", + "stop_effect = -15 # -15 is the default for `SigmoidPhenotypeSimulator` object\n", + "norm_weights=((0.4, -0.5, 1.2), (0.6, -4, 3)) # See `SigmoidPhenotypeSimulator` for more details\n", + "\n", + "# define the non reference sequence attributes.\n", + "n_non_identical_sites = 10 # number of amino-acid mutations separating homologs\n", + "min_muteffect_in_bundle = -1.0 # minimum effect per mutation\n", + "max_muteffect_in_bundle = 1.0 # maximum effect per mutation\n", + "n_shifted_non_identical_sites = 6 # number of non identical sites (in the bundle) for which mutations at that site are expected to have shifted effects\n", + "n_shifted_identical_sites = 4 # number of amino-acid mutations separating shifted\n", + "shift_gauss_variance = 1.0 # variance of the gaussian distribution from which the shifted effects are drawn\n", + "\n", + "# define the sigmoid phenotype parameters. See `multidms.biophysical.sigmoidal_global_epistasis` for more details.\n", + "sigmoid_phenotype_scale = 6\n", + "\n", + "# define the libraries\n", + "variants_per_lib_genelength_scalar = 500 # variants per library\n", + "avgmuts = 2.0 # average codon mutations per variant\n", + "bclen = 16 # length of nucleotide barcode for each variant\n", + "variant_error_rate = 0.0 #0.005 # rate at which variant sequence mis-called\n", + "avgdepth_per_variant = 200 # average per-variant sequencing depth\n", + "lib_uniformity = 5 # uniformity of library pre-selection\n", + "noise = 0.0 # 0.05 # random gaussian noise added to the post-selection counts of the phenotype\n", + "\n", + "# bottlenecks from pre- to post-selection\n", + "bottleneck_variants_per_lib_scalar = {\n", + " \"tight_bottle\": 5,\n", + " \"loose_bottle\": 100,\n", + "}\n", + "\n", + "# define the fitting parameters\n", + "num_training_steps = 1\n", + "iterations_per_step = 100000 # default 20000\n", + "scale_coeff_lasso_shift = [0.0, 5.00e-6, 1.00e-05, 2.00e-05, 4.00e-05, 8.00e-05, 1.60e-04, 3.20e-04, 6.40e-04] # the sweep of lasso coefficient params\n", + "init_beta_naught = 5.0 # We've found that we need to start with a higher beta_naught to get the model to converge correctly,\n", + "scale_coeff_ridge_beta = 1e-7 # the sweep of ridge coefficient params\n", + "train_frac = 0.8 # fraction of data to use for cross validation training.\n", + "lasso_choice = 8e-5 # the lasso coefficient to use for the final model\n", + "csv_output_dir = 'output' # the directory to save the output csv files" + ] + }, + { + "cell_type": "markdown", + "id": "17c59457", + "metadata": {}, + "source": [ + "Set some configurations and a few other more experimental parameters which could break things if not set correctly:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "034af31c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "\n", + "random.seed(seed)\n", + "np.random.seed(seed)\n", + "warnings.simplefilter('ignore')\n", + "\n", + "if not os.path.exists(csv_output_dir):\n", + " os.makedirs(csv_output_dir)" + ] + }, + { + "cell_type": "markdown", + "id": "cbc66da4", + "metadata": {}, + "source": [ + "### Simulate a reference sequence" + ] + }, + { + "cell_type": "markdown", + "id": "7ed89b9e", + "metadata": {}, + "source": [ + "\n", + "Start by simulating a sequence of nucleotides, then translate it to amino acids. We'll use this sequence as the reference sequence for the simulated datasets." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "9e58bfbf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Wildtype gene of 50 codons:\n", + "GGTTCCAGTTTTAGTGGAACCGTGAGCGGTGTAGTGCGGTCGTTTACTCTTTTCGTCCGTCAGTTCACCGTGTCCAGCCATCAGGACCCGTGCTGTCATTGCACAACCGGATACTATTTTTCGCAAGTCTGTACCCTGAGCAGACTCGGA\n", + "Wildtype protein:\n", + "GSSFSGTVSGVVRSFTLFVRQFTVSSHQDPCCHCTTGYYFSQVCTLSRLG\n" + ] + } + ], + "source": [ + "geneseq_h1 = \"\".join(random.choices(CODONS_NOSTOP, k=genelength))\n", + "aaseq_h1 = str(Bio.Seq.Seq(geneseq_h1).translate())\n", + "print(f\"Wildtype gene of {genelength} codons:\\n{geneseq_h1}\")\n", + "print(f\"Wildtype protein:\\n{aaseq_h1}\")" + ] + }, + { + "cell_type": "markdown", + "id": "e11375e7", + "metadata": {}, + "source": [ + "### Mutational effects" + ] + }, + { + "cell_type": "markdown", + "id": "9e1589d2", + "metadata": {}, + "source": [ + "Simulate latent mutational effects, $\\beta_m$, storing data in a `SigmoidPhenotypeSimulator` object. Also create an identical object for the second homolog. Later, we'll update this object to include shifted mutational effects." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "79557b66", + "metadata": {}, + "outputs": [], + "source": [ + "mut_pheno_args = {\n", + " \"geneseq\" : geneseq_h1,\n", + " \"wt_latent\" : wt_latent,\n", + " \"seed\" : seed,\n", + " \"stop_effect\" : stop_effect,\n", + " \"norm_weights\" : norm_weights\n", + "}\n", + "\n", + "SigmoidPhenotype_h1 = dms_variants.simulate.SigmoidPhenotypeSimulator(**mut_pheno_args)\n", + "SigmoidPhenotype_h2 = dms_variants.simulate.SigmoidPhenotypeSimulator(**mut_pheno_args)" + ] + }, + { + "cell_type": "markdown", + "id": "f5f2e6aa", + "metadata": {}, + "source": [ + "Plot the distribution of mutation effects for the first homolog." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5203a90f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 300, + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "p = (\n", + " ggplot(pd.DataFrame({'muteffects': SigmoidPhenotype_h1.muteffects}),\n", + " aes(x='muteffects'))\n", + " + geom_histogram(binwidth=0.5, color='black', fill='pink', alpha=0.7)\n", + " + xlab(\"mutation effect, $β$\")\n", + " + ylab('number of mutations')\n", + " + theme_classic()\n", + " + theme(figure_size=(5, 3))\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "9c980f6d", + "metadata": {}, + "source": [ + "As expected, our mutational effects are weighted in the negative direction, as we expect the majority of mutations to be deleterious to a protein." + ] + }, + { + "cell_type": "markdown", + "id": "6251707b", + "metadata": {}, + "source": [ + "### Non-reference homolog sequence" + ] + }, + { + "cell_type": "markdown", + "id": "607f79be", + "metadata": {}, + "source": [ + "\n", + "Next, we'll simulate the DNA/protein sequence of second homolog by making a defined number of random amino-acid mutations to the first homolog. When choosing the \"bundle\" of mutation which separate the two homologs, we avoid mutations that decrease or increase the latent phenotype by more than `min_muteffect_in_bundle` and `max_muteffect_in_bundle` respectively. This is to ensure that the latent phenotype of the second homolog is not too different from the first homolog, an important assumption for the `multidms` model." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "14df6b6f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sequence alignment of homologs h1 and h2:\n", + "h1 GSSFSGTVSGVVRSFTLFVRQFTVSSHQDPCCHCTTGYYFSQVCTLSRLG\n", + "h2 GSSFSGTGEGVVRMFTLFVRQFTVSSHQDPCDHCITSDYFSHVETLSRVG\n", + "Number of aa differences: 10\n" + ] + } + ], + "source": [ + "# Input params\n", + "non_identical_sites = sorted(random.sample(range(1, len(aaseq_h1)+1), n_non_identical_sites))\n", + "aaseq_h2 = ''\n", + "geneseq_h2 = ''\n", + "\n", + "\n", + "# Iterate over each amino acid in the first homolog, and make a mutation if indicated.\n", + "for (aa_n, aa) in enumerate(aaseq_h1, 1):\n", + " codon = geneseq_h1[(aa_n-1)*3:3*aa_n]\n", + " if aa_n in non_identical_sites:\n", + " # define the valid mutations for this site\n", + " valid_bundle_mutations = [\n", + " mut_aa for mut_aa in AAS_NOSTOP\n", + " if (\n", + " (mut_aa != aa) \\\n", + " and (SigmoidPhenotype_h1.muteffects[f'{aa}{aa_n}{mut_aa}'] > min_muteffect_in_bundle) \\\n", + " and (SigmoidPhenotype_h1.muteffects[f'{aa}{aa_n}{mut_aa}'] < max_muteffect_in_bundle)\n", + " )\n", + " ]\n", + " assert len(valid_bundle_mutations) > 0, aa_n\n", + " mut_aa = random.choice(valid_bundle_mutations)\n", + " aaseq_h2 += mut_aa\n", + " mut_codon = random.choice(AA_TO_CODONS[mut_aa])\n", + " geneseq_h2 += mut_codon\n", + " else:\n", + " aaseq_h2 += aa\n", + " geneseq_h2 += codon\n", + "\n", + "# Store and summarize results\n", + "homolog_seqs_df = pd.DataFrame(\n", + " {\"wt_aa_h1\" : list(aaseq_h1), \"wt_aa_h2\" : list(aaseq_h2)},\n", + " index = range(1, len(aaseq_h1)+1),\n", + ")\n", + "homolog_seqs_df.index.name = 'site'\n", + "\n", + "# n_diffs = sum([aa1 != aa2 for (aa1, aa2) in zip(*homolog_seqs.values())])\n", + "n_diffs = len(homolog_seqs_df.query('wt_aa_h1 != wt_aa_h2'))\n", + "print('Sequence alignment of homologs h1 and h2:')\n", + "print('h1', aaseq_h1)\n", + "print('h2', aaseq_h2)\n", + "print('Number of aa differences:', n_diffs)\n", + "assert len(aaseq_h1) == len(aaseq_h2)\n", + "assert aaseq_h2 == str(Bio.Seq.Seq(geneseq_h2).translate())\n", + "assert n_diffs == len(non_identical_sites)" + ] + }, + { + "cell_type": "markdown", + "id": "01a30920", + "metadata": {}, + "source": [ + "### Shifted mutational effects" + ] + }, + { + "cell_type": "markdown", + "id": "e77b42ce", + "metadata": {}, + "source": [ + "Next, randomly choose a subset of (identical and non-identical) sites that will have shifted mutational effects. Do this independently for sites that are identical and non-identical between homologs, so that we are sure to have shifted sites in each category." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0acc8bcb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sites with shifts that are...\n", + "identical (n=4): 30, 34, 39, 48\n", + "non-identical (n=6): 8, 14, 32, 37, 38, 42\n" + ] + } + ], + "source": [ + "# Non-identical sites\n", + "shifted_non_identical_sites = sorted(random.sample(\n", + " non_identical_sites,\n", + " n_shifted_non_identical_sites\n", + "))\n", + "\n", + "# choose a subset of the identical sites to have shifted effects\n", + "shifted_identical_sites = sorted(random.sample(\n", + " list(set(range(1, len(aaseq_h1)+1)) - set(non_identical_sites)),\n", + " n_shifted_identical_sites\n", + "))\n", + "\n", + "# Make a list of all shifted sites\n", + "shifted_sites = sorted(shifted_identical_sites + shifted_non_identical_sites)\n", + "assert len(shifted_sites) == len(set(shifted_sites))\n", + "print('Sites with shifts that are...')\n", + "print(f'identical (n={len(shifted_identical_sites)}):', ', '.join(map(str, shifted_identical_sites)))\n", + "print(f'non-identical (n={len(shifted_non_identical_sites)}):', ', '.join(map(str, shifted_non_identical_sites)))" + ] + }, + { + "cell_type": "markdown", + "id": "8b993fde", + "metadata": {}, + "source": [ + "Next, we'll create a dataframe for all mutational effects and shifts, simulating shifts at each of the above sites by randomly simulate a shift in the effect of each mutation by drawing shifts from a Gaussian distribution:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "294fd875", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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sitewt_aa_h1wt_aa_h2mutationbeta_h1shiftbeta_h2shifted_site
1408VGV8A-7.3898011.329212-6.060588True
1418VGV8C-7.620390-0.770033-8.390423True
1428VGV8D-7.295378-0.316280-7.611658True
1438VGV8E-0.729143-0.990810-1.719953True
1448VGV8F-1.369987-1.070816-2.440803True
...........................
95548RRR48T-6.008805-2.870096-8.878901True
95648RRR48V0.8995480.3517101.251258True
95748RRR48W-8.7896000.265490-8.524110True
95848RRR48Y-5.3266020.105712-5.220890True
95948RRR48*-15.0000000.000000-15.000000True
\n", + "

200 rows × 8 columns

\n", + "
" + ], + "text/plain": [ + " site wt_aa_h1 wt_aa_h2 mutation beta_h1 shift beta_h2 \\\n", + "140 8 V G V8A -7.389801 1.329212 -6.060588 \n", + "141 8 V G V8C -7.620390 -0.770033 -8.390423 \n", + "142 8 V G V8D -7.295378 -0.316280 -7.611658 \n", + "143 8 V G V8E -0.729143 -0.990810 -1.719953 \n", + "144 8 V G V8F -1.369987 -1.070816 -2.440803 \n", + ".. ... ... ... ... ... ... ... \n", + "955 48 R R R48T -6.008805 -2.870096 -8.878901 \n", + "956 48 R R R48V 0.899548 0.351710 1.251258 \n", + "957 48 R R R48W -8.789600 0.265490 -8.524110 \n", + "958 48 R R R48Y -5.326602 0.105712 -5.220890 \n", + "959 48 R R R48* -15.000000 0.000000 -15.000000 \n", + "\n", + " shifted_site \n", + "140 True \n", + "141 True \n", + "142 True \n", + "143 True \n", + "144 True \n", + ".. ... \n", + "955 True \n", + "956 True \n", + "957 True \n", + "958 True \n", + "959 True \n", + "\n", + "[200 rows x 8 columns]" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def sim_mut_shift(shifted_site, mutation):\n", + " if (not shifted_site) or ('*' in mutation):\n", + " return 0\n", + " else:\n", + " return np.random.normal(loc=0, scale=shift_gauss_variance, size=1)[0]\n", + "\n", + "# Make a dataframe of mutation effects in the first homolog\n", + "mut_effects_df = (\n", + " pd.DataFrame.from_dict(\n", + " SigmoidPhenotype_h1.muteffects,\n", + " orient='index',\n", + " columns=['beta_h1']\n", + " )\n", + " .reset_index()\n", + " .rename(columns={'index':'mutation'})\n", + " .assign(\n", + " wt_aa=lambda x: x['mutation'].apply(lambda y: multidms.data.split_sub(y)[0]),\n", + " site=lambda x: x['mutation'].apply(lambda y: int(multidms.data.split_sub(y)[1])),\n", + " mut_aa=lambda x: x['mutation'].apply(lambda y: multidms.data.split_sub(y)[2]),\n", + " shifted_site=lambda x: x['site'].isin(shifted_sites),\n", + " shift=lambda x: x.apply(\n", + " lambda row: sim_mut_shift(\n", + " row['shifted_site'],\n", + " row['mutation']\n", + " ),\n", + " axis=1\n", + " ),\n", + " beta_h2=lambda x: x['beta_h1'] + x['shift']\n", + " )\n", + " .merge(homolog_seqs_df, left_on='site', right_index=True, how='left')\n", + " .assign(\n", + " bundle_mut = lambda x: x['mut_aa'] == x['wt_aa_h2']\n", + " )\n", + ")\n", + "\n", + "# Show data for a subset of sites with shifts\n", + "mut_effects_df[mut_effects_df['shifted_site'] == True][[\n", + " 'site', 'wt_aa_h1', 'wt_aa_h2', 'mutation',\n", + " 'beta_h1', 'shift', 'beta_h2',\n", + " 'shifted_site'\n", + "]]" + ] + }, + { + "cell_type": "markdown", + "id": "417ea658", + "metadata": {}, + "source": [ + "Plot the distribution of all simulated shifts, excluding mutations to stop codons and sites that have no shifted effects." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a5f6ac40", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 300, + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "non_stop_shifted_muts = mut_effects_df[\n", + " (mut_effects_df['site'].isin(shifted_sites)) &\n", + " ~(mut_effects_df['mutation'].str.contains('\\*'))\n", + "]\n", + "\n", + "p = (\n", + " ggplot(non_stop_shifted_muts, aes(x='shift'))\n", + " + geom_histogram(binwidth=0.5, color='black', fill='pink', alpha=0.7)\n", + " + xlab(\"shift\")\n", + " + ylab('number of mutations')\n", + " + theme_classic()\n", + " + theme(figure_size=(5, 3))\n", + ")\n", + "\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "b9f1e450", + "metadata": {}, + "source": [ + "We can also plot the shifts as a heatmap, and mark the wildtype amino acid at each site (`x` for reference, `o` for non-reference):" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "77d40b6b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "image/png": { + "height": 350, + "width": 700 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "max_abs_value = max(abs(mut_effects_df['shift'].min()), mut_effects_df['shift'].max())\n", + "x_scale = [s for s in range(1, len(homolog_seqs_df)+1)]\n", + "y_scale = sorted([\n", + " \"R\",\"K\",\"H\",\"D\",\"E\",\"Q\",\"N\",\"S\",\n", + " \"T\",\"Y\",\"W\",\"F\",\"A\",\"I\",\"L\",\"M\",\n", + " \"V\",\"G\",\"P\",\"C\",\"*\",\n", + "])\n", + "\n", + "p = (\n", + " ggplot(mut_effects_df)\n", + " + geom_tile(\n", + " aes(x='factor(site)', y='mut_aa', fill='shift', width=.9, height=.9)\n", + " )\n", + " + geom_point(\n", + " homolog_seqs_df.reset_index(),\n", + " aes(\n", + " x='factor(site)', y='wt_aa_h1' #, label='aaseq_h1'\n", + " ),\n", + " color='black',\n", + " size=2,\n", + " shape='x'\n", + " )\n", + " + geom_point(\n", + " homolog_seqs_df.reset_index().query('wt_aa_h1 != wt_aa_h2'),\n", + " aes(\n", + " x='factor(site)', y='wt_aa_h2'\n", + " ),\n", + " color='black',\n", + " size=2,\n", + " shape='o'\n", + " )\n", + " + scale_x_discrete(\n", + " limits = x_scale,\n", + " labels = x_scale\n", + " )\n", + " + scale_y_discrete(\n", + " limits = y_scale,\n", + " labels = y_scale\n", + " )\n", + " + scale_fill_gradientn(\n", + " colors=['red', 'white', 'blue'], \n", + " limits=[-max_abs_value, max_abs_value],\n", + " )\n", + " + theme_classic()\n", + " + theme(\n", + " axis_text_x=element_text(angle=90),\n", + " figure_size=(7, 3.5)\n", + " )\n", + " + xlab('site')\n", + " + ylab('mutation')\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "4cd2316d", + "metadata": {}, + "source": [ + "Recal that we have already created a `SigmoidPhenotypeSimulator` object for the second homolog by making a copy of the one for the first homolog. This object stores the homolog's wildtype latent phenotype and the latent effects of individual mutations. Below, we update both of these traits based on the simulated shifts from above. To update the wildtype latent phenotype of the second homolog, we add the effects of all mutations that separate the homologs. In computing this sum, we will use $\\beta$ parameters for the second homolog, which already include shifted effects." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "69e499bf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Characteristics of mutations separating homologs:\n", + "\n", + " Sum of beta_h1: 0.66\n", + " Sum of shift: -0.28\n", + " Sum of beta_h2: 0.38\n", + " Final WT latent phenotype of h2: 5.38\n", + " Table of mutations that separate homologs:\n" + ] + }, + { + "data": { + "text/html": [ + "
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mutationbeta_h1wt_aasitemut_aashifted_siteshiftbeta_h2wt_aa_h1wt_aa_h2bundle_mut
145V8G0.834349V8GTrue-1.438713-0.604364VGTrue
163S9E-0.705146S9EFalse0.000000-0.705146SETrue
270S14M0.192719S14MTrue1.0375281.230247SMTrue
621C32D0.958833C32DTrue-0.5389630.419870CDTrue
687T35I0.097535T35IFalse0.0000000.097535TITrue
734G37S-0.695803G37STrue0.9906210.294818GSTrue
742Y38D-0.265583Y38DTrue0.6694890.403906YDTrue
826Q42H-0.888294Q42HTrue-0.996761-1.885055QHTrue
862C44E0.136021C44EFalse0.0000000.136021CETrue
976L49V0.996403L49VFalse0.0000000.996403LVTrue
\n", + "
" + ], + "text/plain": [ + " mutation beta_h1 wt_aa site mut_aa shifted_site shift beta_h2 \\\n", + "145 V8G 0.834349 V 8 G True -1.438713 -0.604364 \n", + "163 S9E -0.705146 S 9 E False 0.000000 -0.705146 \n", + "270 S14M 0.192719 S 14 M True 1.037528 1.230247 \n", + "621 C32D 0.958833 C 32 D True -0.538963 0.419870 \n", + "687 T35I 0.097535 T 35 I False 0.000000 0.097535 \n", + "734 G37S -0.695803 G 37 S True 0.990621 0.294818 \n", + "742 Y38D -0.265583 Y 38 D True 0.669489 0.403906 \n", + "826 Q42H -0.888294 Q 42 H True -0.996761 -1.885055 \n", + "862 C44E 0.136021 C 44 E False 0.000000 0.136021 \n", + "976 L49V 0.996403 L 49 V False 0.000000 0.996403 \n", + "\n", + " wt_aa_h1 wt_aa_h2 bundle_mut \n", + "145 V G True \n", + "163 S E True \n", + "270 S M True \n", + "621 C D True \n", + "687 T I True \n", + "734 G S True \n", + "742 Y D True \n", + "826 Q H True \n", + "862 C E True \n", + "976 L V True " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Update individual mutational effects\n", + "assert sum(mut_effects_df['mutation'].duplicated()) == 0\n", + "for mutation in SigmoidPhenotype_h2.muteffects.keys():\n", + " SigmoidPhenotype_h2.muteffects[mutation] = mut_effects_df.loc[\n", + " mut_effects_df['mutation']==mutation, 'beta_h2'\n", + " ].values[0]\n", + "\n", + "wt_latent_phenotype_shift = mut_effects_df.query(\"bundle_mut\")[\"beta_h2\"].sum()\n", + "SigmoidPhenotype_h2.wt_latent = SigmoidPhenotype_h1.wt_latent + wt_latent_phenotype_shift\n", + "\n", + "print('Characteristics of mutations separating homologs:\\n')\n", + "for metric in ['beta_h1', 'shift', 'beta_h2']:\n", + " print(f' Sum of {metric}:', round(sum(mut_effects_df.query(\"bundle_mut\")[metric]), 2))\n", + "print(' Final WT latent phenotype of h2:', round(SigmoidPhenotype_h2.wt_latent, 2))\n", + "print(' Table of mutations that separate homologs:')\n", + "mut_effects_df.query(\"mut_aa == wt_aa_h2\")" + ] + }, + { + "cell_type": "markdown", + "id": "1a626b8c", + "metadata": {}, + "source": [ + "At this point, all mutations in the second homolog's `SigmoidPhenotypeSimulator` object are defined relative to the wildtype sequence of the first homolog, which we will call the \"reference\" homolog. However, to compute phenotypes for the second homolog, we still need to assign the effects of mutations at non-identical sites in the \"non-reference\" homolog. For instance, if the wildtype amino acid at site 30 is an A in the reference homolog, but is a Y in a non-reference homolog, then the effect of a Y30G is absent from the second homolog's simulator object. \n", + "\n", + "To add these missing entries, we will use a strategy that assumes additivity between mutations at the same site.\n", + "For instance, in the above example, the effect of a Y30G mutation is defined as the sum of the A30Y (negated) and A30G effects in the reference homolog.\n", + "This approach assumes that mutational effects can be negated, such that A30Y has the opposite effect as Y30A.\n", + "It also assumes that mutational effects are additive, such that the effect of Y30G is the sum of the effects of Y30A and A30G.\n", + "\n", + "The below expression defines this approach more explicitly for an arbitrary site.\n", + "It uses the notation $\\beta_{x,n,z}$ where $x$ and $z$ are amino acids.\n", + "For a site $n$, if $aa_{\\text{wt}}$ is the site's wildtype amino acid in a non-reference homolog, $aa_{\\text{mut}}$ is a mutant amino acid in a variant of that homolog, and $aa_{\\text{ref}}$ is the site's wildtype amino acid in the reference homolog, then the mutation's effect is:\n", + "\n", + "$$\\beta_{aa_{\\text{wt}},n,aa_{\\text{mut}}} = \\begin{cases}\n", + " \\beta_{aa_{\\text{ref}},n,aa_{\\text{mut}}} & \\text{if } aa_{\\text{wt}} = aa_{\\text{ref}}\\\\\n", + " -\\beta_{aa_{\\text{ref}},n,aa_{\\text{wt}}} & \\text{if } aa_{\\text{mut}} = aa_{\\text{ref}}\\\\\n", + " - \\beta_{aa_{\\text{ref}},n,aa_{\\text{wt}}} +\\beta_{aa_{\\text{ref}},n,aa_{\\text{mut}}} & \\text{otherwise}\\\\\n", + "\\end{cases}$$\n", + "\n", + "The above $\\beta$ parameters are effects in the background of the non-reference homolog, such that they account for shifts in mutational effects between homologs. \n" + ] + }, + { + "cell_type": "markdown", + "id": "c9aa946c", + "metadata": {}, + "source": [ + "The below cell adds mutational effects for missing entries using the above strategy:" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b309408d", + "metadata": {}, + "outputs": [], + "source": [ + "# iterate over \"bundle\" of mutations which disguish the homologs\n", + "for idx, row in mut_effects_df.query(\"mut_aa == wt_aa_h2\").iterrows():\n", + "\n", + " # compute the effect of each possible mutation at a bundle site\n", + " for aa_mut in AAS_WITHSTOP:\n", + "\n", + " # skip the non-ref wt-to-wt\n", + " if aa_mut == row.wt_aa_h2:\n", + " continue\n", + "\n", + " non_ref_mutation = f'{row.wt_aa_h2}{row.site}{aa_mut}'\n", + "\n", + " # stop effect is the same for all homologs\n", + " if aa_mut == '*':\n", + " SigmoidPhenotype_h2.muteffects[non_ref_mutation] = stop_effect\n", + "\n", + " # back-mutation to reference \n", + " elif aa_mut == row.wt_aa_h1:\n", + " SigmoidPhenotype_h2.muteffects[non_ref_mutation] = -row.beta_h2\n", + "\n", + " # all other mutations\n", + " else: \n", + " ref_mut = f'{row.wt_aa_h1}{row.site}{aa_mut}'\n", + " ref_mut_effect = mut_effects_df.loc[\n", + " mut_effects_df['mutation'] == ref_mut, 'beta_h2'\n", + " ].values[0]\n", + " SigmoidPhenotype_h2.muteffects[non_ref_mutation] = -row.beta_h2 + ref_mut_effect" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "e395986e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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mutationbeta_h1wt_aasitemut_aashifted_siteshiftbeta_h2wt_aa_h1wt_aa_h2bundle_mut
0G1A-2.981264G1AFalse0.0-2.981264GGFalse
1G1C-5.609745G1CFalse0.0-5.609745GGFalse
2G1D-0.751102G1DFalse0.0-0.751102GGFalse
3G1E-5.157105G1EFalse0.0-5.157105GGFalse
4G1F-1.019324G1FFalse0.0-1.019324GGFalse
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" + ], + "text/plain": [ + " mutation beta_h1 wt_aa site mut_aa shifted_site shift beta_h2 \\\n", + "0 G1A -2.981264 G 1 A False 0.0 -2.981264 \n", + "1 G1C -5.609745 G 1 C False 0.0 -5.609745 \n", + "2 G1D -0.751102 G 1 D False 0.0 -0.751102 \n", + "3 G1E -5.157105 G 1 E False 0.0 -5.157105 \n", + "4 G1F -1.019324 G 1 F False 0.0 -1.019324 \n", + "\n", + " wt_aa_h1 wt_aa_h2 bundle_mut \n", + "0 G G False \n", + "1 G G False \n", + "2 G G False \n", + "3 G G False \n", + "4 G G False " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mut_effects_df.to_csv(f\"{csv_output_dir}/simulated_muteffects.csv\", index=False)\n", + "mut_effects_df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "c12e0498", + "metadata": {}, + "source": [ + "### Variant libraries" + ] + }, + { + "cell_type": "markdown", + "id": "bd558e2b", + "metadata": {}, + "source": [ + "\n", + "Simulate a set of variant libraries that one might use in an actual experiment for each homolog, each with two replicate libraries." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "761b1f99", + "metadata": {}, + "outputs": [], + "source": [ + "libs = [\"lib_1\", \"lib_2\"] # distinct libraries of gene\n", + "variants_per_lib = variants_per_lib_genelength_scalar * genelength\n", + "\n", + "CodonVariantTable_h1 = dms_variants.simulate.simulate_CodonVariantTable(\n", + " geneseq=geneseq_h1,\n", + " bclen=bclen,\n", + " library_specs={\n", + " lib: {\"avgmuts\": avgmuts, \"nvariants\": variants_per_lib} for lib in libs\n", + " },\n", + " seed=seed,\n", + ")\n", + "CodonVariantTable_h2 = dms_variants.simulate.simulate_CodonVariantTable(\n", + " geneseq=geneseq_h2,\n", + " bclen=bclen,\n", + " library_specs={\n", + " lib: {\"avgmuts\": avgmuts, \"nvariants\": variants_per_lib} for lib in libs\n", + " },\n", + " seed=seed,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b31c079b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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librarysamplecount
0lib_1barcoded variants25000
1lib_2barcoded variants25000
2all librariesbarcoded variants50000
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" + ], + "text/plain": [ + " library sample count\n", + "0 lib_1 barcoded variants 25000\n", + "1 lib_2 barcoded variants 25000\n", + "2 all libraries barcoded variants 50000" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "CodonVariantTable_h1.n_variants_df(samples=None)" + ] + }, + { + "cell_type": "markdown", + "id": "9b238384", + "metadata": {}, + "source": [ + "plot the number of variant support sequences as a histogram" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "2b6906d2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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librarysamplecount
0lib_1barcoded variants25000
1lib_2barcoded variants25000
2all librariesbarcoded variants50000
\n", + "
" + ], + "text/plain": [ + " library sample count\n", + "0 lib_1 barcoded variants 25000\n", + "1 lib_2 barcoded variants 25000\n", + "2 all libraries barcoded variants 50000" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "CodonVariantTable_h2.n_variants_df(samples=None)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "a277a3b6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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VbOGNN95QjRo1dObMGfXv31/r16/PsxjcmTNn9PXXX2vAgAGaP3+++fnvv/9eDz30kJYuXZpnTEtLS9N3331n3rf9Rl6Xmx2LxAGwW3369NGKFSv08ccf648//pCTk5OaNWumIUOGaOTIkawMCsAipT2W5Cy0JGVvr1bcPaO56wOVTdOmTfX000/riy++0KpVq7Rq1SpVq1ZNSUlJ5g/FWrdurQ8//LC8Q7XYhAkT9NZbb+mBBx6Qp6enMjMzzUlsQECAPvnkkxveWmzSpEkaPHiwzpw5owceeEBubm4ymUxKSUlR9erVNXPmTD311FO2PJ08/P39tWTJEo0cOVJRUVF6+umn5ejoqKpVqyolJSVPsp6zJ7uUfavC7t27tXv3bknZM+Zubm5KSEgwX4nYtm1bvfDCC6UWe2VFgg6gVK1YsaLA5wubQerUqVOesjvvvNP8KWxpyfnjAsB+2fNYUq9ePWbFgVwmTZqkZs2aacGCBTpx4oQyMzN1++23a9CgQXryySf13//+t7xDLJGGDRtqw4YN+uCDD7R161ZdvnxZ/v7+uu+++/Tiiy9adUVA27ZttXr1as2cOVO7du3StWvXVLt2bQUHB+v5558vkw/0WrZsqW3btmnx4sXasGGDjh07pqtXr8rNzU233XabAgMD1b17d/Xo0cN8TK9evfTBBx/o119/1Z9//qkLFy4oMTFR1atXV/PmzTVw4EANHTpUTk6kmyVlMgpbrx+wU46OjsrKyjLvDQkAuVk6RjCWACgO4wkAWyjJGME96AAAAAAA2AESdAAAAAAA7AA3BQCo8Pbu3atRo0aV6JjJkydr4MCBpRQRgIqIsQQAUN5I0AFUeOnp6cWumvx3uVclBQCJsQQAUP5YJA4VDguxACgKizoBsBXGEwC2wCJxAAAAAABUMCToAAAAAADYARJ0AAAAAADsAAk6AAAAAAB2gAQdAAAAAAA7QIKOMvHnn39qwIABGjBggC5cuFDe4QAAAACA3WEfdJS6zMxMzZkzR25ubjbZLzYrK8v8r6Ojo9XtAahccsYIS+sxlgAoDOMJAFuwdCyRSNBRBn744QfFx8erV69eWr16tU3bLsmbHQAKw1gCwFYYTwBYgwQdpSouLk5Lly7VU089pdjYWJu0aTKZZBiGJMnBgbs0ABTMzc2tyHLGEgCWYjwBYAvFjSUSCTpK2bx58+Tn56cePXpo2bJlNmnTz89PZ86ckb+/v06fPm2TNgHcfBhLANgK4wkAWyFBL4FLly5p586dOnjwoKKiohQXFycnJyfVqlVLbdq0Uf/+/eXr61veYeaRlJSkw4cPKzw8XBEREQoPD1dCQoIkafr06WrVqlWxbSQkJGjFihXas2ePLl++LFdXVzVp0kR9+vRRhw4dCj3u8OHD2r59u9566y0+TQYAAACAYpCgW+jSpUt6+umnzZcvSZKHh4euX7+umJgYxcTEaOPGjRo7dqzuvvvucow0r927d2vWrFk3fHx0dLTGjx9vTurd3d2VnJyssLAwhYWFqX///ho1alS+43IWhuvatatuu+22G+4fAAAAAG4WJOgWylnwo23bturWrZvatGmjqlWrKjMzU0ePHtXnn3+uqKgozZw5UwEBAWrYsGH5BpyLt7e3mjRpoqZNm8rPz08zZ8606Lj09HRNmzZNCQkJatCggV566SU1atRIaWlpWrVqlRYvXqw1a9aoUaNG6tGjR55jV69erUuXLmny5MmlcUoAAAAAUOmQoFuoSpUq+uCDD9S4ceM8zzs6Oqply5aaPHmynn/+eSUkJGjVqlV64YUXLGrXMAx99tln6t69u5o1a1Zk3YyMDM2ePVuDBg1SQECARe0HBwere/fu5u+TkpIsOk6SNm7cqPPnz8vV1VUTJ05UrVq1JEmurq4aMmSI4uLitG7dOi1atEjBwcFycsp+OyUnJ2vZsmXq0aOHMjIyzPueJycnS5IuX74sBwcHc3sAAAAAABJ0i3l6euZLznPz9vbWHXfcoS1btigiIsLidtevX69169Zp+/btmjZtWqF9ZGZm6t1339XOnTt1/PhxffTRRxbd123NXpzbtm2TJHXp0qXAZHrQoEFav3694uLidOjQIQUFBUnK/hAgJSVFa9as0Zo1a/Id9/rrr6t69epasGDBDccGAAAAAJUNCboNVa1aVVJ2Mm2pnj17avfu3dq/f78mTpyo6dOnq0GDBnnqZGZmaubMmdq5c6fc3Nz07LPPlvqiaykpKTpx4oSk7Mv6C1KrVi0FBAQoJiZGBw4cMCfo1atX17hx4/LV37Fjh3bs2KExY8Ywew4AAAAAf8PS2jZ0+PBhScqXYBfF2dlZ48aNU6tWrZSYmKgJEybk2Z4jKytLH374oXbs2CEXFxdNmDBBLVq0sHnsf3f69GnzgnhFnU9OWUxMjPk5V1dXdejQId+Xv7+/JCkoKEh33HFHKUYPAAAAABUPCbqN7Nq1S+Hh4ZKU555vS7i6uio0NFTNmzdXfHy8QkNDdfbsWRmGoU8++URbt26Vs7Ozxo8fb9G2aLYQFxdnfuzj41NovZyyK1eulHpMAAAAAFCZkaDbwKVLlzR79mxJUvv27W9odtjd3V2TJk1S06ZNFRcXp9DQUP33v//Vpk2b5OTkpNdff918CXlZSE1NNT92dXUttF5OWUpKSrFtDhs2TKtXr1adOnWsDxAAAAAAKhkSdCslJSVp6tSpSkhIkK+vr55//vkbbsvDw0NTpkxRo0aNFBsbq61bt8rR0VGvvPKK7rzzThtGDQAAAACwNywSZ4WUlBRNnjxZUVFR8vHx0ZQpU+Tl5WVVm1WqVNFtt92mkydPSspecO3WW2+1Rbgl4ubmZn6clpYmDw+PAuulpaVJyr4CwJYWLVqkJUuWFFgWGxtr074AAAAAwB4wg36D0tLSNGXKFP3111+qVq2apk6dKl9fX6vbXbBggdatWycHBwfVrl1bly9fVmhoaJnf4537vvPc96P/XU6Zt7e3TftPTk7WxYsXC/zKysqyaV8AAAAAYA9I0G9AWlqapk6dqj///FNVqlTRlClTVK9ePavbXbp0qVasWCGTyaTnnntO7777rgICAnTmzBmFhoYqISHBBtFbJiAgQCaTSZIUHR1daL2cMlucf26enp6qXbt2gV+lvcUcAAAAAJQHLnEvofT0dM2YMUMHDx6Uh4eHJk2apEaNGlnd7ooVK7R06VKZTCaNGTPGvBL81KlTNW7cOMXExCg0NFTTp08377demtzd3dWsWTMdP35c+/btU6dOnfLViY2NNW+vFhgYaNP+hw8fruHDhxdYlvOhBQAAAABUJkxFlkBGRobeeust7d+/X25ubpo4caJuueUWq9tdtWqVFixYIEkaPXq0evfubS6rUaOGpk2bptq1a+vUqVOaOHGikpKSrO7TEsHBwZKk7du369KlS/nKV65cKcMw5OPjU2bbvwEAAABAZUWCbqHMzEy999572rt3r1xcXBQaGqoWLVpY3e62bds0d+5cSdLIkSPVp0+ffHVq1aqladOmqWbNmoqMjNTkyZNLdB92YmKi+St3cp+cnJynLCMjI89xvXv3lq+vr1JTUzV16lTzwnVpaWlasWKF1q5dKyl7ttvJiYsxAAAAAMAaZFUWOnr0qH777TdJkmEYeu+994qsnzMjXpzAwED5+fmpZ8+eGjhwYKH1fH19NW3aNI0fP169e/cu0X3YhV0qPmPGjDzfT58+Pc9MuLOzs0JDQzV+/HhFRUXphRdekIeHh1JTU80fEPTr1089evSwOBYAAAAAQMFI0C1kGIb5cXp6uuLj423Srre3t2bOnFnoNma5+fn5afbs2RbVtZX69evro48+0rfffqs9e/YoNjZWnp6eaty4sfr27asOHTqUWSwAAACVxbBhw0ql3cK2qQVQMZCgW6hVq1ZavXp1qbRdkoT7RpJza+OuXr26Ro4cqZEjR1rVDgAAAACgcNyDDgAAAACAHSBBBwAAAADADpCgAwAAAABgB0jQAQAAAACwAyToAAAAAADYARJ0AAAAAADsAAk6AAAAAAB2gAQdAAAAAAA7QIIOAAAAAIAdIEEHAAAAAMAOkKADAAAAAGAHSNABAAAAALADJOgAAAAAANgBEnQAAAAAAOwACToAAAAAAHaABB0AAAAAADtAgg4AAAAAgB0gQQcAAAAAwA6QoAMAAAAAYAdI0AEAAAAAsAMk6AAAAAAA2AESdAAAAAAA7AAJOgAAAAAAdoAEHQAAAAAAO0CCDgAAAACAHSBBBwAAAADADpCgAwAAAABgB0jQAQAAAACwAyToAAAAAADYARJ0AAAAAADsAAk6AAAAAAB2gAQdAAAAAAA7QIIOAAAAAIAdIEEHAAAAAMAOkKADAAAAAGAHSNABAAAAALADJOgAAAAAANgBEnQAAAAAAOwACToAAAAAAHaABB0AAAAAADtAgg4AAAAAgB0gQQcAAAAAwA6QoAMAAAAAYAdI0AEAAAAAsAMk6AAAAAAA2AESdAAAAAAA7AAJOgAAAAAAdoAEHQAAAAAAO0CCDgAAAACAHSBBBwAAAADADjiVRSeZmZn6888/lZGRoVtvvVWenp5l0S0AAAAAABWGVTPoycnJWrlypVauXKno6OgC6yxYsEC+vr4KCgrSnXfeqdq1a2vcuHEyDMOargEAAAAAqFSsmkFfsWKFnnzySTk6OioyMjJf+YYNG/TEE0/IZDKZE/KUlBS9/fbbSk5O1qxZs6zpHgAAAACASsOqGfSffvpJknTXXXepXr16+cpfe+01SZJhGAoMDNQDDzwgLy8vGYah2bNn68CBA9Z0DwAAAABApWFVgn7kyBGZTCZ16dIlX1lYWJgOHTokk8mk5557Tvv379fKlSu1d+9eeXp6yjAMffnll9Z0DwAAAABApWFVgh4bGytJuvXWW/OVbdq0SZLk5OSkiRMnmp+/5ZZbFBISIsMw9Ouvv1rTPQAAAAAAlYZNEvSqVavmK/vll18kSR06dFCNGjXylN11112SVOB96wAAAAAA3IysStCzsrIkSQkJCfnKdu7cKZPJpHvuuSdfWa1atSRJSUlJ1nQPAAAAAEClYVWCnjMzfurUqTzPh4WF6fLly5Kkjh075jsuJSVFkuTi4mJN9wAAAAAAVBpWJeitW7eWYRhavnx5nue/+uqr7MYdHHT33XfnOy5nz/S6deta0z0AAAAAAJWGVQn6wIEDJUnHjh3T0KFDtWHDBk2fPl2zZ8+WyWRSjx49VK1atXzH7d27V1LBi8sBAAAAAHAzcrLm4CeffFIzZ87UiRMn9M033+ibb76RlL3vuaOjoyZMmJDvmGvXrumnn36SyWQyLxYHAAAAAMDNzqoZdBcXF23cuFFBQUEyDMP85eHhoTlz5qhTp075jlm2bJmuXbsmSerWrZs13QMAAAAAUGlYNYMuSQ0bNtQff/yhP/74Q+Hh4fL09FTnzp3l7e1dYH03Nze9+eabMplMBSbwAAAAAADcjKxO0HPccccduuOOO4qtN2zYMFt1CQAAAABApWFVgp6zGnvt2rXl5uZm8XFpaWm6cOGCJKl+/frWhAAAAAAAQKVg1T3oDRs2VOPGjbVp06YSHbdt2zbzsQAAAAAAwMoEXcpesb08jgUAAAAAoDKxOkEHAAAAAADWK5cE/erVq5IkDw+P8ugeAAAAAAC7Uy4J+k8//SRJqlu3bnl0DwAAAACA3bF4Ffeff/5ZP//8c4Fly5YtU1hYWJHHG4ah5ORk7du3T1u3bmUfdAAAAAAAcrE4Qd+2bZumTJmS73nDMPT111+XqFPDMOTs7Kznn3++RMcBAAAAAFBZlegSd8Mw8nwV9nxxX23bttWaNWvUtm1bm58QAAAAAAAVkcUz6E888YSCg4PN3xuGoW7duslkMmnq1Knq3Llzkcc7ODioSpUqatSokapXr36j8QIAAAAAUClZnKA3aNBADRo0KLCsZcuW6tq1q82CQuXz559/6o033pAkffHFF6pTp045RwQAAAAA9sXiBL0gW7dulZSdoAOFyczM1Jw5c+Tm5qbU1NTyDgcAAAAA7JJVCTqz5rDEDz/8oPj4ePXq1UurV68u73AAAAAAwC6Vyz7ouHnExcVp6dKleuyxx+Th4VHe4QAAAACA3bJqBv3vsrKyFBERoStXrlh8KXOXLl1sGQLszLx58+Tn56cePXpo2bJl5R0OAAAAANgtmyTov/32m9555x39+OOPJbrH2GQyKSMjwxYhmCUlJenw4cMKDw9XRESEwsPDlZCQIEmaPn26WrVqdcNtb968WbNmzSq23qJFi1S1atUb7seWbPV6JCQkaMWKFdqzZ48uX74sV1dXNWnSRH369FGHDh0KPObw4cPavn273nrrLTk4cLEGAAAAABTF6gT9/fff12uvvZZvb/Tysnv3bouSaGs4ODgUmYCbTKZS7b8kbPF6REdHa/z48ebE3t3dXcnJyQoLC1NYWJj69++vUaNG5TkmZ2G4rl276rbbbrOqfwAAAAC4GViVoO/YsUP//ve/ZTKZZBiG/P39de+99yogIECurq62irHEvL291aRJEzVt2lR+fn6aOXOmTduvWbOm/ve//9m0zdJkzeuRnp6uadOmKSEhQQ0aNNBLL72kRo0aKS0tTatWrdLixYu1Zs0aNWrUSD169DAft3r1al26dEmTJ08ujVMCAAAAgErHqgQ998zs1KlT9cYbb5T7pczBwcHq3r27+fukpKRyjKZ4hmHos88+U/fu3dWsWbMi62ZkZGj27NkaNGiQAgICLGrf2tdj48aNOn/+vFxdXTVx4kTVqlVLkuTq6qohQ4YoLi5O69at06JFixQcHCwnJyclJydr2bJl6tGjhzIyMnThwgVJUnJysiTp8uXLcnBwMLcFAAAAALAyQd+5c6dMJpMeeOABjR8/3lYxWcXR0bG8QyiR9evXa926ddq+fbumTZumxo0bF1gvMzNT7777rnbu3Knjx4/ro48+sujDEGtfj23btknKXsyvoIR60KBBWr9+veLi4nTo0CEFBQUpKSlJKSkpWrNmjdasWZPvmNdff13Vq1fXggULrIoNAAAAACoTqxL0y5cvS5L69+9vk2BuRj179tTu3bu1f/9+TZw4UdOnT1eDBg3y1MnMzNTMmTO1c+dOubm56dlnny2TKxVSUlJ04sQJSVLbtm0LrFOrVi0FBAQoJiZGBw4cUFBQkKpXr65x48blq7tjxw7t2LFDY8aMYfYcAAAAAP7GqgS9Zs2aOnfunDw9PW0VT4WQkJCgsWPH6syZM5KkGjVqqGXLlurXr58aNmxYoracnZ01btw4TZkyRYcOHdKECRM0Y8YM8yXsWVlZ+vDDD7Vjxw65uLhowoQJatGiha1PqUCnT582L/z39w8NcmvQoIFiYmIUExMjKfvy94JWdo+MjJQkBQUFqU6dOqUQMQAAAABUXFZNw7Zp00aSFBERYYtYKoy0tDSdPHlSzs7OyszM1NmzZ7Vp0yaNHTtW3333XYnbc3V1VWhoqJo3b674+HiFhobq7NmzMgxDn3zyibZu3SpnZ2eNHz/eqm3iSiouLs782MfHp9B6OWVXrlwp9ZgAAAAAoLKyagZ95MiRWrdunZYtW6bXX3/dVjHZLR8fHw0dOlSdOnWSn5+fnJ2dlZGRoSNHjmjBggU6fvy45s2bJx8fH3Xt2rVEbbu7u2vSpEkKDQ1VeHi4QkND1apVK23dulVOTk56/fXXFRQUVEpnVrDce9oXtSp/TllKSkqR7Q0bNkzDhg2zTXAAAAAAUMlYNYP+4IMPatCgQTp48KBeffVVW8Vkt4KCgjR06FA1aNBAzs7OkiQnJye1bt1a//nPf3TrrbdKkr766itlZWWVuH0PDw9NmTJFjRo1UmxsrLZu3SpHR0e98soruvPOO216LgAAAAAA+2LVDLokLVq0SK6urnr//ff1xx9/aOzYserYsaNq1qxpi/gqDGdnZw0fPlwTJkxQbGysIiMj1bRp0xK3U6VKFd122206efKkJKl69ermxL+subm5mR+npaXJw8OjwHppaWmSsq8CsJVFixZpyZIlBZbFxsbarB8AAAAAsBdWJei5t/AyDEPbtm0zb8tlCZPJpIyMDGtCsCu5E+nz58/fUIK+YMECrVu3Tg4ODqpZs6YuXryo0NBQzZgxQ97e3rYMt1i57zuPi4srNEHPuVfdlvElJyfr4sWLBZbdyNUJAAAAAGDvrLrE3TAM89ffv7f0C/9n6dKlWrFihUwmk5577jm9++67CggI0JkzZxQaGqqEhIQyjScgIEAmk0mSFB0dXWi9nLJ69erZrG9PT0/Vrl27wK+y2GIOAAAAAMqaVTPoXbp0MSdwkP766y/z45JuI7ZixQotXbpUJpNJY8aMUffu3SVJU6dO1bhx4xQTE6PQ0FBNnz5dVatWtWnchXF3d1ezZs10/Phx7du3T506dcpXJzY21ry9WmBgoM36Hj58uIYPH15gWc6HFgAAAABQmViVoJfkcvaKzjCMIj+MyMjI0OLFiyVl74vepEkTi9tetWqVFixYIEkaPXq0evfubS6rUaOGpk2bpjfeeEOnTp3SxIkTNW3aNFWpUuUGz6RkgoODdfz4cW3fvl0PP/ywatWqlad85cqVMgxDPj4+ZboFHAAAAABUNpXyWuHExETzV1JSkvn55OTkPGV/v/998+bNGjBggAYMGKALFy7kKbt48aJeeeUVbdy4MU9ZZmamDh8+rHHjxunYsWOSpBEjRlh8Gfa2bds0d+5cSdnb1vXp0ydfnVq1amnatGmqWbOmIiMjNXny5BLdh32jr4ck9e7dW76+vkpNTdXUqVPNi9elpaVpxYoVWrt2raTsGW8nJ6vXHAQAAACAm1alzKgKuzR6xowZeb6fPn16iWZ9jx8/ruPHj0uSXFxc5ObmpmvXrpkTWycnJ40YMULBwcEWtxkYGCg/Pz/17NlTAwcOLLSer6+vpk2bpvHjx6t3794lug/bmtfD2dlZoaGhGj9+vKKiovTCCy/Iw8NDqamp5g8J+vXrpx49elgcDwAAAAAgv0qZoJeG6tWr65lnntHRo0d18uRJJSQkKDk5Wa6urqpXr55atWql+++/X/7+/iVq19vbWzNnzix0hfTc/Pz8NHv2bIvq2lL9+vX10Ucf6dtvv9WePXsUGxsrT09PNW7cWH379lWHDh3KNB4AAAAAqIxMBkupo4LJWSTO399fp0+fLu9wAFRQjCUAbOVGxpNhw4aVSixLliwplXYBlA2bzaBfu3ZNq1at0q5du3T69GklJiYqMzOzyGNMJpM2b95sqxAAAAAAAKiwbJKgz5kzR+PGjSvRPt3FrYoOAAAAAMDNxOoEfdq0aXrzzTdlyZXyOQk5V9UDAAAAAJCXVdusHTt2TG+++aYk6ZZbbtHmzZuVkpIiKTsZ//7775WUlKRDhw7p7bffVt26dSVJTz75pFJTU4u9BB4AAAAAgJuFVTPoc+bMkWEY8vDw0KZNm1S/fv18dTw8PHT77bfr9ttv16hRozRw4EDNnz9fycnJWrZsmTXdAwAAAABQaVg1g/7zzz/LZDJp8ODBBSbnf1e9enV9//338vHx0fLly7V69WprugcAAAAAoNKwKkGPjo6WpEL3wb5+/Xq+57y9vTVixAgZhqGFCxda0z0AAAAAAJWGVQn61atXJUm1atXK87y7u3ue8r8LCgqSJP3+++/WdA8AAAAAQKVhVYLu6ekpKf9MebVq1ST93wz732VkZEiSLly4YE33AAAAAABUGlYl6A0bNpSUP9G+9dZbZRiGfv311wKPO3DggCTJxcXFmu4BAAAAAKg0rErQAwMDZRiGDh06lOf5Ll26SJK2bt2qP/74I09ZZGSk/ve//8lkMum2226zpnsAAAAAACoNqxL04OBgSdKWLVvyPP/444/LyclJWVlZ6tatm1599VV9/vnnevXVV9WuXTslJSVJkh555BFrugcAAAAAoNKwah/0/v37y9HRUadOndJvv/2mTp06SZKaNGmicePGacqUKUpKStL777+f79i2bdvqn//8pzXdAwAAAABQaViVoNeoUUPHjx/X9evXVbt27TxlkyZNkqenp6ZOnWqeMZckk8mkIUOGaM6cOdyDDgAAAADA/2dVgi5JjRo1KrTs3//+t55//nnt3LlT58+fl6enp9q1a6e6deta2y0AAAAAAJWK1Ql6cVxdXc33qgMAAAAAgIJZtUgcAAAAAACwDRJ0AAAAAADsAAk6AAAAAAB2wKJ70Bs3biwpewX2iIiIfM/fqL+3BwAAAADAzcqiBD0qKkpSdkL99+dNJpMMw7ihzv/eHgAAAAAANyuLEvT69esXmEwX9jwAAAAAACiZEs2gW/o8AAAAAAAoGRaJAwAAAADADlg0g16Y6OhoSZKrq6vq1Kljk4AAAAAAALgZWTWD3rBhQzVq1EiTJ0+2VTwAAAAAANyUrErQXVxcJEl33XWXTYIBAAAAAOBmZVWC7uvrK0lyc3OzSTAAAAAAANysrErQ77jjDknSsWPHbBIMAAAAAAA3K6sS9Mcee0yGYWjhwoW6fv26rWICAAAAAOCmY1WC/sADD+ihhx7SyZMnNWzYMF27ds1WcQEAAAAAcFOxepu1//znP0pJSdHKlSu1Z88ePfXUU7rnnnsUEBAgd3f3YtuoX7++NSEAAAAAAFApWJWgN2zYUCaTSZJkMpl0+vRpTZ061eLjTSaTMjIyrAkBAAAAAIBKwaoEXZIMwyjyewAAAAAAUDyrEvQRI0bYKg4AAAAAAG5qViXo8+bNs1UcAAAAAADc1KxaxR0AAAAAANgGCToAAAAAAHaABB0AAAAAADtAgg4AAAAAgB2wepu1HDExMVq0aJF27dql06dPKzExUZmZmUUeYzKZFBERYasQAAAAAACosKxO0LOysjRu3DjNnDnTnJD/fS90k8lU5PMAAAAAANzsrE7Qn332WX3++efm5NvX11fnz5+XyWRSzZo1ZRiG4uLilJWVJSk7Kff395ejo6O1XQMAAAAAUGlYdQ/63r179dlnn0mSOnbsqPDwcJ09e9Zc/sUXX+jixYu6cuWKvv76a7Vu3VqGYah58+bat2+fTp48aV30AAAAAABUElYl6F988YUkydvbWz/88IMaN25cYD0vLy8NHjxYe/fuVUhIiDZv3qyQkBBrugYAAAAAoFKxKkH/9ddfZTKZNGTIEHl7exdb39nZWQsWLJC/v7+2bdumxYsXW9M9AAAAAACVhlUJes7l7O3atSuwPC0tLd9zbm5ueuKJJ2QYhpYsWWJN9wAAAAAAVBpWJejJycmSlG/23MPDQ5KUkJBQ4HEtWrSQJB06dMia7gEAAAAAqDSsStC9vLwkSSkpKXmez0nYC1sELiexv3TpkjXdAwAAAABQaViVoDdp0kSS8qzcLmXPkBuGoZ9//rnA4/bs2SNJcnd3t6Z7AAAAAAAqDasS9LZt28owDB04cCDP8927d5ck7dy5U+vWrctTtmvXLs2fP18mk0mBgYHWdA8AAAAAQKVhVYJ+7733SpK2bNmS5/nHHnvMfB/6Aw88oCFDhmjcuHEaMmSIgoODlZ6eLkkaMWKENd0DAAAAAFBpOFlzcN++feXq6qpz585p48aN6t27tySpbt26ev/99/XPf/5TGRkZ+vbbb83HGIYhSbrvvvv0xBNPWNM9AAAAgAIMGzasVNplFyagdFk1g16lShUlJiYqJSVFPXv2zFM2evRoff3112ratKkMwzB/ValSRa+++qq+//57a7oGAAAAAKBSsWoGXZKcnZ0LLRs8eLAGDx6sqKgonT9/Xp6enmrevHmRxwAAAAAAcDOyOkG3RMOGDdWwYcOy6AoAAAAAgArJqkvcAQAAAACAbViVoLdu3Vrvv/++zp8/b6t4AAAAAAC4KVmVoB8+fFivvvqq6tWrp/vuu09Lly5VamqqrWIDAAAAAOCmYVWC7ujoKMMwlJmZqR9//FHDhw9XnTp1NHLkSG3bts1GIQIAAAAAUPlZlaCfOXNGM2fOVFBQkHkbtatXr2r+/Pnq3r27GjVqpIkTJ+rEiRO2ihcAAAAAgErJqgS9du3aGjt2rP744w/z5e4BAQHmZD06OlrTp09X8+bN1bFjR82ZM0dXrlyxVewAAAAAAFQaNlvFvUWLFnrrrbd06tQp/fTTTxoxYoQ8PT3NyfqePXv07LPPys/PT4MGDdKqVauUkZFhq+4BAAAAAKjQbL7NmslkUrdu3TRv3jxduHBBixYtUq9eveTg4CDDMJSWlqbvv/9eDz30kPz9/W3dPQAAAAAAFVKp7oPu7u6uYcOGacOGDYqJidF7772n1q1bm2fVY2NjS7N7AAAAAAAqjFJN0HPz9fVV27ZtFRQUJBcXl7LqFgAAAACACsGptDv466+/tGDBAi1evFgxMTGl3R0AAAAAABVSqSToly9f1tKlS7Vw4UL9/vvv5ucNw5AkNWzYUI899pgef/zx0ugeAAAAAIAKx2YJenp6ulavXq2FCxdqw4YNSk9Pl/R/SXnVqlUVEhKixx9/XF26dLFVtwAAAAAAVApWJ+i//fabFi5cqG+++Ubx8fGS/i8pd3R0VI8ePfT444/rwQcflJubm7XdAQAAAABQKVmVoDdr1kyRkZGS/i8pl6SWLVvq8ccf1/Dhw+Xr62tdhAAAAAAA3ASsStAjIiLMj2vXrq2hQ4dqxIgRatOmjbVxAQAAAABwU7EqQXdxcdGAAQM0YsQI3XfffXJ0dLRVXAAAAAAA3FSsStAvXLigatWq2SoWAAAAAABuWg7WHExyDgAAAACAbViVoAMAAAAAANsgQUeZ+fPPPzVgwAANGDBAFy5cKO9wAAAAAMCukKCjTGRmZmrOnDlyc3Mr71AAAAAAwC6RoKNM/PDDD4qPj1evXr3KOxQAAAAAsEsk6Ch1cXFxWrp0qR577DF5eHiUdzgAAAAAYJdI0FHq5s2bJz8/P/Xo0aO8QwEAAAAAu2XVPuioGJKSknT48GGFh4crIiJC4eHhSkhIkCRNnz5drVq1KraNhIQErVixQnv27NHly5fl6uqqJk2aqE+fPurQoUOhxx0+fFjbt2/XW2+9JQcHPg8CAAAAgMKQoN8Edu/erVmzZt3w8dHR0Ro/frw5qXd3d1dycrLCwsIUFham/v37a9SoUfmOy1kYrmvXrrrttttuuH8AAAAAuBlYNKXZrVs3de/eXb/99ltpx4NS4u3trXbt2umRRx7RSy+9ZPFx6enpmjZtmhISEtSgQQPNmjVLX3/9tb7++msNHz5cJpNJa9as0U8//ZTv2NWrV+vSpUsaMWKELU8FAAAAAColi2bQt23bJpPJpNjY2DzPOzg4yMHBQStXrtSAAQNKJUBYLzg4WN27dzd/n5SUZPGxGzdu1Pnz5+Xq6qqJEyeqVq1akiRXV1cNGTJEcXFxWrdunRYtWqTg4GA5OWW/pZKTk7Vs2TL16NFDGRkZ5n3Pk5OTJUmXL1+Wg4ODuT0AAAAAuNlZfYm7YRi2iAOlyNHR8YaP3bZtmySpS5cuBSbTgwYN0vr16xUXF6dDhw4pKChIUvaHACkpKVqzZo3WrFmT77jXX39d1atX14IFC244NgAAAACoTCxK0N3d3ZWamqorV66UdjywIykpKTpx4oQkqW3btgXWqVWrlgICAhQTE6MDBw6YE/Tq1atr3Lhx+erv2LFDO3bs0JgxY5g9BwAAAIBcLErQ/f39FRERoa1bt3I/8U3k9OnT5iskGjRoUGi9Bg0aKCYmRjExMebnXF1dC1zdPTIyUpIUFBSkOnXq2DhiAAAAAKi4LErQu3btqvDwcC1cuFDnz59X27Zt5ebmZi5ftmyZwsLCbiiAiRMn3tBxKH1xcXHmxz4+PoXWyynjCgsAAAAAuHEWJeivvPKKFi9erLS0NP3444/68ccfzWWGYejrr7++4QBI0O1Xamqq+bGrq2uh9XLKUlJSim1z2LBhGjZsmPXBAQAAAEAlY9E2a7feeqs2bdqkli1byjAM81eO3M+V5AsAAAAAAGSzeBX3u+++WwcOHNCZM2cUExOj1NRUdevWTSaTSVOnTlXnzp1LM06Ug9y3MaSlpcnDw6PAemlpaZKyFxO0lUWLFmnJkiUFlv19uz8AAAAAqAxKvM2av7+//P398zzXsmVLde3a1WZBwT7kvu88Li6u0AQ95151b29vm/WdnJysixcvFliWlZVls34AAAAAwF5YtQ96/fr1ZTKZCk3cULEFBATIZDLJMAxFR0crICCgwHrR0dGSpHr16tmsb09PT9WuXbvAMgcHi+7MAAAAAIAKxaoEPSoqykZhwB65u7urWbNmOn78uPbt26dOnTrlqxMbG2veXi0wMNBmfQ8fPlzDhw8vsCwgIEBnzpyxWV8AAAAAYA+sStBR+QUHB+v48ePavn27Hn74YdWqVStP+cqVK2UYhnx8fNSqVatyirJ4pbVyfGH3yQMAAABASdk0QY+NjdXatWu1a9cunTt3TlevXpWXl5f8/PzUvn179e3bVzVr1rRll7BQYmKi+fG1a9fMj5OTk/OUeXh4yMnp/94WvXv31urVq3X+/HlNnTpVL774oho1aqS0tDStWbNGa9eulZQ94537OACojPiwDwAAlCabZFTXrl3Tq6++qi+//NK8ovffffbZZ3J1ddXTTz+tt99+26YrfqN4hV0uPmPGjDzfT58+Pc9MuLOzs0JDQzV+/HhFRUXphRdekIeHh1JTU82LtfXr1089evQoveABAAAA4CZgdYIeGxurrl276tixY8XubZ6amqrZs2dry5Yt+vnnn1WjRg1ru0cZqF+/vj766CN9++232rNnj2JjY+Xp6anGjRurb9++6tChQ3mHCAAAAAAVntUJ+qBBg3T06FFJ2YuKDR06VL1799Ytt9yiKlWqKCkpScePH9fGjRu1bNkyXbt2TUeOHNGgQYO0bds2a7uHhVavXm3V8dWrV9fIkSM1cuRIG0UEAAAAAMjNqgT9u+++044dO2QymdSmTRutXLlSDRo0yFcvMDBQgwcP1oQJExQSEqI//vhDO3bs0KpVqzRw4EBrQgAAAAAAoFKwakPpZcuWSZJq1aqlH3/8scDkPLcGDRpow4YN5v2tWRQHAAAAAIBsViXou3fvlslk0lNPPSUfHx+LjqlRo4ZGjhwpwzC0e/dua7oHAAAAAKDSsCpBv3jxoiSpdevWJTouZ5XwnOMBAAAAALjZWZWgu7i4SJKuX79eouNy6js7O1vTPQAAAAAAlYZVCbqfn58kaceOHSU6bvv27ZIkf39/a7oHAAAAAKDSsCpBDw4OlmEYWrhwoQ4cOGDRMWFhYVq0aJFMJpOCg4Ot6R4AAAAAgErDqgT96aeflslkUnp6unr06KGVK1cWWX/lypXq2bOnrl+/LpPJpFGjRlnTPQAAAAAAlYZV+6C3bdtW//jHP/Tpp58qLi5OgwcPVuPGjdWzZ0/dcsst8vT0VHJysk6cOKEff/xRERERMgxDJpNJ//jHPxQUFGSr8wAAAAAAoEKzKkGXpI8++kiJiYlavHixJCkyMlKfffZZgXUNw5AkPfroo/rwww+t7RoAAAAAgErDqkvcJcnBwUELFy7U119/rbZt28owjEK/7rjjDi1fvlwLFiyQg4PVXQMAAAAAUGlYPYOeY/DgwRo8eLCio6O1e/dunTt3TlevXpWXl5fq1q2r9u3bq379+rbqDgAAAACASsVmCXqO+vXrk4gDAAAAAFBCXGcOAAAAAIAdIEEHAAAAAMAOkKADAAAAAGAHSNABAAAAALADJOgAAAAAANgBEnQAAAAAAOwACToAAAAAAHaABB0AAAAAADtAgg4AAAAAgB0gQQcAAAAAwA5YlaA7ODjI0dFRjz/+uK3iAQAAAADgpmRVgu7k5CRJ6tq1q02CAQAAAADgZmVVgl6nTh1JkpeXl02CAQAAAADgZmVVgt6yZUtJUkREhE2CAQAAAADgZmVVgj506FAZhqFly5bJMAxbxQQAAAAAwE3HqgT9scce0z333KNDhw5p7NixNgoJAAAAAICbj1UJuslk0qpVq3T//ffr448/1l133aX58+crIiJCaWlptooRAAAAAIBKz8magx0dHc2PDcPQH3/8oZEjR1p8vMlkUkZGhjUhAAAAAABQKViVoP/9vnPuQwcAAAAA4MZYlaB36dJFJpPJVrEAAAAAAHDTsipB37Ztm43CAAAAAADg5mbVInEAAAAAAMA2SNABAAAAALADJOgAAAAAANgBq+5Bzy0rK0vffvutNm7cqCNHjiguLk7p6emKiIjIU+/w4cNKTExUtWrVdPvtt9uqewAAAAAAKjSbJOi//vqrHn/8cUVFRZmfMwyjwBXev/32W02ZMkVVq1bVuXPn5ObmZosQAAAAAACo0Ky+xH3Tpk3q1q2boqKiZBiGHB0dVa1atULrP/PMM5KkxMRErVu3ztruAQAAAACoFKxK0OPj4zV06FClp6erSpUq+vzzzxUfH6958+YVekzdunXVoUMHSdLmzZut6R4AAAAAgErDqgR99uzZunLlipycnLRhwwY9/fTT8vDwKPa4Tp06yTAM7du3z5ruAQAAAACoNKxK0NetWyeTyaRBgwapY8eOFh936623SpIiIyOt6R4AAAAAgErDqgT9+PHjkqTu3buX6Ljq1atLkhISEqzpHgAAAACASsOqBD0xMVGS5OPjU6Lj0tPTJUlOTjbb5Q0AAAAAgArNqgQ9JzG/fPlyiY7L2Y6tZs2a1nQPAAAAAEClYVWC3rRpU0nSzp07S3Tchg0bZDKZFBgYaE33AAAAAABUGlYl6L169ZJhGFqxYoXOnz9v0TGbN2/Wjh07JEm9e/e2pnsAAAAAACoNqxL0Z555Rh4eHkpOTlZISEixi77t3LlTQ4cOlSR5e3trxIgR1nQPAAAAAEClYdUqbXXq1NGMGTM0duxY7dy5U7feequefvppZWZmmuusW7dO0dHRWr9+vdauXausrCyZTCb997//laenp9UnAAAAAABAZWD1MurPP/+8Ll68qP/85z/mfyXJZDJJkvr372+uaxiGJGny5MkaPny4tV0DAAAAKAfDhg0rlXaXLFlSKu0CFYVVl7jnmDZtmtauXaugoCAZhlHoV8uWLfXDDz8oNDTUFt0CAAAAAFBp2Gwj8vvuu0/33XefDh8+rO3btysqKkrx8fGqUqWKAgIC1LVrV91xxx226g4AAAAAgErFZgl6jpYtW6ply5a2bhYAAAAAgErNJpe4AwAAAAAA69h8Bj1HfHy8rl69Ki8vL1WvXr20ugEAAAAAoFKw2Qx6UlKSPv74YwUHB8vLy0s1atRQw4YNVaNGDXl5eenee+/VJ598oqSkJFt1CQAAAABApWGTBH3NmjVq1qyZXnjhBe3YsUPJycl5Vm9PTk7W9u3b9dxzz6lZs2b64YcfbNEtAAAAAACVhtUJ+oIFC/TQQw/p4sWL5oTcy8tLbdq0UefOndWmTRtVrVrVXHbhwgU98MADWrhwoS3iBwAAAACgUrAqQQ8PD9c//vEPZWZmyjAMPfjgg9q5c6cSEhK0b98+7dixQ/v27VN8fLx27dqlQYMGSZKysrI0evRoRURE2OQkAAAAAACo6KxK0D/44AOlpqbKZDLpnXfe0bfffqv27dsXWPeuu+7S8uXL9d5770mS0tLS9MEHH1jTPQAAAAAAlYZVCfqmTZtkMpnUpUsXvfLKKxYd89JLL6lr164yDEMbN260pnsAAAAAACoNqxL0M2fOSJJCQkJKdFxO/ZzjAQAAAAC42VmVoFepUkWSVKdOnRIdV7t27TzHAwAAAABws7MqQW/atKkkKTo6ukTHxcTESJKaNWtmTfcAAAAAAFQaViXoDz/8sAzD0JIlS2QYhkXHGIahxYsXy2Qy6ZFHHrGmewAAAAAAKg2rEvR//OMfat26tfbv368XX3zRomNeeukl7d+/X4GBgRo9erQ13QMAAAAAUGlYlaC7urpq7dq1at++vT766CN16NBBK1as0JUrV/LUi4+P1/Lly9WxY0d9+OGH6tixo9auXSsXFxerggcAAAAAoLJwsqRS48aNiyxPT0+XYRjau3evHn74YUmSt7e3PD09lZycbE7YDcOQyWRSdHS0OnfuLJPJpIiICCtPAQAAAACAis+iBD0qKkomk6nQ+8xNJpNMJpMkmevExcUpLi4uXz1JOnv2rDlZBwAAAAAAFibo9evXJ5kGAKAMDBs2rFTaXbJkSam0CwAAbMfiGXQAAAAAAFB6rFokDgAAAAAA2AYJOgAAAAAAdsCiS9wBFI17RgEAAABYixl0AAAAAADsgM1m0P/44w9t2LBBR44c0ZUrV5SamlrsMSaTSZs3b7ZVCLAzERER+uabbxQZGakrV67IxcVFfn5+6tu3r4KDg9kZAAAAAABysTpBj4qK0hNPPKEdO3aU6Dj2Qa/8zp8/r+vXr6tbt27y8fFRenq69u3bpw8++EAnT57UU089Vd4hAgAAAIDdsCpBv3Tpku6++26dO3dOhmHYKiZUEp07d1bnzp3zPNevXz9NmTJFP/zwgx599FG5urqWU3QAAAAAYF+sugd92rRpOnv2rCSpRYsWWrhwoaKiopSamqqsrKxivzIzM21yEqhYateurYyMDKWlpZV3KAAAAABgN6yaQf/hhx9kMpl02223affu3fL09LRVXKhEUlNTdf36dV27dk2HDh3S5s2b1bhxY1WtWrW8QwMAAAAAu2FVgp4ze/7MM8/cNMn55s2bNWvWrGLrLVq0yG4S0KSkJB0+fFjh4eGKiIhQeHi4EhISJEnTp09Xq1atim0jISFBK1as0J49e3T58mW5urqqSZMm6tOnjzp06FDksV9++aU2bNhg/r5169Z67rnnrDspAAAAAKhkrErQa9SooXPnzsnPz89W8VQYDg4ORSbg9rQA3u7duy36UKEw0dHRGj9+vDmpd3d3V3JyssLCwhQWFqb+/ftr1KhRhR4/YMAAderUSQkJCfr999915coVLm8HAAAAgL+xKkFv0aKFzp07pzNnztgqngqjZs2a+t///lfeYVjM29tbTZo0UdOmTeXn56eZM2dadFx6erqmTZumhIQENWjQQC+99JIaNWqktLQ0rVq1SosXL9aaNWvUqFEj9ejRo8A2AgICFBAQIEnq2rWr5s6dqzfeeEOffvqp3VxlAAAAAADlzapF4kaOHCnDMLR8+XJbxXNTMgxDc+bM0YkTJ4qtm5GRoVmzZun06dMWtx8cHKyvvvpKEydO1LBhw9SuXTuLj924caPOnz8vV1dXTZw4UY0aNZIkubq6asiQIbr//vslZV/Sn5GRYVGbXbt21dWrV7Vz506L4wAAAACAys6qBH3IkCHq06ePdu7cqf/85z+2iumms379eq1bt05vvvmmIiMjC62XmZmpd999V5s3b9Z//vMfZWVlWdS+o6PjDce2bds2SVKXLl1Uq1atfOWDBg2SyWRSXFycDh06ZFGb169fl5R9bzwAAAAAIJtVCbrJZNKyZcvUt29fhYaGql+/flq/fr0uX75sq/huCj179lRQUJCSkpI0ceJEnTp1Kl+dzMxMzZw5Uzt37pSbm5ueffZZOThY9eMrVkpKinlWv23btgXWqVWrlvny9QMHDuQpi4+PL/CYnAXjbrnlFhtFCgAAAAAVn1X3oEtSlSpVtHDhQvXo0UPr16/X+vXrLT7WZDJZfFm0vUlISNDYsWPN99/XqFFDLVu2VL9+/dSwYcMSteXs7Kxx48ZpypQpOnTokCZMmKAZM2aYE9+srCx9+OGH2rFjh1xcXDRhwgS1aNHC1qeUz+nTp2UYhiSpQYMGhdZr0KCBYmJiFBMTk+f5d999Vw4ODrrttttUs2ZNJSYmavfu3frrr7/UuXNni1aPBwAAAICbhdVTsDl7Wu/bt09S9v3UJfmqqNLS0nTy5Ek5OzsrMzNTZ8+e1aZNmzR27Fh99913JW7P1dVVoaGhat68ueLj4xUaGqqzZ8/KMAx98skn2rp1q5ydnTV+/PgyS2zj4uLMj318fAqtl1N25cqVPM/fe++9krJnzD/99FOtWLFCJpNJ//znP/XKK6+UQsQAAAAAUHFZNYN+7NgxDRgwQCkpKZKyZ8QbNmwoX19fubq62iRAe+Pj46OhQ4eqU6dO8vPzk7OzszIyMnTkyBEtWLBAx48f17x58+Tj46OuXbuWqG13d3dNmjRJoaGhCg8PV2hoqFq1aqWtW7fKyclJr7/+uoKCgkrpzPJLTU01Py7q55lTlvM+yNGjR49CV3YHAAAAAORlVYI+Y8YMpaSkyGQy6YknntCUKVPk7+9vq9jsUlBQUL4k2cnJSa1bt9Z//vMfjRs3Tn/99Ze++uor3XPPPSW+T9zDw0NTpkzR+PHjdfLkSW3dulWOjo565ZVXdOedd9ryVAAAAAAAdsSqBP2XX36RyWRS7969NXfuXFvFVGE5Oztr+PDhmjBhgmJjYxUZGammTZuWuJ0qVarotttu08mTJyVJ1atX16233mrrcIvl5uZmfpyWliYPD48C66WlpUnKvgLAVhYtWqQlS5YUWBYbG2uzfgAAAADAXlh1D/r58+clSSEhITYJpjLInUjnvD4ltWDBAq1bt04ODg6qXbu2Ll++rNDQ0Hz3eJe23Ped574f/e9yyry9vW3Wd3Jysi5evFjgl6XbywEAAABARWJVgl67dm1J2TO+sI2lS5eaF1N77rnn9O677yogIEBnzpxRaGioEhISyiyWgIAAmUwmSVJ0dHSh9XLK6tWrZ7O+PT09Vbt27QK/Snt7OQAAAAAoD1ZlOu3bt5eUvVgcsv3111/mx3Xq1CnRsStWrNDSpUtlMpk0ZswYde/eXd7e3po6darq1q2rmJgYhYaGKjEx0dZhF8jd3V3NmjWTJPMq/X8XGxtr3l4tMDDQZn0PHz5c69atK/CrZs2aNusHAAAAAOyFVQn6mDFjJEnz58/Ps+J3ZVXctnAZGRlavHixpOx90Zs0aWJx26tWrdKCBQskSaNHj1bv3r3NZTVq1NC0adNUu3ZtnTp1ShMnTlRSUtINnEHJBQcHS5K2b9+uS5cu5StfuXKlDMOQj48P+5oDAAAAgBWsStC7du2q1157TVFRUQoJCSmzmd3ycvHiRb3yyivauHGjLly4YH4+MzNThw8f1rhx48xXE4wYMcLiS7G3bdtmXmRv5MiR6tOnT746tWrV0rRp01SzZk1FRkZq8uTJJboXOzEx0fyVO7lPTk7OU5aRkZHnuN69e8vX11epqamaOnWqeeG6tLQ0rVixQmvXrpWUPePt5GTVmoMAAAAAcFOzKqPavn277rvvPkVERGj58uW65ZZb9Nhjj6lDhw6qUaOGRQlqly5drAmhzB0/flzHjx+XJLm4uMjNzU3Xrl0zJ7ZOTk4aMWKEeebZEoGBgfLz81PPnj01cODAQuv5+vpq2rRpGj9+vHr37l2ie7GHDx9e4PMzZszI8/306dPzzIQ7OzsrNDRU48ePV1RUlF544QV5eHgoNTXV/AFBv3792O8cAAAAAKxkVYIeHBxsXkTMZDLp4sWLmjlzpsXHm0ymfDO29qx69ep65plndPToUZ08eVIJCQlKTk6Wq6ur6tWrp1atWun+++8v8V7w3t7emjlzZqHbmOXm5+en2bNnW1TXVurXr6+PPvpI3377rfbs2aPY2Fh5enqqcePG6tu3rzp06FBmsQAAAABAZWX1Ncl/vy+7uPu0KzJXV1f169dP/fr1s3nbJUm4byQ5X716dYmPya169eoaOXKkRo4caVU7AAAAAICCWZWgv/nmm7aKAwAAAACAmxoJOgAAAAAAdsCqVdwBAAAAAIBtkKADAAAAAGAHSNABAAAAALADVq/iDgAAAAC2NmzYsFJpd8mSJaXSLmALViXojo6OVnVe0fZBBwAAAACgtFiVoFfmPc8BAAAAAChLViXoXbp0kclkKrJOZmamYmNjdfz4cWVlZclkMikoKEheXl7WdA0AAAAAQKViVYK+bds2i+vGxcXpgw8+0Ntvv63U1FR9++23atCggTXdAwAAAABQaZTZKu4+Pj6aOnWqlixZoiNHjmjgwIG6fv16WXUPAAAAAIBdK/Nt1kJCQtSrVy8dOnRIn332WVl3DwAAAACAXSqXfdD79+8vwzDY4gAAAAAAgP+vXBL0OnXqSJKOHz9eHt0DAAAAAGB3yiVBv3DhgiQpJSWlPLoHAAAAAMDulHmCnpWVpQULFkiS/P39y7p7AAAAAADsUpkm6BEREXrooYe0d+9emUwm9ezZsyy7BwAAAADAblm1D3q3bt0sqnf9+nWdOXNG0dHR5uc8PT312muvWdM9AAAAAACVhlUJ+rZt22QymSyqaxiG+XHNmjW1bNkyNWjQwJruAQAAAACoNKxK0KW8iXdhXFxc5O3trdtvv13333+/nnrqKXl7e1vbNQAAAAAAlYZVCXpWVpat4gBQjGHDhpVKu0uWLCmVdgEAAACUTLlsswYAAAAAAPKy+hJ3AABQcXA1DgAA9osZdAAAAAAA7AAJOgAAAAAAdsBml7iHhYVp/fr1Onz4sK5cuaLU1NRijzGZTNq8ebOtQgAAAAAAoMKyOkE/d+6cnnzySf34448lOs4wDIv3UAcAAAAAoLKzKkFPSkrSvffeqxMnTli0HzoAAAAAACiYVfegf/DBBzp+/LgkKSAgQJ9++qnCw8OVmpqqrKysYr8yMzNtchIAAAAAAFR0Vs2gf/fdd5IkX19f7d27V3Xq1LFJUAAAAAAA3GysmkGPiIiQyWTSmDFjSM4BAAAAALCCVQl6VlaWJOnWW2+1STAAAAAAANysrErQGzRoIEm6evWqTYIBAAAAAOBmZVWCPmDAABmGoV9//dVW8QAAAAAAcFOyKkF/7rnn5O3trcWLF+vYsWO2igkAAAAAgJuOVQl63bp1tWzZMjk5Oalnz57avn27reICAAAAAOCmYtU2a1OmTJEk9ejRQ6tWrdK9996rNm3aqGPHjqpZs6YcHIrP/ydOnGhNCAAAAAAAVApWJeiTJk2SyWSSJJlMJhmGobCwMIWFhVncBgk6AAAAAABWJuiSZBhGkd8XJSe5BwAAAICyNGzYsFJpd8mSJaXSLm4OViXoW7dutVUcAAAAAADc1KxK0Lt27WqrOAAAAAAAuKlZtYo7AAAAAACwDRJ0AAAAAADsAAk6AAAAAAB2gAQdAAAAAAA7QIIOAAAAAIAdIEEHAAAAAMAOkKADAAAAAGAHrNoHHUDlMWzYsFJpd8mSJaXSLgAAAFDZkKADAACbKo0P/PiwDwBwM+ASdwAAAAAA7AAJOgAAAAAAdoAEHQAAAAAAO0CCDgAAAACAHSBBBwAAAADADpCgAwAAAABgB0jQAQAAAACwAyToAAAAAADYARJ0AAAAAADsAAk6AAAAAAB2wKm8AwAAAACAymjYsGE2b3PJkiU2bxP2gxl0AAAAAADsAAk6AAAAAAB2gAQdAAAAAAA7QIIOAAAAAIAdYJE4AGWGhVIA2EJpjCUS4wkAoPwxgw4AAAAAgB0gQQcAAAAAwA6QoAMAAAAAYAdI0AEAAAAAsAMk6AAAAAAA2AESdAAAAAAA7ADbrAEAAABABcS2k5UPM+gAAAAAANgBEnQAAAAAAOwACToAAAAAAHaAe9ABVBrchwUAAICKjAQdAAAgFz7sAwCUFy5xBwAAAADADpCgAwAAAABgB7jEHQAAAABQKVW025ZI0FEqEhIStGLFCu3Zs0eXL1+Wq6urmjRpoj59+qhDhw7lHR4AAACAYlS05LYyIEGHzUVHR2v8+PFKSEiQJLm7uys5OVlhYWEKCwtT//79NWrUqHKOEig5/kgBsBXGEwBAQUjQYVPp6emaNm2aEhIS1KBBA7300ktq1KiR0tLStGrVKi1evFhr1qxRo0aN1KNHj/IOFwAAAADsBovEwaY2btyo8+fPy9XVVRMnTlSjRo0kSa6urhoyZIjuv/9+SdKiRYuUkZFRnqECAAAAgF1hBh02tW3bNklSly5dVKtWrXzlgwYN0vr16xUXF6dDhw4pKCiojCMEAAAAYC+45ScvEnTYTEpKik6cOCFJatu2bYF1atWqpYCAAMXExOjAgQMk6MDf8EcKgC1UhrGkMpwDAJQUCTps5vTp0zIMQ5LUoEGDQus1aNBAMTExiomJKavQAJQR/kMNAABw47gHHTYTFxdnfuzj41NovZyyK1eulHpMAAAAAFBRMIMOm0lNTTU/dnV1LbReTllKSkqpxwQgL2a4AdgCYwkAlA5m0AEAAAAAsAPMoMNm3NzczI/T0tLk4eFRYL20tDRJkru7e6FtLVq0qNBP0WNjY62IEgAAAADsk8nIWdULsNKJEyf08ssvS5I++eQTBQQEFFjvnXfe0S+//KI777xTEyZMKLDOZ599pi+++KLAsoMHDyo9PV3+/v46ffq0bYIHcNMJCAjQmTNnGEsAWI3xBICtMIMOmwkICJDJZJJhGIqOji40QY+OjpYk1atXr9C2PD09Vbt27QLLHBy4MwMAAABA5UOCDptxd3dXs2bNdPz4ce3bt0+dOnXKVyc2Nta8vVpgYGChbQ0fPlzDhw8vsCznU2oAAAAAqEyYioRNBQcHS5K2b9+uS5cu5StfuXKlDMOQj4+PWrVqVcbRAQAAAID9IkGHTfXu3Vu+vr5KTU3V1KlTdfLkSUnZC8OtWLFCa9eulZQ9Q+7kxAUcAAAAAJCDDAk25ezsrNDQUI0fP15RUVF64YUX5OHhodTUVGVlZUmS+vXrpx49epRzpAAAAABgX0jQYXP169fXRx99pG+//VZ79uxRbGysPD091bhxY/Xt21cdOnQo7xABAAAAwO6QoKNUVK9eXSNHjtTIkSPLOxQAAAAAqBC4Bx0AAAAAADtAgg4AAAAAgB0gQQcAAAAAwA6QoAMAAAAAYAdI0AEAAAAAsAMk6AAAAAAA2AESdAAAAAAA7AAJOgAAAAAAdoAEHQAAAAAAO0CCDgAAAACAHSBBBwAAAADADpgMwzDKOwigJFxcXJSeni4HBwfVrVu3vMMBYKd8fX31+++/F1rOWALAUownAGyhuLFEkpzKKBbAZjIzMyVJWVlZOnPmTDlHA6CiYiwBYCuMJwBshQQdFY6bm5tSU1Pl6Oio2rVrl3c4JRIbG6usrCw5ODioZs2a5R3ODeEc7ENFP4eyiN/X17fI8oo8lki8B+wB52AfGE+sw3vAPlT0c6jo8Uv2MZZIXOIOlKk+ffro4sWLql27ttatW1fe4dwQzsE+VPRzqOjx24OK/hpW9PglzsFeVIZzKE+V4fXjHMpfRY9fsp9zYJE4AAAAAADsAAk6AAAAAAB2gAQdAAAAAAA7QIIOAAAAAIAdIEEHAAAAAMAOsM0aUIaGDRum5ORkeXp6lncoN4xzsA8V/Rwqevz2oKK/hhU9folzsBeV4RzKU2V4/TiH8lfR45fs5xzYZg0AAAAAADvAJe4AAAAAANgBEnQAAAAAAOwACToAAAAAAHaABB0AAAAAADvAKu5AKbp06ZJ27typgwcPKioqSnFxcXJyclKtWrXUpk0b9e/fX76+vuUd5g2ZNm2a9uzZI0nq1q2bxo4dW74BWSg+Pl4//PCD9u7dq4sXLyo9PV3e3t5q1KiR2rdvr+7du5d3iIUyDEM///yztm7dqsjISCUlJcnFxUV16tRRUFCQBgwYoBo1apRLbElJSTp8+LDCw8MVERGh8PBwJSQkSJKmT5+uVq1aFdvGzp07tX79ekVERCgtLU01a9bUnXfeqcGDB6tq1aqlfQp2r7KOJ4wlZc+exxKJ8aS0MZbYn4o6njCWlM5YQoIOlJJLly7p6aefVu6NEjw8PHT9+nXFxMQoJiZGGzdu1NixY3X33XeXY6Ql9+uvv5r/CFYku3fv1n//+18lJydLklxcXOTo6KgLFy7owoULioqKsts/gtevX9eMGTO0b98+83MeHh5KTU1VVFSUoqKitGHDBo0fP16tW7cu8/h2796tWbNm3fDxc+bM0bp16yRJDg4OcnV11dmzZ7Vq1Sr9/PPPmj59uurVq2ercCucyjqeMJaUPXsfSyTGk9LEWGJ/Kup4wlhSemMJCTpQSrKysiRJbdu2Vbdu3dSmTRtVrVpVmZmZOnr0qD7//HNFRUVp5syZCggIUMOGDcs3YAslJyfriy++kKenp7y9vXX69OnyDskiYWFhevvtt5WRkaF7771XgwYNUv369SVlf8L6119/6dixY+UcZeG++eYb8x/BoUOHql+/fvLy8lJmZqYOHjyoOXPm6Ny5c3r33Xf1v//9T66urmUeo7e3t5o0aaKmTZvKz89PM2fOtOi4jRs3at26dTKZTHr00Uc1cOBAubq66uTJk5o5c6ZOnTqladOm6eOPP5azs3Mpn4V9qozjCWNJ+agIY4nEeFJaGEvsS0UeTxhLSm8s4R50oJRUqVJFH3zwgSZNmqQuXbqYL4NxdHRUy5YtNXnyZFWrVk0ZGRlatWpVOUdrufnz5ysuLk7Dhw9X9erVyzsci6SkpOjDDz9URkaGHnroIb344ovmP4BS9s/qjjvu0KOPPlqOURZt27ZtkrIv2xs6dKi8vLwkZb+fgoKC9Oqrr0qSEhIS9Oeff5Z5fMHBwfrqq680ceJEDRs2TO3atbPouPT0dC1ZskSS1KdPHw0ZMsT8R7xRo0aaMGGCXF1dde7cOf3444+lFr+9q4zjCWNJ+bD3sURiPClNjCX2o6KPJ4wlpTeWkKADpcTT01ONGzcutNzb21t33HGHJCkiIqKswrLKkSNHtGnTJjVr1kz3339/eYdjsc2bNys2NlY1atSw2z90xbly5YokqWnTpgWWN2rUSI6OjpKk1NTUMosrR07fJXXw4EFduXJFJpNJDz30UL7y2rVrq0uXLpL+7z8DN6PKNp4wlpQfex9LJMaT0sRYYj8q+njCWFJ6YwkJOlCOcj65zszMLOdIipeenq6PP/5YJpNJY8aMkYNDxRk+cgbPTp06VdhLGuvUqSNJCg8PL7D85MmTyszMlIODgxo1alSWoVnl4MGDkqR69eqpVq1aBdYJCgqSJP3111/l9ke+Iqgo4wljSfmqrGOJxHhiK4wlZaOijyeMJaU3lnAPOlCODh8+LElq0KBBOUdSvOXLl+v06dPq37+/mjRpUt7hWOz69euKjIyUJDVp0kSnT5/W119/rQMHDigpKUne3t5q1aqVHnrooTyXltmb3r17a+7cudqyZYt8fX3Vt29f871ehw4d0qeffiop+1KsunXrlnO0louJiZFU9O9ATplhGDp9+nShn9bf7CrKeMJYUr4q61giMZ7YCmNJ6asM4wljSemNJSToQDnZtWuX+VNHe1ydM7eYmBitWLFCPj4+Fe4yrIsXLyojI0OSdPbsWX366adKS0uTi4uLXFxcdOnSJW3ZskU7duzQiy++aLer1vbr10+XLl3SmjVrtGTJEi1ZssS8WmpWVpb8/f01evRo9e3bt7xDLZG4uDhJko+PT6F1cpflXFKHvCrKeMJYUv4q61giMZ7YAmNJ2agM4wljSemNJSToQDm4dOmSZs+eLUlq3769+X4ve2QYhmbPnq2MjAw9/fTT8vDwKO+QSiQpKcn8eMWKFapWrZpee+01tW3bVg4ODoqMjNTHH3+s8PBw/fe//1Xjxo3l5+dXjhEXzNHRUU8++aT8/Pw0d+5cpaen69q1a+bytLQ08x/FinSZX85lYUWt7pq7LPc5I1tFGU8YS+xDZR1LJMYTazGWlJ3KMJ4wlpTeWFKxXi2gEkhKStLUqVOVkJAgX19fPf/88+UdUpE2btyoI0eO6I477rDLT3CLk3uv16ysLI0dO1bt2rUz/7Fo3LixQkND5ebmpuvXr2v16tXlFWqR4uPj9cYbb2jOnDnq3Lmz/vvf/+qbb77R559/rtGjRyslJUVfffWV3n///fIOFWWoIo0njCX2gbEEBWEsKVuVYTxhLCk9JOhAGUpJSdHkyZMVFRUlHx8fTZkyxbwthT2Ki4vTV199JRcXF40ePbq8w7kh7u7u5sf16tUzL+qRm4+Pj3k1zgMHDpRZbCXxwQcf6NixY+revbteeuklNW7cWG5ubub7vt544w2ZTCbt2LFDf/zxR3mHazE3NzdJ2Z+0FyZ3WUWcKSktFWk8YSyxH5V1LJEYT24UY0nZqwzjCWNJ6Y0lJOhAGUlLS9OUKVP0119/qVq1apo6dap8fX3LO6wiLViwQMnJyRo4cKCqVaumlJSUPF9ZWVmSsld6/ftz9iL3PUIBAQGF1sspu3TpUqnHVFIxMTHav3+/JOmBBx4osE7r1q3NW+fs3r27rEKzWs7PJ+d+r4LkLvP29i71mCqCijaeMJbYh8o8lkiMJzeCsaR8VPTxhLGkdMcS7kEHykBaWpqmTp2qP//8U1WqVNGUKVNUr1698g6rWBcvXpSUvVLq8uXLC633888/6+eff5Yk871S9qJq1ary9va2eAEPk8lUyhGVXM5qopKK/I9TnTp1FBERoQsXLpRFWDZRr149/f7774qOji60Tk6ZyWQq8j8yN4uKOJ4wltiHyjyWSIwnJcVYUn4q+njCWFK6Ywkz6EApS09P14wZM3Tw4EF5eHho0qRJFW4/yIquTZs2kqTTp08XWienrHbt2mURUonk/sNc1KfosbGxkirWZZutW7eWlP2HLif+v8v5lP7WW281X3Z2s2I8KV+MJfaN8cRyjCXlryKPJ4wlpTuWMIMOlKKMjAy99dZb2r9/v9zc3DRx4kTdcsst5R2WxWbMmFFk+bhx43T48GF169ZNY8eOLZugbkC3bt20detWxcTEaN++fWrbtm2e8ri4OG3fvl2S1K5du/IIsUi5/9O0fv16jRo1Kl+dEydOmLfGqUjvsdatW5tnEb777rt853bp0iXzzyY4OLgcIrQfFXk8YSyxD5V5LJEYTyzFWGIfKvJ4wlhSumMJM+hAKcnMzNR7772nvXv3ysXFRaGhoWrRokV5h3VTCgwMNG8XM2vWLP3xxx/me9JOnjyp6dOnKzU1VV5eXho4cGB5hlogX19f8x/utWvXat68eebL4tLS0vTbb79pxowZysrKkqenZ7ntXZuYmGj+yr2FTHJycp6ynL1fJcnZ2VnDhg2TJP3www9asWKFeeGVkydPaurUqUpNTVXdunXVs2fPsj0hO8J4Yh8YS8oO40npYCyxHxV5PGEsKd2xxGTkXucfgM0cPnxY48aNk5T9i+7p6Vlk/QULFpRFWDZVkT6pTkpKUmhoqCIjIyVJLi4ucnJyMu9dWaVKFY0bN04tW7YszzALdeXKFU2YMCHP/VDu7u5KTU01b9fi4eGh119/3XzZXFkbMGCARfWmT5+uVq1a5Xluzpw5WrdunaTsvVVdXV3NP5vq1atr+vTpdn9vZGmq7OMJY0nZqQhjicR4UloYS+xLRR5PGEtKbyzhEneglOT+7Cs9PV3x8fHlFwxUpUoVvfvuu1q7dq22b9+uM2fOKCMjQ/7+/rrjjjv04IMPqkaNGuUdZqG8vb01c+ZMbdq0STt37lRUVJSuXbsmNzc31alTR0FBQerXr59q1apV3qHekH/84x8KDAzUunXrFBkZaf5k+q677lJISIiqVatW3iGWK8YT+8FYYv8YTwrHWGJfKvJ4wlhSemMJM+gAAAAAANgB7kEHAAAAAMAOkKADAAAAAGAHSNABAAAAALADJOgAAAAAANgBEnQAAAAAAOwACToAAAAAAHaABB0AAAAAADtAgg4AAAAAgB0gQQcAAAAAwA6QoAMAAAAAYAdI0AEAAAAAsAMk6AAAAAAA2AESdAAAAAAA7AAJOgAAAAAAdoAEHQAA2IzJZJLJZFJwcHB5hwIAQIXjVN4BAAAA+zVp0iRJUsOGDfXEE0+UaywAAFR2JsMwjPIOAgAA2CeTySRJ6tq1q7Zt22bz+gAA4P8wgw4AAGyGz/0BALhx3IMOAAAAAIAdIEEHAAAAAMAOkKADAMpNVlaWlixZogceeEANGjSQu7u73Nzc5O/vr8DAQA0ePFiffPKJLl++nO/YSZMmmVcML+5e523btpnr5ix69nd/X338ypUrmj59utq2bSsfHx95enqqRYsW+ve//63z588X2d8TTzxhbi8qKkqStHLlSvXt21cBAQFydXWVv7+/Bg8erC1bthT3MpmdOHFCL730kgIDA+Xt7S03NzcFBASof//+mj9/vjIzM4s8Pjg42ByXlP36L1iwQPfdd58CAgLk7OxsLstdT5J+/vln83O5v+bPn1/k62jJa7N161YNGTJE9evXl6urq2rXrq0+ffpo1apVFr82a9as0YABA1S3bl25ubmpfv36CgkJ0ebNmyVZ9h6wlDXv29wSEhL0/vvvq0ePHvLz85Orq6t8fHx0xx136I033tCZM2csiiclJUXvvPOO7rzzTlWrVk1eXl5q0aKFXn31VcXExEgq+HXPzda/T7mtWbNGjz/+uJo2bSovLy95eHioUaNGGj58uH766acS93X27FmNGzdOt99+u6pUqaKqVasqKChIU6ZM0dWrV4uNJ8evv/6qMWPGqFWrVvLx8ZGzs7N8fHzUvn17vfjii/rll1+KPD4zM1OLFy/W4MGD1bBhQ3l6eqpKlSq69dZbNWrUKP3+++/FxpCWlqbPPvtM999/v/z9/eXm5iYPDw/Vr19fbdu21fDhwzV//nwlJSVZfF4AKjgDAIByEBsba3To0MGQVOzXu+++m+/4N99801y+devWIvvaunWrue6bb75ZYJ2c8q5duxqHDh0yGjRoUGg81atXNzZs2FBofyNGjDDXPXHihPHwww8XeX5jxowxsrKyijyHqVOnGk5OTkW2c/vttxvh4eGFttG1a1dz3bi4OKNLly4FtpP79Sjua968eYW+jsW9NpGRkcZzzz1XZPvPPvtska9Lenq68eijjxbZxssvv2zRe8AS1r5vc3zzzTeGj49Pkce7ubkZ8+fPLzKeiIgIo2nTpoW24ePjY2zevDnP637y5Ml87dj698kwDCM6Otro2LFjsa/ToEGDjOTkZIv62rhxY5Gv2y233GKcPn26yPgvX75s9OvXz6KfYVhYWIFtHDp0yGjevHmxx//rX/8yMjIyCmwjMjLSuOWWWyyKY/ny5UWeE4DKg0XiAADlYtSoUdq1a5ckqV69enrkkUfUrFkzeXt7Kzk5WSdOnNDOnTu1Y8eOMo0rISFBAwcO1KlTp9SlSxeFhISoTp06io6O1uLFixUWFqb4+Hg98MAD2r59u+68884i23vttde0cuVK1a1bV0899ZRuv/12paSkaPPmzVq2bJmysrL0ySefyM3NTe+//36BbUyYMEHTpk2TlD1DPWjQIPXq1UteXl7666+/NG/ePJ06dUp//vmnOnfurH379snPz6/IuB599FFt375dt99+u4YOHaomTZro6tWr+vnnnyVJ3333nSTpwQcflCTdfvvt5hhya9u2bdEvaBFCQ0O1ZMkSNWzYUI899phuu+02paena/PmzVq0aJGysrI0e/ZsderUScOGDSuwjX/84x9avHixJMnJyUnDhw9X165d5erqqoMHD2ru3Ll6//33zTPJ1rLF+/aLL77Q6NGjZRiGXFxcNHDgQHXp0kV16tRRUlKSfvnlFy1ZskSpqal64okn5OLioqFDh+ZrJz4+Xt26ddOpU6ckSQEBAXrqqad022236erVq1q3bp2+//57hYSEKDAw0Cbnb6mYmBi1b99e586dkyQFBQXpgQceUNOmTeXg4KC//vpLCxYsUGRkpL799lslJydr3bp1ea7a+LuwsDC99957Sk9P1xNPPKG7777b/DvwySef6Pz58zp+/LiefPJJbdq0qcA24uLi1LFjRx0/flyS5OHhoSFDhqhjx47y9vbW1atXdfjwYW3YsEFHjx4tcNHD/fv3q2vXrubZ+nvuuUd9+/ZVgwYNlJWVpYMHD2r+/Pm6cOGCPv74Y12/fl2fffZZvnZCQkLMcTRv3lyDBw9WgwYNVK1aNSUmJuqvv/7S9u3btWfPnpK9+AAqtvL+hAAAcPO5cOGC4eDgYEgyOnXqZKSkpBRa9+LFi8aRI0fyPV9aM+g5X2+//Xa+OhkZGca//vUvc50WLVoYmZmZ+erlnq2UZHTs2NG4cuVKgXF5eHgYkgyTyWT8+uuv+ers2rXL/Fq5ubkZ69evz1cnKSnJuO+++8z93X///QWeY+4ZdP3/2enCZvf+/roUNiNe0vp/f20efvhhIzU1NV+9hQsXmuu0atWqwLa2bNlirlO1alVj165d+epcunTJCAwMzNPnjc6g2+J9e+DAAcPFxcWQZDRr1sw4evRogccfOXLE8PPzMyQZXl5exuXLl/PVeeaZZ8zndM899xiJiYn56ixfvtxwdHTMc/6lPYOelZVlnjl3dHQ0Pv/88wLbSU1NNR555BFzW1988UWRfUky/Pz8jMOHD+erd+7cOSMgIMBc748//iiwz/79+5vrdOjQwTh79myh5/nrr78a586dy/NccnKy0bhxY0OS4eHhYaxevbrAY+Pj4417773X3NePP/6Yp3zv3r3mssGDBxc4juSIiooq8GcGoHIiQQcAlLmdO3ea/3M6e/bsG2qjNBP0hx56qNC2MjMzjXbt2pnrrlq1Kl+d3ElolSpVjDNnzhTa3qxZs8x1H3zwwXzlDz30kLn8nXfeKbSd+Ph4w9fXt8hLc3Mn6G3bti0yKchRmgn6LbfcUmBynqN9+/bmugVdtpw72frss88Kbefo0aN5bg+40QTdFu/bBx980Pxhy4kTJ4qsu2nTJnN/b731Vp6yixcvmhN9Ly+vfIlkbq+88kqZJuirVq0yl0+dOrXIttLS0oyGDRsakozmzZsX2ZckY8uWLYW29emnn5rrTZs2LV/5rl27zOUBAQFGXFxckbEVJPfv68KFC4usGxsba1StWtWQZNx33315ypYuXWpuZ+3atSWOA0DlxSJxAIAy5+npaX78xx9/lGMkBXv11VcLLXNwcNDLL79s/n7FihVFtjV8+PAiLzd/5plnVK1aNUnSDz/8oNTUVHNZWlqa1q5dK0mqUqWKxowZU2g71apVy1O+cuXKIuN69tln5eBQvv8NGDNmjFxdXQst79mzp/nx4cOH85SlpqZqw4YNkqTq1avriSeeKLSd5s2b6/7777cuWFn/vo2PjzcvfPfggw+qadOmRdbv2bOn6tatK0nauHFjnrK1a9fq+vXrkqRhw4bJ19e30HZeeumlMv1Zf/XVV5IkV1dXPf/880XWzX35/rFjxxQdHV1o3TZt2ujee+8ttLyo94skLVy40Pz41Vdflbe3d5GxFSTn3Pz9/Qu97SJHjRo11LdvX0nZi92lpaWZy+x9DARQfrgHHQBQ5lq0aCF/f3+dOXNGX375pTIzMzVq1Ch16NBBjo6O5Rpb1apVdddddxVZp0ePHubHxd0fmrtuQdzc3HT33Xdr7dq1Sk9PV1hYmDp06CBJOnDggPk/9Z07d87zn/qC9O7dWxMnTpQk833ShbnnnnuKLC8LHTt2LLI8ICDA/PjKlSt5yg4cOKD09HRJ2a+Ni4tLkW3de++9WrNmzQ1Gms3a9+2vv/6qrKwsSdnJ6/fff1/sMV5eXjp37pyOHDmS5/nc77vu3bsX2UbdunXVokWLApPW0rB9+3ZJUp06dSzapSD3z/bIkSOqX79+gfWseb9IyrMuwMCBA4uN6+8SExMVFhYmKfs1Xb16dbHH5Pz+pqam6uTJk2revLmk7Pesh4eHrl27pilTpujy5csaMWKE2rRpU+R9+AAqPxJ0AECZc3R01Oeff66HHnpIaWlp+uqrr/TVV1+patWqat++vTp37qwePXqoU6dOZf6f1SZNmhTbZ82aNVW9enXFx8fr7NmzRdZt1qxZsX3mrpO7vZwFtiTplltuKbad3HVyH1uQ3MlMealZs2aR5bln13NfWSDlfZ2aNGlSbF+NGzcuYXT5Wfu+zb292fz58/NtUVeUuLi4PN/nPv/iZuJz6pRFgp6cnKzY2FhJUnR0tHmRQUv9/Txzs+b9IkmnT5+WlD17XdiHAEWJiYkxf8Dy+++/W3VuPj4+mjVrlkaPHq2MjAzNmjVLs2bNUo0aNdSxY0fdfffd6tWrl4KCgkocJ4CKjUvcAQDlok+fPvr9998VEhJinv1MTEzUjz/+qEmTJunuu+9WkyZNtGjRojKNq7hZ6r/XK25/Ykvay10n9z7OuR9b0k6VKlUKPLYg7u7uxbZX2qy57Do5Odn82MPDo9j6lv5ci2PN+zY+Pv6G+825WiBH7vddWZ5/caw5R0nmy/YLYu1l+omJiZLy/p6UhK3P7emnn9bPP/+sXr16mc/t8uXL+uGHH/T666+rbdu2at26tdavX29VvwAqFhJ0AEC5admypZYvX664uDht3LhRkydPVo8ePcwzYSdPntRjjz2myZMnW9VPZmamxXVzJ36W1CvuP/uWtJe7jpeXV4GPLWknd9KW+9jKKHfCee3atWLrW/pztcSNvm9zv1c+/PBDGdmL9Vr8VVhbZX3+Rf0+5Y6rbdu2JT7HotYSsFbVqlUlFf+hWmFyn9tDDz1U4nMLDg7O1+bdd9+tjRs3KjY2VqtXr9Ybb7yhu+++W05O2Re5Hjp0SH369CnR1RYAKjYSdABAufP09FSvXr00ceJE/fjjj7p06ZKmTp1qLp8+fbrOnz+f55jcl7MWNesmyXzJrSUiIiIK3Ps4t8uXL5tn04rbbzw8PLzYPnPXyd1ezgJhknTixIli28nZU9mSuCq63OcXERFRbP3IyEibx1DS923u2wqs3Zfd39/f/Lik77GC2Or3qVq1auZENueScnuR8/onJycXuRhdYXK/5tb+/P7O29tb/fv314wZM7Rjxw6dPXtW//rXv8zlL7/8cr6rKABUTiToAAC74+XlpdDQUPNCTunp6fkWPcu9AvOZM2eKbO+3336zuO/ExMRiF3776aefzI/bt29fZN0ff/yxyPK0tDT98ssvkrJXtG7Tpo25rE2bNubE6Zdffil2pjT3St/FxWWpnHupi/vQoqwFBgbK2dlZUvbPt7ikcuvWraUeU3Hv23vuucf8euasQH+jci9kWNxCbOfOndPRo0eLrGPL36euXbtKki5evGhXK5R36dLF/DhnNf2SqFmzpm6//XZJ0r59+3ThwgWbxfZ3tWrV0kcffaTAwEBJ2fev//nnn6XWHwD7QYIOALBbjRo1Mj/OyMjIU5bzH2Upb8L8d7GxsXm2V7LEe++9V2hZVlaWZs6caf4+JCSkyLYWL15c5IJt//vf/8yz8f369ZObm5u5zMXFRf369ZOUfVnuJ598Umg7iYmJ+vTTT83fDxo0qMi4LJUzG2rLS6Rtwc3NTb1795aUvWJ3UZcAHzt2rEzv4y3sfVu7dm3zdm+HDh3S0qVLb7iPPn36mO+BX7JkSZHJ4n//+99ib/Ow5e/TiBEjzI9DQ0Pt5sOdxx57zPz4nXfeKXCl9+LknFtmZqZ5x4TSVNQYCKByIkEHAJS5jRs36oMPPijyP8gXL17Ut99+a/4+ZyYpx1133SUfHx9J0jfffKOdO3fmayMhIUEhISEl/o/4ihUr8iThObKysvTSSy+ZZ9hvv/128z7Hhbl69aqGDBliXqAqt+3bt+u1116TlD1T/corr+Sr8+9//9u8gNSECRPy7YctZd+DPGzYMPMHAX369FHr1q2LOUvL5CQIx44dU0pKik3atJUXX3zR/Pjf//63du/ena9ObGysHnnkEZskN7Z4306fPt2cWD/99NPFJulxcXGaOXNmvqS5Vq1a5vu1ExMT9cgjjxR4b/V3331X4Hv572z5+xQSEmK+gmPDhg16/PHHi7zvOzMzUxs2bNC0adOKjdMad911l/nqhtOnT6tPnz5Ffni2a9eufLfWPPvss2rYsKEk6fPPP9drr71W5KXn169f1zfffKPZs2fneX7x4sWaO3dukR98HT9+XJs3b5aU/YHUrbfeWuT5Aagc2GYNAFDmzp07p5deekmvvfaagoOD1aFDBzVu3FhVqlTR5cuXdfDgQS1dutScCAwZMiTfdmWurq4aO3asJk6cqIyMDHXv3t28J7VhGAoLC9P8+fN16dIlPfroo1q8eLFFsbVp00aJiYl6+eWXtXr1aoWEhKh27dqKiYnR4sWLtX//fnP/8+bNK3Zl6UGDBunbb7/VbbfdppEjR6pFixZKSUnR5s2btWzZMvPM5osvvljgPs/t27fXuHHjNG3aNKWmpur+++9XSEiIevXqJS8vLx0/flxffvmleQuvOnXq6IsvvrDoXC3Ro0cPHTx4UMnJyerfv78ef/xx1apVy3ypdqtWrfLcm1uWunXrppEjR2ru3LlKTEzUPffco+HDh6tLly5ydXXVwYMHNXfuXF26dElDhgzRN998I+nGVwO3xfu2TZs2+uyzzzRy5EjzByvvvPOO+vfvr2bNmsnd3V0JCQkKDw/Xnj17tH37dmVkZBQ4a/32229rw4YNio6O1rZt29SiRQuNHDlSzZs319WrV7V+/XqtXLlS3t7eCgwM1LZt2wo9N1v+PplMJn377bfq2LGjYmJitGjRIq1du1aDBw/WHXfcIR8fH6Wmpurs2bM6cOCA+f797t27KzQ09IZ+Npb68ssv1aFDB504cUK7du1S06ZN9fDDD6tjx47y9vbW1atXdfToUW3YsEGHDh3S/v375evraz7ew8NDq1evVpcuXRQfH6933nlHixYtUkhIiAIDA1W1alVdu3ZNMTEx2rdvn3766SclJiZq5MiReeI4ceKEJk+erOeff149evTQnXfeqfr168vd3V2XLl3Snj17tGLFCnMC//zzz1f6hR8B/H8GAABlbP78+YYki75CQkKM5OTkAtu5fv260b9//0KPdXR0NN566y1j69at5ufefPPNAtvKKe/atatx6NAho2HDhoW2W61aNWPDhg2Fnt+IESPMdU+cOGEMHTq0yHP85z//aWRmZhb5mk2ZMsVwcnIqsp0WLVoY4eHhhbbRtWtXc11LnTlzxqhTp06hfc6bN6/Q17G41+bkyZNF9j1v3rxC+8mRnp5uDBs2rMjX5eWXXzZ+/PFH8/czZ860+Pxzs9X71jAMY8OGDYafn59Fbbm6uhrr168vsJ3w8HCjadOmhR7r4+NjbN682aLX3Za/T4ZhGBcuXDDuv/9+i1+zESNG5GvD0r5yFPf+MwzDiI2NNXr37m1RTAcOHCiwjfDwcKN9+/YWtWEymYyJEyfmOX7SpEkWH/vss88aGRkZxZ47gMqBGXQAQJl7/PHH1aJFC/3000/avXu3jh49qrNnzyolJUUeHh6qX7++OnTooMcee8y84FRBnJ2d9f3332vBggWaP3++eaa3bt266tq1q5577jm1a9euyJnDgrRs2VL79+/Xxx9/rJUrV+rkyZNKS0tT/fr11a9fP7388st5VlgvipOTk5YsWaJBgwbpyy+/VFhYmGJjY1WjRg117NhRY8aMUffu3YttZ8KECXr44Yc1Z84c/fTTT4qOjlZKSopq1qypoKAghYSEaPjw4ebtmWzFz89P+/bt0/vvv6+ffvpJJ0+eVFJSkt3cV+zk5KTFixfrkUce0eeff649e/YoPj5etWvXVvv27fXPf/5T3bt319dff20+JudS7pKy1ftWknr37q3IyEgtWbJE69at0x9//KFLly4pNTVVXl5eatiwoQIDA9WtWzf1799f1atXL7CdJk2a6ODBg/roo4/09ddf68SJE8rKylK9evXUr18/Pf/886pXr54WLFhQ7PnZ+vepdu3aWrdunXbt2qXFixfrl19+UUxMjOLj4+Xm5iZfX1/ddtttuvvuu9WvX78898GXpho1amjDhg3asmWLOa5z584pJSVF1apVU9OmTXX33XdryJAhhd4q0qRJE+3atUubNm3S8uXL9dtvv+ns2bO6evWqPDw85O/vrxYtWuj/tXfHLKlGcRzHf5dGW+sFiKOLQ5PDQ1OTUwiN4lto9LU0uLk6Bw2OgTQ5NEWTg1G6CnHvEAVdbhe6hB67n8+qw0GEw/fh+Z9TVVU6nc67WfIkGQwGOT4+ztXVVa6vr3N7e5v5fJ71ep39/f3U6/W02+30+/20Wq1N/CxAIX78LGWHBYAten1lu6qqTwf973q9XobDYZKXO7FfZ1bZnvPz87dZ7Jubm3en5f8P/CcBdoND4gCAb221Wr3NcB8cHKTZbG55RQDwZwIdANhZd3d3ub+///Dz5XKZbrebxWKR5OXk9K8eAwCAr2KHAgB21nQ6zdnZWdrtdqqqSqPRSK1Wy9PTU6bTaUaj0ds9841GI4PBYLsLBoC/EOgAwE57fn7OZDLJZDL58DutVivj8Ti1Wm2DKwOAzxHoAMDOOjk5ycXFRS4vLzObzfLw8JDHx8fs7e3l8PAwR0dHOT09Tbfb/ef7zwFgU5ziDgAAAAXwKBkAAAAKINABAACgAAIdAAAACiDQAQAAoAACHQAAAAog0AEAAKAAAh0AAAAKINABAACgAAIdAAAACiDQAQAAoAACHQAAAAog0AEAAKAAAh0AAAAKINABAACgAAIdAAAACiDQAQAAoAACHQAAAAog0AEAAKAAAh0AAAAK8AuqjJo1oFXUNAAAAABJRU5ErkJggg==", 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" + ] + }, + "metadata": { + "image/png": { + "height": 300, + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "p = CodonVariantTable_h2.plotVariantSupportHistogram(max_support=10)\n", + "p += theme_classic() \n", + "p += theme(\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " figure_size=(5, 3)\n", + ")\n", + "_ = p.draw(show=True)\n" + ] + }, + { + "cell_type": "markdown", + "id": "b7e46507", + "metadata": {}, + "source": [ + "### Variant phenotypes and enrichments" + ] + }, + { + "cell_type": "markdown", + "id": "314bacc6", + "metadata": {}, + "source": [ + "Now that we have simulated libraries of variants $v_i \\in V$, we'll assign their respective ground truth phenotypes and enrichments. \n", + "\n", + "We'll start by computing latent phenotype, $\\phi(v_i)$. Recall that each of the two homologs has a `SigmoidPhenotypeSimulator` object that stores the latent effects of individual mutations. We will use these objects to compute the latent phenotypes of all variants in the libraries.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "852d78df", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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libraryaa_substitutionslatent_phenotype
0lib_1V24Q S25R H27P D29L H33C S41L C44F S47F-11.096139
1lib_1V8P H27T P30* L49P-11.106200
2lib_1V19P V43Q-2.878203
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" + ], + "text/plain": [ + " library aa_substitutions latent_phenotype\n", + "0 lib_1 V24Q S25R H27P D29L H33C S41L C44F S47F -11.096139\n", + "1 lib_1 V8P H27T P30* L49P -11.106200\n", + "2 lib_1 V19P V43Q -2.878203\n", + "3 lib_1 R20Y 5.161623\n", + "4 lib_1 5.000000" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# we'll store a collection of functions for each homolog\n", + "phenotype_fxn_dict_h1 = {\"latentPhenotype\" : SigmoidPhenotype_h1.latentPhenotype}\n", + "phenotype_fxn_dict_h2 = {\"latentPhenotype\" : SigmoidPhenotype_h2.latentPhenotype}\n", + "\n", + "# add the latent phenotype to the barcode variant table\n", + "CodonVariantTable_h1.barcode_variant_df['latent_phenotype'] = CodonVariantTable_h1.barcode_variant_df['aa_substitutions'].apply(\n", + " phenotype_fxn_dict_h1[\"latentPhenotype\"]\n", + ")\n", + "CodonVariantTable_h2.barcode_variant_df['latent_phenotype'] = CodonVariantTable_h2.barcode_variant_df['aa_substitutions'].apply(\n", + " phenotype_fxn_dict_h2[\"latentPhenotype\"]\n", + ")\n", + "\n", + "# print a sample of the variant table\n", + "CodonVariantTable_h1.barcode_variant_df[[\"library\", \"aa_substitutions\", \"latent_phenotype\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "cf40ef6d", + "metadata": {}, + "source": [ + "Next, we can compute an _observed phenotype_, $p(v, d)$ = $g_{\\theta}(\\phi(v, d))$, where $g_{\\theta}$ is the global epistasis function implimented as a flexible sigmoid with two free parameters, $\\theta_{s}$ and $\\theta_{b}$, that serve as a scale and bias, respectively. Concretely, $g_{\\theta}(z) = \\theta_{b} + \\frac{\\theta_{s}}{1 + e^{-z}}$. For the purposes of this analysis, we compute a fixed value for the $\\theta_{b}$ parameter, based upon the specified parameters for $\\theta_{s}$ (`sigmoid_phenotype_scale`) and $\\phi(v_{WT})$ (`wt_latent`) such that the reference wildtype phenotype is exactly 0. \n", + "\n", + "Note that while the `SigmoidPhenotypeSimulator` object (as the name suggests) provides its own global epistasis object for computing phenotype and enrichments, we will only be using it to get mutational effects and the associated latent phenotypes. For computing the post-latent phenotypes and enrichments, we will use the `multidms` biophysical model such that we're simulating under the same model we'll be fitting as described above." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "63735ecc", + "metadata": {}, + "outputs": [], + "source": [ + "# define numpy wrapper for multidms native jax sigmoid fxn\n", + "def g(z:float, ge_scale=sigmoid_phenotype_scale, wt_latent=wt_latent):\n", + "\n", + " # ensure the reference phenotype is 0\n", + " ge_bias = -sigmoid_phenotype_scale / (1 + np.exp(-wt_latent))\n", + " return ge_bias + (ge_scale/(1+np.exp(-z)))" + ] + }, + { + "cell_type": "markdown", + "id": "2da19ec8", + "metadata": {}, + "source": [ + "Visualize the sigmoidal function that we'll be using to map latent phenotypes to observed phenotypes. Place vertical line at the reference (\"h1\") wildtype latent phenotype, as well as a dashed line for the non-reference (\"h2\") phenotype:" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "a0ff09be", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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tanUsAB6AAgIAAIpl+/btuvfee1VQUKDg4GDNmTNHrVq1sjoWAA9BAQEAADcsPT1dd999t7KysuTj46Pp06erY8eOVsfyeNu2bVO/fv3Ur18/bdu2zeo4gEtRQAAAwA0pLCzUfffdp507d0qS/vnPf+r222+3OJV3SEtL08yZMzVz5kylpaVZHQdwKSahAwCAGzJmzBjNmTNHkjRo0CA999xzFifyHqGhoWrTpo39GPBmFBAAAHBdU6dO1T/+8Q9JUrNmzfTpp5/KMAyLU3mPJk2aaMWKFVbHANyCIVgAAOCaNmzYoBEjRki6sNfHzJkzFRwcbG0oAB6LAgIAAK7q1KlT6tOnj3JycuTn56dp06apRo0aVscC4MEYggUAAK6osLBQAwcO1P79+yVJ48aNU+fOna0N5aVycnJ08OBBSVJsbCx3mODVuAMCAACu6P3339fChQslSQ888IBGjx5tcSLvtW7dOtWvX1/169fXunXrrI4DuBQFBAAAXGbbtm166aWXJEkNGzbU+PHjmXQOwCkYggUAAC5RUFCgYcOGKTc3V35+fpo4caKCgoKsjuXV6tevrx9++MF+DHgzCggAALjEG2+8odWrV0uSXnnlFTVv3tziRN4vIiJCvXv3tjoG4BYMwQIAAHbr1q3Ta6+9Jklq0aKF/vznP1ucCIC3oYAAAABJUm5uroYNG6aCggIFBgZq4sSJ8vf3tzoWAC9DAQEAAJKkv/3tb9q8ebMk6fXXX1eDBg0sTlR27Ny5U8OGDdOwYcO0c+dOq+MALkUBAQAAWr58ud58801JUseOHfXUU09ZG6iMSU1N1VdffaWvvvpKqampVscBXIpJ6AAAlHE5OTkaPny4ioqKFBwcrC+++EK+vr5WxypTgoOD1bBhQ/sx4M0oIAAAlHFjx47Vrl27JElvv/22atWqZXGisqdZs2b24W+At2MIFgAAZdiePXv07rvvSpJuvfVWPfLIIxYnAuDtKCAAAJRhzz//vPLy8uTj46N///vf7HYOwOUYggUAQBn166+/aubMmZKkUaNGqVGjRhYnKrtyc3Ptk88jIyMVGBhocSLAdbgDAgBAGVRQUGBf6apChQr2zQdhjdWrV6t69eqqXr26fRd6wFtRQAAAKIM++eQTbdq0SdKF/T8qV65scSIAZQVDsAAAKGPOnDmjV155RZJUr149jR492uJEqFOnjiZPnmw/BrwZBQQAgDLm1Vdf1enTpyVJ48aNk7+/v8WJEBkZqcGDB1sdA3ALhmABAFCGbNu2TePHj5ck9erVS7fddpvFiQCUNRQQAADKCNM09fTTT6uwsFB+fn72/T8AwJ0oIAAAlBFz5szRvHnzJEl//OMfmWtQiuzZs0ejR4/W6NGjtWfPHqvjAC7FHBAAAMqAwsJCPffcc5IuzDewTUJH6XD8+HF9+OGHkqT77rtPtWrVsjgR4DoUEAAAyoCpU6dq+/btki5MQq9QoYK1gXCJwMBA1ahRw34MeDMKCAAAXq6oqEhjx46VJFWvXl0jR460OBF+r2XLltq/f7/VMQC3YA4IAABebsaMGdq6dask6U9/+hM/YQdgKQoIAABe7OK7H9HR0dz9AGA5hmABAODFZs+erY0bN0qSXnjhBQUFBVmcCFdSUFCgs2fPSpJCQ0Pl58c/0eC9uAMCAICXMk1Tr732miTppptu0kMPPWRxIlxNSkqKKlasqIoVKyolJcXqOIBLUUAAAPBSc+bM0dq1ayVJzz//vIKDgy1OBAAMwQIAwCtdfPejcuXKeuSRRyxOhGupVauWPv74Y/sx4M0oIAAAeKH58+dr5cqVkqTnnntOISEhFifCtURFRenhhx+2OgbgFgzBAgDAy5imqVdffVWSFBERodGjR1ucCAD+hwICAICX+fXXX7V8+XJJ0jPPPKOwsDCLEwHA/zAECwAAL2Ob+1GhQgU9/vjjFqfBjdi/f7/++9//SpJGjx6tuLg4awMBLkQBAQDAiyxbtkxLly6VJD355JMKDw+3OBFuxJEjR/TWW29Jku6++24KCLwaBQQAAC/y73//W5IUEhKiJ5980uI0uFF+fn6qVKmS/RjwZvwJBwDASxw5ckTTp0+XJA0dOlQVK1a0OBFuVJs2bXTq1CmrYwBuwSR0AAC8xMcff6zCwkJJYu4HgFKLAgIAgBfIzc21b2TXpUsXNWzY0OJEAHBlDMECAMALTJs2TSdPnpTE3Q9PZJqm/e6Vr6+vDMOwOBHgOtwBAQDAC4wfP16SVL16dfXu3dviNCiu5ORk+fv7y9/fX8nJyVbHAVyKAgIAgIdbvXq1VqxYIUl69NFHWUUJQKnGf6EAAPBwtrsfgYGBevDBBy1OA0fExcXpnXfesR8D3owCAgCAB0tNTdW3334rSRo4cKAiIyMtTgRHVKtWTc8884zVMQC3YAgWAAAe7NNPP1Vubq4kJp8D8AwUEAAAPFRBQYE+/PBDSVLbtm3VsmVLixMBwPUxBAsAAA81e/ZsHTp0SBJ3PzzdwYMH9cUXX0iSRowYodjYWGsDAS5EAQEAwEP95z//kSRVqVJF/fv3tzgNSuLQoUP661//Kknq1q0bBQRejQICAIAH2rJlixYtWiRJGjVqlAIDAy1OhJIwDMP+/yGbEMLbUUAAAPBA//3vfyVd2DV71KhRFqdBSbVv317nz5+3OgbgFkxCBwDAw5w/f15ff/21JKlPnz6qVq2axYkA4MZRQAAA8DA//vij0tPTJUn333+/tWEAoJgoIAAAeJgvv/xS0oXJ54mJiRanAYDioYAAAOBBTp48qZ9//lmSNHjwYPn7+1ucCM6QnJysoKAgBQUFKTk52eo4gEsxCR0AAA/yzTffqLCwUJI0bNgwi9PAWUzTtO9ob5qmxWkA16KAAADgQSZOnChJSkhIUNOmTa0NA6epXr26Xn31Vfsx4M0oIAAAeIjNmzdr7dq1kqThw4ezX4QXiY2N1ZgxY6yOAbgFc0AAAPAQtrsfPj4+Gjx4sMVpAMAxFBAAADxAYWGhJk2aJEnq0aOHoqOjLU4EAI5hCBYAAB5g4cKFOnbsmCQmn3ujI0eO6LvvvpMkDRgwgM0l4dUoIAAAeADb8KuwsDD16dPH2jBwuv379+vZZ5+VJLVp04YCAq/GECwAAEq5rKwszZgxQ5L0hz/8QcHBwRYnAgDHcQcEAIBSbtq0aTp37pwkhl95q/bt2ys/P1+S5Ovra3EawLUoIAAAlHK24Vc1atTQLbfcYnEauIJhGPLz459lKBsYggUAQCl24MABLV68WJI0dOhQ+fjwrRuAZ+O/YgAAlGK2pXelCwUEADwdBQQAgFLKNE378Ku2bduqTp06FieCq6SkpKhy5cqqXLmyUlJSrI4DuBSDDQEAKKXWrl2rnTt3SmLyubcrKCjQ6dOn7ceAN6OAAABQSk2fPl2S5OPjo/79+1ucBq5UrVo1Pf/88/ZjwJtRQAAAKIVM07QXkE6dOikyMtLiRHCluLg4vfnmm1bHANyCOSAAAJRCW7dutQ+/uueeeyxOAwDOQwEBAKAUst39kKS+fftamAQAnIshWAAAlEK2AtKuXTvmBJQBx48f16xZsyRJvXv3VlRUlMWJANehgAAAUMrs3r1bGzdulCT169fP4jRwhz179mjUqFGSpIYNG1JA4NUYggUAQClz8fAr5n8A8DbcAQEAoJSZMWOGJKlZs2aKj4+3OA3coU2bNjpz5owkKTQ01OI0gGtRQAAAKEUOHTqklStXSuLuR1ni5+enChUqWB0DcAuGYAEAUIrY7n5IzP8A4J0oIAAAlCK2+R/169dX/fr1LU4DAM5HAQEAoJQ4ceKEkpKSJDH8qqxZvXq14uLiFBcXp9WrV1sdB3Ap5oAAAFBKfP/99zJNUxIFpKzJzc3VgQMH7MeAN6OAAABQStiGX9WsWVNNmjSxOA3cKSoqSo8++qj9GPBmFBAAAEqBtLQ0LVq0SNKFyeeGYVicCO5Uq1Yt/fe//7U6BuAWzAEBAKAUmD17tgoKCiQx/AqAd6OAAABQCtiGX1WrVk2tW7e2OA0AuA5DsAAAsFhWVpbmz58v6cLwKx8ffj5Y1qSmpmrBggWSpB49eigyMtLiRIDrUEAAALDYTz/9ZF/5iM0Hy6adO3fqvvvukyQlJSVRQODV+BELAAAWmz17tiSpcuXKuuWWWyxOAwCuxR0QAAAsVFhYqLlz50qS7rjjDvn6+lqcCFZo2bKlDh06JEnc/YDXo4AAAGChlStXKi0tTZLUs2dPi9PAKoGBgYqJibE6BuAWDMECAMBCP//8syTJx8dHiYmJFqcBANejgAAAYKE5c+ZIktq1a6eIiAiL0wCA61FAAACwyPHjx7VmzRpJF+Z/oOxat26dEhISlJCQoHXr1lkdB3Ap5oAAAGCRefPm2Y+Z/1G25eTkaMuWLfZjwJtRQAAAsIht+FXVqlXVtGlTa8PAUpGRkRo6dKj9GPBmFBAAACxQUFBgvwPSs2dPGYZhcSJYqU6dOpo4caLVMQC3YA4IAAAWWL58uTIyMiQx/ApA2UIBAQDAArbld319fdWjRw+L0wCA+zAECwAAC9jmf3Ts2FHh4eEWp4HV0tLSlJSUJOnCnwmWZIY3o4AAAOBmR44c0YYNGyQx/AoXbNu2TXfffbckKSkpSR06dLA4EeA6DMECAMDN5s6daz9m/w8AZQ13QAAAcDPb8KuYmBglJCRYnAalQbNmzbRt2zZJUmxsrMVpANeigAAA4EZ5eXlasGCBpAt3P1h+F5IUHBysevXqWR0DcAuGYAEA4EbJycnKysqSxPwPAGUTBQQAADeyDb/y9/dXt27dLE4DAO5HAQEAwI1sBaRTp04KCwuzOA1Kiw0bNqht27Zq27atfYU0wFsxBwQAADc5ePCgtmzZIonhV7jU2bNnlZKSYj8GvBkFBAAAN7Htfi6x/C4uFRERoT59+tiPAW9GAQEAwE1sw6/i4uJY8QiXqF+/vmbOnGl1DMAtmAMCAIAb5OXlaeHChZIuDL9i+V0AZRUFBAAAN1i5cqWys7MlSYmJiRanAQDrMAQLAAA3+PXXXyVJPj4+6ty5s8VpUNqkp6dr7dq1kqTmzZurQoUK1gYCXMgpBWTVqlWaN2+etm7dqrS0NOXn59tvM9ucOnVKeXl5CgoKYnIVAKDMsX1fbN68uSpWrGhxGpQ2W7Zsse8Lk5SUpA4dOlicCHCdEhWQ3bt3a+TIkVq2bJn9OdM0rziu9Y033tC4ceMUGRmpI0eOyNfXtySXBgDAY+Tk5Gj58uWSxOaDAMo8h+eArF27Vi1bttSyZctkmqb9cTWPPvqoTNNUamqq5s+f7+hlAQDwOElJScrPz5ckde3a1eI0KI0aN26slStXauXKlWrcuLHVcQCXcqiAnDt3Tn369FFmZqZ8fX310ksvaceOHZoyZcpVz7n55pvVtGlTSdKCBQscCgsAgCeyDb/y9/dXx44dLU6D0igsLEytWrVSq1atFBYWZnUcwKUcKiCffPKJDh8+LMMw9N133+nvf/+7ateuLX9//2ued8stt8g0Ta1evdqhsAAAeCLbBPR27dopODjY4jQAYC2HCsgPP/wgwzDUs2dP9e3b94bPq1+/vqQLc0cAACgLzpw5ozVr1khi/gcASA4WkC1btkiSevXqVazzbKtfpaenO3JZAAA8zpIlS+xzJJn/gavZvHmzunfvru7du2vz5s1WxwFcyqFVsM6cOSNJqlKlSrHOu9YkdQAAvJFt/kdISIhat25tcRqUVhkZGfY/KxkZGRanAVzLoQISHh6u06dPKzMzs1jnHT58WJJUqVIlRy4LAIDHsf2jslOnTgoICLA4DUqr8PBwde/e3X4MeDOHhmDFxcVJkn1M642y/Ue4QYMGjlwWAACPcuzYMW3btk0Sw69wbQkJCVqwYIEWLFighIQEq+MALuVQAenWrZtM09R33313w3dB1q9fr3nz5skwDHvDBwDAm9lWv5KYgA4ANg4VkIceekh+fn5KS0vT8OHDVVBQcM337927V/3795dpmgoODtbIkSMdCgsAgCexFZCIiAg1adLE4jQAUDo4VEBq1qyp5557TqZpatasWWratKk+/fRT7d271/6erVu3au7cuXryySfVpEkT7d27V4Zh6K9//StzQAAAXs80TfvQ4y5dusjHx6FvuSgjsrKy7DuhZ2VlWR0HcCmHJqFL0uuvv65Dhw5p8uTJ2rZtm0aNGiVJMgxDktSoUSP7e22rX40cOVLPPfdcSfICAOAR9u7dqwMHDkhi/geub+PGjerYsaMkKSkpSR06dLA4EeA6Dv84xjAMffXVV/rwww8VFRUl0zSv+oiMjNQHH3ygTz75xJnZAQAotZj/AQBX5vAdEJtRo0bp/vvv1/z587V06VLt379f6enpCg0NVUxMjDp37qyePXsqODjYGXkBAPAItuFX1apVU506dSxOg9IuISHBXlpZBQversQFRJICAgJ055136s4773TGxwEA4NFM07T/Y7Jr16724cnA1YSHh6tLly5WxwDcghlxAAA42ebNm5WamiqJ4VcA8HsUEAAAnMw2/EpiAjoA/J5TCsiPP/6oESNGqEGDBqpQoYL8/PxUoUIFNWjQQPfff79++uknZ1wGAACPYBt+Vbt2bVWvXt3iNPAE27ZtU58+fdSnTx9t27bN6jiAS5VoDsiaNWs0YsQIbd261f6cbcndzMxMZWVlaceOHZo4caISEhL0+eefq3nz5iVLDABAKVZQUKAlS5ZIYvgVblxaWpp++OEHSdLzzz9vcRrAtRwuIPPnz1ffvn11/vx5e+mQpAoVKigkJETZ2dlKT0+3P79p0yZ17NhRs2bNUvfu3UsUGgCA0mrNmjXKzMyUxPAr3LiwsDC1bdvWfgx4M4eGYJ04cUIDBw7UuXPnZJqmWrZsqW+++UapqalKS0vToUOHlJaWplOnTumbb75R69atJUnnz5/XvffeqxMnTjj1NwEAQGmxePFi+/Gtt95qWQ54lsaNG2v58uVavny5GjdubHUcwKUcKiDvvPOO0tPTZRiGnnjiCaWkpGjAgAGqVKnSJe+LiIjQgAEDtHz5cv3xj3+UJGVkZOjdd98teXIAAEqh3377TZLUoEEDRUZGWpwGAEofhwrITz/9JMMw1LRpU40bN+6665sbhqH33ntPzZo1k2mamj17tkNhAQAozYqKirRs2TJJ0i233GJxGgAonRwqIAcOHJAk3XfffTe8uZJhGLrvvvskSQcPHnTksgAAlGqbN2+2z3+kgKA4cnJytG3bNm3btk05OTlWxwFcyqECEhgYKEmKjY0t1nm2pQht5wMA4E1sw68kCgiKZ926dWrQoIEaNGigdevWWR0HcCmHCkhcXJwkFXsy+cmTJyVJ8fHxjlwWAIBSbenSpZIu/ICuuD+kA4CywqEC0q9fP5mmqenTpxfrvGnTpskwDPXr18+RywIAUGqZpmm/A8LdDxRX/fr1NWvWLM2aNUv169e3Og7gUg4VkMcee0yxsbFasmSJ3nnnnRs6Z9y4cVqyZIni4uL0+OOPO3JZAABKrb179+rYsWOSKCAovoiICN1111266667FBERYXUcwKUcKiAVKlTQTz/9pPj4eL3wwgu69957tWrVqiu+d9WqVRowYICeffZZ1apVS7Nnz1b58uVLFBoAgNLm4vkfnTp1sjAJAJRuDu2EbtvZtXz58vahWNOnT1f58uVVq1Yt+07oe/bsse8Ga3v/te5+GIahhQsXOhIJAABL2QpI5cqVVa9ePYvTAEDp5VABWbx4sX35XdtX0zSVkZFxycoNpmle8p7169df9TNN07zhJX0BAChtbAWkY8eOfD9Dse3cuVNjx46VJL3yyiuqU6eOxYkA13FoCJZ0oTBc/LjS81d775UeAAB4quPHj2vXrl2SmP8Bx6SmpmrSpEmaNGmSUlNTrY4DuJRDd0CKioqcnQMAAI+VlJRkP6aAwBHBwcFKSEiwHwPezKECAgAA/sc2/CokJETNmjWzOA08UbNmzbRp0yarYwBu4fAQLAAAcIGtgLRr105+fvxsDwCuxaECsmPHDmfnAADAI2VkZNgXWWH5XQC4PocKSIMGDdS1a1d99913ys/Pd3YmAAA8RnJysn0xFeZ/wFG5ubk6dOiQDh06pNzcXKvjAC7lUAExTVNLlizR4MGDVa1aNb344ovavXu3s7MBAFDq2YZf+fv7q02bNhangadavXq1YmNjFRsbq9WrV1sdB3AphwpI586d7cvnnjp1Sm+//bbq1q2r7t27a9q0aSooKHB2TgAASiVbAWnZsqXKlStncRoAKP0cKiCLFi3S9u3b9fTTT6tSpUr2MrJo0SINGDBAMTExeumll7Rv3z5n5wUAoNQ4f/68Vq5cKYnhVyiZOnXq6Ouvv9bXX3/NJoTweg6vglWnTh298847OnLkiCZNmnTJXZGTJ0/qX//6l2rXrq3bbrtNM2fOVGFhoTNzAwBguVWrVikvL08SBQQlExkZqUGDBmnQoEGKjIy0Og7gUiVehjcgIECDBw++4l2RoqIi/fLLL+rfv7+qV6+uV155RQcOHHBGbgAALGcbfmUYhjp06GBxGgDwDIZpW7rDifLy8jRt2jRNmDBBS5cu/d/FDEOGYei2227TqFGjdOedd8rHp/RsRZKXl6fVq1dr7dq12rVrl44fP678/HyVL19ederUUffu3dW6desSXycmJkZHjhxRtWrVdPjwYSckBwBYoWfPnpo7d64aNWqkjRs3Wh0HpciyZcvUsWNHSVJSUhIFFbiIS/71b7srsnjxYm3btk0jR46UJPtdkblz56pv376Ki4vTW2+9pZycHFfEKLaxY8fqn//8p+bPn699+/YpPz9f/v7+SktL04oVK/T3v/9db731FsPJAAAqLCzUsmXLJLH/B0puz549evTRR/Xoo49qz549VscBXMql27WmpKRowoQJmjJligzDkCT7PBFJOnz4sP70pz/pvffe02effabbb7/dlXGuq7CwUFFRUerRo4fatGmj6tWryzAMnTp1SlOmTNHcuXP122+/qUqVKho+fLilWQEA1tqwYYOysrIkMf8DJXf8+HF99NFHkqQhQ4aoVq1aFicCXMfpBSQrK0tfffWVJkyYoE2bNkmSvXBER0froYceUmJior777jt99dVXOnPmjI4fP67evXsrKSnJKUOcHDVkyBDVrVtXvr6+lzxfuXJljR49Wrm5uVq0aJF+/PFHDRw4UIGBgRYlBQBYzTb/Q6KAoOQCAwMVFxdnPwa8mdOGYK1YsUIjR45U1apV9cQTT2jTpk324tGtWzdNnz5dBw4c0F//+le1a9dO48aN06FDh/Tqq6/K19dXhYWFGjt2rLPiOKRBgwaXlY+Lde/eXdKF3UqZuwEAZZutgNSsWVPR0dEWp4Gna9mypfbt26d9+/apZcuWVscBXKpEd0AyMzPtdzs2b94s6X93OypWrKgRI0bokUceUe3ata94fnBwsF555RWdPn1a//73v7VmzZqSxHG58uXL24+LioosTAIAsJJpmkpOTpYk+0RjAMCNcaiALF++XBMmTNDUqVN17tw5Sf8rHq1atdKjjz6qgQMHKigo6IY+79Zbb9W///1vnThxwpE4bmMrWX5+fvy0CwDKsIMHD+rYsWOSpHbt2lmcBgA8i0MFpEOHDjIMw146goODNXDgQD366KNq0aJFsT+vXLlyjsRwq3Pnzmn69OmSLnyzCQkJsTgRAMAqy5cvtx9TQOAMBQUF9kUNwsLC5Ofn0nWCAEs5/KfbNE3VrVtXjzzyiEaMGKHw8HCHQzRq1Eiff/65w+e7w/jx43Xq1CmFhISwAhYAlHG2AhIaGqqEhASL08AbpKSksG8IygyHCkj//v316KOPqkuXLk4JER0d7fA/6hcsWKAPPvjAoXOrVKmiCRMmXPd9X3/9tX777TcZhqEnnnhCVapUceh6AADvYCsgbdq0uebiJQCAyzlUQKZMmeLsHA6zbW7oiBs5b+bMmfr2228lSaNGjVL79u1v6LMnTZqkr7/++oqvnTp16sZDAgBKlXPnzmndunWSGH4F56lVq5b9h6LsAQJv51ABee211yRJAwcOVJ06dW74vD179mjy5MmSpDFjxjhy6cskJiYqMTHRKZ/1ez/++KN9aNj999+vO+6444bPzc7O1smTJ6/4GitoAYDnWrNmjQoKCiRRQOA8UVFReuihh6yOAbiFQwXkb3/7mwzDUNOmTYtVQHbv3m0/11kFxFXmzp1r/0nE4MGD1bdv32KdHxISctWhWj4+Ttt+BQDgZhdPQG/btq2FSQDAM7HEwhX88ssv+vDDDyVJ99xzjwYOHFjszxgyZIiGDBlyxddiYmJ05MiREmUEAFjDVkDq1q2riIgIi9MAgOdxawGxDT0qzXcAFi9erPHjx8s0Td11112seAUAsDNN015AGH4FZ9q3b5/++9//SpJGjx6t+Ph4ixMBruPWAmL7qX9YWJg7L3vDkpOTNW7cOBUVFalnz56MxQQAXOLAgQM6fvy4JAoInOvo0aN6++23JUl9+vShgMCrua2AHD58WB999JEkqXbt2u66bLF8/vnn9rs0ycnJl4zz/b2HHnpIt9xyi7uiAQBKATYghKv4+fmpcuXK9mPAm133T/j777+v999//4qvPfzww3rqqaeueb5pmsrOztbp06clSYZhFGs1KXey7ewuSRkZGdd8b15enqvjAABKmeTkZEkX7uQ3aNDA4jTwJm3atFFqaqrVMQC3uG4BSU9P1/79+2UYxiX/QDdN86rLzF5L/fr19cwzzxT7PHf49NNPrY4AACjF2IAQAEruugWkQoUKqlGjxiXPHThwQIZhqHLlygoODr7m+T4+PgoNDVV8fLy6d++ukSNHXvccAABKm5ycHG3YsEESw68AoCSuW0CefPJJPfnkk5c8Z1vF6pNPPlHv3r1dkwwAgFJk9erVbEAIlykqKlJhYaEkydfXt1SvGAqUlEN/umNjYxUbG8udDABAmcEGhHCl5cuXKyAgQAEBAddcBAfwBg4ts7B//34nxwAAoHSz/aOwXr16qlixosVpAMBzsc4bAADXwQaEcLW4uDi9++679mPAmzmlgBQUFGjZsmVasWKFjh07pqysLIWFhSk6Olpt2rRRhw4dWNMaAOCx9u3bZ1/5kQICV6hWrZqefvppq2MAblGiVmCapt555x29++67OnHixFXfFxUVpWeffVZPP/20DMMoySUBAHA7NiAEAOdxeImFc+fOqXv37nrxxRd14sQJmaZ51cexY8f0/PPPq0ePHjp//rwz8wMA4HK2AlK+fHk2IASAEnL4DsjQoUO1aNEiSRd2N+/atatuu+021alTR6GhoTp79qx27typefPmadGiRTJNU4sWLdLQoUM1depUp/0GAABwtYs3IGR5VLjCwYMH9fnnn0uS7r//fsXGxlqcCHAdhwrIr7/+qhkzZsgwDMXGxurbb79VmzZtrvje559/XitXrtSgQYO0b98+zZgxQ4sWLVKXLl1KFBwAAHfIzs5mA0K43KFDh/S3v/1NktS9e3cKCLyaQz/GmThxoiQpNDRUixcvvmr5sGndurUWLlyosLAwSdKXX37pyGUBAHC71atX2zeIo4DAVXx8fBQUFKSgoCDussHrOfQnfNmyZTIMQ/fff79q1KhxQ+fExcXp/vvvl2maSkpKcuSyAAC43cUT0K/3AzfAUe3atdO5c+d07tw5ii68nkMF5NixY5Iu3NkoDtv7r7ViFgAApYmtgNSvX58NCAHACRwqILaldIuKiop1nmmajlwOAABLsAEhADifQwUkKipKkrRq1apinbdy5cpLzgcAoDTbu3evUlNTJVFAAMBZHCogHTt2lGma+uKLL3Tw4MEbOufAgQP6/PPPZRiGOnbs6MhlAQBwK9sPziSpbdu2FiaBt0tOTlZgYKACAwOVnJxsdRzApRwqIMOGDZMknT17Vl26dNHq1auv+f7Vq1erW7duOnv2rCRp+PDhjlwWAAC3SklJkXRh1cf69etbnAbezDRN5eXlKS8vjyHr8HoO7QPSpUsX9e3bVzNnztT+/fvVtm1b3XrrrUpMTFSdOnUUEhKi7Oxs7dq1S/Pnz7dvRGgYhvr27atbb73Vyb8NAACcz3YHpGXLlvL19bU4DbxZbGysXnvtNfsx4M0c3gl90qRJ6tmzp5YuXWrf5dy2M/rv2Zp8586d9dVXXzl6SQAA3CY/P19r166VxPK7cL3q1avrlVdesToG4BYO73RTrlw5/frrr/rXv/6lqKgomaZ51UfVqlX11ltvaeHChSpXrpwz8wMA4BIbN25Ubm6upOIvOw8AuDqH74BIF3btfP755/X0008rOTlZKSkpOnbsmLKyshQWFqaqVauqTZs2at++vfz8SnQpAADc6uIJ6BQQAHAep7QCPz8/derUSZ06dXLGxwEAYDlbAYmOjlZMTIzFaeDtjhw5om+//VaSNHDgQFWrVs3iRIDrcFsCAIArsK2Axd0PuMP+/fv13HPPSbqw5DMFBN7M4TkgAAB4q4yMDG3fvl0SBQQAnM1pd0Dy8vKUnp6u8+fP39D7WWIOAFBarVmzxr6CIytgwR3at2+vgoICSRfm2ALerEQFZN++fXr//ff1888/a8+ePTe8cY5hGPa/ZAAAlDa24VeGYahFixYWp0FZYBgGe82gzHC4gHz33Xd64IEHdO7cOUli104AgNewTUCvV6+ewsPDLU4DAN7FoQKyadMmDR06VIWFhTJNU0FBQWrZsqViYmIUGBjo7IwAALiVrYAw/AoAnM+hAvLWW2+poKBAhmHowQcf1FtvvcVPiAAAXuHw4cM6evSoJCagw31SUlJ0xx13SJLmzJlD+YVXc6iALFmyRIZh6NZbb9WECROcnQkAAMuwASGsUFBQoLS0NPsx4M0cKiAnT56UJA0YMMCpYQAAsJqtgAQGBqpx48YWp0FZUa1aNb3wwgv2Y8CbOVRAwsPDlZqaqoiICGfnAQDAUrYVsJo3by5/f3+L06CsiIuL07/+9S+rYwBu4dBC0w0aNJAkHTp0yKlhAACwUmFhoVavXi2J4VcA4CoOFZBhw4bJNE3NmDHD2XkAALDM9u3bdfbsWUmsgAUAruJQARk+fLg6deqk5ORk/ec//3F2JgAALGEbfiVxBwTudfz4cX388cf6+OOPdfz4cavjAC7lUAExDEMzZsxQp06d9NRTT2nkyJHatGmTs7MBAOBWtgnolSpVUs2aNS1Og7Jkz549euSRR/TII49oz549VscBXMqhSei2/ygXFBTINE19+eWX+vLLLxUSEqKIiAj5+Fy71xiGwV8uAECpYysgrVu3lmEYFqcBAO/kUAHZv3+//T/MhmHINE1J0tmzZ+1jZ6+F/6gDAEqbnJwcbdy4URLDr+B+bdq0UXp6uiQpJCTE2jCAizlUQGJjYykRAACvsm7dOhUWFkqigMD9/Pz8FB4ebnUMwC0cvgMCAIA3uXgH9FatWlmYBAC8m0OT0AEA8Da2FbBq1qypyMhIi9MAgPeigAAAoEsnoAPutnr1atWoUUM1atSwb4YJeCuHhmABAOBNUlNTtW/fPkkUEFgjNzdXBw8etB8D3swpBWTVqlWaN2+etm7dqrS0NOXn52vhwoWXvOfUqVPKy8tTUFCQIiIinHFZAACcYtWqVfZjdkCHFaKiojR69Gj7MeDNSlRAdu/erZEjR2rZsmX250zTvOIKWW+88YbGjRunyMhIHTlyRL6+viW5NAAATmOb/+Hr66tmzZpZnAZlUa1atfTBBx9YHQNwC4fngKxdu1YtW7bUsmXLZJqm/XE1jz76qEzTVGpqqubPn+/oZQEAcDrbHZDGjRurXLlyFqcBAO/mUAE5d+6c+vTpo8zMTPn6+uqll17Sjh07NGXKlKuec/PNN6tp06aSpAULFjgUFgAAZzNN015AWH4XAFzPoSFYn3zyiQ4fPizDMPTdd9+pb9++kqStW7de87xbbrlF69evZ3UHAECpcfDgQZ06dUqS1LJlS4vToKy6eIRIYmIiS0HDqzlUQH744QcZhqGePXvay8eNqF+/vqQLc0cAACgNLp6Azh0QWGXnzp0aMmSIJCkpKYkCAq/m0BCsLVu2SJJ69epVrPNsq1+lp6c7clkAAJzOVkCCgoLUsGFDi9MAgPdz6A7ImTNnJElVqlQp1nnXmqQOAIAVbMOCmzZtKn9/f4vToKxq2bKlDh8+LEmqXLmyxWkA13KogISHh+v06dPKzMws1nm2v1iVKlVy5LIAADhVUVGRvYAw/ApWCgwMVLVq1ayOAbiFQ0Ow4uLiJElr1qwp1nm2zQkbNGjgyGUBAHCqXbt22X+YRgEBAPdwqIB069ZNpmnqu+++u+G7IOvXr9e8efNkGIa6d+/uyGUBAHCqi1dlZAUsAHAPhwrIQw89JD8/P6WlpWn48OEqKCi45vv37t2r/v37yzRNBQcHa+TIkQ6FBQDAmWwT0MPCwlS3bl2L06AsW7t2rRo2bKiGDRtq7dq1VscBXMqhAlKzZk0999xzMk1Ts2bNUtOmTfXpp59q79699vds3bpVc+fO1ZNPPqkmTZpo7969MgxDf/3rX5kDAgAoFWwFpEWLFvLxcehbIuAU586d09atW7V161adO3fO6jiASzk0CV2SXn/9dR06dEiTJ0/Wtm3bNGrUKEmSYRiSpEaNGtnfa1v9auTIkXruuedKkhcAAKcoKCjQunXrJDH8CtaLjIzUsGHD7MeAN3O4gBiGoa+++kodO3bUa6+9pmPHjl31vZGRkfrb3/6mRx991NHLAQDgVBf/pJkJ6LBanTp19OWXX1odA3ALhwuIzahRo3T//fdr/vz5Wrp0qfbv36/09HSFhoYqJiZGnTt3Vs+ePRUcHOyMvAAAOMXFE9ApIADgPiUuIJIUEBCgO++8U3feeaczPg4AAJezzf+oVKmSfXl5AIDrOaWAAADgaWwFpGXLlvb5i4BVTp8+raSkJElSx44dWbAHXo0CAgAoc3Jzc7Vx40ZJDL9C6bB9+3b16dNHkpSUlKQOHTpYGwhwIdYcBACUORs3blR+fr4kVsACAHcr0R2QjIwMff755/r555+1efNmnTlzRrm5udc9zzCM625eCACAq9iGX0ncAUHp0Lx5c23fvl2SFBsba3EawLUcLiBLly7VwIEDdeLECUn/2+sDAIDSzrYCVnR0tKKjoy1OA0jlypVT3bp1rY4BuIVDBWT//v3q1auXcnJy7MUjJiZGMTExCgwMdGpAAACc7eIJ6AAA93KogLz55pvKzs6WYRi6/fbb9d5779HaAQAeITs7W1u3bpXE8CsAsIJDk9AXLFggwzDUvHlz/fjjj5QPAIDHWLdunYqKiiRRQFB6bNiwQW3atFGbNm20YcMGq+MALuXQHZAjR45IkoYPHy4fHxbSAgB4josnoLdo0cLCJMD/nD17VitXrrQfA97MoQISHBys3NxcVa1a1dl5AABwKVsBiY+PV+XKlS1OA1xQqVIl9evXz34MeDOHCkidOnWUkpJiXwELAABPYVsBi+FXKE3q1aun6dOnWx0DcAuHxk8NHDhQpmnqxx9/dHYeAABcJj09Xbt27ZLEClgAYBWHCsioUaOUkJCgefPmaebMmc7OBACAS6xZs8Z+zB0QALCGQwUkMDBQs2bNUr169TRw4EC99tprSk9Pd3I0AACcyzb/w7aSI1BapKena+HChVq4cCH/poLXu+YckK5du17z5KCgIOXn5+vVV1/V2LFjVbduXVWuXPm6K2MZhqGFCxcWPy0AACVgKyB169ZV+fLlLU4D/M+WLVvUvXt3SVJSUpI6dOhgcSLAda5ZQBYvXizDMK75AbbXCwsLtW3btute0DTN634mAACuwAR0ALDedVfBMk3zhj+sOO8FAMCdTp48qYMHD0piAjpKnyZNmtjv0NWrV8/iNIBrXbOA2HaKBQDA09nufkjcAUHpExoaSjFGmcE25gCAMsFWQHx9fdWkSROL0wBA2UUBAQCUCbYC0rBhQwUHB1ucBgDKLgoIAKBMsBUQhrmgNNq8ebO6deumbt26afPmzVbHAVzqupPQb0RBQYGSkpK0cuVKHT16VFlZWQoLC1N0dLTatGmjjh07ytfX1xmXAgCg2I4ePapjx45JooCgdMrIyNCvv/5qPwa8WYkKSFFRkd5++22NGzdOJ06cuOr7oqKi9PTTT+uZZ5657h4hAAA4GxPQUdpVqFBBPXr0sB8D3szhApKenq477rhDKSkpkq69BO+xY8f04osvaubMmfrpp5/4iwUAcCvb8qb+/v5q1KiRxWmAyzVs2FDz58+3OgbgFg4VENM0deedd2rFihWSJB8fHyUmJqp79+6qXbu2QkJClJ2drd27d+uXX37RggULVFhYqBUrVuiuu+7Sb7/95tTfBAAA12K7A9K4cWMFBgZanAYAyjaHCsjnn3+u5ORkGYahm2++Wd99952aNm16xfc+88wz2rBhgwYOHKgdO3YoOTlZX3zxhUaMGFGC2AAA3BjTNJmADgCliEMTMiZNmiRJCg8P16JFi65aPmyaNGmihQsX2odeTZw40ZHLAgBQbAcPHtSpU6ckUUBQemVlZSklJUUpKSnKysqyOg7gUg4VkE2bNskwDI0cOVLR0dE3dE50dLQeeOABmaapTZs2OXJZAACK7eIJ6BQQlFYbN25U27Zt1bZtW23cuNHqOIBLOVRAsrOzJUktWrQo1nnNmzeXJOXk5DhyWQAAis1WQIKCgtSwYUOL0wAAHJoDEh0drX379qmwsLBY59neX7VqVUcuCwBAsdlWwGratKn8/f0tTgNcWUJCghYtWmQ/BryZQ3dAOnXqJElKTk4u1nm2ieudO3d25LIAABQLE9DhKcLDw3Xrrbfq1ltvVXh4uNVxAJdyqIA89thj8vHx0RdffKFt27bd0Dnbtm3TF198IV9fXz322GOOXBYAgGLZs2ePfVdpCggAlA4OFZAWLVrorbfeUm5urrp27ao5c+Zc8/0///yzunXrpry8PL3zzjv2uSAAALgSE9ABoPRxaA7IxIkTFRERob59+2rGjBm66667VK9evStuRLhgwQJt375dktSvXz+Fh4dfcxneYcOGOfY7AQDgd2wFJDg4WPXq1bM4DXB127Zt05/+9CdJ0j//+U/Vr1/f4kSA6zhUQEaMGCHDMCRJhmHINE1t377dXjR+zzRNGYahGTNmaMaMGVf9XMMwKCAAAKexFZDmzZvL19fX4jTA1aWlpWnWrFmSpBdeeMHiNIBrOVRApAul4lq/vt77AQBwpcLCQq1Zs0aS1KpVK4vTANcWFhamdu3a2Y8Bb+ZQAfn888+dnQMAAKfauXOnzp49K4n5Hyj9GjduXOzVRQFP5VABGT58uLNzAADgVExAB4DSyaFVsAAAKO1sBaR8+fK6+eabLU4DALBxeA4IAAClma2AtGjRQj4+/LwNpVtOTo727dsnSYqPj1dwcLDFiQDX4b/IAACvU1BQoHXr1kli+BU8w7p165SQkKCEhAT7n13AW1FAAABeZ+vWrTp37pwkVsACgNKGIVgAAK/DBHR4mvr162v27Nn2Y8CbUUAAAF7HVkAiIiIUFxdnbRjgBkREROjOO++0OgbgFgzBAgB4HVsBadmypQzDsDgNAOBiFBAAgFfJy8vThg0bJDH8CgBKIwoIAMCrbN68WXl5eZIoIPAcO3fu1JAhQzRkyBDt3LnT6jiAS1FAAABeZdWqVfZjCgg8RWpqqiZPnqzJkycrNTXV6jiASzEJHQDgVWwF5KabblJMTIzFaYAbExwcrEaNGtmPAW9GAQEAeBUmoMMTNWvWTBs3brQ6BuAWDMECAHiNnJwcbd68WRIbEAJAaXXNOyATJ0502YWHDRvmss8GAJRN69evV2FhoSQKCACUVtcsICNGjHDJ7WvDMCggAACnYwd0eKrc3FydOHFC0oX5S4GBgRYnAlznukOwTNN0yQMAAGezTUCPjY1VlSpVLE4D3LjVq1erRo0aqlGjxiVFGvBG17wD8vnnn1/z5FmzZmnmzJmSpPr166tbt266+eabFRISouzsbO3evVsLFy7Utm3bZBiG+vbtq7vuust56QEAuIitgDD8CgBKr2sWkOHDh1/1tXfeeUczZ87UTTfdpP/7v//THXfccdX3/vzzz3rwwQc1c+ZMdezYUU899ZTDgQEAuJLMzEzt2LFDEsOv4Hnq1Kmjb775xn4MeDOHluFduXKl/vSnPyk4OFiLFy9W3bp1r/n+nj17atGiRWrevLleeOEFdezYkW8OAACnWrNmjf2YOyDwNJGRkRo4cKDVMQC3cGgZ3g8++ECFhYW6//77r1s+bOrUqaMRI0aooKBA48ePd+SyAABc1cU7oLdo0cLCJACAa3GogPz2228yDENt27Yt1nnt2rWTJC1dutSRywIAcFW2ibt16tRRhQoVrA0DALgqhwrIsWPHSnTR48ePl+h8AAB+z3YHhCG+8ES7d+/WI488okceeUS7d++2Og7gUg4VkPLly0uSUlJSinWe7f2hoaGOXBYAgCtKTU3V/v37JTH/A57pxIkT+vjjj/Xxxx/b9wMBvJVDBaRZs2YyTVOfffaZdu3adUPn7Nq1S5999pkMw1CzZs0cuSwAAFd08b4JFBB4osDAQMXHxys+Pp5NCOH1HCogI0aMkCSdO3dOt956q+bOnXvN98+bN09dunRRTk6OJGnkyJGOXBYAgCuyFRAfHx81bdrU2jCAA1q2bKm9e/dq7969DCOE13NoGd6BAwdq0qRJmjNnjo4fP65evXqpbt269o0Ig4ODlZOTo927d+vXX3/V9u3b7efecccdGjBggNN+AwAA2OZ/NGzYUCEhIRanAQBci0MFRJKmTZumgQMHatasWZKkHTt22DeA+j3TNCVJvXv31rfffuvoJQEAuIxpmuyADgAexKEhWJIUFBSk77//XpMnT7bPCbnao3nz5vr666/1/fffKygoyJn5AQBl3NGjR+2rKzJ0BZ4qPz9faWlpSktLU35+vtVxAJdy+A6IzaBBgzRo0CAdOHBAK1eu1NGjR3X27FmFhoaqWrVqat26tWJjY52RFQCAy1y8ASF3QOCpVq5cqY4dO0qSkpKS1KFDB4sTAa5T4gJiU6NGDdWoUcNZHwcAwA2xFZCAgAA1atTI4jQAgOtxWgEBAMAKthWwGjduzPKl8Fi1atXSJ598Yj8GvJnTCkh+fr727duntLQ05eXlqVOnTs76aAAArsg0TXsBYfgVPFlUVJQefPBBq2MAblHiAvLrr7/qnXfe0eLFi3X+/HlJkmEYKigouOR9//3vf7V+/XrFxMRozJgxJb0sAADau3ev0tLSJFFAAMBTOFxAioqK9Nhjj2nChAmS/rfU7tVERkbq008/lY+Pj4YPH858EQBAiV08AZ0VsADAMzi8DO9TTz2ljz/+WKZpKiwsTIMGDVK/fv2u+v4+ffqofPnyMk1Ts2fPdvSyAADY2YZfBQcHq379+hanARy3b98+Pffcc3ruuee0b98+q+MALuVQAVmzZo3Gjx8vwzDUtWtX7d27V5MnT9bQoUOveo6/v7+6d+8u0zS1ZMkShwMDAGBjuwPSvHlz+fmxrgo819GjR/XOO+/onXfe0dGjR62OA7iUQwXk448/liTddNNNmjlzpiIiIm7ovObNm0uStm7d6shlAQCwKyws1Jo1ayQx/Aqez9/fX5GRkYqMjJS/v7/VcQCXcujHRUuXLpVhGBoxYoTCwsJu+Lzq1atLko4cOeLIZQEAsNuxY4eys7MlMQEdnq9169Y6efKk1TEAt3DoDoitQDRu3LhY5wUHB0uScnJyHLksAAB27IAOAJ7JoQJiW/HKx6d4p2dmZkpSse6aAABwJbYCEh4ezsZtAOBBHCogkZGRkqQDBw4U67wNGzZIkqKjox25LAAAdrYC0rJly2L/QAwobYqKipSXl6e8vDwVFRVZHQdwKYf+i92qVSuZpqmffvrphs8pKCjQtGnTZBiG2rdv78hlAQCQJOXl5Wn9+vWSGH4F77B8+XIFBgYqMDBQy5cvtzoO4FIOFZA+ffpIkn777TfNmTPnhs555ZVX7MvK/eEPf3DksgAASLpwRz0vL0+S1KZNG4vTAACKw6ECMnDgQNWtW1emaWrAgAH65ptvrvre1NRUPfroo3rzzTdlGIbatGmj7t27OxwYAICVK1faj1u3bm1hEsA54uPj9d577+m9995TfHy81XEAl3JoGV4fHx9NnTpVHTp0UFZWloYMGaIXX3xRVatWtb/nD3/4gw4dOqS1a9eqsLBQpmmqYsWKmjx5stPCAwDKJlsBiYmJYV4hvEJ0dLSeeuopq2MAbuHwrL2EhAQtXrxY8fHxMk1Thw8f1urVq2UYhiRpxowZWrVqlQoKCmSapuLi4rRkyRJaPQCgxFJSUiRx9wMAPFGJlg1p1qyZNm/erHHjxql58+YyDEOmaV7yaNiwod58801t2bJFCQkJzsoNACij0tPTtWPHDkkUEADwRA4NwbpYuXLl9Mc//lF//OMflZWVpUOHDik9PV2hoaGqVq2aKlWq5IycAABIklavXm0/ZgI6vMXBgwf12WefSZJGjhyp2NhYixMBrlPiAnKxsLAwNWjQwJkfCQDAJWzzPwzDUIsWLSxOAzjHoUOH9Oqrr0qSevToQQGBV3NoCNbJkyednQMAgBtim//RoEEDhYWFWZwGcA4fHx+VK1dO5cqVY2NNeD2H/oTHxMTorrvu0tSpU+3rsAMA4GqmaTIBHV6pXbt2ysnJUU5Ojtq1a2d1HMClHCogBQUFmjNnjgYOHKibbrpJo0aNUlJSkrOzAQBwicOHD+vEiROSmP8BAJ7KoQKSkJBgX+UqIyNDn376qTp37qybb75Zr776qvbu3evsnAAA2O9+SNwBAQBP5VAB2bhxo9atW6ennnpKUVFR9jKyb98+vfbaa6pdu7ZuueUWffrpp8rMzHR2ZgBAGWWbgB4UFMTS7gDgoRye5dSkSRO9++67Onz4sH7++WcNGjRIQUFB9jKSnJysUaNGKSoqSgMGDNBPP/2koqIiZ2YHAJQxtgLSokUL+fv7W5wGcJ7k5GQFBAQoICBAycnJVscBXKrEyyz4+Pjotttu0+TJk3XixAl9/vnn6tKli6QLkwXPnz+vadOmqXfv3oqOjtYzzzyjdevWlTg4AKBsKSwstO8BwvAreBvTNJWfn6/8/HyZpml1HMClnLrOW2hoqIYPH66FCxfqwIEDev3111W/fn37XZGTJ0/q/fffV6tWrZx5WQBAGbB161ZlZ2dLooDA+8TGxmrs2LEaO3Yse4DA67lsoemYmBj9+c9/1pYtW7R69Wo98cQTCggIsJcRAACKwzb8SqKAwPtUr15dL7/8sl5++WVVr17d6jiAS7l8p5u9e/dq1qxZ+umnn5Sfn+/qywEAvJStgFSuXFnx8fEWpwEAOMrPFR+anp6u7777ThMnTtSKFSvsz9vufHBrEQBQXBdvQGgYhsVpAACOcloBKSws1E8//aSJEyfqp59+su+QbisdoaGhuueeezRs2DD7JHUAAG5Edna2Nm/eLInhV/BOR44c0TfffCNJGjRokKpVq2ZxIsB1SlxAVq1apYkTJ+q7777T6dOnJf2vdPj4+Khbt24aNmyY+vXrp+Dg4JJeDgBQBq1bt06FhYWS2AEd3mn//v16/vnnJUnt2rWjgMCrOVRADh06pK+++kpfffWVdu7cKUmXTCyvX7++hg0bpiFDhvAXCABQYhfvgM5KigDg2RwqIHFxcfZjW/GoXLmyBg4cqGHDhqlly5ZOCQcAgPS/Cei1atVSpUqVLE4DOF/79u3td/mY4wRv51ABsZWOgIAA9erVS8OGDVOvXr3k5+eSOe0AgDLOVkCY/wFvZRgGxQNlhkONoVWrVho+fLgGDRqkihUrOjsTAAB2J0+e1P79+yUx/wMAvIFDBeTisbgAALgSGxACgHdxaCNCX19f+fr6atiwYc7OAwDAJWwFxM/PT02bNrU2DOAiKSkpioiIUEREBD/ohddz6A6Ir6+vCgsL1blzZ2fnAQDgErYC0qRJE5UrV87iNIBrFBQU6MyZM/ZjwJs5VEBuuukmHT16VGFhYc7OAwCAnWmaTEBHmVCtWjW9+OKL9mPAmzlUQBISEnT06FHt2bPH2XkAALDbvXu3/afCFBB4s7i4OP3zn/+0OgbgFg7NARk0aJBM09S33357yQaEAAA40/Lly+3HrIAFAN7BoQIydOhQ3XLLLdq0aZOeeuopJ0cCAOACWwGpUKGC6tata3EaAIAzOFRADMPQDz/8oJ49e2r8+PFq3bq1vvjiC+3Zs0e5ubnOzggAKKNsBaRt27by8XHoWxbgEY4fP66PPvpIH330kY4fP251HMClHF4Fy8Y0Ta1Zs0YPPPDADZ9vGAYrPAAArikrK0ubNm2SJLVr187iNIBr7dmzR48++qgkqVGjRoqKirI4EeA6DhWQ38/7YB4IAMDZVq1apaKiIkkUEADwJg4VkE6dOskwDGdnAQDAzjb8yjAMJqDD67Vp00YZGRmSpODgYIvTAK7lUAFZvHixk2MAAHApWwFp2LChypcvb3EawLX8/Pz4c44ygxl9AIBSxzRNrVixQhLDrwDA21BAAAClzq5du3T69GlJFBAA8DYUEABAqXPxBoQUEJQFq1atUmxsrGJjY7Vq1Sqr4wAu5dAckIsVFRVp+vTpmjdvnrZu3aq0tDTl5+drz549l7xv8+bNyszMVHh4uBo2bFjSywIAvJitgFSsWFF16tSxOA3genl5eTp06JD9GPBmJSogy5Yt07Bhw7R//377c6ZpXnGFrOnTp+u1115T+fLldezYMQUFBZXk0gAAL8YGhChroqKi9Nhjj9mPAW/m8H/V58+fr65du2r//v0yTVO+vr4KDw+/6vsffvhhSVJmZqbmzJnj6GUBAF4uMzOTDQhR5tSqVUvjx4/X+PHjVatWLavjAC7lUAFJT0/XoEGDlJ+fr9DQUE2YMEHp6en6/PPPr3pO1apV1bZtW0nSwoULHUsLAPB6K1eutG9wSwEBAO/jUAH54IMPdObMGfn5+Wnu3Ll68MEHb2jTnPbt28s0Ta1du9aRywIAygDb8CsfHx+1bt3a4jQAAGdzaA7InDlzZBiG7rnnnmL9dKpu3bqSpL179zpyWQBAGWArIAkJCWzMhjLj5MmTmj9/viQpMTFRVapUsTgR4DoOFZCdO3dKkrp161as8ypUqCBJysjIcOSyAAAvV1RUxAaEKJN27dqloUOHSpKSkpIoIPBqDg3ByszMlCRFREQU67z8/HxJkp9fiVf/BQB4oZ07d+rMmTOSKCAA4K0cagIRERE6efKkfZfaG2Vbrrdy5cqOXBYA4OXYgBBlVatWrXTkyBFJ/DsJ3s+hOyA333yzpEu/UdyIuXPnyjAMNWnSxJHLAgC8nO37SqVKlVS7dm2L0wDuExAQoOjoaEVHRysgIMDqOIBLOVRAEhMTZZqmpk2bpuPHj9/QOQsXLtRvv/0mSbrtttscuaxlli9frt69e9sfAADXuHgDwittagsA8HwOFZCHH35YwcHBys7OVv/+/a87qXz58uUaNGiQJKlixYoaPny4I5e1RE5Ojj7++GOrYwCA18vIyNCWLVskMfwKALyZQwXkpptu0j/+8Q+Zpqnly5erbt26evnll+0rl0gXlur96KOPdPfdd+uWW27RqVOnZBiGxo0bp5CQEKf9Blztyy+/VFpamn0JYQCAa7ABIcqytWvXqkGDBmrQoAH7pcHrObwc1R//+EedPHlSb7zxhv2rJPst87vuusv+Xts3lFdffVVDhgwpSV632rZtm+bOnas6deooMTFRO3bssDoSAHgtNiBEWXbu3Dlt27bNfgx4M4fugNj8/e9/108//aRmzZrJNM2rPhISEvTjjz/q5ZdfdlZul8vPz9f48eNlGIZGjx4tH58S/U8FALgOWwFp1KiRQkNDLU4DuFeVKlU0fPhwDR8+nD1A4PVKvCHH7bffrttvv12bN2/W0qVLtX//fqWnpys0NFQxMTHq3LmzWrRo4YysbjV9+nQdOnRIvXv3Vs2aNbVv3z6rIwGA1yoqKrIXEIZfoSyqXbu2vvjiC6tjAG7htB0BExISlJCQ4KyPs9Thw4c1depUVapUSYMHD7Y6DgB4ve3bt9sXNKGAAIB3Y1zR75imqQ8++ED5+fl66KGHFBwcbHUkAPB6bEAIAGWH0+6AXElhYaG2bNmigoIC1a1b1yNWv5o/f762bNmili1bqn379lbHAYAywVZAKleubN/sFihLTp8+bd8v7ZZbblGlSpUsTgS4jkMFJDs7W/PmzZMktWzZUrGxsZe9Z+LEiXr22WeVlpYmSQoKCtKTTz6p119/3ambSy1YsEAffPCBQ+dWqVJFEyZMsP/6zJkz+uKLLxQQEKCHH37YWREBANdh+4dX+/bt2YAQZdL27dvVt29fSVJSUpI6dOhgcSLAdRwqINOmTdP9998vX19f7d2797LX586dqxEjRsgwDPsSvOfOndO//vUvZWdn6/333y9Z6ouYpqmioiKHzv39eRMmTFB2draGDh2qqKioEuWaNGmSvv766yu+durUqRJ9NgB4kxMnTmjnzp2SLvzkFwDg3RwqIL/88oskqXXr1qpevfplr7/44ouSLpSDJk2aKD4+XgsXLlRWVpY++OADjRw5Uk2aNClB7P9JTExUYmJiiT9n06ZNWrZsmapWraqePXtetgZ3fn6+/dj2mp+fn/z9/a/4ednZ2Tp58uQVX3O0MAGAN0pKSrIfU0BQVjVv3ty+39iV/m0FeBOHCsjWrVtlGIY6dep02Wvr16/Xpk2bZBiGHn/8cfvdjp07d6pFixbKycnRZ5995tS7IM5gKwvHjh277spXAwYMkHRhs8WHHnroiu8JCQm56jre7CkCAP9jG34VHBys5s2bW5wGsEa5cuVUp04dq2MAbuFQAbENIapbt+5lr82fP//CB/v5acyYMfbn69Spo/79++vLL7/UsmXLHLmsRxkyZMhVd32PiYnRkSNH3JwIAEonWwFp167dVe8qAwC8R4kKSPny5S97zXYrvW3btpet4NC6dWt9+eWXV5w3YrVu3bqpW7duV3194cKF9rs2s2bNclcsAPBqmZmZWr9+vSSGXwFAWeHQWCDbHAbbplEXW758uQzDuOI3ksjISEnS2bNnHbksAMDLJCcn27+nUEBQlm3YsEGtW7dW69attWHDBqvjAC7l0B2QSpUq6dixYzpw4MAlz69fv16nT5+WYRhX3EjKNnk7ICDAkcsCALyMbfiVn5+f2rZta3EawDpnz57VqlWr7MeAN3PoDkjjxo1lmqamTp16yfNffvnlhQ/18VHHjh0vO+/gwYOSpKpVqzpyWQCAl7EVkBYtWig4ONjiNIB1KlWqpHvuuUf33HMPmxDC6zl0B+Tuu+/W3LlztX37dg0aNEjDhw/XmjVr9MEHH8gwDHXv3l3h4eGXnWdr9leavF7aXW+OCACgeHJzc7Vy5UpJDL8C6tWrp2nTplkdA3ALhwrI/fffr3fffVe7du3SlClTNGXKFEkX9v3w9fXVK6+8ctk5OTk5+uWXX2QYhlq3bl2y1AAAj7dq1Srl5uZKooAAQFni0BCsgIAAzZs3T82aNZNpmvZHcHCwPvroI7Vv3/6yc7799lvl5ORIkrp27Vqy1AAAj2cbfiVJHTp0sDAJAMCdHLoDIklxcXFas2aN1qxZo927dyskJEQdOnRQxYoVr/j+oKAg/fWvf5VhGFcsKACAssVWQBo2bMiYd5R56enpWr16tSSpZcuWqlChgrWBABdyuIDYtGjRQi1atLju+663uzgAoOwoLCy0b0rbqVMni9MA1tuyZYt69Ogh6cKeatwVhDdzaAgWAAAlsWnTJmVmZkpi/gcAlDUlvgNysZMnT+ro0aPKyspSWFiYoqOjVaVKFWdeAgDgBS6e/0EBAaQmTZpozZo1kqQ6depYnAZwrRIXkAMHDug///mPpk2bpkOHDl32emxsrP7whz/oscceU40aNUp6OQCAF7AVkLi4OMXExFicBrBeaGiomjdvbnUMwC1KNATrgw8+UMOGDfXee+/p0KFDl6yIZXscPHhQ77zzjho2bKj//ve/zsoNAPBQpmlq6dKlkrj7AQBlkcN3QN544w29/PLLki58M/Hx8VGDBg1Uu3ZthYSEKDs7W7t379bWrVtVVFSknJwcPfHEE8rMzNSf/vQnp/0GAACeZffu3Tpx4oQkCggAlEUO3QFZu3atxowZYy8eTz/9tA4ePKhNmzZpxowZ+uqrrzRjxgxt3LhRhw4d0rPPPitfX1+ZpqlXXnlF69atc/bvAwDgIZj/AVxu8+bN6tq1q7p27arNmzdbHQdwKYcKyH/+8x8VFhbKMAxNmjRJ77zzjqKjo6/43qpVq+qtt97S5MmTJUlFRUX697//7XhiAIBHsxWQyMhI1a1b1+I0QOmQkZGhRYsWadGiRcrIyLA6DuBSDhWQRYsWyTAM3XnnnRowYMANnXPvvfeqd+/eMk1TixYtcuSyAAAvYCsgHTt2lGEYFqcBSocKFSooMTFRiYmJbEIIr+fQHBDb2N0777yzWOf16tVLs2bNsp8PAChbjh07pj179khiA0LgYg0bNtS8efOsjgG4hUN3QGzNvLgN3dHzAADegfkfAACHCkiDBg0kSbt27SrWebt3777kfABA2WIrIKGhoWrSpInFaQAAVnCogAwZMkSmaWrixInKy8u7oXPy8vL0xRdfyDAMDR061JHLAgA8nK2AtG/fXn5+Jd4LF/AaWVlZWrFihVasWKGsrCyr4wAu5VABGTFihG699Vbt3LlT9913n86dO3fN958/f15DhgzRrl271KVLF40YMcKRywIAPNiZM2e0ceNGSQy/An5v48aNateundq1a2f/ewJ4K4cKiGEY+uGHH9SvXz9Nnz5d9evX19tvv61169bp7NmzMk1TZ8+e1fr16/XWW2+pfv36mj59uvr376/vv//eyb8FAIAnWLx4sUzTlCR16dLF4jQAAKtc8/63r6/vDX3IwYMH9eKLL171dds3nOnTp2v69OkyDEMFBQXFiAkA8HS//vqrJCkkJEStWrWyOA1QuiQkJGjx4sX2Y8CbXbOA2IrDjbiR9xbn8wAA3mXhwoWSLiy/GxAQYHEaoHQJDw9X586drY4BuMU1C0inTp3YJAoAUGJHjx7Vtm3bJEldu3a1OA0AwErXLCC2W4EAAJTEokWL7MfdunWzMAkAwGoOTUIHAKA4bMOvIiIi2P8DuIKtW7eqd+/e6t27t7Zu3Wp1HMClKCAAAJcyTdNeQLp06SIfH771AL935swZzZ49W7Nnz9aZM2esjgO4FLtAAQBcau/evTp48KAkhl8BVxMWFqb27dvbjwFv5pQCsmnTJs2YMUMrVqzQsWPHlJWVpbCwMEVHR6tNmza65557WFIOAMoo290PiQnowNU0btxYy5YtszoG4BYlKiDHjx/Xgw8+qJ9//vmKr2/atEnz5s3Ta6+9pl69emnChAmKiooqySUBAB7Gtv9HtWrVVKdOHYvTAACs5vBA3L1796p58+b6+eefZZrmdR8//fSTWrRoof379zsxPgCgNCsqKrIXkG7durG0OwDAsQJSVFSku+++W8ePH5dpmoqKitJrr72mlJQUnTlzRvn5+Tpz5oxSUlL06quvqmrVqjJNU8eOHVPv3r1VVFTk7N8HAKAU2rJli1JTUyUx/Aq4luzsbG3evFmbN29Wdna21XEAl3KogHz11VfasmWLDMNQz549tX37dr388stq1aqVwsPD5evrq/DwcLVq1UqvvPKKtm/frjvuuEPShW9GkydPdupvAgBQOjH/A7gx69evV6NGjdSoUSOtX7/e6jiASzlUQKZPny5JqlGjhqZNm6by5ctf8/1hYWGaOnWq4uLiJElTp0515LIAAA9jG35Vu3ZtVa9e3eI0AIDSwKECsm7dOhmGofvvv1/lypW7oXPKlSunkSNHyjRNrVu3zpHLAgA8SEFBgZYsWSKJ5XeB66lfv75+/PFH/fjjj6pfv77VcQCXcmgVrFOnTkmS6tatW6zzbKuf2M4HAHiv1atXKzMzUxIFBLieiIgI9erVy+oYgFs4dAfEdtcjKyurWOfZ3n+jd00AAJ7LNvxKkm699VbrggAAShWHCkhsbKwkacGCBcU6b/78+ZecDwDwXrYJ6E2bNlXlypUtTgMAKC0cKiDdunWTaZqaNm3aDZeQ+fPna9q0aTIMQ927d3fksgAAD3H+/Hn7rs6sfgVc344dOzR48GANHjxYO3bssDoO4FIOFZBHH31Ufn5+Mk1Tffr00bvvvqtz585d8b3nz5/Xu+++q759+8o0Tfn5+emRRx4pUWgAQOmWnJys3NxcScz/AG7EqVOn9M033+ibb75hriy8nkOT0G+++WaNGTNGY8aM0fnz5/X888/r1VdfVYcOHVSnTh2FhIQoOztbu3btUlJSks6ePSvTNGUYhsaMGaObb77Z2b8PAEApYpv/4efnp1tuucXiNEDpFxwcrMaNG9uPAW/mUAGRpJdfflm5ubl64403VFRUpKysLM2bN0/z5s275H2maUqSfHx89NJLL+kvf/lLyRIDAEo92/yP1q1bKywszOI0QOnXrFkzbdiwweoYgFs4NATLZuzYsVq2bJn69u2rwMBAmaZ52SMwMFD33HOPkpOT9dprrzkrNwCglMrMzNSqVaskMfwKAHA5h++A2LRp00bTp09XXl6eNmzYoGPHjikrK0thYWGqWrWqmjZtKn9/f2dkBQB4gKVLl6qwsFASE9ABAJcrcQGxCQgIUKtWrZz1cQAAD2UbiluuXDm1a9fO4jSAZzh//rxOnDghSbrpppsUFBRkcSLAdUo0BAsAgIuZpqk5c+ZIunD3IzAw0OJEgGdYs2aN4uLiFBcXpzVr1lgdB3ApCggAwGl27dqlvXv3SpLuuOMOi9MAAEojpw3BAgDAdvdDknr27GlhEsCz1KlTR99++639GPBmFBAAgNPYCki9evUUHx9vcRrAc0RGRmrAgAFWxwDcgiFYAACnyM7O1pIlSyQx/AoAcHUUEACAU/z666/Ky8uTRAEBAFwdBQQA4BS24VehoaHq2LGjxWkAz7J7926NGjVKo0aN0u7du62OA7gUBQQAUGIXL7/brVs3lt8FiunEiROaMGGCJkyYYN8PBPBWTEIHAJTYtm3bdPDgQUkMvwIcERQUpJo1a9qPAW9GAQEAlBjL7wIl06JFC+3Zs8fqGIBbMAQLAFBitgKSkJCg6tWrW5wGAFCaUUAAACWSmZmppKQkSQy/AgBcH0OwAAAlsnDhQuXn50uigACOys/PV2ZmpiSpfPny8vf3tzgR4DrcAQEAlIht+FX58uXVvn17i9MAnmnlypWqXLmyKleurJUrV1odB3ApCggAwGGmaernn3+WJPXo0YOf2gIAroshWAAAh23atElHjhyRxPAroCRuvvlmffrpp/ZjwJtRQAAADrt4+d3bb7/dwiSAZ7vpppv0wAMPWB0DcAuGYAEAHGYrIE2bNlV0dLTFaQAAnoACAgBwSHp6upKTkyUx/AoAcOMYggUAcMiCBQtUWFgoid3PgZLat2+fxo8fL0l6/PHHFR8fb3EiwHUoIAAAh9iGX1WoUEFt27a1OA3g2Y4ePap3331XktSvXz8KCLwaBQQAUGyFhYX2ApKYmCg/P76dACXh7++vKlWq2I8Bb8Z3DABAsSUlJenkyZOSpD59+lgbBvACrVu31okTJ6yOAbgFk9ABAMU2Y8YMSVJAQIB69eplcRoAgCehgAAAiqWoqMheQBITE1W+fHmLEwEAPAlDsAAAxbJq1SodPnxY0oXJsgBKrqioSPn5+ZIuzAHx8eFnxPBe/OkGABTL9OnTJUm+vr7q3bu3xWkA77B8+XIFBQUpKChIy5cvtzoO4FIUEADADTNN015AunTpokqVKlmcCADgaRiCBQC4YRs3btTevXslSffcc4/FaQDvER8fr3HjxtmPAW9GAQEA3DDb3Q/DMFh+F3Ci6OhoPfnkk1bHANyCIVgAgBtmKyAdOnRQVFSUxWkAAJ6IAgIAuCHbt2/X1q1bJTH8CgDgOIZgAQBuiG3vD4nldwFnO3jwoP7v//5PkvTAAw8oNjbW4kSA61BAAAA3xDb8qlWrVvzjCHCyQ4cO6bXXXpN0YYNP/o7Bm1FAAADXtW/fPq1du1YSw68AV/Dx8VFwcLD9GPBmFBAAwHUx/ApwrXbt2ik7O9vqGIBbULEBANdlG37VqFEj1a5d2+I0AABPRgEBAFzT0aNHtXz5ckkMvwIAlBwFBABwTTNnzrQfU0AAACVFAQEAXJNt+FXt2rXVsGFDi9MA3ik5OVn+/v7y9/dXcnKy1XEAl2ISOgDgqk6dOqUlS5ZIunD3wzAMixMB3sk0TRUUFNiPAW9GAQEAXNWUKVNUVFQkieFXgCvFxsbq73//u/0Y8GYUEADAVU2cOFGSVLduXbVo0cLiNID3ql69uv7yl79YHQNwC+aAAACuaMeOHUpJSZEkDRs2jOFXAACnoIAAAK7oq6++kiQZhqEhQ4ZYnAYA4C0YggUAuExRUZG9gHTp0oUx6YCLHTlyRF9//bUkafDgwapWrZrFiQDXoYAAAC6zZMkSHTx4UNKF4VcAXGv//v164YUXJEnt27engMCrMQQLAHAZ2+Tz4OBg9evXz+I0AABvwh0QAMAlsrOzNW3aNElSv379FBYWZnEiwPu1b9/evuQ14O0oIACAS3z//fc6e/asJIZfAe7CKnMoSxiCBQC4hG34VbVq1dS1a1eL0wAAvA0FBABgd+TIEf3yyy+SpCFDhsjX19fiRAAAb0MBAQDYTZ482T4OfejQoRanAcqOFStWqGLFiqpYsaJWrFhhdRzApZgDAgCQJJmmqS+//FKS1KJFCzVs2NDiREDZUVhYqPT0dPsx4M0oIAAASdK6deu0detWSUw+B9ytWrVq+tOf/mQ/BrwZBQQAIOl/k8/9/Pw0aNAgi9MAZUtcXJzeeOMNq2MAbsEcEACA8vPz9fXXX0uS7rjjDkVGRlqcCADgrSggAADNnTtXqampkhh+BQBwLYZgAQD02WefSZIqVKigO++80+I0QNlz7Ngxff/995KkPn36qGrVqtYGAlyIAgIAZdzBgwc1a9YsSRf2/ggMDLQ4EVD27N27V6NHj5YkNW7cmAICr8YQLAAo4z788EP73h+PPfaYxWkAAN6OOyAAUIadP39en3zyiSSpR48eqlevnsWJgLKpbdu2yszMlCQFBwdbnAZwLQoIAJRh3333nU6fPi1JeuKJJyxOA5Rdvr6+CgsLszoG4BYMwQKAMso0Tf3nP/+RdGEPgjvuuMPiRACAsoACAgBlVEpKitasWSNJGj16tHx9fS1OBAAoCyggAFBGjR8/XpIUFBSkBx54wOI0QNm2atUqVa9eXdWrV9eqVausjgO4FHNAAKAMOn78uKZMmSJJuu+++xQREWFxIqBsy8vL0+HDh+3HgDejgABAGfTJJ58oPz9fkvT4449bnAZA1apV7X8X2QME3o4CAgBlTH5+vj766CNJUseOHdW0aVNrAwFQzZo17YtCAN6OOSAAUMbMnDlTR48elcTdDwCA+1FAAKCMsU0+r1q1qvr162dxGgBAWcMQLAAoQzZs2KDffvtNkvTII4/I39/f4kQAJOnkyZOaN2+eJOm2225TlSpVLE4EuA4FBADKENvdD39/fz388MMWpwFgs2vXLg0bNkySlJSURAGBV2MIFgCUEampqZo8ebIkqX///oqKirI4EQCgLOIOCACUEe+++67OnTsnSXryySctTgPgYq1atbIvDlGpUiWL0wCuRQEBgDLg9OnT9uFXiYmJatOmjcWJAFwsICCA/T9QZjAECwDKgHHjxuns2bOSpDFjxlicBgBQllFAAMDLnTlzRv/+978lSV26dFGHDh0sTgQAKMsoIADg5f79738rMzNTEnc/gNJq7dq1ql+/vurXr6+1a9daHQdwKeaAAIAXy8zM1Lhx4yRJt9xyizp37mxtIABXdO7cOW3fvt1+DHgzCggAeLHx48crPT1d0oW7H4ZhWBsIwBVVqVJFI0aMsB8D3owCAgBeKisrS++8844kqV27durWrZvFiQBcTe3atfX5559bHQNwC+aAAICX+vDDD5WWliaJux8AgNKDAgIAXig7O1tvv/22pAsbnN12220WJwIA4AKGYAGAF/r444+VmpoqibsfgCc4ffq0li5dKknq1KkTu6HDq1FAAMDLnDt3Tm+++aYkqVmzZurVq5fFiQBcz/bt29WvXz9JUlJSEvv1wKsxBAsAvMx///tfnThxQhJ3PwAApQ93QADAi5w8eVJjx46VJDVt2lS9e/e2OBGAG9G8eXPt3LlTkhQTE2NxGsC1KCAA4EVeeeUVZWRkSJLee+89+fhwoxvwBOXKlVPt2rWtjgG4Bd+ZAMBLrF+/Xp988okkqX///rr11lutDQQAwBVQQADAC5imqaeeekqmaSowMFBvvfWW1ZEAALgiCggAeIEZM2ZoyZIlkqTnnntOcXFx1gYCUCwbNmxQq1at1KpVK23YsMHqOIBLMQcEADzc+fPn9dxzz0mSqlatqj/96U8WJwJQXGfPntXq1avtx4A3o4AAgId79913tX//fknSv/71L4WGhlobCECxVapUSf3797cfA96MAgIAHuzo0aP6xz/+IUlq3bq17rvvPosTAXBEvXr1NHXqVKtjAG7BHBAA8GB//vOflZ2dLUl6//33WXYXAFDq8Z0KADxUSkqKJk6cKEkaMmSI2rZta3EiAACujyFYAOCBCgoK9Pjjj0uSgoOD9c9//tPiRABKIj09XatWrZIktWrVShUqVLA2EOBC3AEBAA/05ptv2lfMeemll1StWjWLEwEoiS1btigxMVGJiYnasmWL1XEAl6KAAICH2bBhg/72t79Jkpo1a6YXXnjB2kAAABQDQ7AAwIPk5eVp2LBhys/PV0BAgCZOnCh/f3+rYwEooSZNmmjt2rWSpNq1a1ucBnAtCggAeJDXXntNGzdulCSNHTtWCQkJFicC4AyhoaFq1qyZ1TEAt2AIFgB4iJSUFL3xxhuSpHbt2unZZ5+1OBEAAMVHAQEAD5CTk6Nhw4apqKhI5cqV05dffilfX1+rYwEAUGwUEADwAH/5y1+0c+dOSRdWwGKMOOBdNm3apC5duqhLly7atGmT1XEAl2IOCACUcosXL9a4ceMkSd26ddPo0aOtDQTA6TIzM7V48WL7MeDNKCAAUIplZmbq/vvvlySFhYXps88+k48PN68Bb1OhQgXdfvvt9mPAm1FAAKCUKioq0pAhQ7R//35J0vvvv6/Y2FhrQwFwiYYNG+rnn3+2OgbgFvwYDQBKqb/97W+aPXu2JOnee+/ViBEjrA0EAIATUEAAoBSaMWOGxo4dK+nCBmWfffaZDMOwOBUAACXHECwAKGU2bdqkYcOGSZIqVaqk77//XiEhIRanAuBKmZmZ2rJli6QLw7HKly9vcSLAdbgDAgClSFpamvr06aPs7Gz5+vpq6tSpiouLszoWABfbtGmT2rdvr/bt27MML7weBQQASomCggINGDBAe/fulSS9++676tKli8WpAABwLoZgAUAp8eKLL+qXX36RJI0YMUJPPPGExYkAuEtCQoKWLFliPwa8GQUEAEqBL774Qu+++64kqXXr1vrwww+ZdA6UIeHh4erUqZPVMQC3YAgWAFhs2rRpeuCBByRJUVFRmjFjhoKCgixOBQCAa1BAAMBCP/74owYNGqSioiKFhYVp1qxZqlatmtWxAABwGQoIAFhkwYIFuueee1RQUKDg4GDNmTNHrVq1sjoWAAts3bpVd911l+666y5t3brV6jiAS1FAAMACS5cu1d133628vDwFBQVp9uzZ6tixo9WxAFjkzJkz+vHHH/Xjjz/qzJkzVscBXIpJ6ADgZitWrFCvXr107tw5+fv7a+bMmeratavVsQBYKCwsTB06dLAfA96MAgIAbrR27VrdfvvtOnv2rHx9fTVlyhTdfvvtVscCYLHGjRsrKSnJ6hiAWzAECwDc5LffflP37t2VkZEhHx8fTZ48WX369LE6FgAAbkUBAQA3+Prrr9W9e3f72O7PPvtMAwYMsDgVAADuRwEBABcyTVOvv/667rvvPvuE86lTp2r48OFWRwNQimRnZ2vTpk3atGmTsrOzrY4DuBQFBABcJD8/Xw8++KBefvllSVJkZKQWLVqk/v37W5wMQGmzfv16NW7cWI0bN9b69eutjgO4FJPQAcAFMjIy1L9/f/3yyy+SpLp162rOnDmqWbOmxckAALAWBQQAnGzPnj26++67tWXLFklSp06dNHPmTEVERFicDEBpVb9+ff3000/2Y8CbUUAAwElM09SkSZM0evRonT17VpJ033336f/+7/8UGBhocToApVlERITuuOMOq2MAbsEcEABwgoyMDA0ZMkTDhg3T2bNnZRiG/va3v+mrr76ifAAAcBHugABACS1fvlyDBw/W/v37JUkxMTGaNGmSOnfubG0wAABKIe6AAICDCgsLNXbsWN1yyy328nHPPfdow4YNlA8AxbJjxw4NGjRIgwYN0o4dO6yOA7gUBQQAHLBmzRp16NBBY8aMUWFhoYKDg/XJJ59o6tSpTDYHUGynTp3St99+q2+//VanTp2yOg7gUgzBAoBiOH36tP7yl79owoQJMk1TktSsWTN9/fXXqlevnsXpAHiqkJAQNWnSxH4MeDMKCADcgMLCQn366ad66aWXlJaWJkkKCgrSn//8Z7344otMNAdQIk2bNmUDQpQZFBAAuI6UlBQ99thjWrNmjf25vn376t1331VcXJx1wQAA8EDMAQGAq1i1apV69+6ttm3b2stHnTp1NHfuXM2YMYPyAQCAA7gDAgC/s3z5co0dO1Y///yz/bmQkBC98sorevrppxUQEGBhOgDe6Pz58zp27JgkqWrVqgoKCrI4EeA63AEBgP8vKSlJiYmJat++vb18lCtXTk8//bR27dqlF198kfIBwCXWrFmjmjVrqmbNmpcM9wS8EXdAAJRpOTk5mjJlij766COlpKTYnw8ODtZjjz2mZ599VjfddJOFCQEA8C4UEABl0rZt2/Txxx/ryy+/VHp6uv350NBQPf7443rmmWcUGRlpXUAAZUrdunX13Xff2Y8Bb0YBAVBmZGVl6YcfftCnn36qJUuWXPJaXFycHn74YT388MOqVKmSRQkBlFWVK1fWvffea3UMwC0oIAC8WlZWlmbPnq0pU6Zo7ty5ys3Ntb/m4+Oju+66S4888ogSExPl48O0OAAAXI0CAsDrnD59WvPmzdPUqVP1888/X1I6JCk6OloPPfSQHnjgAVWvXt2ilAAAlE0UEAAeLz8/XytWrND8+fM1b948rV69WqZpXvKeqKgo3XPPPbr33nvVoUMH+fr6WpQWAC63e/duvfnmm5KkF154QTfffLPFiQDXoYAA8Dj5+flav369kpOTtWjRIv3666/Kysq67H033XST+vfvrz/84Q/q2LEjpQNAqXXixAl98sknkqThw4dTQODVKCAASr3U1FStWLFCycnJSk5O1qpVq3Tu3LnL3ufr66s2bdrotttuU2Jiolq1akXpAOARgoKCVKtWLfsx4M0oIABKjcLCQu3atUsbNmzQ+vXrtWHDBm3YsEFHjx696jk1a9ZUjx49lJiYqK5du6pChQruCwwATtKiRQvt3r3b6hiAW1BArqKoqEhLlizRkiVLtH//fmVmZiosLEw33XSTGjdurLvuukvh4eFWxwQ8UlZWlnbu3KkdO3Zc9rjSnQ2bgIAAtWzZUu3bt1e7du3Url07Va1a1Y3JAQBASVFAriAjI0N///vftWPHDkkXluoMDg5Wenq6zpw5o+3bt6t58+YUEOAKTNNUVlaWjhw5ogMHDmj//v2XPU6cOHHdzwkMDFSjRo3UpEkTNW3aVC1atFDz5s0VGBjoht8FAABwFQrI7+Tm5urll1/WgQMHFBMTo+HDh6t58+by9/dXfn6+jhw5ohUrVigsLMzqqIBb5eTkKDU1VSdPnlRqaqr9ceLECR05ckRHjx61P7Kzs2/4c/39/XXzzTerbt26qlu3rpo0aaImTZqoTp068vPjP1EAyob8/HxlZGRIksLDw+Xv729xIsB1+O7+O1999ZUOHDigatWq6c0331RoaKj9NX9/f8XFxSkuLs66gIAD8vPzdfbsWWVnZ+vs2bPKyspSRkaGMjMzlZmZaT/OyMhQWlqazpw5c9nXnJwch68fGhpq/7sTFxen+Ph4e+GIi4ujaAAo81auXKmOHTtKkpKSktShQweLEwGuw3f9i2RmZurnn3+WJD3wwAOXlA/gRhQVFamgoECFhYUqKCiwP/Lz8y/7evEjLy/vkuPc3NzLvubm5ur8+fP2rxc/cnJylJOTo3PnztmPc3Jy7IUjPz/fZb/nihUrKjo6WtWqVVN0dPQlj9jYWMXFxSkiIkKGYbgsAwAA8BwUkIssW7ZM+fn5CgsLU/Pmza2O4zL79+/XP/7xD0m6bLO2i399I8cX//paX692fLXXb/RhO6eoqOiSr1d6rqio6JrHtkdhYeFVjy9+XPycrXR4Mj8/P4WHh6tixYqKiIi45GvFihVVuXJlValSRZGRkfavlStXVkBAgNXRAcDj3Xzzzfq///s/+zHgzSggF9m+fbskKS4uToWFhZo2bZqWLFmi48ePKzAwUDVr1lT37t3VuXNnj/5pbmpqqn2zI3gOwzAUFBSkoKAgBQYG2o+DgoIUHBys4OBglStX7pLj0NBQhYSEKDQ09LLj8PBwhYeHq3z58ipfvryCgoI8+s81AHiym266SSNHjrQ6BuAWFJCL2PYaKFeunP785z9r586d9hWwcnJytHHjRm3cuFEpKSl67rnnPHaDs8DAQPtmR5Iu+0fnxb++keOLf32tr1c7vtrrN/Kwvd/Hx8f+3JWOfXx8Lnne19fX/tzFj4tf+/17fH19L3vYnvfz87viV39/f/n5+cnPz++y498/AgIC5O/vr8DAQAUEBCggIOCSY39/fwoCAADweBSQi5w9e1aStHr1ahUVFekPf/iD+vXrp5CQEJ09e1ZTp07VzJkztWzZMsXHx+vee++1OLFjGjduzGZHAAAAsITHF5AFCxbogw8+cOjcKlWqaMKECfZf2+YUFBUVqVOnTho6dKj9tdDQUN1///06fvy4li9frpkzZ6pv374skwcAAEps3759+s9//iNJeuKJJxQfH29xIsB1PL6A2CYRO+L355UrV85+fPfdd1/xnD59+mj58uXKzs7Wnj17VK9evSu+b9KkSfr666+v+NqpU6ccygsAALzT0aNH9d5770mS7rnnHgoIvJrHF5DExEQlJiY65bMiIiK0Z88eSVK1atWu+J6YmBj78bWKRHZ2tk6ePHnF1xwtTAAAwDv5+/vrpptush8D3szjC4gzxcbGatWqVU75rJCQEFWpUuWKr/n4+DjlGgAAwDu0bt1ax48ftzoG4BYUkIs0bdpU06dPlyQdOXJEtWvXvuw9hw8fth/bflJxJUOGDNGQIUOu+FpMTIyOHDlSwrQAAACA5+FH8RdJSEiw37X4/vvvr/iemTNnSrqw+3PNmjXdFQ0AAADwChSQi/j6+mrEiBGSpN9++02TJk1Sdna2pAtL9H7xxRdasWKFJGnQoEEeuw8IAAAoXYqKinT+/HmdP3+euaLwegzB+p2OHTvq4MGD+vbbbzVlyhRNmzZNISEhys7Otv8H4e6779btt99ucVIAAOAtli9fro4dO0qSkpKS1KFDB4sTAa5DAbmCwYMHKyEhQT/++KN27NihrKwslS9fXnXr1lWvXr3UtGlTqyMCAAAAHokCchWNGzdW48aNrY4BAADKgPj4eL3//vv2Y8CbUUAAAAAsFh0drT/+8Y9WxwDcgknoAAAAANyGAgIAAADAbRiCBQAAYLGDBw/q008/lSQ9+OCDio2NtTgR4DoUEAAAAIsdOnRIY8eOlSTddtttFBB4NQoIAACAxXx8fBQSEmI/BrwZBQQAAMBi7dq109mzZ62OAbgFFRsAAACA21BAAAAAALgNBQQAAACA21BAAAAALLZs2TL5+fnJz89Py5YtszoO4FJMQgcAACgFCgsLrY4AuAUFBAAAwGKxsbF6/fXX7ceAN6OAAAAAWKx69ep66aWXrI4BuAVzQAAAAAC4DQUEAAAAgNswBAsAAMBihw8f1tdffy1JGjx4sGJiYixOBLgOBQQAAMBiBw4c0IsvvihJ6tChAwUEXs0wTdO0OkRZExAQoPz8fPn4+Khq1apWxwEAAE6Wl5en1NRU6f+1d+dBUZxpGMCfYZABOURERBSRCB5RxKOiMVEhBjUiahDUqKzgxqgbE6NmN7teyUZhk5hoNIlG0US8cNfCKyKKGFHLbAzlBcEbQQERFRGUY1hgev9gp3eAuRDoEXh+VVQN9Ntfvz1f28473d/XANq3bw8LCwu98WVlZcjLywMAODo6QqFQNHqORI3J2dkZ586d07qMBYgJyOVyqFQqU6dBRERERNQoOnXqhOzsbK3LeAuWCVhaWkKpVEIul8PJyUny7efl5UGlUsHMzAyOjo6Sb59aJh53ZCo89shUeOyRKTwvx52zs7POZbwC0gL5+/vjwYMHcHJyQlxcnKnToRaCxx2ZCo89MhUee2QKTeG44zS8REREREQkGRYgREREREQkGRYgREREREQkGRYgREREREQkGRYgREREREQkGU7D2wJNmzYNxcXFsLa2NnUq1ILwuCNT4bFHpsJjj0yhKRx3nIaXiIiIiIgkw1uwiIiIiIhIMixAiIiIiIhIMixAiIiIiIhIMixAiIiIiIhIMpwFqwW5fPky0tLScOvWLdy6dQt3796FSqXCiBEjsGDBAqPayM3Nxd69e3Hx4kU8fvwY1tbW6NmzJ8aPH48+ffo07g5QszR+/HiDMTNnzkRgYKAE2VBzUlhYiJiYGCQlJeHRo0dQKBTo1q0b/P398fLLL5s6PWqGfv75Z6xbt85g3M6dO2FnZydBRtQcFBUVITU1VfwMl5aWhsLCQgBAREQEvLy8DLbx66+/4siRI7h16xbKysrg6OiIl156CZMmTTLJscgCpAVZvHhxvdZPSUlBREQESktLAQCtW7dGYWEhzp49i99++w1hYWH8kEjPzMbGBubm2k9JCoVC4myoqcvMzMTSpUvF/6StrKxQXFyMS5cu4dKlSxg3bhzeeecdE2dJzZWZmZneD3UymUzCbKip++2334wqbHXZuHEj4uLiAFQdmwqFAjk5OTh48CBOnTqFiIgIuLq6NlS6RmEB0oJYWFjA3d0d3bp1g4eHBxISEnD16lWj1i0oKMBnn32G0tJSeHl54b333kPHjh1RVFSE6OhoxMbGIioqCi+88AK8vb0beU+oOVq8eLFR3+IQGVJeXo7w8HAUFhbCzc0NixYtgru7O8rKynDw4EHs2rULhw4dgru7O/z8/EydLjVDjo6O2LJli6nToGakbdu24uc3FxcXrFmzxqj14uPjERcXB5lMhunTp2PChAlQKBTIyMjAmjVrcOfOHYSHh+O7775Dq1atGnkv/o8FSAvyr3/9C3K5XPz9t99+M3rdvXv3ori4GA4ODli6dClat24NoOpb69mzZyM3Nxfnzp3D9u3bsXr16gbPnYjIWPHx8cjNzYVCocDHH3+M9u3bA6i6kjZ58mTk5+cjLi4OO3fuhK+vr84rb0REzwNfX1+8/vrr4u9FRUVGrVdeXo7o6GgAgL+/PyZPniwuc3d3x/LlyzFv3jzcu3cPCQkJ8Pf3b9jE9eAg9BZEs/ioC0EQcPr0aQDAmDFjxOJDU3BwMADg5s2buHv37rMnSURUTydPngQADB8+XCw+NAUFBUEmkyE/Px+///67xNkREdXNs35+S0lJwePHjyGTyTBx4sRay52cnDB8+HAA/z9vSoUFCBmUlZWFx48fAwAGDBigNaZHjx5iYZKcnCxZbkREmkpLS3Hz5k0Aus9X7du3R+fOnQHwfEVEzVdKSgoAwNXVVeuXMQDQv39/AMD169ehVColy43XncmgzMxM8XWXLl20xsjlcnTu3Bk3btxAVlaWVKlRM7JlyxY8evQIJSUlsLGxQbdu3eDr64uhQ4c+87c/1PJkZ2dDEAQAgJubm844Nzc3ZGVl8XxFjaKwsBALFiwQ7who164d+vTpg4CAAHTt2tW0yVGLoT6/GToXAlV3u2RnZ8PDw0OS3HgFhAxSX/2wsbHROxuRg4NDtXiiusjIyEB5eTlatWqFgoICnD9/HqtXr8by5cuNvt+VKD8/X3ytPidpw/MVNaaysjJkZGSgVatWqKysRE5ODo4dO4YFCxZg//79pk6PWgj1+dCYcyEg7fmQV0DIIPW0u4amQlUvV8cTGWPEiBEYNmwYevToARsbGwBVz5uJjY1FbGwsUlNTsWrVKqxYscLEmVJToHkLgb5zFs9X1BgcHBwwdepUvPLKK3BxcUGrVq1QUVGBK1euYPv27bhx4wa2bt0KBwcH+Pj4mDpdaubU50NjzoUAUFJS0ug5qbEAeY4lJCRg/fr1z7Suk5MTIiMjGzgjooY/LrU9BNPZ2RmzZs2Cs7MzIiMjcenSJVy8eFG8V5WI6HnUv3//Wucpc3Nz9O3bF5999hmWLFmC69evY9u2bRg2bBjMzHgjCrVMPPKfY4IgQKVSPfNPQ7GysgJQdUlZH/VydTw1T1Iel/7+/nBycgIAJCUlNcbuUDNjaWkpvtZ3zuL5iqTWqlUrhISEAADy8vKQnp5u4oyouVOfD405FwLQOstpY+EVkOfYqFGjMGrUKFOnId4fWFRUhLKyMp2X8tT3GrZt21ay3Eh6Uh6XZmZm8PDwwIMHD3D//n1JtklNm+b9zPn5+Tr/Q+X5ikyhR48e4uvc3FzJBvxSy+Tg4ID09PRqY+Nq0lwm5fmQV0DIIFdXV/G1rhljVCoVsrOza8UTEUmpc+fOkMlkAKrP4FeTehnPV0TUXKnPb8acC2UymTg9uRRYgJBBrq6u4reKFy5c0Bpz7do1cfCSt7e3ZLlR86ZSqZCWlgYA4q1YRPpYWVnB09MTgO7zVV5envhlCs9XJKXr16+Lrzt06GDCTKgl6Nu3L4CqIiMvL09rzMWLFwFUXZ3TvIW1sbEAIYNkMhmGDRsGADh69KjWWRL27dsHAPD09ESnTp0kzY+aLvXzGnQ5cuQIHjx4AAAYNGiQFClRM+Dr6wsAOH36NB4+fFhr+b59+yAIAhwcHODl5SVxdtRcGTqfVVRUYNeuXQCqngvSrVs3KdKiFqxv375o27YtBEHQOv3zw4cPcfr0aQD/P29KhQVIC1JaWoonT56IPxUVFQCA8vLyan/XNi1lUFAQrK2tkZeXh4iICOTm5gIAiouLsXnzZiQlJUEmk2HGjBmS7hM1bV988YU4NWV5ebn49/v372Pr1q3YvHkzAKBfv346n2pNVNPo0aPh7OwMpVKJlStXIiMjA0DVYMuYmBgcPnwYABASEgJzcw6FpIbx4MED/PnPf0Z8fHy1MWuVlZVITU3FkiVLcO3aNQBAaGgoZ8CiOtH8nKb5bKzi4mKtn+2AqokPpk2bBgCIjY1FTEyMOOg8IyMDK1euhFKpRMeOHTFy5EhJ90cmGCrZqdlYu3YtTpw4YTBuxIgRWqdGTUlJQUREhFigWFtbo7S0FCqVCjKZDGFhYQgMDGzotKkZW7JkCVJTUwFUDTi3trZGRUVFtSLY29sbf/vb32BtbW2qNKkJyszMxNKlS1FYWAiganYXpVIpzsQWEBCA2bNnmzJFambu37+Pd955R/zdwsIClpaWKCkpET8UmpubIzQ0FBMmTDBVmtREjR8/3qi4iIiIWld2N27ciLi4OACAXC6HQqEQ72axt7dHRESE5OPh+NUPGa1v375Yt24dYmJicPHiRTx+/Bi2trbo2bMnJkyYgD59+pg6RWpiJk2aBHd3d1y/fh15eXl4+vQpZDIZnJyc4OHhAV9fXwwePFgcVExkrC5duuDbb7/F3r17kZSUhLy8PFhbW+OFF17A2LFj8fLLL5s6RWpm7O3tMXv2bFy9ehUZGRkoLCxEcXExFAoFXF1d4eXlhTFjxvA2ZZLc3Llz4e3tjbi4OKSnp4tXPQYNGoTg4GC0adNG8px4BYSIiIiIiCTDGxCJiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIiIiIiEgyLECIqNm7ffs2ZDIZZDIZwsLCTJ0ONSBfX1+xb4mIqGkwN3UCRETNzdq1a1FQUAB7e3ssWLDA1Ok8s6ioKNy+fRsA8Pe//92kuVDDOHDgAC5dugQAWLBgAezt7U2aDxG1TCxAiIga2Nq1a3Hnzh24ubk1+QLk1KlTAFiANBcHDhzAtm3bAABhYWEsQIjIJHgLFhERERERSYYFCBERERERSYYFCBERERERSYYFCBHR/9y4cQNr1qxBYGAgPD09YWNjAwsLCzg5OWH48OEIDw9HXl6ezvW7du0KmUyGO3fuAADu3LkjztCk+aNvPMWhQ4cwY8YMeHh4wNbWFq1bt4a7uztCQkJw/PhxvfmfPHmy1jZycnKwZMkS9O7dGzY2NrCzs0P//v2xYsUKPH36VGs76pml1OM/AGjdj2eZUUzbjGR3797F4sWL0adPH9jZ2VXL8cmTJ3Xexv79+zF27Fh06tQJCoUCLi4uCAoKwunTp41uo7CwEKtXr4afnx9cXFygUCjg4OCAgQMHYvHixbh7967e9cPCwsT9VA/kT0xMxOTJk9GlSxcoFAo4OTnB398fBw8eNDqvmzdvYtGiRfD29kbbtm1haWmJzp07Y9y4cYiKikJlZaXefNTjPwDA3d29Vp/6+voCANavXy/+LSIiwqjcPv30U3GdjRs3VltWc7YylUqFrVu3YsSIEXB2doalpSXc3NwQFhaG8+fPG/1+1LefiMhEBCKiZi4jI0MAIAAQQkNDtcZs27ZNjNH3Y2dnJ8TGxmptw83Nzag2Pvnkk1rrZmZmCkOGDDG4blBQkFBcXKx1+4mJidW2ER8fLzg4OOhsq3v37kJ2dnatdnx8fIzaD13vpT41+yIxMVFo166dzm24uLgIFy5c0NmeZq6lpaVCcHCw3pxXrVplMMc9e/bofd8ACJaWlkJUVJTONkJDQ8XY9PR04f3339fb3rx58wzmtXLlSsHc3FxvO7179xbS0tL05qPvx8fHRxAEQSgsLBSsra0FAELXrl0FlUqlN7eKigqhc+fOAgDBxsZGePLkSbXlmv1UWFgovPbaazpzkMvlQkREhMH3oyH6iYhMg7NgEREBKCkpgUwmg7e3N4YPH46ePXvCwcEBAJCdnY3jx4/j6NGjePLkCYKCgvDvf/8bAwYMqNZGZGQkSkpKMHv2bDx8+BDt27dHZGRkrW317Nmz2u9ZWVkYPHgw7t27BwDo378/3nzzTXh4eMDMzAzXr1/H9u3bkZ6ejr1796K4uBhxcXF6n31x6dIlfPXVVygvL0dYWBiGDh0KW1tbXL9+HRs2bEBubi5u3LiBmTNn4tixY9XWVV/pWbZsGS5fvgyg6qpCTV26dDHindUtMzMTQUFByM/PR0BAAAICAmBvb4+bN29i27ZtSEtLQ05ODvz8/HDhwgW4ubnpbe/tt99GTEwM+vTpg6lTp6Jbt24oLi7GoUOHcODAAQDAX//6VwwZMgRDhw7V2sbmzZsxZ84cCIIACwsLTJgwAcOHD0eHDh1QVFSEM2fOIDo6GkqlEmFhYbCwsMDUqVP15rVs2TJER0eja9eu+MMf/oBevXqhvLwcP//8M3bu3AmVSoX169fjlVdewbRp07S2sXz5coSHhwOouhoVFBSEUaNGiX26detW3LlzB5cvX8arr76KCxcuwMXFRVx//vz5ePPNN/HNN98gMTERALBp0yY4OTlV246joyMAwM7ODtOnT0dkZCRu376NY8eOYfTo0Tr3MS4uDtnZ2QCAqVOnwtbWVmfszJkzkZiYCA8PD4SGhsLT0xMFBQWIjY1FbGwsKisrsXTpUtja2uL999/X2kZj9BMRScjUFRARUWMz5gpIamqqcPPmTb3tJCQkCK1btxYACK+//rrOOPWVEDc3N4O5qVQq8cqHXC4XIiMjtcYplUrhrbfeEvdj8+bNtWI0r4Dgf1cPUlNTa8Xdu3dP/LYagHD+/Hmt29T81rqhaPaFep+jo6NrxZWWlgqBgYFi3OjRow3mCEBYtGiRUFlZWStu5cqVYsy4ceO0tpWcnCxYWFgIAARPT0/h6tWrWuOuXLkiuLi4CAAEW1tb4dGjR7Vial5xmDJliqBUKmvF7dixQ4zx8vLSur2zZ88KZmZm4jf6R44cqRVTVFQkvPHGG2JbY8aM0dqWZl4ZGRlaY9QuXrwoxk6cOFFvbEBAgBh77ty5Wstr9lNgYKBQWlpaKy46OlqQy+UCAMHKykpIT0+vFdOQ/UREpsEChIiaPWMKEGMtW7ZMbEvb7UuCULcC5ODBg2J7K1eu1BtbVlYmdO3aVQAg9OzZs9bymgXIiRMndLb1/fffi3Hh4eFaY6QoQBYtWqQztqioSHB1dRVjk5OT9ebo4+Oj81ahiooKoVOnTuKH+PLy8lox6oLH0tLSYDF67Ngxcbuff/55reWaH/S7d++utfhQGzx4sN5jauLEieJyfbeQFRQUCM7OzmLspUuX9OZlqAARBEEsjs3NzYV79+5pjcnMzBSLhoEDB2qN0ewnV1dXoaioSOc2Fy5cKMYuXLiw1vKG7CciMg0OQiciqgPNW3fOnj1b7/bUg4IVCgXmz5+vN1bzNpJr164hMzNTZ2y/fv3w2muv6Vw+cuRI8XVqampdUm4wZmZm+PDDD3Uut7a2xrvvviv+HhMTo7e9hQsX6rwtTS6Xi++HUqnErVu3qi0vKCgQB4MHBgbCw8ND77ZGjhyJjh07AgDi4+P1xr777rtQKBR621Kr2RdlZWU4fPgwAMDGxqba+1FTmzZtqi3ft2+f3ryM8ac//QkAUFFRgR9//FFrzA8//CAOfp8zZ47BNufNmwdra2udyz/88EOYmVV9PKnZ543ZT0QkHY4BISLScObMGezevRtJSUlIT0/H06dPUV5erjVWfc97fahnZurQoQNOnDhhMP7x48fi6ytXrugchzFkyBC97XTu3Flrm1J68cUXq41T0MbPzw+LFy8GACQlJemNrc8+//LLL1CpVACqikH1mBF9bG1tce/ePVy5cqXR8kpOTkZZWRkA4NVXX9X7wR0ARo8ejY8//hhAwxTIkyZNwsKFC/Ho0SNs2bIFixcvrlbkVVZW4ocffgBQ9X4YM87Cz89P7/JOnTqhV69euHz5MrKyspCbmwtnZ2cAjdtPRCQdFiBERACKiooQEhJSpylRn2WKWE3FxcXitL6ZmZkIDAys0/r5+fk6l6kHE+ui+Y28Uqms03YbiqenZ51icnJy9MbWZ5/VU+UCQFRUFKKiogzmpqavH+qbl3piAgDo3r27wVw0YzTXfVaWlpb44x//iC+//BIZGRlISEjAqFGjxOWag8+nT58OGxsbg20a2+/qCRBycnLEAqQx+4mIpMMChIgIwJQpUxAXFweg6tafsWPHon///nBxcUHr1q1hbl51ukxNTcXy5csBQOczF4xVUFBQr/X/85//6FymvoXleWbo2/yaMbqeW6JWn32uT1/oukKmVp+8NPfZmPdLswAw9H4Za86cOfjqq68gCAIiIyOrFSCbNm2qFmeM+vR7Y/YTEUmHBQgRtXi//PKLWHx4eXnh2LFj4jeuNbVq1arBtqv5YXHAgAF1egBbc1BcXFynGH1Tu9aXZl988803Oqd/lZrmPhvzfhUVFWldtz66deuGUaNGIT4+Hj/99BPu37+PDh06ICsrC0ePHgUADBo0CP369TOqveLiYtjZ2RmMUdPcj+e1n4iobp7/r8iIiBqZ5nMw/vGPf+gsPgAgIyOjwbbbpk0b8QNVQ4wnaWrS0tLqFGNovEh9aI7DyMrKarTt1JV6ADVQ9RR0Q27cuCG+bsj3Sz24vby8XByMvmXLljoNPlerT78/r/1ERHXDAoSIWrzc3FzxtaFZdY4cOWKwPfUtN4IgGIz18fEBADx48OC5uwKieeuQMftSV5cvXzY4ruP48ePi68GDBzd4DmrDhg0TB1erv9V/HvTr108cI3LmzBmUlJTojdec6Unb+/WsfTp27Fi4uroCqCo8NAuRNm3a4K233jK6rYSEBL3Lc3JyxAHjXbp0qfaFwPPaT0RUNyxAiKjF07zfXN+3s7/++qtRBYj6qoYxt8yEhoaKr5ctW9YoH/SflebtLsbsS12pVCp8/fXXOpeXlJRgw4YN4u/BwcENnoOak5MTxowZAwD4/fffsXv37kbbVl1YWFggICAAQNXtVZrvR01PnjzB999/L/4eFBRUK+ZZ+1Qul2P27NkAgPT0dCxatEi8ahcSEoLWrVsb3daGDRv0FlJff/21ONNVzT5/XvuJiOqGBQgRtXgvvfSS+PrTTz/VOitUSkoKgoODjSoQ3N3dAQCPHj3S+6wOoOoDlvqb6qNHj2LGjBnV7uOvqbKyEkePHkV4eLjBPOpLvR8AcOHChUbZxtdff409e/bU+ntZWRlCQ0PF9++NN96Al5dXo+SgFhERAQsLCwDArFmzDH64zc/Px5o1a6pdpWkMf/nLX8QrF8uXL9f6PIuSkhJMmzZNnPnK398fffv2rRVXnz6dNWuWOAbqu+++E/9el9uvgKoZ30JDQ8XphTXt2bNHLEqtrKzw3nvv1Yp5XvuJiIzHQehE1OJNnDgRXbp0QWZmJs6dO4cePXpg1qxZ8PDwQElJCU6dOoV//vOfKC8vR2hoqPjwQF38/Pzw008/Aah6WNrcuXPRqVMn8UOkh4eHeKuXTCbD3r17MWTIEGRlZWHnzp04fPgwJk2ahIEDB8LBwQFKpRI5OTlITk5GQkICHj58iNdffx3Lli1r1PfFz88P33zzDQDg7bffxgcffAB3d3fI5XIAVc9rqE9R4Ovri5SUFEyZMgW7du3C2LFjYW9vj7S0NERFRYljHhwcHLBx48b675AB/fr1w6ZNm/D222+LH+hXrVqFcePGwdPTE1ZWVigsLERaWhqSkpJw+vRpVFRUYMeOHY2a1+DBg7FkyRKEh4dDqVRizJgxCA4OxqhRo2Bra4sbN27gxx9/FKeo7dChAzZv3qy1Lc1ncHz00Ud48OABevToIRYWDg4OGDRokNZ1nZ2dERgYWK1gHDJkSJ2PgaCgIMTExCA5ORlhYWHw8PBAQUEBDh8+LP67AYAvvviiWsGk9rz2ExHVgSkfw05EJIWMjAwBgABACA0N1Rpz7tw5wdHRUYyr+SOXy4XPP/9cSExMFP/2ySefaG2rqKhI6Nmzp862tK13//59YcyYMTrXqfmjbT+MyU2TOtbHx0fr8oqKCsHHx6dOORhSsy9OnjwptGvXTuc2OnbsKJw/f15ne5r5GfLJJ5+IsYmJiTrjjh49Kri4uBjVDwqFQjhy5EitNkJDQ8WYjIwMvXlt3bpVjN26davOuBUrVgjm5uZ683nxxReFtLQ0vdsLCQnRub6uY0FN8xgDIERFRemNV9Psp8LCQmHEiBE6czAzMxPCw8MNttkQ/UREpsErIEREAAYOHIiUlBSsXr0asbGxuHPnDszNzeHi4oLXXnsNs2fPxoABA3Dy5EmDbVlbW+Ps2bNYs2YN4uLicPPmTTx9+lS8r10bJycnxMXF4ezZs9i1axfOnDmDrKwsFBQUwNLSEs7OzujVqxeGDh2KgIAA9O7duwH3Xju5XI74+Hh899132L9/P65evYonT56goqKiwbbh4+OD5ORkfPvttzh06JB4y9ULL7yAiRMnYsGCBWjTpk2Dbc8Yo0ePRnp6OqKjoxEXF4fz58/j4cOHUCqVsLW1RdeuXeHt7Y0RI0Zg3LhxsLe3lySv5cuXY8qUKdi4cSOOHz+OzMxMlJaWwtHREf3790dwcDBCQkLEZ9bosm3bNvj4+GD37t1ITU3F48ePjX5GxtChQ2FlZYXS0lLY29tj8uTJdd4POzs7JCQkICoqCjt27MCVK1dQUFCADh06wNfXFx988AEGDhxosJ3ntZ+IyDCZIDxHIx6JiKhZu337tnhbTWhoaJ2eZE2md+DAAQQGBgIA5s+fj3Xr1hm1nq+vL06dOgWgcWZUI6KmhYPQiYiIyCias2zNnTvXhJkQUVPGAoSIiIgMOn36tPjQztGjR6NXr14mzoiImiqOASEiIqJaSktLcerUKVRUVODy5cv48ssvAVTN3LZixQoTZ0dETRkLECIiIqrl/v374kP/NH300Uc6p+olIjIGCxAiIiLSy87ODj169MD8+fMxffp0U6dDRE0cZ8EiIiIiIiLJcBA6ERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJhgUIERERERFJ5r9CaONsknKRugAAAABJRU5ErkJggg==", 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45.0000000.0000001.000000h1
\n", + "
" + ], + "text/plain": [ + " aa_substitutions latent_phenotype \\\n", + "0 V24Q S25R H27P D29L H33C S41L C44F S47F -11.096139 \n", + "1 V8P H27T P30* L49P -11.106200 \n", + "2 V19P V43Q -2.878203 \n", + "3 R20Y 5.161623 \n", + "4 5.000000 \n", + "\n", + " observed_phenotype observed_enrichment homolog \n", + "0 -5.959752 0.016067 h1 \n", + "1 -5.959753 0.016067 h1 \n", + "2 -5.640393 0.020048 h1 \n", + "3 0.005959 1.004139 h1 \n", + "4 0.000000 1.000000 h1 " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "subs = CodonVariantTable_h1.barcode_variant_df['aa_substitutions']\n", + "phenotype_fxn_dict_h1[\"observedPhenotype\"] = lambda x: g(float(phenotype_fxn_dict_h1[\"latentPhenotype\"](x)))\n", + "CodonVariantTable_h1.barcode_variant_df['observed_phenotype'] = subs.apply(\n", + " phenotype_fxn_dict_h1[\"observedPhenotype\"]\n", + ")\n", + "phenotype_fxn_dict_h1[\"observedEnrichment\"] = lambda x: 2 ** (phenotype_fxn_dict_h1[\"observedPhenotype\"](x))\n", + "CodonVariantTable_h1.barcode_variant_df['observed_enrichment'] = subs.apply(\n", + " phenotype_fxn_dict_h1[\"observedEnrichment\"]\n", + ")\n", + "\n", + "subs = CodonVariantTable_h2.barcode_variant_df['aa_substitutions']\n", + "phenotype_fxn_dict_h2[\"observedPhenotype\"] = lambda x: g(float(phenotype_fxn_dict_h2[\"latentPhenotype\"](x)))\n", + "CodonVariantTable_h2.barcode_variant_df['observed_phenotype'] = subs.apply(\n", + " phenotype_fxn_dict_h2[\"observedPhenotype\"]\n", + ")\n", + "phenotype_fxn_dict_h2[\"observedEnrichment\"] = lambda x: 2 ** (phenotype_fxn_dict_h2[\"observedPhenotype\"](x))\n", + "CodonVariantTable_h2.barcode_variant_df['observed_enrichment'] = subs.apply(\n", + " phenotype_fxn_dict_h2[\"observedEnrichment\"]\n", + ")\n", + "variants_df = pd.concat(\n", + " [\n", + " CodonVariantTable_h1.barcode_variant_df.assign(homolog=\"h1\"), \n", + " CodonVariantTable_h2.barcode_variant_df.assign(homolog=\"h2\")\n", + " ]\n", + ")\n", + "\n", + "variants_df[[\"aa_substitutions\", \"latent_phenotype\", \"observed_phenotype\", \"observed_enrichment\", \"homolog\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "f15c56b0", + "metadata": {}, + "source": [ + "Note that The enrichment score transforms phenotypes to be between 0 and 1, and can thus be used to compute the number of counts for each variant in the post-selection library using a multinomial distribution where the probability of observing a variant is proportional to its enrichment. Below, we plot each variant's latent phenotype against its observed enrichment:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "1515dc7e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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hgnbv3i1JatasmSpVqmRzIgB5saSgz58/X/fff78uXLgg6X8/UPP6wbxt2zY98cQTCggI0MmTJ1W5cmUrIgAAAMAhDh8+bHcE/MH27dvVrVs3SdK6devUtWtXmxMByIvpJe6zZs3SiBEjlJSUJJfLpZo1a6px48Yezx87dqx8fHyUlpampUuXmr08AAAAHCYqKsrUeGbPAZRXpgr6iRMn9MADD8jlcql27dpauXKljh8/rjfffNPjmJCQEHXv3l2S3M9iBAAAQNng6+trajzlvHg0b95cq1ev1urVq9W8eXO74wDwwNQS96lTpyotLU0BAQH67rvv1KRJkwKN69Chg1atWqVt27aZuTwAAAAcJjMz0+4IyENwcLB69OhhdwwA+TA1g75y5UoZhqERI0YUuJxLUsOGDSVxfxIAAEBZwsZwAGCOqYJ+6NAhSXJvOFFQwcHBkuTeVA4AAADl265du+yOAAC2M1XQk5OTJUkVK1Ys1LjU1FRJkr+/v5nLAwAAwCHMzp43a9bMoiTIy549ezRkyBANGTJEe/bssTsOAA9MFfSqVatKkk6fPl2ocfv375ckhYWFmbk8AAAAHKBVq1amxrO0vfjFx8dryZIlWrJkieLj4+2OA8ADUwU99y+da9euLdS4pUuXyjAMtW3b1szlAQAA4ADbt28v8tjQ0FALk8CTSpUqqXPnzurcubMqVapkdxwAHpgq6P369ZPL5dLixYvds+L5mTdvnmJiYiRJ/fv3N3N5AAAA2Mzs0vZz585ZlARX07JlS/3444/68ccf1bJlS7vjAPDAVEEfN26cQkNDlZGRocGDB7s3jfNk/vz5uvfee2UYhmrXrq0RI0aYuTwAAABKMZa2A8DlTD0HvXLlyvrggw905513at++fWrevLluvvlm+fn5uc+ZNm2ajh49qq+//lo7duyQy+WSt7e3Pv74Y1WoUMH0FwAAAAB7mJ09BwBczlRBl6TbbrtN58+f1yOPPKLU1FR99tlnkv73A3vChAnuc10ul3x9fTV9+nT16dPH7KUBAABQSjF7XrJSUlLcq12joqIUGBhocyIAeTG1xD3Xvffeq02bNmno0KEyDEMul+uKD+nSPec///yzxowZY8VlAQAAYBNmz0uXX375Rc2bN1fz5s31yy+/2B0HgAemZ9BztWjRQgsXLlRiYqLWr1+vw4cP6/z586pYsaIiIiJ0/fXX81g1AAAAMHsOAB5YVtBzBQcHszs7AABAGWZm9nzJkiUWJkFBNW3aVEuXLnUfA3Amyws6AAAAyq7vv//e1PhBgwZZlASFERoaqoEDB9odA0A+LLkHHQAAAOVDjx49ijyWpe0AcHWWzqDn5OTo4MGDSkhIUFpaWoHGdO/e3coIAAAAKCbTp0+3OwIAlGmWFPQ1a9bo7bff1nfffaf09PQCjzMMQ1lZWVZEAAAAQDF74IEHijyW2XN77du3Ty+99JIk6fnnn1fjxo1tTgQgL6YL+uTJk/XGG29I4gcvAABAWXXvvffaHQEmnD17VnPmzJEkPfjggxR0wKFMFfQvvvhCr7/+uvu/GzZsqG7duqlmzZry8/MzHQ4AAADO8NFHHxV5LJM49gsMDFSLFi3cxwCcyVRBf//99y+9iY+PZsyYobFjx1qRCQAAAA4yYMAAuyPApNatW2v79u12xwCQD1O7uP/yyy8yDEN//vOfKecAAABl1PLly4s8ltlzACg4UwU9d4M3M4/bAAAAgHNdf/31dkcAgHLDVEGvW7euJCk7O9uSMAAAAHCWdevWFXkss+fOkZ6ertjYWMXGxhbqqUsASpapgt63b19J0qZNmywJAwAAAOd45ZVXijy2devWFiaBWZs3b1bdunVVt25dbd682e44ADwwtUncI488ohkzZmjmzJl64oknVKdOHatymZaYmKjo6Ght3LhR586dk5+fnxo0aKD+/furU6dOhX6/Z555Rjt37izQub169dKjjz562efeeecdrVq16qrjIiMjNXXq1EJnAwAAKA7PPfdckcdu3brVwiQAUD6YKuj16tXT3LlzNWzYMN14442aO3eu2rdvb1W2IouNjdXkyZOVmJgoSQoICFBycrJiYmIUExOjQYMGFfpZnhUrVlSVKlU8vp6VlaWLFy9Kkho0aODxPF9fX4+PtqhcuXKhMgEAABSXPXv2FHmsl5epRZooBo0bN9Znn33mPgbgTKYKuiQNGjRI69ev18iRI9WpUye1a9dOHTp0UNWqVQv0w/n55583G+EymZmZeuWVV5SYmKi6devq8ccfV1RUlNLT07V48WLNmTNHS5cuVVRUlHr37l3g933mmWeu+vrnn3+u2bNnq0KFCrrhhhs8ntetWzdNnDixwNcFAACwQ7NmzYo8lv2JnCcsLEx33nmn3TEA5MN0Qc/KytJXX32ls2fPyuVyafPmzYW6r8Xqgr5ixQqdOnVKfn5+ev755xUWFiZJ8vPz0+233674+HgtX75cs2fPVo8ePeTjY/p/BZKk1atXS5Lat2+vSpUqWfKeAAAAAIDyw/Rj1m6++Wa9+OKLSkpKknRpt86CfhSHNWvWSJK6d+/uLue/N2zYMBmGofj4eO3YscOSa+7Zs0fHjx+XpELNygMAADiRYRhFHsvO7QBQdKamj2fOnKlly5ZJunSf98iRI9WtWzfVrFlTfn5+lgQsjNTUVO3fv1+S1KZNmzzPCQsLU0REhI4ePapt27ZZssPod999J0kKDQ1lx1IAAAA4zoEDB/SPf/xDkvTkk0+qYcOGNicCkBdTBf3DDz+UJFWtWlXr1q1TkyZNLAlVVMeOHXP/1Tb3Ge15qVu3ro4ePaqjR4+avmZ6errWr18vSerRo4e8vb2vev727dt1//336+zZs/L19VWtWrXUtm1bDRgwQCEhIabzAAAAmMHsedl0+vRpTZ8+XZJ01113UdABhzJV0Pfv3y/DMDR+/Hjby7kkxcfHu49DQ0M9npf7WkJCgulr/vTTT0pOTpZ06fFq+YmLi5O3t7cCAgKUkpKigwcP6uDBg/rqq6/09NNPq1WrVqYzAQAAAL/n5+enqKgo9zEAZzJV0HP/wmpml08rpaWluY+v9oMn97XU1FTT1/z2228lXXpcxdWeA9+gQQM1btxY7du3d+9wn5KSoo0bN+qTTz5RfHy8XnvtNU2ZMkXh4eGmcwEAABQWs+dlV7t27fTbb7/ZHQNAPkxtEle/fn1Jcm8QV96cPXvWvdFcfrPngwYNUv/+/RUWFuZ+/FxgYKB69Oiht956SxUrVlRqaqr7+ZQAAAAAgPLF1Az6sGHDtHXrVn3zzTe65557rMpUZP7+/u7j9PR0BQYG5nleenq6pEsb25mxevVq5eTkyNfXV9dff32R36d69eoaMGCA5s+fr82bNysnJ8fjM+Rnz56tuXPn5vlaXFxckTMAAIDyjdlzALCfqRn08ePHq379+oqOjtY333xjVaYi+/1957+/H/2Pcl8zuynbqlWrJEkdO3ZUxYoVTb1X48aNJUkpKSm6cOGCx/OSk5N15syZPD9ycnJMZQAAAEDZlJmZqfj4eMXHxyszM9PuOAA8MFXQK1WqpGXLlql+/foaMmSI3nzzTVuXu0dERLj/+hsbG+vxvNzXrnbPeH52796tEydOSCrZZ58HBQWpevXqeX54mnUHAAC4mg4dOhR5LLPnpcPGjRtVtWpVVa1aVRs3brQ7DgAPTC1xv/HGGyVJFStWVFpamp555hk999xzatKkiXsjtKsxDMP9DHErBAQEqFGjRtq3b5+2bt2qLl26XHFOXFyc+/FqZnZMz81drVo1S3Ze37dvn6RLX0OlSpU8njdq1CiNGjUqz9ciIiJ0/Phx01kAAED5smnTJrsjAABksqCvWbPGPWOd+z+zsrK0e/fufMe6XC5T9zp50qNHD+3bt09r167VHXfcobCwsMteX7hwoVwul0JDQ9WiRYsiXeP3zz7v2bNnvn+IyO9rPXv2rJYvXy7p0g6bzIQDAIDSgNnz0qNBgwb68MMP3ccAnMl0E3S5XJd95PW5vD6KS9++fVWzZk2lpaXp5Zdf1qFDhyRdKtXR0dFatmyZpEsz0T4+l/99Yty4cRo8eLDeeeedq17jxx9/VEpKiqSCPft8zZo1ev311/XTTz9ddgtAamqqvv/+e02aNEkXLlxQQECAhg8fXpgvFwAAwJTimDCB89SsWVPjxo3TuHHjVLNmTbvjAPDA1Ay6Ezclq1Chgp599llNnjxZhw8f1qOPPqrAwEClpaW58w4cONDUfeO5m8M1bdpUtWvXzvf8nJwcbdiwQRs2bJB0aRm7j4+PkpOT3ZmCg4P11FNPKSIiosi5AAAASgqz5wBgPVMF3akiIyP1/vvva8GCBdq4caPi4uIUFBSk+vXra8CAAerUqVOR37swzz7P1aJFC40aNUp79uzR8ePHlZSUpJSUFAUFBalOnTpq166d+vbte9V7zwEAAKzG7DkAOIvh4s+fZUbuJnHh4eE6duyY3XEAAIDDFbWgP/XUU3rrrbcsToP8rF+/Xt26dZMkrVu3Tl27di3w2EOHDmnatGmSpIcfflhRUVHFkhGAOWVyBh0AAABXFxoaWuSxlPPS58SJE3r77bclSTfffDMFHXAoCjoAAEA5lJCQYHcElKAKFSq4n25UoUIFm9MA8MSygn727Fl9++232rlzpxISEpSWlpbvGMMw9O9//9uqCAAAAChm3B1ZOnXo0EFnzpyxOwaAfJgu6BcvXtSTTz6pTz75RJmZmYUeT0EHAAAoWWwOBwDOZKqgZ2Zmqm/fvvrpp5+K9NdUfjkAAACUHsyeA0DxMlXQP/jgA23YsEGGYahixYp6+OGH1adPH0VERMjPz8+qjAAAALAIEyTlU05OjrKysiRJPj4+8vLysjkRgLyYKujz5s2TJAUHB2vDhg1q0qSJJaEAAADgLMyel24bNmwo8iPaAJQcU38627NnjwzD0AMPPEA5BwAAcLibbrrJ7ggAgKswNYOekZEhSbruuuusyAIAAIBi9M033xRpXPXq1S1OgpIWFRWlf/7zn+5jAM5kqqBHRETowIEDSk9PtyoPAAAAHOb06dN2R4BJtWvX1sSJE+2OASAfppa45y6T2rx5syVhAAAAUDzYHA4AnM9UQZ8wYYL8/f316aef6tSpU1ZlAgAAgEOwORwAlBxTBb1Ro0b617/+peTkZPXt21cHDx60KhcAAAAswuw5YmNj9be//U1/+9vfFBsba3ccAB4U6B70WbNmXfX1W2+9VfPnz1ezZs00cOBAde7cWdWqVSvQ8xVHjx5dsKQAAAAoUQsXLrQ7Aixy9OhRvfjii5KkPn36KDIy0uZEAPJSoII+duzYfP/yahiGMjMztWjRIi1atKhAFzcMg4IOAADgUDfffLPdEWARLy8vBQQEuI8BOFOBd3Ev6P1H3KcEAADgHCxvhyR17txZKSkpdscAkI8CFfSZM2cWdw4AAAA4CJMuAFDyClTQx4wZU9w5AAAAYDFmzwGgdOEGFAAAAFyG2XMAsAcFHQAAACjjfvzxR/n6+srX11c//vij3XEAeFDgTeIAAABQerC8Hb/ncrmUmZnpPgbgTKZm0A8ePKiqVauqatWqWrp0aYHGfPnllwoNDVVYWJiOHj1q5vIAAACwGOWtbIqMjNTLL7+sl19+mWegAw5magb9s88+U0JCgmrUqKGBAwcWaMyAAQMUEBCgU6dOae7cuZo0aZKZCAAAAPgDZs/xR3Xq1NGzzz5rdwwA+TA1g75mzRoZhqGBAwcW+BeBYRgaNGiQXC6XVq1aZebyAAAAsFBiYqLdEQCgXDNV0Hfv3i1Jatu2baHGXXfddZeNBwAAgP0qV65sdwQAKNdMLXE/d+6cJCksLKxQ46pVqyZJiouLM3N5AAAA/AHL25GX48eP67PPPpMkDR8+XOHh4TYnApAXUwXdz89PWVlZSk5OLtS4lJQUSZK3t7eZywMAAMAibA5Xth0+fFhPPfWUJKlz584UdMChTC1xr169uiRpx44dhRqXe37uTDoAAADMy50hBQCUTqYKeseOHeVyuTR//nxlZGQUaEx6errmzZsnwzDUrl07M5cHAADA74wYMaJI4yZOnGhtEDhOly5dlJ2drezsbHXp0sXuOAA8MFXQhwwZIunSPS2PPfZYgcY89thjOn78uCRp6NChZi4PAAAAC/zzn/+0OwKKmWEY8vLykpeXF/sUAA5mqqDfdtttatKkiSTpX//6l4YMGeJxZ/Zdu3Zp8ODBmj59ugzDUMOGDYv8V14AAABcjtIFAKWfqU3iDMPQ/Pnz1bVrV6WkpOjLL7/Ul19+qaioKDVr1kwVK1bUxYsXtXv3bh06dEjSpQ1IKlasqM8//1xeXqb+PgAAAACT2BwOAJzDVEGXpJYtW+rbb7/VsGHDdOLECUnSoUOH3IU8V+4P/4iICEVHR6tVq1ZmLw0AAACgAH7++Wf169dPkvTVV1+pY8eONicCkBdLprA7duyovXv36vXXX9e1114rl8t12YckNW/eXG+99ZZ2796tDh06WHFZAAAAiOXtyF9WVpYSEhKUkJCgrKwsu+MA8MD0DHquihUratKkSZo0aZISEhJ0/PhxJSUlqXLlygoPD1dISIhVlwIAAIAFWN5efoSHh2vSpEnuYwDOZFlB/72QkBAKOQAAQAnYvn273RFQCtSrV09vvPGG3TEA5INd2gAAAEqxou7rk5CQYHESAIBZFHQAAIByqEqVKnZHAAD8QYGWuK9du9Z93L179zw/X1S/fz8AAAAUHJvDoaBOnTqlRYsWSZKGDh2qmjVr2hsIQJ4KVNB79OghwzBkGMZluz7mfr6o/vh+AAAAKH5sDlf+HDx4UA8++KAkqUWLFhR0wKEKvEmcpx/k/IAHAAAAAMC8AhX0F154oVCfBwAAQPFieTsKo2PHjkpMTJQkBQYG2pwGgCcUdAAAgHKE1Y/lk4+PjypXrmx3DAD5YBd3AAAAAAAcoMD3oOflpZdekiTVr19fo0aNsiQQAAAArq6oy9vffPNNi5MAAKxkagb9b3/7m1588UXFxsZalQcAAADF5Omnn7Y7AmyyadMmRUZGKjIyUps2bbI7DgAPTM2gBwcHKykpSQ0bNrQqDwAAAK4iJibG7ggohTIyMnT06FH3MQBnMlXQw8PDlZSUpOTkZKvyAAAA4Cpat25dpHFsDle+1axZUw8//LD7GIAzmSroffv21e7du7Vu3TrdfffdVmUCAAAAYKEGDRpo6tSpdscAkA9T96A/+OCD8vf315w5c7Rr1y6rMgEAACAP3FYIAGWbqYLesGFDffjhh8rJyVHv3r21dOlSq3IBAADgDw4ePFikcSxvB4DSwZLHrPXs2VPffPONhg4dqrp166pr166KiIhQQEBAvu/x/PPPm4kAAAAAIB9nzpzRypUrJUk33XSTqlevbnMiAHkxVdD/9re/uZ/DaRiGXC6Xjhw5oiNHjhT4PSjoAAAA+Svqs8+rVKlibRCUSvv379ddd90lSVq3bh0FHXAoUwVdunLJVGGWUBX1Fw0AAAAKJiEhwe4IAIACMlXQV69ebVUOAAAAAMWkffv2On78uCSpWrVqNqcB4Impgn7DDTdYlQMAAAAeFHXV4YgRIyxOgtLK19dXtWvXtjsGgHyY2sUdAAAAzjVnzhy7IwAACoGCDgAAAACAA1DQAQAAHKyoy9v37NljcRKUZlu3blWzZs3UrFkzbd261e44ADwwvYv77508eVI7d+5UQkKC0tLSCjRm9OjRVkYAAACApGuuucbuCHCQ1NRU9x9tUlNTbU4DwBNLCvq8efP0xhtvaMeOHYUaZxgGBR0AAMCDXbt22R0BZUT16tU1ZswY9zEAZzJd0CdMmKBp06ZJKtwz0AEAAHB1zZs3L9I4/k2GP2rUqJE++eQTu2MAyIepgr5kyRJNnTrV/d8dO3ZUnz59FBERIT8/P9PhAAAAAAAoL0wV9OnTp0uSvL299cknn2jkyJGWhAIAACjvFi5caHcEAEAJM1XQN2/eLMMwNGrUKMo5AACAhYYNG1akcSxvR17OnTunH374QZJ0/fXXq2rVqjYnApAXUwU9MTFRktSrVy9LwgAAAACw3t69e3XzzTdLktatW6euXbvanAhAXkw9B71GjRqSpAoVKlgSBgAAANKjjz5qdwQAgA1MzaB37NhRx44dcz9TEQAAAOa99957RRrH8nZ40qZNG/3666+SpDp16ticBoAnpmbQH3zwQblcLs2ePVuZmZlWZQIAAABgoYCAADVu3FiNGzdWQECA3XEAeGCqoPfs2VPjx4/Xb7/9prFjx1LSAQAATPL397c7AgDAJqaWuMfGxuqJJ55QfHy85s6dq61bt+qhhx5S586dVa1aNXl55d//IyMjzUQAAAAoU9LT04s0juXtAFD6mSro9erVk2EYkiTDMLRv3z5NnDixwOMNw1BWVpaZCAAAAADysW3bNt17772SpA8//FCtWrWyORGAvJgq6BJ/rQUAALBK7sQHYLWLFy9q06ZN7mMAzmSqoI8ZM8aqHAAAACgiJkyQn6pVq2rYsGHuYwDOZKqgz5w506ocAAAAAIrJNddco+joaLtjAMiHqV3cAQAAYI2iLm8vyKa8AIDSgZ/oAAAApVh2drbdEQAAFjG9SRwAAAAAZzt//rw2b94sSWrXrp2qVKlibyAAebKsoJ8/f14ffvihVqxYod27dys+Pl5ZWVlXPEZt1apVOnXqlKpVq6abbrrJqssDAACUWkVd3t6kSROLk6Cs2rVrl/r06SNJWrdunbp27WpzIgB5saSgz58/X/fff78uXLgg6X87ieb1y2bbtm164oknFBAQoJMnT6py5cpWRAAAACh39u7da3cEAICFTBf0WbNm6e6773aX8lq1aqlSpUrat29fnuePHTtWkyZNUlpampYuXaqRI0eajZCnxMRERUdHa+PGjTp37pz8/PzUoEED9e/fX506dSr0+50+fVr33ntvvudNmjTpqn+R/O233/TFF19ox44dSkpKUnBwsJo3b65bbrlFUVFRhc4FAAAA5KdVq1basmWLJKlx48Y2pwHgialN4k6cOKEHHnhALpdLtWvX1sqVK3X8+HG9+eabHseEhISoe/fuki4tdy8OsbGxGj9+vBYvXqyTJ0/K29tbycnJiomJ0WuvvaYPP/zQ1PtXrlxZVapUyfPD19fX47jvv/9eTz75pL7//nvFx8fLz89P586d0/fff68nnnhCP/zwg6lcAACg9Cnq8va//vWvFidBWVaxYkW1adNGbdq0UcWKFe2OA8ADUzPoU6dOVVpamgICAvTdd98V+D6oDh06aNWqVdq2bZuZy+cpMzNTr7zyihITE1W3bl09/vjjioqKUnp6uhYvXqw5c+Zo6dKlioqKUu/evYt0jbfffls1atQo1JjY2Fi9++67ysrKUrdu3TRu3DiFhoYqPj5eH374odavX6933nlHUVFRioiIKFIuAABQfrz22mt2RwAAWMzUDPrKlStlGIZGjBhRqE1KGjZsKEk6fPiwmcvnacWKFTp16pT8/Pz0/PPPu5eN+/n56fbbb1e/fv0kSbNnz75iA7viNGfOHGVlZSkqKkpPPPGEQkNDJUmhoaF68sknFRUVpczMTM2ZM6fEMgEAAAAAnMNUQT906JAkqVu3boUaFxwcLEnuTeWstGbNGklS9+7dFRYWdsXrw4YNk2EYio+P144dOyy/fl6Sk5O1adMmSdLQoUPl7e192eve3t4aOnSoJGnjxo1KSUkpkVwAAMBeRV3e/q9//cviJCjrdu7cqRtvvFE33nijdu7caXccAB6YKujJycmSVOj7WFJTUyVJ/v7+Zi6f5/vu379fktSmTZs8zwkLC3MvIS+OJfZ52b17t3u23lOu3M9nZmZqz549JZILAACUTvfff7/dEVDKJCYmavXq1Vq9erUSExPtjgPAA1P3oFetWlWnTp3S6dOnCzUut0TnNcNtxrFjx9y7ydetW9fjeXXr1tXRo0d19OjRIl3nrbfe0okTJ5Senq7g4GA1btxYvXv3Vvv27fM8P/c6VapUca8e+KPg4GAFBwcrMTFRsbGxatu2bZGyAQAAAH9UpUoV3XTTTe5jAM5kaga9WbNmkqS1a9cWatzSpUtlGIblJTQ+Pt59nHuPd15yX0tISCjSdfbv3y+XyyUvLy+dO3dOGzZs0Msvv6w333xTmZmZV5yfe52rZbIiFwAAKD2Kurz9vvvuszgJyoNrr71WK1as0IoVK3TttdfaHQeAB6Zm0Pv166fvvvtOixcv1v79+9WoUaN8x8ybN08xMTEyDEP9+/c3c/krpKWluY/9/Pw8npf7Wu5S+4Lw9fVV//79df311ysqKkqBgYGSLu3OvmDBAq1evVrr169XUFCQxo8ff9nY3OtcLVNRcwEAgPJl+vTpdkcAABQTUzPouY8Ky8jI0ODBg92bxnkyf/583XvvvTIMQ7Vr19aIESPMXL5EhYSE6IEHHtC1117rLueSFBkZqccee0xDhgyRJH3zzTc6duyYXTEBAAAAAKWUqRn0ypUr64MPPtCdd96pffv2qXnz5rr55psvmymeNm2ajh49qq+//lo7duyQy+WSt7e3Pv74Y1WoUMH0F/B7v990Lj09/bIi/Xvp6emSpICAAMuuPXLkSH311VfKyMjQpk2bLnuWee51cq/rSUFyzZ49W3Pnzs3ztbi4uMLGBgAANijq8vaPP/7Y4iQoLy5cuKBdu3ZJurTcvVKlSjYnApAXUwVdkm677TadP39ejzzyiFJTU/XZZ59J+t8vngkTJrjPdblc8vX11fTp09WnTx+zl77C7+/xjo+P91jQc+9VDwkJseza/v7+ioyM1IEDB67YNC831+/vkS9qruTkZJ05cybP13JycgoTGQAAlDJ333233RFQSm3fvt39aOR169apa9euNicCkBdTS9xz3Xvvvdq0aZOGDh0qwzDkcrmu+JCk/v376+eff9aYMWOsuOwVIiIi3H8YiI2N9Xhe7mt16tQplhx/lHud8+fPKykpKc9zEhMT3Y+8iIyM9PheQUFBql69ep4fXl6W/J8TAAAAAGAD0zPouVq0aKGFCxcqMTFR69ev1+HDh3X+/HlVrFhRERERuv766y1/rNofBQQEqFGjRtq3b5+2bt2qLl26XHFOXFyc+7FnrVq1suzaaWlp7uJfo0aNy15r1qyZfHx8lJWVpa1bt6pHjx5XjP/ll18kSRUqVFDTpk09XmfUqFEaNWpUnq9FRETo+PHjRfwKAABASSjq8vadO3danATlSfPmzbVmzRr3MQBnsqyg5woODrZ8d/bC6NGjh/bt26e1a9fqjjvuuOKPAgsXLpTL5VJoaKhatGhR4Pd1uVxX/YX62WefKSMjQ4ZhXPE89MDAQLVv314bNmzQ4sWLdf3118vb29v9enZ2thYvXixJ6tChg8el+QAAoPzi0VgwIzg4WDfccIPdMQDko8ytie7bt69q1qyptLQ0vfzyy+6d5dPT0xUdHa1ly5ZJujQT7eNz+d8nxo0bp8GDB+udd9654n2feeYZff755zp06JCys7Pdn4+NjdW7776rL774QpLUp0+fyzaIyzVy5Ej5+Pjo4MGDmjJlivtZ5wkJCZoyZYoOHjyoChUqaOTIkZb87wEAAAAAULpYPoNutwoVKujZZ5/V5MmTdfjwYT366KMKDAxUWlqaexO1gQMHqnfv3oV637Nnz2r27NmaPXu2vL29FRgYqIyMjMt2Zr/hhht0//335zk+MjJSjz76qN5991398MMPWrdunQIDA5WcnCxJ8vHx0aOPPppnuQcAAGVDUZe3Hzx40OIkAAAnKnMFXbpUht9//30tWLBAGzduVFxcnIKCglS/fn0NGDBAnTp1KvR7jh07Vtu2bdP+/fuVkJCgCxcuyNvbW7Vq1dI111yjXr16qWXLlld9jxtuuEF16tTRwoULtXPnTiUlJbmX2t9yyy2Kiooq6pcMAADKsPr169sdAaXc7t279Ze//EWS9MYbb6hZs2Y2JwKQF8OVu8U6Sr3cTeLCw8N17Ngxu+MAAIA/KOoMOv9cgyStX7++yI9KMzMWQMkpkzPoAAAATlPUcp6ammpxEpRHlSpVcj/hqFKlSjanAeAJBR0AAMDB/P397Y6AMqBly5Zav3693TEA5KPM7eIOAAAAAEBpREEHAAAoZkVd3p77tBcAQPnAEncAAACHCgwMtDsCyojk5GQdOnRIkhQVFaWgoCCbEwHICzPoAAAAQBkXExOjFi1aqEWLFoqJibE7DgAPKOgAAADFqKjL2zMzMy1OAgBwOpa4AwAAOJCPD/9Mg3WaNm2qL7/80n0MwJkK9JN/1qxZxRZg9OjRxfbeAAAAAKTQ0FANGDDA7hgA8lGggj527NgiL8+6GsMwKOgAAKDMKuq/n1wul8VJAAClQYHXTvGLAgAAAACA4lOggj5z5syrvr5kyRJ98cUXki7d09KrVy81bNhQQUFBSk5O1oEDB/Tdd99pz549MgxDN998swYNGmQ+PQAAAIB8/frrr3rxxRclSS+88IKaNGlicyIAeSlQQR8zZozH195++2198cUXqlGjhv7973+rf//+Hs/96quvNG7cOH3xxRfq1q2bJk6cWOjAAAAApQHL2+EkcXFx+uyzzyRJDz/8MAUdcChTj1nbuHGj/vKXvygwMFBr1qy5ajmXpH79+mn16tUKCAjQ008/rc2bN5u5PAAAAIACCAwMVMuWLdWyZUsFBgbaHQeAB6YK+rRp05Sdna277767wH+Fa9y4scaOHausrCxNnTrVzOUBAAAAFEDr1q21bds2bdu2Ta1bt7Y7DgAPTBX0H374QYZhqFOnToUa17lzZ0nS2rVrzVweAADAkVjeDgAoClMF/eTJk6YufurUKVPjAQAAAAAoK0wV9MqVK0uSfv7550KNyz2/YsWKZi4PAAAAoADS0tJ05MgRHTlyRGlpaXbHAeCBqYLeunVruVwuffzxx9q/f3+Bxuzfv18ff/yxDMPg/hcAAFDmsLwdTrRlyxbVq1dP9erV05YtW+yOA8ADUwV97NixkqTU1FT16NFDX3/99VXPX7FihXr27KmUlBRJ0p///GczlwcAAAAAoMwo0HPQPbnzzjs1e/ZsLV++XKdOndKAAQPUpEkT9erVSw0bNlRgYKBSUlJ04MABrVq1Snv37nWP7d+/v+644w7TXwAAAIBTpKam2h0ByFPjxo01b9489zEAZzJV0CUpOjpad955p5YsWSJJ+vXXX/Xrr7/meW7u0q3Bgwe7f0AAAACUFUV9vjTL21HcwsLCmBwDSgFTS9wlyd/fX4sWLdKcOXPc96R7+mjTpo3mzp2rRYsWyd/f34r8AAAAAACUCaZn0HMNHz5cw4cP15EjR7Rx40adOHFCFy9eVMWKFRUeHq4OHTooMjLSqssBAAA4yr59++yOAAAo5Swr6Lnq1q2runXrWv22AAAAjtakSZMijWN5O0rCgQMH9Pe//12S9NRTT6lhw4Y2JwKQF9NL3AEAAAA42+nTpzVjxgzNmDFDp0+ftjsOAA8sn0HPzMzUoUOHFB8fr4yMDHXv3t3qSwAAADjKX//6V7sjAFfl7++v+vXru48BOJNlBX3VqlV6++23tWbNGqWlpUmSDMNQVlbWZef93//9n2JiYhQREaHnn3/eqssDAADY5o033ijSOJa3o6S0bdtWBw8etDsGgHyYLug5OTl6+OGHNWPGDEn5/6IJCwvTRx99JC8vL40ZM4b71QEAAAAAkAX3oE+cOFHTp0+Xy+VSpUqVNHz4cN1yyy0ezx86dKgqV64sl8ulpUuXmr08AACArfr162d3BABAGWGqoG/ZskVTp06VYRi68cYb9dtvv2nOnDm66667PI6pUKGCevfuLZfLpe+//97M5QEAAGz39ddfF2kcy9tRkjIzM3Xu3DmdO3dOmZmZdscB4IGpgj59+nRJUo0aNfTFF18oNDS0QOPatGkjSdq9e7eZywMAAAAogI0bN6patWqqVq2aNm7caHccAB6YKuhr166VYRgaO3asKlWqVOBxderUkSQdP37czOUBAABsZRiG3REAAGWIqU3icgt2y5YtCzUuMDBQkpSSkmLm8gAAAKUSy9tR0ho2bKiPPvrIfQzAmUwV9NxfLl5ehZuIT0pKkqRCzboDAAAAKJoaNWronnvusTsGgHyYWuIeFhYmSTpy5Eihxm3btk2SVLt2bTOXBwAAsI2vr6/dEQAAZYypgt6+fXu5XC4tW7aswGOysrIUHR0twzDUpUsXM5cHAACwTVF3wmZ5OwDAE1MFfejQoZKkH374QcuXLy/QmOeee04nTpyQJN12221mLg8AAACgAA4dOqQnnnhCTzzxhA4dOmR3HAAemCrod955p5o0aSKXy6U77rhDn332mcdzz549qwcffFBvvfWWDMNQx44d1bt3bzOXBwAAsEVRd29v2rSpxUmAgjlx4oSmTJmiKVOmuCfLADiPqU3ivLy89N///lddu3bVhQsXNGrUKE2aNEm1atVyn3Pbbbfp6NGj2rp1q7Kzs+VyuRQSEqI5c+aYDg8AAFCa7N692+4IKKcqVKig6tWru48BOJOpgi5JzZs315o1a3Trrbfq0KFDOnbsmI4fP+7+y/LChQsl/e9+q3r16mnJkiWKiooye2kAAAAABdChQwedPn3a7hgA8mFqiXuu1q1ba+fOnXrnnXfUpk0bGYYhl8t12ce1116rt956S7t27VLz5s2tuCwAAECJK+ry9oceesjiJACAssb0DHqugIAATZgwQRMmTNCFCxd09OhRnT9/XhUrVlR4eLiqVq1q1aUAAABKnWnTptkdAQDgcJYV9N+rVKmSmjVrVhxvDQAAAKCQcnJy3I8GrFChgry8LFlIC8Bipr4zz5w5Y1UOAAAAxyvq8vb58+dbnAQonA0bNsjf31/+/v7asGGD3XEAeGCqoEdERGjQoEH673//q4yMDKsyAQAAlCm333673REAAKWAqSXuWVlZWr58uZYvX67KlSvr9ttv11133aVu3bpZlQ8AAMARFixYYHcEoMiioqL0zjvvuI8BOJPhyn3+WRG0bNlSO3fu/N+b/f9lX1FRUbrrrrt01113qX79+uZTokAiIiJ0/PhxhYeH69ixY3bHAQCgTCnq8nYT/9QCLrN+/Xr3RNi6devUtWtXmxMBsJqpJe7bt2/XL7/8ookTJ6pmzZruR6odOnRIL730kho1aqTrr79eH330kZKSkqzKDAAAAABAmWN6+8ZWrVppypQpOnbsmL766isNHz5c/v7+7rL+448/6v7771fNmjV1xx13aNmyZcrJybEiOwAAQIkYOHCg3REAAOWAZc9X8PLyUt++fTVnzhydPn1aM2fOVM+ePSVdWtqVlpam6OhoDR48WLVr19bjjz+uX375xarLAwAAFJtly5YVaRzL2+EUsbGxeuGFF/TCCy8oNjbW7jgAPDB1D3pBHDt2TP/5z380e/Zs7dmz538XNgwZhqGsrKzivHy5wj3oAAAUD+4/hxOYuQed+9eB0sGyGXRPIiIi9Ne//lW7du3S5s2b9cgjj8jX19e9BB4AAMDJilrOASfx8vJSYGCgAgMD5eVV7BUAQBGZesxaYfz2229asmSJli1bpszMzJK6LAAAgC2YiICTdO7cWcnJyXbHAJCPYi3o58+f1/z58zVr1iz99NNP7s/n/sKKjIwszssDAAAAAFBqWF7Qs7OztWzZMs2aNUvLli1TRkaGpP+V8ooVK2rYsGEaPXq0exM5AAAAJyrq8vY2bdpYnAQAUB5YVtA3bdqkWbNmaf78+Tp37pyk/5VyLy8v9erVS6NHj9Ytt9yiwMBAqy4LAADgOFu2bLE7AgCgFDJV0I8ePar//Oc/+s9//qN9+/ZJuvx+q6ZNm2r06NEaNWqUwsPDzSUFAAAoQdu3b7c7AmCZH3/8UTfccIMk6fvvv1eXLl1sTgQgL6YKer169dzHucW8WrVquvPOOzV69Gi1a9fOVDgAAAC7tGrVqkjjjh8/bnESwDyXy+V+vDEbGALOZaqg535z+/r6asCAARo9erQGDBggH58S2xweAADAUWrXrm13BOAKkZGReuWVV9zHAJzJVJNu3769xowZo+HDhyskJMSqTAAAALYKCwuzOwJgqTp16mjy5Ml2xwCQD1MF/eeff7YqBwAAgGPExcUVaRxLhwEAZniZGezt7S1vb2+NHj3aqjwAAAAAAJRLpmbQvb29lZ2d7d4REgAAoLQr6rPPASc7fvy45s6dK0kaMWIET1gCHMpUQa9Ro4ZOnDihSpUqWZUHAACgVGJ5O5zs8OHDevrppyVJXbp0oaADDmVqiXvz5s0lSQcPHrQkDAAAgJ1OnDhhdwQAQDlmqqAPHz5cLpdL8+bN46/GAACg1CvqrOLEiROtDQJYrEuXLsrJyVFOTo66dOlidxwAHpgq6HfddZeuv/567dixg19MAACg3PrnP/9pdwTgqgzDuOwDgDOZKuiGYWjx4sXq16+fpk6dqg4dOuiTTz7RwYMHlZ6eblVGAACAYkdpAQDYzfQu7rlcLpe2bNmie+65p8DjDcNQVlaWmQgAAAC24jY/AIBVTM2gu1wu98cf/7ugHwAAAACK108//aSQkBCFhITop59+sjsOAA9MzaB3796d5WAAAKDU498zKOuys7N1/vx59zEAZzJV0NesWWNRDAAAgNKH1YAoLcLDw/WXv/zFfQzAmUwVdAAAgNIuMDDQ7ghAsatXr55ef/11u2MAyIepe9ABAABKu9TU1CKNO3LkiMVJAADlHQUdAACgCCIjI+2OAAAoYyxb4p6Tk6MFCxZoxYoV2r17t+Lj45WZmamDBw9edt7OnTuVlJSk4OBgXXvttVZdHgAAoNDYHA7lxcmTJ7Vo0SJJ0tChQ1WrVi17AwHIkyUFff369Ro9erQOHz7s/pzL5crzl96CBQv00ksvqXLlyjp58qT8/f2tiAAAAFBi2BwOpc1vv/2mhx56SJLUsmVLCjrgUKaXuK9cuVI33nijDh8+LJfLJW9vbwUHB3s8/7777pMkJSUlafny5WYvDwAAUCQBAQF2RwAA4DKmCvr58+c1fPhwZWZmqmLFipoxY4bOnz+vmTNnehxTq1YtderUSZL03Xffmbk8AABAkaWlpRVp3FNPPWVxEqD4derUSUlJSUpKSnL/WxyA85ha4j5t2jQlJCTIx8dHX3/9tTp37lygcV26dNGGDRu0detWM5e/qsTEREVHR2vjxo06d+6c/Pz81KBBA/Xv379IP5RSUlL0888/KyYmRgcOHNCZM2eUk5OjkJAQXXPNNerXr99V76l/5513tGrVqqteIzIyUlOnTi10NgAAUHLeeustuyMAhebt7a1KlSrZHQNAPkwV9OXLl8swDA0bNqzA5VySmjRpIunSvTDFITY2VpMnT1ZiYqKkS0vYkpOTFRMTo5iYGA0aNEj33ntvod7zscce08mTJ93/7evrKy8vL505c0ZnzpzR2rVrdfPNN+vuu+++6vv4+vp6fN5q5cqVC5UJAAAUDZvDAQCcyFRB37dvnySpV69ehRpXpUoVSXIXaCtlZmbqlVdeUWJiourWravHH39cUVFRSk9P1+LFizVnzhwtXbpUUVFR6t27d4HfNzs7W/Xq1dNNN92ktm3bqlatWnK5XDpx4oRmzZqlDRs26IsvvlDNmjXVr18/j+/TrVs3TZw40YKvFAAAlDQ2hwMAFCdT96AnJSVJkkJDQws1LjMzU5Lk42PZU97cVqxYoVOnTsnPz0/PP/+8oqKiJEl+fn66/fbb3eV59uzZysrKKvD7Tpw4Ue+9954GDhzo3vXSMAyFh4dr0qRJatGihSTpiy++sPgrAgAAVmL2HOXRpk2bVKdOHdWpU0ebNm2yOw4AD0wV9Nxifu7cuUKNy30cW7Vq1cxcPk9r1qyRJHXv3l1hYWFXvD5s2DAZhqH4+Hjt2LGjwO/bvHlzj695eXnpxhtvlCSdOnVKFy9eLFxoAADgeE8//bTdEYAiy8jI0LFjx3Ts2DFlZGTYHQeAB6YKesOGDSVJGzZsKNS4r7/+WoZhqFWrVmYuf4XU1FTt379fktSmTZs8zwkLC1NERIQkadu2bZZd+/f3j2dnZ1v2vgAAwBnefPNNuyMARVarVi2NHz9e48eP5xnogIOZWmN+0003af369YqOjtZrr72mmjVr5jvmu+++0w8//CDDMNS3b18zl7/CsWPH3PeG1a1b1+N5devW1dGjR3X06FHLrr1z505Jl+6vv9pmb9u3b9f999+vs2fPytfXV7Vq1VLbtm01YMAAhYSEWJYHAABcieXtKK/q16+v999/3+4YAPJhagb9vvvuU2BgoJKTk3Xrrbfmu+nbhg0bNHz4cElSSEiIxowZY+byV4iPj3cfX+2++NzXEhISLLluXFycvv76a0mXNsy72i//uLg4nTlzRv7+/kpLS9PBgwf1+eefa/z48ZbO6AMAAOuwORwAoCSYmkGvUaOGXnvtNU2cOFEbNmxQkyZNNG7cuMuWeC9fvlyxsbH66quvtGzZMuXk5MgwDL3zzjsKCgoy/QX8XlpamvvYz8/P43m5r6Wmppq+ZlZWlv7xj38oNTVV1atX16233prneQ0aNFDjxo3Vvn17Va1aVV5eXkpJSdHGjRv1ySefKD4+Xq+99pqmTJmi8PBw07kAAMDlmD0HADid6W3UJ0yYoDNnzuj11193/0/pf78EBw0a5D4396/PL774okaNGmX20rZzuVyaOnWqdu/eLV9fXz355JMe/+jw+/895AoMDFSPHj3UrFkzTZw4URcvXtRnn32mJ598srijAwCAAmL2HGXBmTNntGLFCklS3759Vb16dZsTAciLJc85e+WVV9StWzdNnjxZv/zyi8fzmjdvrjfeeEP9+/e34rJX8Pf3dx+np6crMDAwz/PS09MlSQEBAaauN2PGDK1atUre3t56+umndc011xTpfapXr64BAwZo/vz52rx5s3JycuTllffdB7Nnz9bcuXPzfC0uLq5I1wcAoKxj9hzl3f79+zV69GhJ0rp16yjogENZ9iDyP/3pT/rTn/6knTt3au3atTp8+LDOnz+vihUrKiIiQjfccIPatm1r1eXy9Pv7zuPj4z0W9Nx71c1syvbxxx9r2bJl8vLy0uOPP64OHToU+b0kqXHjxpKklJQUXbhwQcHBwXmel5ycrDNnzuT5Wk5OjqkMAAAAAAD7WFbQczVv3vyqzwwvThERETIMQy6XS7Gxse7Hqf1RbGysJKlOnTpFus6sWbO0aNEiGYahRx55RNdff32RMxdWUFCQx794epp1BwCgPJs8eXKRx7K8HWVF+/btdeLECUlS1apVbU4DwBPLC7qdAgIC1KhRI+3bt09bt25Vly5drjgnLi7O/Xi1ojyHfe7cuYqOjpYkPfDAA+rVq5e50P/fvn37JF36GipVquTxvFGjRnm8fz8iIkLHjx+3JA8AAGXFa6+9ZncEwHa5j/cF4GwlMuWanZ2t7du3a+vWrUpOTi7Wa/Xo0UOStHbtWp09e/aK1xcuXCiXy6XQ0FC1aNGiUO8dHR2tefPmSZLuuece9evXr0Dj8vvr+9mzZ7V8+XJJUrt27ZgJBwDAAZg9BwCUNFNNMDk5WQsXLtTChQvdy8b/aNasWapZs6Zat26t9u3bq3r16nrmmWeK7Zde3759VbNmTaWlpenll1/WoUOHJF3aGC46OlrLli2TdGkm2sfn8gUE48aN0+DBg/XOO+9c8b5LlizRrFmzJEljxozRkCFDCpxpzZo1ev311/XTTz8pKSnJ/fnU1FR9//33mjRpki5cuKCAgAD3c+IBAIB5bA4HAChNTC1xj46O1t133y1vb2/99ttvV7z+9ddfa+zYse77wqVLpfTNN99UcnKy3n33XTOXz1OFChX07LPPavLkyTp8+LAeffRRBQYGKi0tzb2J2sCBA9W7d+9Cve+///1vSZd+0S9evFiLFy/2eO5f//pXNW3a1P3fOTk52rBhgzZs2CDp0jJ2Hx8fJScnuzMFBwfrqaee8njfPAAAKDnMnqOs2bp1q0aOHClJmjNnjtq0aWNzIgB5MVXQv/32W0lShw4d8txwbdKkSZIu/ZJr1aqVoqKi9N133+nChQuaNm2a/vznPxfpPvD8REZG6v3339eCBQu0ceNGxcXFKSgoSPXr19eAAQPUqVOnQr9n7i9ql8ul8+fPX/XcrKysy/67RYsWGjVqlPbs2aPjx48rKSlJKSkpCgoKUp06ddSuXTv17dv3qveeAwCAwmH2HPif1NRU7d27130MwJlMFfTdu3fLMAx17979itdiYmK0Y8cOGYah8ePHu2fL9+3bp7Zt2yolJUUff/xxscyiS1KVKlV0zz336J577inwmI8++sjja0uWLClylurVq+v2228v8ngAAFByKleubHcEwHLVq1fX2LFj3ccAnMlUQY+Li5MkNWnS5IrXVq5ceekCPj56/vnn3Z9v3Lixbr31Vn366adav369mcsDAADkyczseWJiooVJAGdo1KiRZs6caXcMAPkwtUlcbkHP6y/N69atkyR16tTpimctdujQQZLyvG8dAAAAAIDyyFRBz93gLK+/NG/YsEGGYej666+/4rWwsDBJ0sWLF81cHgAA4ApmZs/ZHA4AYCdTS9yrVq2qkydP6siRI5d9PiYmRufOnZNhGOrcufMV43I3pvD19TVzeQAAAAAFcO7cOa1du1aS1L179ytWuAJwBlMz6C1btpTL5dJ///vfyz7/6aefXnpzLy9169btinG5z0yvVauWmcsDAABchtlzIG979+7VLbfcoltuucW9mzsA5zFV0IcMGSLp0jf88OHD9fXXX+vVV1/VtGnTZBiGevfureDg4CvGbdq0SVLem8sBAAAAAFAemVrifvfdd2vKlCnav3+/Pv/8c33++eeSLv0F2tvbW88999wVY1JSUvTtt9/KMAz3ZnEAAABmMXsOeNamTRvt27dPkhQREWFzGgCemJpB9/X11YoVK9S6dWu5XC73R2BgoP71r3+pS5cuV4yZN2+eUlJSJEk33nijmcsDAAAAKICAgAA1atRIjRo1UkBAgN1xAHhgagZdkurVq6ctW7Zoy5YtOnDggIKCgtS1a1eFhITkeb6/v79eeOEFGYaRZ4EHAAAoLGbPAQBlgemCnqtt27Zq27ZtvueNGDHCqksCAAAAAFBmmFriDgAAYDczs+fLli2zMAngXNu2bVP79u3Vvn17bdu2ze44ADywbAb9986cOaMTJ07owoULqlSpkmrXrq3q1asXx6UAAACKrH///nZHAErExYsXtXnzZvcxAGeyrKAfOXJE77//vqKjo3X06NErXo+MjNRtt92mhx9+WHXr1rXqsgAAoBwzM3u+Z88eC5MAzla1alXdeuut7mMAzmS4LNgZZdq0aZo0aZJSU1Ml5b3ZSu4v0ICAAL311lt66KGHzF4WfxAREaHjx48rPDxcx44dszsOAADFjs3hUJ6sX79e3bp1kyStW7dOXbt2tTkRAKuZnkF//fXX9eyzz0q69IvOy8tLzZo1U6NGjRQUFKTk5GQdOHBAu3fvVk5OjlJSUvTII48oKSlJf/nLX0x/AQAAoHwyU87fe+89C5MAAGANUwV969atev755+VyueTt7a0JEyboiSeeUO3ata849+TJk5oyZYreeecdZWdn67nnnlPfvn3VunVrMxEAAAAK7ZFHHrE7AgAAVzC1i/v777+v7OxsGYah2bNn6+23386znEtSrVq19Pe//11z5syRJOXk5PDXawAAUCRmZs+3bNliYRKgdDh//ry++eYbffPNNzp//rzdcQB4YKqgr169WoZhaODAgbrjjjsKNOb222/X4MGD5XK5tHr1ajOXBwAAKLQ2bdrYHQEocbt27dJNN92km266Sbt27bI7DgAPTBX006dPS5IGDhxYqHEDBgy4bDwAAEBBmZk9P3PmjIVJAACwlql70KtUqaIzZ86oSpUqhR73+/8JAABQEL169TI1PiwszKIkQOnSqlUrbd26VZLUqFEjm9MA8MRUQW/WrJnOnDmj/fv3F2rcgQMH3OMBAAAKatWqVUUey2PVUJ5VrFiRzZmBUsDUEvdRo0bJ5XJp1qxZysjIKNCYjIwMffLJJzIMQ3fddZeZywMAgHLEzNJ2AABKA1MFfezYserRo4f27dunkSNHKjU19arnp6WladSoUdq/f7969uypsWPHmrk8AABAgTB7DgAoDUwVdMMwtHjxYt1yyy1asGCBmjZtqn/84x/65ZdfdPHiRblcLl28eFExMTH6+9//rqZNm2rBggW69dZbtWjRIou+BAAAUNYxew6Ys2PHDvXs2VM9e/bUjh077I4DwIMC3YPu7e1doDeLjY3VpEmTPL6e+9frBQsWaMGCBTIMQ1lZWQV6bwAAUD4999xzpsYzew5ISUlJWrNmjfsYgDMVqKAX5hdbQc7lFyUAACioV155xe4IQKlXpUoV/elPf3IfA3CmAhX07t27s7QMAACUOLP//mBSALjk2muv1VdffWV3DAD5KFBBz10OAwAAUFLMluu5c+dalAQAgJJhapM4AACA4uLlZe6fKcOHD7coCQAAJaNAM+gAAAAliaXtgLWSkpK0a9cuSZeWu1euXNnmRADywgw6AAAAUMbt2LFDXbp0UZcuXXjMGuBgls6g79ixQwsXLtRPP/2kkydP6sKFC6pUqZJq166tjh07atiwYWrevLmVlwQAAGUMs+cAgPLKkoJ+6tQpjRs3zuPOkDt27NCKFSv00ksvacCAAZoxY4Zq1qxpxaUBAEAZYracv/322xYlAcqW5s2b6/vvv3cfA3Am0wX9t99+U7du3XT69OkC/cV62bJlatu2rdavX6969eqZvTwAACgjunfvbvo9Hn/8cQuSAGVPcHCwJd9jAIqXqXvQc3JyNGTIEJ06dUoul0s1a9bUSy+9pJ9//lkJCQnKzMxUQkKCfv75Z7344ouqVauWXC6XTp48qcGDBysnJ8eqrwMAAJRyP/zwg6nxLG0HAJR2pgr6f/7zH+3atUuGYahfv37au3evnn32WbVv317BwcHy9vZWcHCw2rdvr+eee0579+5V//79JUm7du3SnDlzLPkiAABA6WZ2aTsAAGWBqYK+YMECSVLdunUVHR2d7+MaKlWqpP/+97/upe3//e9/zVweAACUAVaUc2bPgavbvXu3Bg0apEGDBmn37t12xwHggamC/ssvv8gwDN19990KCAgo0JiAgAD9+c9/lsvl0i+//GLm8gAAoJR76623TL8H5RzIX0JCgr788kt9+eWXSkhIsDsOAA9MbRIXFxcnSWrSpEmhxjVu3Piy8QAAoHyaNGmS3RGAcqFSpUrq2rWr+xiAM5kq6AEBAcrIyNCFCxcKNS73/ILOugMAgLKHpe1AyWnZsqXWrVtndwwA+TC1xD0yMlKS9M033xRq3MqVKy8bDwAAyhfKOQAAVzJV0Hv16iWXy6Xo6OgCl/SVK1cqOjpahmGod+/eZi4PAABKISvKebdu3SxIAgCAs5gq6A8++KB8fHzkcrk0dOhQTZkyRampqXmem5aWpilTpujmm2+Wy+WSj4+PHnjgATOXBwAApYxVj1Mz+8x0oLxJTk7Wjh07tGPHDiUnJ9sdB4AHpu5Bb9iwoZ5//nk9//zzSktL01NPPaUXX3xRXbt2VePGjRUUFKTk5GTt379f69at08WLF+VyuWQYhp5//nk1bNjQqq8DAAA43MSJEy15H5a2A4UXExPjXnmybt0694ZxAJzFVEGXpGeffVbp6el6/fXXlZOTowsXLmjFihVasWLFZefl/jL18vLSM888o8mTJ5u9NAAAKEXeffdd0+9BOQcAlGWmlrjnevnll7V+/XrdfPPN8vPzk8vluuLDz89Pw4YN048//qiXXnrJissCAIBSwoql7dwaBxRd06ZNtWzZMi1btkxNmza1Ow4AD0zPoOfq2LGjFixYoIyMDG3btk0nT57UhQsXVKlSJdWqVUvXXXedKlSoYNXlAABAKWHVfecffPCBJe8DlEehoaHq37+/3TEA5MOygp7L19dX7du3t/ptAQBAKWRVOWdpOwCgPLBkiTsAAMAfUc4BACgcCjoAALAc5Rxwll9//VXDhw/X8OHD9euvv9odB4AHFHQAAGCZiIgIy8r5G2+8Ycn7AJDi4uI0b948zZs3T3FxcXbHAeCB5fegAwCA8smqYp5r0qRJlr4fUJ4FBQWpVatW7mMAzkRBBwAAplldzlnaDljruuuuU0xMjN0xAOSDJe4AAMAUyjkAANagoAMAgCKjnAMAYB2WuAMAgEKzuphLlHOgOKWlpenkyZOSpFq1asnf39/mRADywgw6AAAoFMo5UPps2bJF9evXV/369bVlyxa74wDwgBl0AABQIMVRzCXKOQAAuSjoAAAgX5RzoHRr0qSJ5s+f7z4G4EwUdAAA4FFxFXOJcg6UpGrVqun222+3OwaAfHAPOgAAuMJjjz1GOQcAoIQxgw4AAC5TnMVcopwDAOAJM+gAAEDSpWJe3LPmlHPAHgcOHNB9992n++67TwcOHLA7DgAPKOgAAJRzxV3MJWbNAbudPn1aH374oT788EOdPn3a7jgAPGCJOwAA5VBxF/Lfo5wD9vP391eDBg3cxwCciYIOAEA5UpLFXKKcA07Rtm1blrYDpQAFHQCAMq6kS7lEMQcAoCgo6AAAlEF2lPJclHMAAIqGTeIAACgjcjd7s6ucf/XVV5RzwKEyMzMVFxenuLg4ZWZm2h0HgAcUdAAASqnfF3I7Z8ylS7Pmf/rTn2zNAMCzjRs3KiwsTGFhYdq4caPdcQB4wBJ3AABKCbtLeF6YMQcAwDoUdAAAHMiJZfyPKOdA6dGwYUP9+9//dh8DcCYKOgAANioNRfyPKOZA6VOjRg39+c9/tjsGgHxwDzoAAMVo+fLlV9wr7pT7xgvL5XJRzgEAKEbMoAMAUESlrWAXFaUcAICSQUEHAEDlp2wXBsUcKDsOHTqk999/X5L0yCOPKCoqyuZEAPLCEncAQKny6quvXnXJeFE/cElYWBhL2YEy6MSJE/rnP/+pf/7znzpx4oTdcQB4wAw6AJRiq1at0pIlS3ThwgUtXLhQ58+ftzsSSikKOVC2VahQQTVq1HAfA3AmCjqKHTNTAOBcFHOgfOjQoYNOnTpldwwA+aCgo9hQzAHAmSjlAAA4EwW9hCUmJio6OlobN27UuXPn5OfnpwYNGqh///7q1KmT3fEAAGUUpRwAAOejoJeg2NhYTZ48WYmJiZKkgIAAJScnKyYmRjExMRo0aJDuvfdem1Nag9lzALDXwYMHVb9+fbtjAHCInJwcZWRkSJJ8fX3l5cVe0YAT8Z1ZQjIzM/XKK68oMTFRdevW1bvvvqv58+dr/vz5GjVqlAzD0NKlS/Xtt9/aHRUAUAr17dvXvfu6y+WinAO4zIYNGxQQEKCAgABt2LDB7jgAPGAGvYSsWLFCp06dkp+fn55//nmFhYVJkvz8/HT77bcrPj5ey5cv1+zZs9WjRw/5+PB/GgCAZzk5OaxWAgCgjGEGvYSsWbNGktS9e3d3Of+9YcOGyTAMxcfHa8eOHSWcDgDgZJs2bbpsdtzlclHOARRKVFSU3n33Xb377ruKioqyOw4AD5imLQGpqanav3+/JKlNmzZ5nhMWFqaIiAgdPXpU27ZtU+vWrUsyIgDAAcaPH6/333/f7hgAyqDatWtrwoQJdscAkA9m0EvAsWPH3Lvn1q1b1+N5ua8dPXq0RHIBAEreiBEjrpgNz/2gnAMAUL4xg14C4uPj3cehoaEez8t9LSEhodgzAQCsd+ONN+q7776zOwYAACilKOglIC0tzX3s5+fn8bzc11JTU4s9U3Hj/kgAZcGkSZP0xhtv2B0DAEyLjY3VRx99JEkaN26cIiMjbU4EIC8UdBQbSjoAO9SpU0exsbF2xwAARzl69KhefvllSZcey0hBB5yJgl4C/P393cfp6ekKDAzM87z09HRJUkBAgMf3mj17tubOnZvna3FxcSZSFg9KOlD2dO/eXe+9955atWpldxQAQAF5eXkpKCjIfQzAmSjoJeD3953Hx8d7LOi596qHhIR4fK/k5GSdOXMmz9dycnJMpCw+uRvkAQAAwB6dO3fWxYsX7Y4BIB8U9BIQEREhwzDkcrkUGxuriIiIPM/LXZJZp04dj+8VFBSk6tWr5/kafw0FAAAAgNKLgl4CAgIC1KhRI+3bt09bt25Vly5drjgnLi7O/Xi1qy0bHTVqlEaNGpXnaxERETp+/Lg1oQEAAAAAJYop1xLSo0cPSdLatWt19uzZK15fuHChXC6XQkND1aJFixJOBwAAAACwGwW9hPTt21c1a9ZUWlqaXn75ZR06dEjSpY3hoqOjtWzZMkmXZsh9fFjYAAAAAOusX79ePj4+8vHx0fr16+2OA8ADmmAJqVChgp599llNnjxZhw8f1qOPPqrAwEClpaW5N3cbOHCgevfubXNSAAAAlEXZ2dl2RwCQDwp6CYqMjNT777+vBQsWaOPGjYqLi1NQUJDq16+vAQMGqFOnTnZHBAAAQBkUGRmpV1991X0MwJkMF8/AKjNyN4kLDw/XsWPH7I4DAAAAC61fv17dunWTJK1bt05du3a1OREAq3EPOgAAAAAADkBBBwAAAADAAbgHHQAAACjjjh07prlz50qSRowYoYiICJsTAcgLBR0AAAAo444cOaJJkyZJkrp27UpBBxyKTeLKEF9fX2VmZsrLy0u1atWyOw4AAAAslJGRobNnz0qSwsLC5OvrW+Cx6enpiouLkyRVq1ZNfn5+xZIRgGc1a9bU5s2br3oOBb0M8fb2dj9THQAAAADgHAV52hZL3MsQf39/paWlydvbW9WrV7c7zhXi4uKUk5MjLy8vVatWze44gGPwvQFcie8LIG98bwBXKi3fFzVr1sz3HGbQUWL69++vM2fOqHr16lq+fLndcQDH4HsDuBLfF0De+N4ArlSWvi94zBoAAAAAAA5AQQcAAAAAwAEo6AAAAAAAOAAFHQAAAAAAB6CgAwAAAADgADxmDSVmxIgRSk5OVlBQkN1RAEfhewO4Et8XQN743gCuVJa+L3jMGgAAAAAADsASdwAAAAAAHICCDgAAAACAA1DQAQAAAABwAAo6AAAAAAAOQEEHAAAAAMABKOgAAAAAADgABR0AAAAAAAfwsTsAAAAov7Kzs7Vjxw5t27ZNR48eVUJCglJTUyVJAQEBCgkJUZ06ddSqVSu1aNFC3t7eNicG7Hfw4EGdPn1aklSjRg01aNDA5kQArGK4XC6X3SEAAED5891332nOnDmKj4+XJHn6J4lhGJKk0NBQjRo1SjfeeGOJZQRK0oULF2QYhipWrJjn62vXrtWnn36qc+fOXfb5qlWrasyYMerevXtJxARQjCjoKDYnTpzQ9u3bdfToUcXHx182IxIaGqo6deqoZcuWql27ts1JAQAl7aOPPtKXX34pl8slwzAUERGhunXrKjQ0VH5+fpKk9PR0xcfHKzY2VkePHnWfO3DgQI0bN87mrwCw3pAhQxQSEqJPPvnkite++OILffrpp1f9Q9a4ceM0cODAYk4JOEN6erqOHTuW58qriIgI9++S0oYl7rDcjh079Omnn+rAgQPuz/3xl0nubIgkNWrUSKNHj1aLFi1KLCPgJDExMdq0aZNOnTol6dJyxfbt26t169Y2JwOKx08//aSlS5fKMAz1799ft9xyi8LCwq465ty5c1qwYIGWL1+uL7/8Ui1btlSHDh1KKDFgryNHjmjWrFlyuVxq0qSJRo0apSZNmkiS9u7dq7lz52rv3r2aOXOm2rRpw+QHyqzs7GytXLlSa9as0a+//nrVc5s0aaKePXuqT58+per2KGbQYalFixbpk08+cRfywMBAhYeH5zkjcvz4caWkpEi6VNjvvvtuDRkyxLbsQHFYtGiR/P399ac//emK11JSUvTmm29q27Ztkv73h6zcP2Bdd911evrppxUYGFhygYES8MILL2jbtm0aOXKkbrvttkKNjY6O1n/+8x9dd911evHFF4spIWAPTzPo06ZN08qVK9WkSRO99tpr8vG5fI4tOztbf/3rX7Vv3z4NHjxYf/7zn0swNVAyjh07pldffVUnT570uJLkjwzDUK1atfTss88qPDy8mBNagxl0WGbnzp3uct6uXTsNGzZM11xzjby88n5YgMvl0t69e7VgwQJt2rRJM2fOVKNGjdSsWbMSTg4Un5kzZyokJOSKgp6Tk6NXX31Vu3btksvlUlhYmBo1aiRJ2r9/v86ePauYmBi9+eablBCUOQcPHpSXl1eR/ig7ePBgzZkzRwcPHiyGZIAz7dy5U4ZhaPTo0VeUc0ny9vbW6NGjNXnyZO3YscOGhEDxSkpK0uTJk3X+/Hn5+fmpe/fuat269VVvjdq6dat++OEHnThxQpMnT9Z7772nypUr2/yV5I+CDsssWbJELpdLAwcO1L333pvv+YZhqGnTpnr22Wf14Ycf6ssvv9TixYsp6CgXfvjhB+3cuVNeXl6699571b9/f/fMucvl0vLly/Xhhx9q27Zt2rhxI0t5UaakpaXJz89Pvr6+hR7r6+srf39/paWlFUMywJnOnTsnb29vNW3a1OM5TZs2lY+Pj/t2KaAsiY6O1vnz51W3bl0999xzHm+LCgwMVGBgoCIiItSlSxfdcccdevnllxUbG6sFCxbo7rvvLuHkhcdz0GGZX3/9VYZhaOTIkYUeO3LkSBmGob179xZDMsB5vv/+e/dmVwMGDLhsXwbDMDRgwAANGTJELpdLa9assS8oUAyqVaum1NRUHTlypNBjDx8+rJSUlHzvWQfKGn9//6veR+vt7a3AwEClp6eXYCqgZGzatEmGYejxxx8v1M//sLAwPfbYY3K5XNq4cWMxJrQOBR2WSU5OVkBAQJHulw0MDFRAQICSk5OLIRngPLnLcwcNGuTxnAEDBki6tOQdKEvat28vl8ulKVOmXPG4qKs5d+6c/vnPf8owDLVv374YEwLOEh4eruTkZGVnZ1/1vNTUVAUFBZVQKqDknD17VgEBAapXr16hx0ZFRSkwMFBnz561PlgxYIk7LFOlShXFxcXp9OnTqlGjRqHGnjp1ihkRlCsXLlyQv7+/qlev7vGc6tWrKyAgQOfPny+5YEAJuO2227RmzRodOXJEDz30UIHvJVy7dq3S0tJUpUoV3XrrrTZ/FUDxSExMvOJWwaSkJEnS8ePHFRkZmee4M2fOKDMzs9D/BgNKA39/f6WkpCgjI6PQt0dlZGQoPT291Gy6S0GHZVq3bq2VK1dq6tSpeuaZZxQQEFCgcWlpaZo6daoMw1CbNm2KOSXgDEFBQcrMzMz3PG9vb2VlZZVAIqDkVK5cWa+++qpeeeUVnT59Wt98842++eabfMe5XC7VqFFDzz77bKnY6AcoipycHJ05cybP13788UePBT0mJkaSVL9+/eKKBtimfv362r59u5YsWVLoP9AuXbpU2dnZatCgQTGlsxYFHZYZNmyY1q5dqx07dujhhx9Wv3791KZNG0VGRqpChQqXnZuZmemeEfn666917tw5+fv7a9iwYTalB4pPZmame7f2XFWrVnXfS+vpL7qZmZlKSUlRSEhISUUFSkxkZKSmTZumFStWaM2aNTpw4IDHx+YYhqFGjRrphhtuUN++fa/4nQKUFRMmTLjq66GhoR5fW7lypSTpmmuusTQT4AT9+vXTtm3bNHv2bCUkJOiWW25R1apVrzrm3Llz+uKLL/Tll1/KMAz169evhNKaw3PQYant27frjTfeUHJy8mWbXgUFBV22ZPH395q7XC4FBQXpr3/9q1q0aFHimYHiNGTIkMu+F/7ohRdeUOvWrfN8bf/+/XryySfVuHFj/f3vfy+uiIAjpKWl6ejRo0pISFBqaqokKSAgQKGhoYqIiJC/v7/NCQFny511r1KlSpGekAA43b/+9S999dVX7n9X1alT56q3RsXGxkq61DX69++v+++/37bshcEMOizVsmVLffDBB4qOjtYPP/yghIQESdLFixd18eLFK84PCQlR9+7dNWzYMAUHB5d0XKBEXO3voGvXrvVY0H/66SdJUpMmTYolF+Ak/v7+atSokd0xgFLranuaAGXBAw88oKioKH322WdKSEhQbGysjh49mue5uf/2CgkJ0YgRI3TTTTeVZFRTmEFHscr9xslrRqROnTqqU6eOzQkB53rzzTeVlJSk2267Tdddd53dcQAAAGyXlZWlbdu2afv27e6ekZaWJunSH3tze0bLli3VsmVL+fiUrjlpCjoAAAAAAA7Ac9ABAAAAAHCA0jXfDwAAAABAAWVnZ2vPnj2SpObNm9ucJn8scYcjpKWlafr06TIMI99HjABlzf333y+Xy6UZM2bYHQUAAKBMSUpK0l133SXDMLRo0SK74+SLJe5whIyMDK1atUqrVq2yOwpQ4s6cOeN+PA4AAADKLwo6AAAAAAAOwD3oAAAAAADH2rlzZ5HHpqSkWJik+FHQYZl33323yGOzsrIsTAIAAACgrJg8ebIMw7A7RomgoMMyq1atKjffOAAAAABKVnnY35yCDsvklvNrrrlGlStXLtTYrKwsbdmypThiAQAAACjFgoODlZSUpMcff1zt2rUr1NgLFy7o/vvvL6Zk1qOgwzLh4eE6fvy4+vTpo169ehVqbO7jDwAAAADg9xo2bKitW7fqxIkTCgoKKtTY7OzsYkpVPNjFHZZp2LChJOngwYM2JwEAAABQVjRo0EAul6tc9AwKOixTnr5xAAAAAJSMBg0aSJIOHDhgc5LixxJ3WCZ3Bv3QoUNyuVyF2jDO19dXPXv2ZJM5AAAAAJdp3ry5JkyYIEmF7hmVK1fW4sWLiyua5QxXedgKDwAc7Oabb5bL5dKiRYvsjgIAAAAbscQdAAAAAAAHoKADAAAAAOAAFHQAsBl3GgEAAEBikziUsPvvv18ul0szZsywOwrgGOPHj1dOTo7dMQAAAGAzCjpK1JkzZ5gtBP6gd+/edkcAAACAA7DEHQAAAAAAB6CgAwAAAADgABR0AAAAAAAcgIIOAAAAAIADUNABAAAAAHAACjoAAAAAAA5AQQcAAAAAwAEo6AAAAAAAOAAFHQAAAAAAB6CgAwAAAADgABR0AAAAAAAcgIIOAAAAAIADUNBRolwul90RAAAAAMCRfOwOgPJl/PjxysnJsTsGAAAAADiO4WJKEwAAAAAA27HEHQAAAAAAB6CgAwAAAADgABR0AAAAAAAcgIIOAAAAAIADUNABAAAAAHAACjoAAAAAAA5AQQcAAAAAwAEo6AAAAAAAOAAFHQAAAAAAB6CgAwAAAADgABR0AADgaBMmTJBhGDIMQ/v27bM7DgAAxYaCDgAAHG3Lli2SpMqVK6tRo0Y2pwEAoPhQ0AEAgGNlZ2crJiZGktSmTRsZhmFvIAAAihEFHQAAONaePXuUkpIiSWrbtq3NaQAAKF4UdAAA4Fi5y9slqV27djYmAQCg+FHQAQCAY/2+oDODDgAo6wyXy+WyOwQAAIAkZWVladasWZo3b55iYmIUFxen3H+qVKxYUY0aNdKIESP06KOPqkKFCjanBQDAWhR0AADgCDt37tTtt9+uPXv25Htup06d9O233yooKKgEkgEAUDJY4g4AAGz3448/qkuXLu5yfv311+uee+5xv37DDTforrvuko+PjyTpp59+0oQJE2zJCgBAcaGgAwAAWx0+fFhDhgzRhQsX5OPjo08//VRr167VjTfe6D5nzJgxmjVrlqKjo92f+/TTT3XkyBE7IgMAUCwo6AAAwFbjx49XXFycJOn999/X6NGjJUnbtm1zn9OqVStJ0pAhQ3TTTTdJuvSM9O+++66E0wIAUHwo6AAAwDZr167VsmXLJF1axv7AAw+4X8st6BUqVNC1117r/vyf/vQn9/Hu3btLKCkAAMWPgg4AAGzzr3/9y308efLky16LiYmRJF1zzTXy8/Nzfz4iIsJ9nJaWVrwBAQAoQRR0AABgi6ysLC1ZskSSVKNGDfXq1cv92unTp3X69GlJ/1veniszM9N9XKlSpRJICgBAyaCgAwAAW2zevFnJycmSpO7du8vL63//LPn9/efXXXfdZeMOHz7sPq5Xr15xRgQAoERR0AEAgC1yl7BLV86SX+21X375xX38x/IOAEBpRkEHAAC2OHTokPu4Tp06l73maQY9Oztb33//vaRLy9vbtm1bvCEBAChBFHQAAGCLpKQk97G3t/dlr+XOoIeHh6tatWruz69cuVJnz56VdOmRaz4+PsUfFACAEkJBBwAAtvD393cfHz9+3H2clpamX3/9VdKVy9tff/119/HvH8kGAEBZQEEHAAC2uOaaa9zH33zzjft4165dys7OlnT58vYZM2bohx9+kCQNHjxYXbt2LZmgAACUEAo6AACwRZ8+fdw7t3/77bdaunSppMs3iMst6LNnz9b48eMlSdWqVdN7771XolkBACgJhsvlctkdAgAAlE+jR4/Wf/7zH0lShQoVNHz4cB05csS9Edx9992nPXv2uGfOK1WqpK+//lpdunSxLTMAAMWFgg4AAGxz8eJF9erVSxs3bsz33KZNm+rzzz9X8+bNSyAZAAAlj4IOAABslZGRoXfffVdz5szRgQMHlJycLEkyDENVq1ZVq1atNHz4cI0ZM4Zd2wEAZRoFHQAAOMb+/fvVuHFjSdKDDz6o//u//7M5EQAAJYdN4gAAgGPs2rXLfXzttdfamAQAgJJHQQcAAI6xe/du9zEFHQBQ3lDQAQCAY1DQAQDlGQUdAAA4Ru4S97CwMIWFhdmcBgCAkkVBBwAAjpCTk6Nff/1VErPnAIDyiYIOAAAc4dChQ0pNTZUkNWvWzOY0AACUPB6zBgAAAACAAzCDDgAAAACAA1DQAQAAAABwAAo6AAAAAAAOQEEHAAAAAMABKOgAAAAAADgABR0AAAAAAAegoAMAAAAA4AAUdAAAAAAAHICCDgAAAACAA1DQAQAAAABwAAo6AAAAAAAOQEEHAAAAAMABKOgAAAAAADgABR0AAAAAAAegoAMAAAAA4AAUdAAAAAAAHICCDgAAAACAA1DQAQAAAABwAAo6AAAAAAAOQEEHAAAAAMABKOgAAAAAADjA/wMfD9xyuseirAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 300, + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "p = (\n", + " ggplot(\n", + " variants_df, \n", + " aes(\n", + " x = \"latent_phenotype\",\n", + " y = \"observed_enrichment\"\n", + " )\n", + " )\n", + " + geom_point()\n", + " + geom_vline(xintercept=SigmoidPhenotype_h1.wt_latent)\n", + " + geom_vline(xintercept=SigmoidPhenotype_h2.wt_latent, linetype=\"dotted\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(5, 3),\n", + " axis_text_x=element_text(angle=90),\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " )\n", + " + labs(\n", + " x=\"$\\phi$\",\n", + " y=\"observed enrichment\"\n", + " )\n", + " # zoom in on the x axis limits\n", + " + scale_x_continuous(limits=(-10, 10))\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "277a1047", + "metadata": {}, + "source": [ + "### Pre and post-selection variant read counts" + ] + }, + { + "cell_type": "markdown", + "id": "5d55dc2a", + "metadata": {}, + "source": [ + "Next, we will simulate both pre and post-selection counts of each variant subjected to an experimental selection step. Post-selection counts will be simulated by applying the specified selection bottleneck(s) to the pre-selection counts. To do this, we will use the functionality provided by [dms_variants.simulate.simulateSampleCounts](https://jbloomlab.github.io/dms_variants/dms_variants.simulate.html#dms_variants.simulate.simulateSampleCounts) and feed it our custom phenotype function." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "0096b542", + "metadata": {}, + "outputs": [], + "source": [ + "bottlenecks = {\n", + " name : variants_per_lib * scalar\n", + " for name, scalar in bottleneck_variants_per_lib_scalar.items()\n", + "}\n", + "\n", + "# do this independently for each of the homologs.\n", + "counts_h1, counts_h2 = [\n", + " dms_variants.simulate.simulateSampleCounts(\n", + " variants=variants,\n", + " phenotype_func=pheno_fxn_dict[\"observedEnrichment\"],\n", + " variant_error_rate=variant_error_rate,\n", + " pre_sample={\n", + " \"total_count\": variants_per_lib * np.random.poisson(avgdepth_per_variant),\n", + " \"uniformity\": lib_uniformity,\n", + " },\n", + " pre_sample_name=\"pre-selection\",\n", + " post_samples={\n", + " name: {\n", + " \"noise\": noise,\n", + " \"total_count\": variants_per_lib * np.random.poisson(avgdepth_per_variant),\n", + " \"bottleneck\": bottleneck,\n", + " }\n", + " for name, bottleneck in bottlenecks.items()\n", + " },\n", + " seed=seed,\n", + " )\n", + " for variants, pheno_fxn_dict in zip(\n", + " [CodonVariantTable_h1, CodonVariantTable_h2], [phenotype_fxn_dict_h1, phenotype_fxn_dict_h2]\n", + " )\n", + "]\n", + "CodonVariantTable_h1.add_sample_counts_df(counts_h1)\n", + "CodonVariantTable_h2.add_sample_counts_df(counts_h2)" + ] + }, + { + "cell_type": "markdown", + "id": "3666f515", + "metadata": {}, + "source": [ + "Plot the number of counts for each variant in each sample. The horizontal dashed line shows the total number of variants. The plot shows that all variants are well-sampled in the pre-selection libraries, but that post- selection some variants are sampled more or less. This is expected since selection will decrease and increase the frequency of variants:" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "4d7a084e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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8/PnzOH/+fK71TU1N8ccff6B///56ub4gCNi2bRsGDRqEoKAgABnrkef1Jh/ImCdg9+7dMDMzy/fcr732Gg4dOoTBgwfj+vXr0v64uDjExcVJ5bp162LHjh1ay74B2uupF1d8fDzu3r1bYL2HDx/q7ZpEREREROziTmXG8OHDceXKFfTp0yfXt5pAxlvzESNGIDQ0FB07dizhCPWjS5cuCA0NxbBhw2BhYZFrHVNTU/Tt2xchISEYMmSIXq9vbm6OnTt3IiAgAHXr1s2zXtWqVfHrr7/i2LFjqFixok7nbtKkCS5evIiVK1eiU6dOqFy5MszMzODu7o6OHTti1apV+O+//9CgQQOtdewFQYCtrW2xPxsRERERkZwEMesaTERlRGxsLI4ePYrIyEjExcXBwcEB1atXR4cOHWBlZSV3eHqTmJiIY8eOISwsDDExMahYsSLc3d3RoUMHrdntDen69eu4cOECnj59Co1GAxcXFzRp0gTNmzc36HVXr14tTRZXq1Ytnd54ExEREREZMyboRFQqDRgwANu2bQOQMcN8YGCgzBERERERERUPu7gTUakTGhqqtZxe9+7dZYyGiIiIiEg/+AadiIxCREQEFAoFXF1d86339OlTdOnSBVevXgUAWFtb4/HjxxyDTkRERESlHt+gE5FRCAkJQa1atfD+++9j7969iI2N1ToeGRmJJUuWwNPTU0rOAWDWrFlMzomIiIioTOAbdCIyCvv27cPbb78tlQVBgKOjI6ytrREXF5cjYQcAHx8fbN++PceSa0REREREpRG/1RKRUTA1NdUqi6KIqKgoPHz4MEdybmZmhkmTJmHbtm1MzomIiIiozOAbdCIyGjdv3kRwcDBOnjyJ0NBQPH78GImJiTA1NYWjoyPq1q2Lt956C8OGDUO1atXkDpeIiIiISK+YoBMREREREREZAfYNJSIiIiIiIjICTNCJiIiIiIiIjAATdCIiIiIiIiIjwASdiIiIiIiIyAgwQSciIiIiIiIyAkzQiYiIiIiIiIwAE3QiIiIiIiIiI8AEnYiIiIiIiMgIMEEnIiIiIiIiMgJM0ImIiIiIiIiMABN0IiIiIiIiIiPABJ2IiIiIiIjICDBBJyIiIiIiIjICTNCJiIiIiIiIjAATdCIiIiIiIiIjwASdiIiIiIiIyAgwQSciIiIiIiIyAkzQiYiIiIiIiIyAidwBUNlkbW2NlJQUucMgIiNhYWGBxMTEPI/znkFEWRV0zyAiKqsEURRFuYOgskepVEKj0cgdBhEZCYVCAbVanedx3jOIKKuC7hl8qEdE2ZWVB3t8g04Gp1BwJAVReVWUpJv3DKLyS9d7RkpKCh/qEZGWsvLQjgk6GVRBT8CJqGwr7Jtx3jOIyrei9KbhQz2i8q2sPaxjgk5EREREpRIf6hFRWRsmx0eOREREREREREaACToRERERERGREWCCTkRERERERGQEmKATERERERERGQEm6ETl0IABA+Dm5oaffvpJa7+bmxvc3Nxw6tQprf2nTp2SjhFR+cT7BhERkeExQScio5OcnIxDhw5h0aJF+PDDD9GyZUvpi/6WLVvkDo+IjFB0dDQCAgIwduxYvPHGG/Dw8ICHhwfeeOMNTJo0CdeuXZM7RCKjkdcDNyDvh24F+emnn+Dm5oYBAwaUyPWMDR9Kkr5wmTUiknh4eAAALC0tZY3j4sWLGD58uKwxEJFujOW+0bx5c6hUKqlsaWkJURTx4MEDPHjwAH/++SemTZuG0aNHyxglERFR/pigE5Hk+PHjcocgsbOzQ+PGjdGkSRM0btwYEydORGJiotxhEVE2xnLfUKlUaNWqFd5991106NABVapUgUajwfXr1zFjxgz8+++/mDlzJmrXro2OHTvKHS5RueLq6goPDw84ODjIHYrBWFpaSg8siYqDCToRGZ3XX389R3fUr7/+WqZoiKg0CAwMRJs2bbT2KRQKNGrUCAEBAejevTvu3LmDZcuWMUEnKmGLFy+WOwSD8/T0NJoHllS6cQw6EUl0HQd27tw5jBgxAo0bN4aHhwc6d+6MlStXQq1W6yUOpVKpl/MQkeEZy30je3KelaWlJfr06QMAuHr1ql6uR0REZAhM0ImoUPbs2YMBAwbg4MGDUKvVUKlUuHHjBmbNmoXhw4cjLS1N7hCJyMgYw30js2tt1nHqRKVZbGwsNmzYgNGjR8Pb2xv169eXJkb85ptvcP/+fblDlOQ3SVxWjx49wtdff42WLVuiZs2aeP311zF9+nS8ePEi1/rZJ6bbvn07+vfvj4YNG8LNzQ379u0DAGg0Ghw/fhxTp05Fz5494enpiRo1aqBp06YYNmwY9uzZk2dMW7ZsgZubG15//XUAwOHDhzF06FA0adIE7u7uWLVqFQDdJomLi4vDokWL0L17d9SvXx+1atVC27ZtC/z/dfbsWYwZMwYtW7ZEjRo1UK9ePbRt2xbDhg3DmjVrkJycnO+fK5UuTNCJqFAmTpyIN998E6dPn8b169cRGhqK6dOnQ6lU4ujRowX+8iWi8scY7hunT58GANSvX9/g1yIqCWvWrMHXX3+NPXv24P79+1AqlVCpVHjw4AECAgLQtWvXUtXl+uHDh+jevTs2bNiA+Ph4KBQKREREYM2aNejevTsiIyPzbT9t2jRMmDABZ8+eBZAxxCVTZGQkBg8ejHXr1uHSpUtITk6GmZkZoqKicPjwYYwePRrffPNNgTEuX74cw4YNw9GjR6FSqbSuUZBLly6hQ4cO+PHHH3H16lWkpKRAoVDg4cOHCAgIQJcuXfD333/naLdp0yb069cPu3btwuPHj6Vehg8fPsThw4cxffp0PHnyROc4yPgxQSeiQqlSpQrWrFmDatWqAcjoOjpmzBh8+eWXAIDVq1fn+aSbiMonue8bV65ckd6kDRo0yGDXISpJlSpVwldffYUDBw7g7t27uHbtGu7du4f9+/fjrbfeQlJSEj755BMkJSXJHapOZs+eDVtbW/z111+4desWbt++jbVr18LR0REREREYN24cRFHMte2VK1ewdu1aTJo0CSEhIbh27RquX7+Oli1bAsgYOte/f38EBATgxo0bCA0Nxa1bt3DlyhVMnjwZJiYmCAgIQHBwcJ7xRUVFYf78+RgxYgQuXryI69ev49atW+jZs2eBn+3Ro0cYOnQonj9/jnfeeQdHjx7FvXv3cOfOHZw8eRL/+9//kJycjPHjxyM8PFxql5ycjBkzZkAURQwaNAhnzpzB3bt3cfPmTdy4cQNbt27F4MGDYWZmVsg/bTJmTNCJqFDGjBkDc3PzHPtHjx4NS0tLpKSk5PoEmIjKLznvG/Hx8Rg/fjzUajWaNm2KIUOGGOQ6RCVt6NCh+Pzzz9GwYUOYmGTM+6xUKtGoUSOsWbMGdevWRXR0NHbt2iVzpLpJS0tDQEAAWrduDSDjDXjXrl2lLuTnz5/H4cOHc22bmJiI8ePH44svvkDFihUBALa2tnBycgKQMYv84sWL0bFjR1SoUEFq5+joiAkTJkgPC9etW5dnfCkpKejduzfmz58PZ2dnAICFhQVcXV0L/Gzff/89Xrx4gZEjR2LhwoWoU6eO9Pa9Ro0a+PXXX9GxY0ckJiZi5cqVUrvQ0FAkJibCysoKP/74I9zd3aVjFSpUQNu2bfHjjz9y7fUyhgk6ERVKXhMxWVtbo0mTJgCAkJCQkgyJiIycXPeNtLQ0jBkzBvfu3YO9vT2WLVsmJTJEZZmZmRnefPNNABmJbWnQq1cv1KxZM8f+119/HV5eXgCQ58MGpVKJMWPGFPnanTp1AgBcvHgx34krP/7440KfOzk5GUFBQQCQb4x9+/YFABw7dkzaZ2trCyBj7gz2Tiw/+FuKiAqlcuXKBR6LiooqqXCIqBSQ476hUqnw8ccf4/jx47CxscH69etRo0YNvV6DSG537tzB2rVrcebMGYSHhyMxMTFHN/DSMj65bdu2eR7z8vLCv//+m+cqDDVq1ChwjfXk5GSsX78eBw4cwK1btxAXF5dj0siUlBTExcXlei4LCwu89tprOnwSbVevXkVqaioEQci3O3x6ejoAaI21r1mzJmrWrIn79++jd+/eGDFiBDp27Ii6detCEIRCx0KlAxN0IiIiKlPUajUmTJiAffv2wdLSEuvWrYOnp6fcYRHp1c6dO/HZZ59JiZ0gCKhQoYI0HjkxMRFJSUmlZgy6Lg/yoqOjcz3u6OiY77mfPn2KAQMG4N69e9I+S0tLVKxYEQqFAmq1GjExMQCApKSkXBN0e3v7Qk0Kl/XaACCKIp4/f15g/ZSUFGlbqVRi6dKlGDlyJMLCwjBnzhzMmTMHFSpUQJs2beDj44NevXpxedoyhgk6ERXK06dPUbVq1TyPAZDGfBERASV739BoNPj8888RFBQEc3NzrFmzRuoeS1RWREdH46uvvkJ6ejq8vLwwefJkNGnSRGuuh++//x6//PKLjFGWnIIS1BkzZuDevXuwtbXF3Llz8dZbb2kl4Q8ePMAbb7wBAHlORFfUJFij0QAAzM3NtR4Q6Kpp06b4559/sH//fhw7dgxnz57F/fv3sX//fuzfvx8rV67E1q1bYWVlVaT4yPhwDDoRFUrmUkXZJSUl4fLlywCARo0alWRIRGTkSuq+IYoiJk2ahO3bt8PU1BTLly9Hhw4din1eImNz+PBhafKwdevWoVWrVjkmYixtw83y64qf+SCvoDfluUlLS8OBAwcAALNmzcKAAQNyvCHX5c12UWU+fExNTS3y/xMLCwv4+Phg4cKF+Oeff3Du3Dl88803MDU1xaVLl7Bw4UJ9hkwyY4JORIWycuVKpKWl5di/Zs0aJCcnw8LCAl26dJEhMiIyViV135gyZQq2bNkCpVKJX3/9FV27di32OYmM0ePHjwEAtWvXho2NTY7joiji1KlTJR1Wsfz7778FHmvcuHGhzxsTE4PU1FQAGW+jc2PIP6tmzZrB1NQUAHDw4EG9nNPV1RWffvophg4dCiDvh6BUOjFBJ6JCiYyMxMiRI6V1OpOTk7Fq1Sr88MMPAIBRo0bB3t6+2NeJjY1FTEyM9JPZ5SwpKUlrf+YvXSIyXiVx35g5cybWr18PhUKBX375Bb169Sp23ETGKnOpsPDw8Fx/D27duhX3798v6bCKJSgoCA8fPsyx/9y5c1KCXpR/1zY2NtKEanfu3MlxPCoqCr///nuhz6sra2trKe6FCxdKY93zEhsbK23n9mAzKwsLCwDgd6Eyhgk6ERXKTz/9hOPHj8PLywuvvfYa6tevj5kzZ0KtVsPb21taS7S4unXrhsaNG0s/L1++BAD4+flp7d+xY4derkdEhmPo+0ZkZKS0VrJCocCsWbPQrFmzPH+yzpJMVBq1a9cOgiDgxYsX+OKLL6Qu2omJiVi9ejW++eYbvTwsL0lmZmZ47733cO7cOQAZY7cPHjyI0aNHQxRFtGzZEm+99Vahz2tjY4PmzZsDAGbPno1z585BFEWIooh///0XAwcOzHdpNX2YMmUKHB0dERkZid69e2Pv3r1ak8FFRkZiy5Yt6NOnD/744w9p/44dO9CvXz9s2rRJ676VmpqKv/76S1q3vSh/LmS8OEkcERVKjx49EBgYiF9//RUXLlyAiYkJ6tSpg0GDBmHkyJGcSZSIcjD0fSNzEiYgY3m1gsaTZq1PVBrVrl0bo0aNwqpVq7Bz507s3LkTFStWREJCgvTgq0mTJli8eLHcoeps2rRpWLBgAfr27Qtra2uo1WopiXV3d8eyZcuKvLTYzJkzMXDgQERGRqJv376wsLCAIAhITk6GnZ0dFi5ciA8//FCfH0eLm5sbNm7ciJEjR+LBgwcYNWoUlEolKlSogOTkZK1kPXNNdiBjqMKZM2dw5swZABlvzC0sLBAXFyf1LGzevDk+++wzg8VOJY8JOlE5FBgYmOv+vN4qtW3bVutYq1atpKe2hpL5y4iIjIMx3zeqVq3Kt+JU7sycORN16tSBv78/bt++DbVajYYNG6J///744IMP8PPPP8sdYqHUqFED+/btw6JFi3DkyBFER0fDzc0N3bt3xxdffFGsHgHNmzdHUFAQFi5ciH///RdJSUlwcXGBt7c3Pv300xJ5aNeoUSMcPXoUGzZswL59+xAaGoqXL1/CwsICDRo0QNOmTdGpUyd07txZatO1a1csWrQIJ0+exLVr1/D06VPEx8fDzs4O9evXh4+PDwYPHgwTE6Z0ZYkg5rWWAFExKJVKaDQaaW1JIiqfdL0X8J5BRADvGURUeGXtfsAx6ERERERERERGgAk6ERERERERkRHggAUiMohz585h9OjRhWoza9Ys+Pj4GCgiIjJ2vG8QEVF5xwSdiAwiPT29wJmUs8s6iykRlT+8bxARUXnHSeLIIMraZA1EVDSc8ImICoP3DCIqrLJ2P+AYdCIiIiIiIiIjwASdiIiIiIiIyAgwQSciIiIiIiIyAkzQSXLt2jX06dMHffr0wdOnT+UOh4iIiIiIqFxhgk4AALVajeXLl8PCwkLuUIiIiIiIiMolJugEANi1axdiY2PRtWtXuUMhIiIiIiIql7gOOiEmJgabNm3Chx9+iKioKL2cU6PRSP9VKpV6OScRlT6Z9wJd6/GeQVS+8Z5BRIVVWu4HFhYWSExMLLAeE3TC2rVr4erqis6dO2Pz5s16P7+uv2yJiADeM4iocHjPIKJMxnw/SElJ0alemUvQDx06hF9++aXAegEBAahQoUIJRFSwhIQEhISE4M6dO7h79y7u3LmDuLg4AMC8efPQuHHjAs8RFxeHwMBAnD17FtHR0TA3N4eHhwd69OgBLy+vPNuFhITg+PHjWLBgARQK/Y14EAQBoigCgF7PS0SlU0HzW/CeQURZ8Z5BRLrKmpQb4/2gsA8NylyCnkmhUOSbgAuCUILR5O/MmTM6PVTIS1hYGHx9faWk3tLSEomJibh06RIuXbqE3r17Y/To0TnaZU4M16FDBzRo0KDI18+Nq6srIiMj4ebmhoiICL2em4jKHt4ziKgweM8gokxKpRIajQYKhQJqtVrucHLIjE9XZTZBd3JywurVq+UOQ2f29vbw8PBA7dq14erqioULF+rULj09HXPnzkVcXByqV6+OL7/8EjVr1kRqaip27tyJDRs2IDg4GDVr1kTnzp212gYFBeH58+eYNWuWIT4SERERERERFUKZTdD1SRRFrFixAp06dUKdOnXyratSqbB06VL0798f7u7uOp3f29sbnTp1ksoJCQk6x7Z//348efIE5ubmmD59OpydnQEA5ubmGDRoEGJiYrBnzx4EBATA29sbJiYZ/8sTExOxefNmdO7cGSqVSlr3PHPigujoaCgUCul8REREREREZFhM0HWwd+9e7NmzB8ePH8fcuXNRq1atXOup1Wr88MMPOH36NG7duoUlS5boNA6iOLMNHj16FADQvn37XJPp/v37Y+/evYiJicHVq1fh6ekJIOMhQHJyMoKDgxEcHJyj3eTJk2FnZwd/f/8ix0ZERERERES6Y4Kugy5duuDMmTO4ePEipk+fjnnz5qF69epaddRqNRYuXIjTp0/DwsIC48ePN/gkBcnJybh9+zYAoHnz5rnWcXZ2hru7O8LDw3H58mUpQbezs8PUqVNz1D9x4gROnDiBcePG8e05ERERERFRCSqzCXpcXBw+//xzREZGAgAcHR3RqFEj9OrVCzVq1CjUuUxNTTF16lTMnj0bV69exbRp0zB//nypC7tGo8HixYtx4sQJmJmZYdq0aXjttdf0/ZFyiIiIkGYwzf7AIKvq1asjPDwc4eHh0j5zc/NcZ3e/d+8eAMDT0xOVKlXSc8RERERERESUF+Obh15PUlNTcf/+fZiamkKtVuPRo0c4cOAAPv/8c/z111+FPp+5uTn8/PxQv359xMbGws/PD48ePYIoili2bBmOHDkCU1NT+Pr66rQsmj7ExMRI2w4ODnnWyzz24sULg8dERERERERERVPm3qA7ODhg8ODBaNu2LVxdXWFqagqVSoXr16/D398ft27dwtq1a+Hg4IAOHToU6tyWlpaYOXMm/Pz8cOfOHfj5+aFx48Y4cuQITExMMHnyZKkLeUnIuti9ubl5nvUyjyUnJxd4ziFDhmDIkCHFD46IiIiIiIgKpcwl6J6enjmSZBMTEzRp0gTffvstpk6dips3b2LdunV48803Cz1O3MrKCrNnz4avry/u37+PI0eOQKlUYtKkSWjVqpU+PwoRERER5UeThrSnJ/M8bOrUEoLy1UuMtGenATH/9YhNHT0hmFi9avP8LKBJz7eNiUNTKExtpHJ61AWI6pR8WgAm9o2gMKv4qk30JYiqxPzb2DWAwvxVr8n0mCsQ01/m20ZZsS6UFq/mFUp/cQ1iWmy+bS7ciILG1AmCIEAQBJimPYRSEw+FQgEBAgQBwP8fyyyLFlUhmleS2kSHn4eroymsrK2hEBRQKBVQKF79KBUKmNjWgIXdq8mXVS/vQZP0ON/YFFZuMLGtkaXNA2iSIvNvY1kZJhU8pLI6MRzqhLD821g4w6Ri3Vdtkh5B/fJ+/m3MHWFiV/9Vm+SnUMffybeNYGYHU/uGr9qkPIc67lb+bUxtYerQRCprUmOgir2RfxsTK5g6vsqRNGlxUL0Iyb+N0gKmTi1etUlPgCrmcr5toDCFmXNrqSiqkpEe/V/+bQQFzFzavGqjTkN61Ln82wAwdWkLQRAKrFfalLkEPT+mpqYYOnQopk2bhqioKNy7dw+1a9cu9HlsbGzQoEED3L+f8Y/Uzs4O9erV03e4BbKwsJC2U1NTYWVllWu91NRUABk9APQpICAAGzduzPVYVFSUXq9FRERElJ0m5Tmi97bL87jLwHAorV8textzoEuBSbBz3xtaSdaLQ32gSXmabxvHXudg5tTyVZtj70D98m6+bRy6HYF5FW+pHPvP+1C9yD/5se8UDIuqvaRy3L/jkP4s7wcUAGDXfhMsa70rlV+en4TUyH35tvl1LbDx+KvyinFA7wLeQ03fCKz++1V50YdA7TcztjX//5Pdd9uBgFOOMDMzw+PHjzH3PeDDzvlf57FFP1TttFyazDjp1gokXl2Qbxur+uNQ0WupVE6644+Ei375trH0GA67N9dJ5ZQHWxF/9vN821hU7wf7jtukcmr4LsSdGpVvGzPXrnDsul8qpz0+jNhj7+bTIiMxderx6v972rPTeHGoVz4tABP7JnD2efX3Kz3mEmL2eefbRmlbCy79X/09VsffyvffGwAoLFxQ6d1X/17UieEFthFMrFB56Kt/l5rUqALbAEDlEfk/bCutyuwY9LxkTaSfPHlSpHP4+/tjz549UCgUcHFxQXR0NPz8/Ep8jHfWcedZx6Nnl3nM3t5er9dPTEzEs2fPcv3RaMrmPxgiIiIi0p/o6Gg8fpz/W/Ostm/fDhcXF+lN/YIF+SfnRKVNuXqDrg+bNm1CYGAgBEHAhAkT0Lx5c/j6+iIiIgJ+fn6YP38+KlasWPCJ9MDd3R2CIEAURYSFhUmzymcXFpbRhadq1ap6vb61tTVcXFxyPWboJeaIiIiIFBbOcHw778l/FRbaS8Y6dP27wC7uSptqWmX7TkEFd3GvWF+rbN9hi05d3LOya/eHTl3cs6rotUynLu5Z2bb8ETZN8n57LELEJzWiMVbpAFEUIYoiTFMf4qE6DiJEaZ+oEaUyRBEDJ1RC388cEBsbi6NHj6K6dwOc18RCo9ZAI2oy/qtRQyOK+Oeff2BlZYVKng3xsbsav/32G4YOHYqV+wNwO+E1XL92HTa2Nkh4mZAjvsfZ3oetPwIcvKS9b8KECejXvx9MTUwBZHRxz8qq9nCYV/bO988t+98dixoDYerYMo/a/9/G3FGrbF61Fxzf/iffNoKZnVbZrMpbBbcxtdVu49Km4DYm2j1tTR2aFdxGaaFVVlaoW2AbKEy121hXLbiNoJ03KMydCm5Thgli5jpd5cTly5cxbdo0AMBPP/2EOnXq6Nw2MDAQ/v7+EAQB48aNQ7du3QBkPPmbOnUqHj9+jOrVq2PevHmoUKFCkWNMSEiQJmqbN29evrPCT5o0Cbdu3ULXrl3xySef5DgeFRWFkSNHQhRFzJo1q8QmsXN3d0dkZCTc3NwQERFRItckotKL9wwiKgzeM8oHjUaDFy9e4NatWwgNDcXy5cvh6OiIvXv36tTewcEBly9fzvMlFpUNSqUSGo0GCoUCarVa7nByKGx8Zeo1Z0HPGlQqFTZs2AAgY110Dw+PfOtntXPnTvj7+wMAxowZIyXnmeeaO3cuXFxc8PDhQ0yfPh0JCTmf+BmCt7c3AOD48eN4/vx5juPbt2+HKIpwcHAoseXfiIiIiIiKS6FQwNHREW3atMEHH3yAM2fOYM+ePdJb/JCQEHz88cd5to+JiUHVqlVhaWmJO3fyn6yNyFiUqQT92bNnmDRpEvbv34+nT7NMTqBWIyQkBFOnTkVoaCgAYMSIETp3wz569CjWrFkDABg5ciR69OiRo46zszPmzp0LJycn3Lt3D7NmzSrUOOz4+HjpJ2tyn5iYqHVMpVJptevWrRsqV66MlJQUzJkzR5q4LjU1FYGBgdi9ezcAYOjQoTAx4YgGIiIiIiobGjZsiGXLlkEURaSkpODnn3/OtV5KSgrq1KmD9957T2uZYiJjVKa6uD99+hSjR4+WymZmZrCwsEBSUpKU2JqYmGDEiBHw8fHR+bwvXrzAlClT0KVLF/Tv3z/fuo8ePYKvry/ee+89dO5cwDSUWfTp00enerl1eQ8LC4Ovry/i4uIAZCwFl5KSIj0g6NWrFz766COdY9EHdj0josLgPYOICoP3DMrPnTt38h3Geu/ePdSsWbMEIyJDKmtd3MvUK1U7Ozt89NFHuHHjBu7fv4+4uDgkJibC3NwcVatWRePGjfH222/Dzc2tUOe1t7fHwoUL81zGLCtXV1csXbpUp7r6Uq1aNSxZsgTbtm3D2bNnERUVBWtra9SqVQs9e/aEl5dXicVCRERERCSn2rVrQxRFXL58Gc2aNctxvFatWrhy5QqHf5JRKlNv0Ml48Mk2ERUG7xlEVBi8Z1BhLF26NNfJlM+ePYtWrQpY4J2MXll7g16mxqATERERERFlNX78eDx8+DDH/tatW+P27dsyRESUNyboRERERERUplWrVi3X3hZ169ZFWFiYDBER5Y4JOhERERERlXlubm6IiYnJsb969eqIj4+XISKinJigExERERFRuWBvb48nT57k2F/YSaSJDIUJOhERERERlRuVKlXC/fv3tfYlJCRgyZIlMkVE9AoTdCIiIiIiKldq1KiBM2fOaO379NNPc327TlSSmKATEREREVG507p1a0yYMEFrX926dWWKhigDE3QiIiIiIiqXvv/+e63yy5cvceXKFZmiIWKCTkRERERE5ZSFhQVu3rypta9p06ZQq9UyRUTlHRN0IiIiIiIqt+rWrYvWrVtr7Ttx4oRM0VB5xwSdiIiIiIjKteDgYK1yx44doVKpZIqGyjMm6EREREREVK65uLjgo48+0tr377//yhQNlWdM0ImIiIiIqNz78ccftcrdu3eXKRIqz5igExERERFRuWdra4tRo0ZJ5cTERK6LTiWOCToRERERERGABQsWaJWnTJkiUyRUXjFBJyIiIiIiAuDo6IiaNWtK5T/++APx8fEyRkTlDRN0IiIiIiKi//fnn39qlZctWyZTJFQeMUEnIiIiIiL6fy1bttQqs5s7lSQm6ERERERERFls3LhRq3z27FmZIqHyhgk6ERERERFRFoMHD9YqZ18jnchQmKATERERERFl88EHH0jbly9fRnJysozRUHnBBJ2IiIiIiCibOXPmaJVPnz4tUyRUnjBBJyIiIiIiysbNzU2r/Omnn8oUCZUnTNBJcu3aNfTp0wd9+vTB06dP5Q6HiIiIiEhWM2bMkLavXbsGlUolYzRUHjBBJwCAWq3G8uXLYWFhIXcoRERERERGYfz48Vrlf/75R6ZIqLxggk4AgF27diE2NhZdu3aVOxQiIiIiIqPg7OysVZ42bZpMkVB5wQSdEBMTg02bNmHYsGGwsrKSOxwiIiIiIqMxb948aZtv0MnQmKAT1q5dC1dXV3Tu3FnuUIiIiIiIjMrw4cO1ylevXpUpEioPTOQOoKTMnTsXZ8+eBQC89dZb+Pzzz+UNKIuEhASEhITgzp07uHv3Lu7cuYO4uDgAGU/sGjduXOA54uLiEBgYiLNnzyI6Ohrm5ubw8PBAjx494OXllWe7kJAQHD9+HAsWLIBCwec1RERERERZubu7a5W/+uor7Nu3T6ZoqKwrFwn6yZMnpeTcGJ05cwa//PJLkduHhYXB19dXSuotLS2RmJiIS5cu4dKlS+jduzdGjx6do13mxHAdOnRAgwYNinx9IiIiIqKy7KOPPsLKlSsBAPv374dGo+HLLTKIMp+gJyYmYtWqVbC2toa9vT0iIiLkDilX9vb28PDwQO3ateHq6oqFCxfq1C49PR1z585FXFwcqlevji+//BI1a9ZEamoqdu7ciQ0bNiA4OBg1a9bM0YU9KCgIz58/x6xZswzxkYiIiIiIyoSJEydKCToA3LlzB3Xr1pUxIiqqAQMG6O1cgYGBejtXpjKfoP/xxx+IiYnBmDFjcPLkySIl6KIoYsWKFejUqRPq1KmTb12VSoWlS5eif//+ObrD5MXb2xudOnWSygkJCTrHtn//fjx58gTm5uaYPn26NNOkubk5Bg0ahJiYGOzZswcBAQHw9vaGiUnG//LExERs3rwZnTt3hkqlktY9T0xMBABER0dDoVDkmLmSiIiIiKi8yZ6M//LLL1i6dKlM0VBxnDlzJt/joigCAARByHd/ZlnfynSCfv36dRw4cAB16tTB22+/jZMnTxbpPHv37sWePXtw/PhxzJ07F7Vq1cq1nlqtxg8//IDTp0/j1q1bWLJkiU5dX5RKZZHiAoCjR48CANq3b59rMt2/f3/s3bsXMTExuHr1Kjw9PQFkPARITk5GcHAwgoODc7SbPHky7Ozs4O/vX+TYiIiIiIjKis6dO+PgwYMAgGXLljFBL6W+/PLLXPenpqZi/fr1iI+PR9WqVeHl5YVKlSoBAJ48eYJ///0XERERsLW1xbBhw2BhYWGQ+Mpsgp6eno5ff/0VgiBg3LhxxRoj0qVLF5w5cwYXL17E9OnTMW/ePFSvXl2rjlqtxsKFC3H69GlYWFhg/PjxBh+XkpycjNu3bwMAmjdvnmsdZ2dnuLu7Izw8HJcvX5YSdDs7O0ydOjVH/RMnTuDEiRMYN24c354TEREREf2/+fPnSwk6kNHz1NraWsaIqCi++OKLHPvS0tIwcOBAKYf08fHJte3OnTvx1Vdf4fTp09i6datB4iuzMxts3boVERER6NmzJzw8PIp1LlNTU0ydOhWNGzdGfHw8pk2bptVVXqPRYPHixThx4gTMzMwwbdo0vPbaa8X9CAWKiIiQulZkf2CQVeax8PBwaZ+5uTm8vLxy/Li5uQEAPD090aJFCwNGT0RERERUejRp0kSrfOTIEZkiIX1bunQpLly4gAULFuSZnAOAj48PFixYgIsXLxqsB0WZTNDDw8MRGBgIBwcHvPfee3o5p7m5Ofz8/FC/fn3ExsbCz88Pjx49giiKWLZsGY4cOQJTU1P4+vrqtCyaPsTExEjbDg4OedbLPPbixQuDx0REREREVBaZm5vD3t5eKus6qTMZv507d8Lc3Bx9+vQpsK6Pjw/MzMwQFBRkkFjKXIIuiiKWLl0KlUqFUaNGwcrKSm/ntrS0xMyZM1G7dm3ExMTAz88PP//8Mw4cOAATExNMnjxZ6kJeElJSUqRtc3PzPOtlHktOTi7wnEOGDEFQUJA03oKIiIiIiDLMnz9f2uYb9LIjIiIC5ubm0oTa+VEqlTA3N9fqnaxPZS5B379/P65fv44WLVqgXbt2ej+/lZUVZs+ejZo1ayIqKgpHjhyBUqnEpEmT0KpVK71fj4iIiIiIjMM777wjdwhkANbW1oiPj8eNGzcKrBsaGoqXL18abP6BMjVJXExMDNatWwczMzOMGTPGYNexsbFBgwYNcP/+fQAZE67Vq1fPYNfLS9aZA1NTU/PsLZCamgogoweAPgUEBGDjxo25HouKitLrtYiIiIiI5Ja1izsAHD9+HO3bt5cpGtKXN954A0FBQfjqq68QEBAAOzu7XOvFxsZi0qRJEEURbdu2NUgsZSpB9/f3R2JiIgYOHIiKFSvm6NKt0WgAZMy4nnnM3Ny80LOt+/v7Y8+ePVAoFHBycsKzZ8/g5+eH+fPn5/hHa0hZx53HxMTkmaBnjlXXd2yJiYl49uxZrscy/6yJiIiIiMqSSpUq4enTpwCAWbNm4dChQzJHRMX1xRdfYP/+/bh06RI6duyIYcOG5brMmr+/P6Kjo2Fubo6JEycaJJYylaBnJotbt27Nd9r7Y8eO4dixYwCAn3/+Oc91zXOzadMmBAYGQhAETJgwAc2bN4evry8iIiKkJL1ixYrF+yA6cnd3hyAIEEURYWFhcHd3z7VeWFgYAKBq1ap6vb61tTVcXFxyPWboJeaIiIiIiOQwceJEfP311wCAw4cPyxwN6UOdOnWwdu1afPzxx4iKispzAkBBEFCxYkX89ttvqFOnjkFiYRZVCIGBgdi0aZO0tnqnTp1gb2+POXPmoEqVKggPD4efnx/i4+NLJB5LS0vpL8Z///2Xa52oqChpAoOmTZvq9fpDhw7Fnj17cv1xcnLS67WIiIiIiIxB9nHomcNJqXRr3749jh07hnHjxqFatWoQBEHrp1q1avj4449x7Ngxgw5rKFNv0LPOqpibqVOnIiQkBG+99RY+//zzQp17586d8Pf3BwCMGTMG3bp1k445Ojpi7ty5mDJlCh4+fIjp06dj7ty5sLGxKfRnKCxvb2/cunULx48fxzvvvANnZ2et49u3b4coinBwcCix5d+IiIiIiMqqatWqaZWvXbuG5s2byxQN6ZOTkxOmTJmCKVOmIC4uDtHR0QAy8r2S6iXNN+g6OHr0KNasWQMAGDlyJHr06JGjjrOzM+bOnQsnJyfcu3cPs2bNKtQ47Pj4eOknISFB2p+YmKh1TKVSabXr1q0bKleujJSUFMyZM0eauC41NRWBgYHYvXs3gIy33bosG0BERERERLpbvXq13CGQAVSsWBG1atVCrVq1Siw5B8rYG3RDadq0KVxdXdGlSxf4+PjkWa9y5cqYO3cufH190a1bt0KNwx46dGiu+7P3Cpg3b57Wm3BTU1P4+fnB19cXDx48wGeffQYrKyukpKRIDwh69eqFzp076xwLERERERHl7dNPP8XixYsBAL/99huWLVsmc0RUHKdPny5SuzZt2ug5EiboOrG3t8fChQvznCU9K1dXVyxdulSnuvpSrVo1LFmyBNu2bcPZs2cRFRUFa2tr1KpVCz179oSXl1eJxUJEREREVNZ9/PHHUoIOACqVir1VS7FBgwZBFMVCt4uIiNB7LIJYlEiICuDu7o7IyEi4ubkZ5C8uEZUtvGcQUWHwnkFyE0VRq7dsZGQkXF1dZYyo/FIqldBoNFAoFFCr1UU6R7Vq1YqUoGdOxp2fwsbHxzxERERERESFIAiCVnnv3r0YOXKkTNFQcWUuS50bURQRHR2NCxcuYOXKlQgJCcEPP/yAPn36GCQWThJHRERERERUSL169ZK2586dK2MkZEiCIMDJyQndunXDtm3b0LFjR3z66ae4cOGCQa7HBJ2IiIiIiKiQPv74Y2n7wYMH8gVCJWratGlQq9VYvny5Qc7PBJ2IiIiIiKiQsk/EnJycLFMkVJLc3NxQoUIFvkEnIiIiIiIyFg4ODlrla9euyRQJlSSNRoPk5GRERUUZ5PycJI6IiIiIiKgIKlSogPj4eADA9u3b0bJlS5kjIkN7/Pgxhg8fbrDzM0EnIiIiIiIqgvfff19aD33Dhg2YP3++zBGRPty9exfnz59HVFQUlEolXFxc0LJlS1SrVg1ubm6YOXOmwa7NBJ2IiIiIiKgIRo0aJSXo+S3VRaVDSEgI/Pz8cP78+VyPe3l5YebMmWjUqJHBYuAYdCIiIiIioiJ47bXX5A6B9OTkyZPo27cvzp8/D0EQYGNjg9q1a0MQBJiamsLa2hpnzpyBj48PDh48aLA4mKATEREREREVgVKp1CqHhITIFAkVR3x8PD7++GOkpKSgadOm2LJlC27cuIGjR48CAOzs7BASEoKZM2dCpVJh3LhxePbsmUFiYYJORERERERURNWqVZO2//rrLxkjoaJat24dXrx4gSZNmmD79u1o27YtBEHQqmNqaoqRI0dizJgxSE5OxooVKwwSCxN0IiIiIiKiIvLx8ZG2N2zYIGMkVFQHDx6EKIqYMmUKzM3N8607YsQIAJDerusbE3QiIiIiIqIiGjp0qLR98+ZNGSOhorp79y5MTU3Rtm3bAuu6ubnBzMwMERERBomFCToREREREVERtW7dWqus0WhkioSKKiEhATY2NjnmFMiLIAhQq9UGiYUJOhERERERkZ7cuXNH7hCokKytrZGUlKRT3dDQUKSmpqJq1aoGiYUJOhERERERUTFYWlpK28HBwTJGQkVRvXp1pKam4uHDh/nWU6lUmDt3LkRRxFtvvWWQWJigExERERERFcPw4cOl7V27dskYCRVF8+bNAQCHDx/O9XhKSgp+/vlnvP322zh69CgcHBwwduxYg8TCBJ2IiIiIiKgYevfuLW0banZvMpyuXbtCEIQ8Z+F/+fIlfvzxR4SGhqJSpUpYv349nJ2dDRKLiUHOSkREREREVE7kNlGcQsF3oaVF+/btsWTJEoiiiJcvX8LW1lY6VrVqVVhYWMDNzQ3t27fHkCFDYG1tbbBYmKATEREREREVQ/a3qSkpKbCyspIpGiqKvn375rr/1KlTJRoHH+sQEREREREVk4nJq3efR44ckTESKs2YoBMRERERERVThw4dpO2NGzfKGAnpyxdffIHp06eX6DWZoBMRERERERVTv379pG0m6GVDYGBgiS+bxwSdJNeuXUOfPn3Qp08fPH36VO5wiIiIiIhKja5du8odApUBTNAJAKBWq7F8+XJYWFjIHQoRERERUalTu3ZtrXJycrJMkVBpxgSdAAC7du1CbGwsn/wREREREelBZGSk3CFQKcQEnRATE4NNmzZh2LBhXA6CiIiIiKiI6tSpI23v2LFDvkCo1GKCTli7di1cXV3RuXNnuUMhIiIiIiq1+vTpI20zQS/92rRpg5YtW5boNU0KrlK63LlzB2fPnsXt27fx6NEjxMfHIzU1Fba2tqhVqxbat2+PDh06QKEwnmcTCQkJCAkJwZ07d3D37l3cuXMHcXFxAIB58+ahcePGBZ4jLi4OgYGBOHv2LKKjo2Fubg4PDw/06NEDXl5eebYLCQnB8ePHsWDBAqP6MyEiIiIiKm26deuGn376CQBw8uRJmaOh4vrzzz9L/JplLkE/cOAA9u3bJ5UtLCxgYmKCFy9e4MKFC7hw4QL+/vtv+Pn5GU137jNnzuCXX34pcvuwsDD4+vpKSb2lpSUSExNx6dIlXLp0Cb1798bo0aNztMucGK5Dhw5o0KBBka9PRERERERAkyZN5A6BSrkyl6DXq1cPbm5ueO211+Dm5iYl4bGxsfj777+xYcMGhISE4Pfff8cnn3wic7Sv2Nvbw8PDA7Vr14arqysWLlyoU7v09HTMnTsXcXFxqF69Or788kvUrFkTqamp2LlzJzZs2IDg4GDUrFkzRxf2oKAgPH/+HLNmzTLERyIiIiIiKlcqVaqkVX7+/DmcnZ1lioZ0FRYWhkWLFsHU1BTz5s2Dqamp1vH79+/jn3/+QUJCAlq0aIHWrVsbLJYyl6B36tQp1/12dnYYOHAgUlNT8eeff+Lo0aMYO3YsTEwK/iMQRRErVqxAp06dtCZ+yI1KpcLSpUvRv39/uLu76xSzt7e3VtwJCQk6tQOA/fv348mTJzA3N8f06dOlG4C5uTkGDRqEmJgY7NmzBwEBAfD29pY+b2JiIjZv3ozOnTtDpVJJ654nJiYCAKKjo6FQKHhDISIiIiIqovPnz+Ptt9+WOwwqwMGDBxEYGIg+ffrkSM7//PNPTJ48GWlpadK+fv36YfHixQaJpdwNOs5MsNPS0vDy5Uud2uzduxd79uzBjBkzcO/evTzrqdVq/PDDDzh06BC+/fZbaDQanc6vVCp1qpebo0ePAgDat2+fazLdv39/CIKAmJgYXL16VdqfkJCA5ORkBAcHY/To0dJPcHAwAGDy5MmYOHFikeMiIiIiIiqPsk4qtnXrVhkjIV2dPHkSoijCx8dHa39MTAz8/PyQlpaGJk2aoGPHjlAqldi+fTsCAwMNEkuZe4NekNDQUAAZY9Pt7Ox0atOlSxecOXMGFy9exPTp0zFv3jxUr15dq45arcbChQtx+vRpWFhYYPz48QafdC05ORm3b98GADRv3jzXOs7OznB3d0d4eDguX74MT09PABk9CqZOnZqj/okTJ3DixAmMGzeOb8+JiIiIiAppzJgxOH/+PICMN7Nk/O7cuQMAObquBwUFITk5Ga1bt8a2bdsgCAJWr16NWbNmITAwEAMGDNB7LOXiDXpqaioiIiKwfv16/PXXXwCAnj17QhAEndqbmppi6tSpaNy4MeLj4zFt2jRERERIxzUaDRYvXowTJ07AzMwM06ZNw2uvvWaQz5JVREQERFEEgBwPDLLKPBYeHi7tMzc3h5eXV44fNzc3AICnpydatGhhwOiJiIiIiMqejh07SttZv3+T8Xr27BlsbGxyvMA9deoURFHEkCFDpNzx3XffBQBcv37dILGU2TfoCQkJGDJkSI79JiYm6NWrF4YOHVqo85mbm8PPzw8zZsxAaGgo/Pz8MH/+fFSpUgXLli3DkSNHYGpqCl9fX52WRdOHmJgYadvBwSHPepnHXrx4YfCYiIiIiIjKM13noSLjkZqaCnNz8xz7M3tCvPHGG9I+Gxsb2NraIj4+3iCxlNk36AqFAnZ2drCzs4OZmRkAQBAE9OrVC/379y/SuG9LS0vMnDkTtWvXlsYj/Pzzzzhw4ABMTEwwefJkqQt5SUhJSZG2c/sLlf1YcnJygeccMmQIgoKCcsxASUREREREBcv+vfzRo0cyRUK6cnR0xMuXL7VeaN64cQPPnz9HlSpVUKVKFa36qampsLGxMUgsZTZBt7Kygr+/P/z9/bF161asWrUKvXv3RnBwMD755JMid0mwsrLC7NmzUbNmTURFReHIkSNQKpWYNGkSWrVqpedPQUREREREpU3mC0Igo5s0GbfM+bxWrVol7VuxYgVEUUSHDh206sbExCAtLQ2Ojo4GiaXMdnHPShAEVKpUCaNGjYKLiwtWr16NH374AcuXL8/3zXNebGxs0KBBA9y/fx9AxoRr9erV03fYBbKwsJC2U1NTpTXfs0tNTQWQ0QNAnwICArBx48Zcj0VFRen1WkREREREpcUbb7yBI0eOAMiYyd0Qk4mR/gwZMgR79uzB4sWLcfz4caSkpEiTi7/zzjtadTMfuDRp0sQgsZTZN+h56d69O0xNTREdHY0LFy4U6Rz+/v7Ys2cPFAoFXFxcEB0dDT8/vxIf45113HnW8ejZZR6zt7fX6/UTExPx7NmzXH90XWKOiIiIiKisGTZsmLT933//yRgJ6aJDhw744IMPIAgCLl++jJs3b0IQBIwYMSJHL+njx4+jcuXK6Natm0FiKRdv0LMyMzODra0tYmJi8Pjx40K337RpEwIDAyEIAiZMmIDmzZvD19cXERER0sRxFStWNEDkObm7u0MQBIiiiLCwsDwnpAgLCwMAVK1aVa/Xt7a2houLS67HDL3EHBERERGRseratau0nbmEFxm32bNno1OnTjh8+DDMzc3Rpk0brRn5M33//fcGjaPcJejJycnSjHuF7fIdGBiITZs2QRAEjBs3Dp06dQIAzJkzB1OnTkV4eDj8/Pwwb948VKhQQe+xZ2dpaYk6derg1q1b+O+//9C2bdscdaKioqTlHZo2barX6w8dOjTP2fDd3d0RGRmp1+sREREREZUGeb3EIuPWoUOHHGPOS1qZes2pVquldcHzsnPnTqhUKgBAw4YNdT73zp074e/vDwAYM2aMVpcGR0dHzJ07Fy4uLnj48CGmT5+OhISEInyCwvP29gaQ0dXi+fPnOY5v374doijCwcGhxJZ/IyIiIiIqz0xNTbXKnJ+JdFWmEvSoqCh88cUXOHDggFayKooiwsPDsXz5cmzatAkA0KZNG1SvXl2n8x49ehRr1qwBAIwcORI9evTIUcfZ2Rlz586Fk5MT7t27h1mzZhVqHHZ8fLz0kzW5T0xM1DqW+XAhU7du3VC5cmWkpKRgzpw50sR1qampCAwMxO7duwFkvO02MSl3HSaIiIiIiGR39epVuUMgHcXGxiIgIACff/45hg4diuHDh+Orr77Cli1bSuQlrCAW9Mq5FHn69ClGjx4tlc3MzGBhYYGUlBSkpaVJ+1u1aoWvvvpKaxb0/Lx48QJTpkxBly5d0L9//3zrPnr0CL6+vnjvvffQuXNnnWPv06ePTvXmzZuX4014WFgYfH19ERcXByBjKbiUlBTpAUGvXr3w0Ucf6RyLPmR2cXdzc0NERESJXpuISh/eM4ioMHjPoNKgRYsW0gRxX375JX766SeZIyqblEolNBoNFAoF1Gp1sc61fv16zJs3T0rEM+f7ymRra4vJkydjxIgRBouvTL1SdXBwwNdff40rV67g1q1bePHiBeLj42Fqago3NzfUrVsXHTp0kNa505W9vT0WLlyY5zJmWbm6umLp0qU61dWXatWqYcmSJdi2bRvOnj2LqKgoWFtbo1atWujZsye8vLxKLBYiIiIiIgLef/99KUHftWsXE3Qjt3LlSsyePRuCIMDGxgatW7eGm5sbAgICYGFhgZYtW+LMmTPw9fVFdHQ0vvzyS4PEUabeoJPx4JNtIioM3jOIqDB4z6DSICQkRKvnK9Muw9DHG/T79++jY8eOUKlUeP/99zFlyhRYW1sDyFgJy8nJCRcvXsSVK1cwdOhQvHjxAnv27NFpjq/CxlemxqATEREREREZg1q1askdAulo7dq1UKvV8PHxwdy5c6XkPLsmTZpg4sSJAIDVq1cbJBYm6ERERERERHqWfchrbGysPIFQgU6ePAlRFDFhwoQC6/bt2xcAcObMGYPEwgSdiIiIiIjIwK5fvy53CJSHyMhIWFhYoH79+gXWrVixImxsbHJd4lofmKATEREREREZQN26daXtw4cPyxgJ5Sc1NVXnFb5UKhWSk5NhZmZmkFiYoBMRERERERlAZndoANi7d698gVC+7Ozs8PLlS6hUqgLrnjx5Emq1GrVr1zZILEzQiYiIiIiIDGDw4MHS9qlTp2SMhPLj4eEBtVqN0NDQfOuFhYVh2rRpEEURPj4+BomFCToREREREZEBZO3iTsbLy8sLALBnz55cj8fHx+Odd95Bp06dcP/+fTRu3BjDhg0zSCxM0ImIiIiIiAwg+0zu6enpMkVC+enVqxcUCgU2btyI5OTkHMdTU1Nx6tQppKSkoFOnTti4cSPMzc0NEouJQc5KREREREREWh48eIA6derIHQZlU79+fZw7dw6iKMLERDtFHjRoECwsLODm5ob27dujUaNGBo2FCToREREREZGB1KpVC/fu3QOQMVEcE3TjVKlSpVz3//TTTyUaB7u4ExERERERGUiLFi2k7YCAABkjodKACToREREREZGBvPvuu9L2uXPnZIyESgN2cSciIiIiIjKQ9u3byx0CFSBzFvfiEkURZ86cKdY5mKCTYWnSkPb0ZJ6HTZ1aQlC+mgEx7dlpQNTke0pTR08IJq9mxEx7fhbQ5D8jpolDUyhMbaRyetQFiOqU/NvYN4LCrOKrNtGXIKoS829j1wAKc4dXbWKuQEx/mW8bZcW6UFo4v2rz4hrEtNj829h6QGlVGRcvXkR6ejpM0x5CqY6HIACCQgEBAgQBgCBAEAQoBAEai6qAeSUI/79PmRoGhSpGq65CUEjbKSkpcHJvClvnelAqlRAEAaqX96BJepxvbAorN5jY1pDKqpcPoEmKzL+NZWWYVPCQyurEcKgTwvJvY+EMk4qvli5RJz2C+uX9/NuYO8LErv6rNslPoY6/k28bwcwOpvYNX7VJeQ513K3825jawtShiVTWpMZAFXsj/zYmVjB19HzVJi0Oqhch+bdRWsDU6VW3OU16AlQxl/NtA4UpzJxbS0VRlYz06P/ybyMoYObS5lUbdRrSowp+A2Dq0haCIBRYTwvvGXq/Z7x8GY97T0WIpk7Sv3/T1IdQaOIyytnuF5nl7PcMRcrDjHtGHm0SkxJhalsDjm6NoVQqYWJiAiElDELacyiEvDvs8Z7Be0amIt0ziEoBJycnrbJKpcoxERnJ69GjRxBFsdjn0cc5+DeDDEqT8hzRe9vledxlYDiU1u5SOeZAlwK/0Dr3vaH1henFoT7QpDzNt41jr3Mwc2r5qs2xd6B+eTffNg7djsC8irdUjv3nfahe5P9Fxr5TMCyq9pLKcf+OQ/qzvJMNALBrvwmWtV51fXp5fhJSI/fl26Zi21WwqjsKvXr1wqNHj7BiHNC7Vb5NMH0jsPrvV+VFHwLvvJl3fRsAs+YAvwRnlE1NTTFjUDo+7Jz/dZbuAa6l94VKpUL16tXx/huP4Za6Pd82VvXHoaLXUqmcdMcfCRf98m1j6TEcdm+uk8opD7Yi/uzn+baxqN4P9h23SeXU8F2IOzUq3zZmrl3h2HW/VE57fBixx97Np0XGl0ynHq/+v6c9O40Xh3rl0wIwsW8CZ59Xf7/SYy4hZp93vm2UtrXg0v/V32N1/K18/70BgMLCBZXeffXvRZ0YXmAbwcQKlYe++nepSY0qsA0AVB6Rf+KcG94zDHPP+HktsPH4q7Ih7hl2AL7b/uqeAQBz34NO94y7ynexefNm9OrVC0Nbh6F91Sv5tuE9g/cMotLsyZMncHd3L7gilZiSngguP0zQiUoxfTyl01Vh1u3csWOHtF3hKTChpwECIqIyY/PmzQCAXbt2obEF0L6qzAERERnQsWPH8N5778kdBmUxcOBAuUOQCGJJfsOncsPd3R2RkZFwq+KMexf/yrMeu6sWr4v7qVOnkJqaCtO0h1Co4zISdhHQiJr/3xYh/n85VeGCNMEBoihCFEWYpUfARBMHERllUSNChIiYmBhcunQJrVq1QnyaLeLTbKBSqbBnzx5UsUtHi0buCAoKgoODA2pUr47Tp/+Fm7sbIiMyuqQ+fgFERL+K1d0RqGKf78fBszjg4XNgz5496Nq1K5DyiN1Vy1l3Vd4z/r+NAe4ZsXGxuBmWCpXSXvr3nzksRhRF6R6Qeb/ILGe/Z5irIjPuGbm0OXL0CDw9PSGauyJBVQFqtRoqlQrxT0MQcuEQOnp7Q6VS49z5c4iOjoZnM0/s3bsXtTxq4eT5e0W6Z4RFCTh//jyaN2/OLu4ox/cMNzdERETo1IZITn369EFwcEYXoyFDhmDDhg0yR1R2KJVKaDQaKBQKqNVqucPJobDxMUEng+AvzvJLo9EgLi4ODx8+xPHjx3H58mWEhITg/Pnz0Gh06774+eefY8GCBTA3Ny+4MpUJvGeQRqNBWFgYrly5gsmTJ+PGjfwT1KxGjRqFX375BVZWVgVXpjKB9wwqbQICAjBs2DAAgL29PWJiYmSOqOxggl4EFy9exIkTJ6BSqdCsWTO89dZbhr4kyYy/OCkvL1++xOLFi7Ft2zZcvHgx37oTJ07Et99+C1NT0xKKjuTCewbl5/fff8fIkSMLrDdw4ECsX7+eD/fKAd4zqLS5desW6tWrJ5X5jlR/9J2gHz9+HFu2bMH58+cRFRUFhUIBFxcXtGjRAoMHD0abNm0KPkkx4itWgh4ZGYnvvvsOADBy5Eg0bdpU67goihg1ahT++OMPrf1t2rTBzp074ejoWNRLk5HjL07S1d27dzFixAicPJn3xFjbtm1Dv379SjAqKmm8Z5Cu7t+/jzZt2uDp07wn+luwYAG++eabEoyKShrvGVTapKenw8zMTCozQdcffSXoqamp+OKLLxAUFAQAuQ65EUURvXr1wqJFi2BpaWmQ+PJe90QHmzdvxq+//oq1a9fCw8Mjx/HFixdj7dq10vi1zJ/Tp08b1UB8IpKPh4cH/vnnH4iiiCVLluRap3///rC1tUVSUlIJR0dExqZmzZp48uQJVCoVfv3111zrTJ48GYIgIDo6OtfjREQlLXtvQH6nMT6TJk1CUFAQBEGAl5cXfH19sXRpxoohFSpUwFdffYXq1atj165dGDt2rMHiKFaCfuLECQBAx44dYWNjo3VMrVZjwYIFADL+Qn722Wf4+eef0bx5c4iiiGPHjmH37t3FuTwRlTGffPIJ0tPTc33zlZCQAGtrazx48KDkAyMio6NUKjF+/HhoNJocPfUyOTk54b//CpjQjIhIBqGhoXKHQFmcPHkSO3bsgKmpKZYvX47AwECMHTsWffr0AQCYmZnh008/xZ49e9CgQQMcOnTIYLlssRL0e/fuQRAEtG7dOsexI0eO4OnTpxAEAUuXLsWiRYvw6aef4tixY3B1dQXwalkVMg7Xrl1Dnz590KdPn3y7DhIZkomJCRYsWID4+HjY2dnlOF6zZk2cP3++5AMjIqMkCAJGjBgBlUqF4cOH5zjeokULHDt2TIbIiIi0ZR0O/Pfff8sYCWW3efNmiKKICRMmoGfPvNcHrlixotRL688//zRILMVK0KOiogBkfGHO7vDhwwAAGxsbrV+Y1tbWGDx4MERR5JdsI6JWq7F8+XJYWFjIHQoRAMDW1hYvXrzA3r17cxxr1aoVzp0reMkeIio/lEol1q1bl+vkk97e3rneS4iISlL79u2l7T179sgYCWWX+b1Sl/Xp33jjDQDAlStXDBJLsRL0zOUBckvqTp06BUEQ4O3trTUhAgDUr5+xpmhkZGRxLk96tGvXLsTGxmasQU1kRLp3747793OuVdy6dWs8e/ZMhoiIyJg1a9YMz58/z7G/R48eOH36tAwRERFlyDrh7fHjx2WMhLJ7/vw5KlSogEqVKhVY18LCAra2toiNjTVILMVK0E1MTAAgxyQs6enp0lOIdu3a5WiX2W01JSWlOJcnPYmJicGmTZswbNgwriFLRqlGjRqIj4/Psb9SpUp4+fKlDBERkTFzcnJCYmJijv1t27blywEikk2zZs3kDoH0ICkpCS9fvoStra1Bzl+sBL1KlSoAMsYuZ3X06FEkJycDQK7rxGV+0ba2ti7O5UlP1q5dC1dXV3Tu3FnuUIjyZGtrKw2ryapChQpIS0uTISIiMmZWVlZISEjIsd/d3R0vXryQISIiKu9ym1uHjIOzszNevnyp0+z6gYGBAJBjiXF9MSlO41atWuHu3bvYsmUL5syZgwoVKgCAtOyJtbU1Xn/99Rztbt68CSDjl6S+PX/+HKdPn8aVK1fw4MEDxMTEwMTEBM7OzmjWrBl69+6NypUr6/26xZGQkICQkBDcuXMHd+/exZ07dxAXFwcAmDdvHho3blzgOeLi4hAYGIizZ88iOjoa5ubm8PDwQI8ePeDl5ZVnu5CQEBw/fhwLFiyAQlGs5zVEBufo6IibN2+iXr16Wvtff/31XMedElH5Zm1tjZiYGDg4OGjtd3BwQHp6utQTkIhIDrndn0ge9evXR0REBC5evCiNMc9OrVZj9+7d+PbbbyGKok7j1YuiWBlZZlDPnz9Hy5YtMXnyZHTt2hXBwcEQBAGDBg3KseYf8Gp8esOGDYtz+RyeP3+OUaNGYfXq1Th79iyePXsGMzMzqFQqhIeHIzg4GJ988gn++ecfvV63uM6cOYP58+fjzz//xIULF6TkXFdhYWH45JNPsHPnTjx+/BhKpRKJiYm4dOkS5s+fj1WrVuXaLnNiuA4dOqBBgwb6+ChEBle3bt0ckz1dunQJQUFBMkVERMbM3t4et27dyrE/txnfiYhKEl8uGI8333wTgiDgr7/+yvV4dHQ06tati3HjxiEhIQHvvPMOunfvbpBYipWg9+zZE7169YIoirh79y5++OEHHDp0CEDGFPQzZszI0ebJkyc4deoUgNy7vxeHRqMBADRv3hyTJk1CQEAANm/ejK1bt2L+/PmoUaMG0tLSsHDhQqNbS9ne3h4tW7bEu+++iy+//FLndunp6Zg7dy7i4uJQvXp1/PLLL9iyZQu2bNmCoUOHQhAEBAcH4+DBgznaBgUF4fnz5xgxYoQ+PwqRwXXv3h0rV67U2ufj45PrmFMiojp16uDkyZNa+zZt2sQ10omoxGV9Qbljxw75AiEtvXv3Rs2aNXHx4sVcX5aKooi0tDTY29vDz88PP/30k8FiKXaf5j///BOff/45KlSoAFEUIYoivLy8cOjQIVStWjVH/ZUrV0qJdJcuXYp7eS02NjZYtGgRZs6cifbt20td7pVKJRo1aoRZs2ahYsWKUKlU2Llzp87nFUURy5cvx+3btwusq1Kp8MsvvyAiIkLn83t7e2PdunWYPn06hgwZgpYtW+rcdv/+/Xjy5AnMzc0xffp0ack7c3NzDBo0CG+//TYAICAgACqVSmqXmJiIzZs3o3PnzlCpVHj69CmePn0qJTjR0dG5zoJLZCxGjx4NV1dXrX3169eHKIoyRURExqxt27aYP3++1r4WLVpI30mIiEpC1pncN27cKGMklJWLiwuOHz+OQ4cOoWLFilrHFi5ciN9++w1BQUG4dOkSxowZY9BYip2gW1hYYOHChYiOjsbjx48RFxeHU6dOwdPTM9f6ffr0wZEjR3DkyBG89tprxb28Fmtra9SqVSvP4/b29mjRogUA4O7duzqfd+/evdizZw9mzJiBe/fu5VlPrVZLvQi+/fZbnX/pK5VKnWPJ7ujRowAy1lV0dnbOcbx///4QBAExMTG4evWqtD8hIQHJyckIDg7G6NGjpZ/g4GAAwOTJkzFx4sQix0VUErI/NIuIiOAbMSLK05QpU3Ls8/X1lSESIiqvBgwYIG1nLllNxm3gwIHo1asXPD09i5W36Upvs6MoFAqd1o2Te3mBzLfqarVa5zZdunTBmTNncPHiRUyfPh3z5s1D9erVteqo1WosXLgQp0+fhoWFBcaPH2/wSdeSk5OlBKV58+a51nF2doa7uzvCw8Nx+fJl6cGJnZ0dpk6dmqP+iRMncOLECYwbNy7XhJ/ImFhZWWHv3r1STxEAaNmyJVJTU2FmZiZjZERkrJ48eaI1WeyCBQvw7rvvGmw2XiKirPT9gpLKnmJlkP7+/vD39y9Ud24AePTokdS2pIWEhABAjgQ7P6amppg6dSoaN26M+Ph4TJs2TeszazQaLF68GCdOnICZmRmmTZtWIv/4IiIipO68+X2ezGPh4eHSPnNzc3h5eeX4cXNzAwB4enpKvQ2IjFn37t3h6Oiote/DDz+UKRoiMnaVKlXCggULtPY1a9asUA/uiYiKKvsb2PT0dJkiobwcP34cn3zyCdq0aQMPDw94eHjAy8sL48ePx7Fjxwx+/WIl6O+//z4++OCDQncpvXr1Kt5///0S/xL977//4s6dOwCATp06Faqtubk5/Pz8UL9+fcTGxsLPzw+PHj2CKIpYtmwZjhw5AlNTU/j6+uq0LJo+ZO0Wk98SDZnHuO4rlVWZ/64zbdiwAZGRkTJFQ0TGbtKkSTn2ZZ94kojIEARB0CqHhYXJFAlll5iYiJEjR2LIkCHYsWMHIiIikJaWhrS0NERGRmLnzp147733MHLkSJ3WSy8qWRe+LsnJnJ4/f46lS5cCyFgzuShvhy0tLTFz5kzUrl0bMTEx8PPzw88//4wDBw7AxMQEkydPznPsvSGkpKRI2+bm5nnWyzyWnJxc4DmHDBmCoKAgnYYrEBkLOzs7LF68WGsfu6sSUV6USiWePXumtW/cuHE6/Z4kIiqurMNIS+KNLOlm7Nix2L9/PwRBgJeXF3x9fbFs2TIsW7YMvr6+8PLygiAI2L9/Pz7++GODxSFLgp6ZmGd/gmQoCQkJmDNnDuLi4lC5cmV8+umnRT6XlZUVZs+ejZo1ayIqKgpHjhyBUqnEpEmT0KpVKz1GTUSFMWHCBK1ydHR0oSaDJKLyxdnZGUOGDNHa9/3338sUDRGVJ+3atZO29+7dK2MklCk4OBhHjx6FmZkZVq1ahcDAQIwdOxa9e/dG7969MXbsWAQGBmL16tUwNzfHoUOHsG/fPoPEIkuCnrl8l42NjcGvlZycjFmzZuHBgwdwcHDA7NmzYWtrW6xz2tjYoEGDBlLZzs4O9erVK26ohWZhYSFtp6am5lkv85ilpaVerx8QEIAePXrk+hMVFaXXaxHp4ty5c1pluSelJCLjtnr1aq3yzJkzuVQjERnc//73P2l7165dMkZCmQIDAyGKIiZNmoTu3bvnWa9bt26YNGkSBEFAYGCgQWIp8QQ9NTVVmhwuc81uQ15r9uzZuHnzJipWrIg5c+ZozdxaVP7+/tizZw8UCgVcXFwQHR0NPz+/Eh/jnXXceX7LNGQes7e31+v1ExMT8ezZs1x/uK4syaFly5Za5YSEBDx9+lSmaIjI2FlaWmLJkiVa+37++Wd5giGicuONN96QtrMOWSX5XLlyBYIg4N133y2w7jvvvAMAuHjxokFi0XmZtXXr1mHdunW5Hssci50fURSRmJiI0NBQJCYmQhAEdO7cuVDBFkZqairmzJmDa9euwcbGBrNnz0bVqlWLfd5NmzYhMDAQgiBgwoQJaN68OXx9fREREQE/Pz/Mnz8/x+L2huLu7g5BECCKIsLCwuDu7p5rvczJJ/Tx+bOytraGi4tLrscMvcQcUV4uX76sNf68Q4cOCA0NlTEiIjJmY8eO1Roi8+WXX+KLL76QMSIiKusyV03KpNFo+N1ZZnFxcahQoUK+E29ncnBwQIUKFQz2clbnBP3Bgwc4evRojnHjoiji2rVrOl8ws+tY5cqVMXHiRJ3bFUZ6ejrmz5+PK1euwMrKCjNnztTL2/rAwEBs2rQJgiBg3Lhx0kzwc+bMwdSpUxEeHg4/Pz/MmzdPWm/dkCwtLVGnTh3cunUL//33H9q2bZujTlRUlLS8mr4nzRo6dCiGDh2a6zF3d3fOok2yaNKkiVb55s2biI2NhZ2dnTwBEZFRMzExwbfffospU6ZI+wIDAzFgwAAZoyKisiz75M4vX74ssRd8lDt7e3u8fPlS5/oqlcpg+V6hH9WIoij95LYvrx8gY+x2kyZN8OWXX+LChQt66W6enUqlwoIFC3Dx4kVYWFhg+vTpqFu3brHPu3PnTqlr/pgxY9CtWzfpmKOjI+bOnQsXFxc8fPgQ06dPR0JCQrGvqQtvb28AGev1ZY7tz2r79u0QRREODg4ltvwbkdwuXbqkVc7sikRElJtvvvlGqzxw4ECORSeiElPYJatJ/9zc3JCUlISIiIgC60ZGRiIpKSnP3svFpXOCPmPGDGg0Gq0fIGMm9h07duQ4lv1HrVYjLi4Oly5dwo8//ogqVaro/cOo1Wr8+OOPOHfuHMzMzODn54fXXnut2Oc9evQo1qxZAwAYOXIkevTokaOOs7Mz5s6dCycnJ9y7dw+zZs0q1Djs+Ph46Sdrcp+YmKh1TKVSabXr1q0bKleujJSUFMyZMwf3798HkNHFPzAwELt37waQ8bbbxETnDhNEpVr2t+gHDhzgGC8iypMgCDlmdOcqEERkSFmXZt64caOMkRAAdOrUCYIgYNu2bQXWzZy9/a233jJILMXO2IzpCfONGzdw6tQpABlx/fjjj/nWz3wjXpCmTZvC1dUVXbp0gY+PT571KleujLlz58LX1xfdunUr1FiSvLqKz58/X6s8b948rTfhpqam8PPzg6+vLx48eIDPPvsMVlZWSElJkR4Q9OrVy6Dj/YmMjSAI2Ldvn9YsnN999x1mzJghY1REZMxWrFih9SXZy8uLK5IQkcF0795dmmTswIEDMkdDAwYMwIsXL3IMP8iNKIoYOXKkwYZCCaIxZdjFdPXqVfj6+upcPygoSOe6SUlJsLKy0nvdTH369NGpXvYEPVNsbCy2bduGs2fPIioqChYWFqhVqxZ69uwJLy+vQsWiD5lj0N3c3HTqKkKkb6Io5nhIVoZud2UO7xlkDJycnBAdHS2VExMTC/37nEoG7xlU2p06dUprNnd+Ryk6pVIpTbSnVqvlDieHwsZXphJ0Mh78xUnG4LfffsO4ceOk8tmzZ9GqVSsZI6K88J5BxuDBgwdak8rOmTMHfn5+MkZEeeE9g0q7pKQkWFtbS2WmZEUnR4J+/vx5pKeno02bNgXWZYJORoG/OMkYqNVqrbkXPDw8cOfOHRkjorzwnkHGIrfVasj48J5BZUHW+41KpYJSqZQxmtJLjgS9efPmePbsmU73n8LGp7dZw1QqFc6dO4eQkBC8ePFC5wmZpk+frq8QiIi0KJVKdOjQAceOHQOQMelTWloazMzMZI6MiIyVv78/hg8fLpUPHTokLatKRGQod+/e1cvKU1R0L168wL59+xAaGoqEhIR8J/yOj48HAHzxxRfSvu7du2ut9FVUxU7QNRoNvv/+eyxatKhIk6kwQSciQ1q5ciXq1asnlf/88888J2UkIho6dKhWgt65c2e+RScigzAzM0NaWhoA4O+//2aCLqPbt2+jX79+ePHiRaHabd26FYIgQBRFVK1aVf4EXRRFDBw4EDt27JDKhZG9GxkRkb5l/2U3bNgwJuhElCdBENCpUyccOnRI2pecnAxLS0sZoyKisqhDhw74+++/AQC7d+/G+PHjZY6o/Fq4cCFiY2Nhb2+P1q1bo0KFCvnmqkFBQUhJScGgQYOkfQ0bNtRLLMVK0P39/fHXX38ByOhKOmDAAHTp0gXu7u46TVFPRFQSxo0bh2XLlknl+Ph4VKhQQcaIiMiY+fv7w83NTSrPmDED33//vYwREVFZNGTIEClB37t3r8zRlG9nz54FkJF4Z50sNC9Hjx5FSkoKFi5cqPdYipWgr1u3DgBgYWGBffv2oX379noJiohIn7799lutBH3JkiWFWpKRiMoXV1dXrfIPP/zABJ2I9K5Dhw5yh0D/LyYmBg4ODjol54amKLhK3q5cuQJBEDBq1Cgm50RktLK/LeeySURUkDVr1miVOVM4Eelb1p46JC+VSmU0Q5mKlaAnJiYCANq2bauXYIiIDGXz5s1a5Rs3bsgUCRGVBlknigOA/v37yxQJEZVV2VeVSUpKkikSKuzcaIacS61YCXpmF7D8pqAnIjIG2b9cv//++/IEQkSlgomJ9ijAs2fP8vsOERlU5jhoKnmnT5+WJj7Xxa5du3DmzBmDxFKsBD2zW/uVK1f0EgwRkaGYmJhoPanmL0EiKsi5c+e0yvy+Q0T6VqlSJWk7e28/Kjlubm6oXLmyzvWrVKlisCEKxUrQJ0yYAIVCgT/++AMvX77UV0xERAbx77//apVPnjwpUyREVBo0b95cq+zp6SlTJERUVvXo0UPaDgwMlDESMhbFStCbN2+OuXPn4tmzZ+jbt2+hF3YnIipJ2b9ct2vXTqZIiKg0UCgUaNKkida+tLQ0maIhorLoww8/lLajo6NljKR8c3d3L9JPpg4dOuTYV1TFWmbt+PHjaNOmDYYMGYKNGzeibt26GD58ONq0aQMnJycoFAXn/5z9nYhKUpMmTdhNlYh0tmfPHq0vXAEBAVpfqImIiiN7Tx2Sh0KhgCiKhWqTtb5CoYAgCIU+R24EsRhnyQwkkyiKhZrRThAEqFSqol6ejJi7uzsiIyPh5ubGpWnIqNy7dw8eHh5Sefv27fjf//4nY0QE8J5Bxi37dxt9fAGj4uE9g8qSrPeYtLQ0mJqayhhN6aNUKqHRaKBQKKBWq4t0juzDIHXl5eUFALh8+TKSk5O19hU1vmK9QQdy/pLiLy0iMma1atXSKvfr14/3LSLK1zfffIPvvvtOKqekpMDCwkLGiIiorLp48SJat24tdxjlTvakurCaNm2qp0iKmaDPmDFDX3EQEZWYwYMHY9OmTVK5sL1/iKh8mTp1qlaCvnHjRnZzJyKD2Lp1KxP0cq5YXdyJ8sKuZ2TMoqOj4eTkJJV37NgBHx8fGSMi3jPI2LGbu3HhPYPKEh8fHwQFBQEAbG1tER8fL3NEpYs+urjnJj09HbGxsQAAOzu7Ig89KGx8xZrFnYioNHJ0dNQq9+3bV55AiKjUWLhwoVZZn18Ciah8GzlypLTNpavl9fLlS/z666/o1q0bateuDU9PT3h6eqJ27dro2rUrFi9ebPD/R0zQiahcGjJkiFZZo9HIFAkRlQZZv0ADwMmTJ2WKhIjKmo4dO8odAgEICQlBp06dsGDBAly/fh0ajQaCIEAQBGg0Gty4cQPff/893nrrLYSEhBgsDiboRFQuLVq0SKtc1Nk7iah8qFChgla5a9euMkVCRGWNra2tVplv0UveixcvMGzYMDx69Ag2NjYYMWIEVq1aheDgYAQHB2PVqlX44IMPYGNjgydPnmDo0KF48eKFQWJhgk5E5ZKLi4tWuXv37jJFQkSlRc+ePaXt1NRUGSMhorLs7NmzcodQ7qxYsQJRUVGoVasWDh8+jLlz56J79+5o1qwZmjVrhu7du2P27Nk4fPgwatWqhaioKCxfvtwgsRQrQVcqlcX6MTEp9ipvRERF9vbbb0vbL1++5KRPRJSvJUuWaJXZzZ2I9EWpVErbs2fPljGS8unvv/+GKIr44Ycf4Orqmmc9V1dX/PjjjxAEAYcOHTJILMVK0EVRLPYPEZFcFi9erFUODQ2VKRIiKg1q1qypVW7Xrp1MkRBRWfPxxx9L28ePH5cxkvIpPDwcVlZWeP311wus26pVK1haWiIsLMwgsRTrFXb79u0LXDtYrVYjKioKt27dkgbae3p65hhrQfK7du0apkyZAgBYtWoVKlWqJHNERIZVu3ZtrfJnn32GAwcOyBQNEZUGnTp10nprolartd58EREVxdChQ/Hrr7/KHUa5Ziwvj4uVoB89elTnujExMVi0aBG+++47pKSkYNu2bahevXpxLk96pFarsXz5clhYWCAlJUXucIhKjL29vTTJx99//y1zNERk7FauXAkPDw+pfObMGbRt21bGiIioLPD09NQqZ66bTSWjWrVqCA0NxenTp9GmTZt86/77779ITk5GvXr1DBJLif1fd3BwwJw5c7Bx40Zcv34dPj4+SEtLK6nLUwF27dqF2NhYzkpL5c7Bgwe1ys+ePZMpEiIqDWrVqqVV9vHxkSkSIipLzMzMtMpPnjyRKZLyqWvXrhAEAZMmTcKDBw/yrPfw4UNMnDgRoiiiS5cuBomlxB/LDBgwAF27dsXVq1exYsWKkr485SImJgabNm3CsGHDYGVlJXc4RCWqSZMmWuX3339fnkCIqNTIOvY8KipKxkiIqKzav3+/3CGUKx999BFcXFzw8OFDdO7cGd988w12796N//77D//99x92796NyZMno1OnTnj48CFcXFwwZswYg8QiS7+J3r17QxRFbNy4UY7LUzZr166Fq6srOnfuLHcoRCUu+2oSe/fulSkSIiot/P39tcr5vW0hItKVo6OjtP3tt9/KGEn5Y2dnh40bN6JatWpITU3Fhg0bMGbMGPTp0wd9+vTBmDFjEBAQgNTUVFStWhUbN26EnZ2dQWKRZZ2zzMnHbt26JcfljU5CQgJCQkJw584d3L17F3fu3EFcXBwAYN68eWjcuHGB54iLi0NgYCDOnj2L6OhomJubw8PDAz169ICXl1ee7UJCQnD8+HEsWLCA41yo3Nq9e7fW+sZxcXGoWLGijBERkTHLPofOZ599hp07d8oUDRGVFb6+vvjyyy8BALdv35Y5mvKnXr16OHjwIPz9/bFz507cuHEDarUaQMYyeA0aNECfPn0wfPhwWFtbGywOWRL0p0+fAgCSk5PluLzROXPmDH755Zcitw8LC4Ovr6+U1FtaWiIxMRGXLl3CpUuX0Lt3b4wePTpHu8yJ4Tp06IAGDRoU+fpEpV2PHj20yosWLcLMmTPlCYaIjF72B9pBQUEyRUJEZYmPj4+UoJM8rKysMHbsWIwdOxZqtRqxsbEAMt6wl9SKHSX+ylSj0Uhdw9zc3Er68kbL3t4eLVu2xLvvvluof5jp6emYO3cu4uLiUL16dfzyyy/YsmULtmzZgqFDh0IQBAQHB+eYCAvI+ELx/PlzjBgxQp8fhajUmzVrltwhEJGRy7rUGgC8fPlSpkiIqKyoVq2aVjk1NVWmSAjIeGvu6OgIR0fHEl1Os0QT9Lt376Jfv344d+4cBEEw2Mx3pY23tzfWrVuH6dOnY8iQIWjZsqXObffv348nT57A3Nwc06dPR82aNQEA5ubmGDRoEN5++20AQEBAAFQqldQuMTERmzdvRufOnaFSqfD06VM8ffoUiYmJAIDo6Gg8f/5cj5+SyLitXLlSq5zZpYmIKDdvvfWWVnnRokUyRUJEZUX2eXHOnDkjUyQkp2J1cc/+yykvaWlpiIyMRFhYmLTP2toa33zzTXEuX2YU54lM5lr07du3h7Ozc47j/fv3x969exETE4OrV69KaywmJCQgOTkZwcHBCA4OztFu8uTJsLOzyzERDlFZ9d577+Gjjz6SygcPHkS3bt1kjIiISpMZM2Zg+vTpcodBRGXId999h/bt28sdRrlw+vTpIrUraM30oihWgn706FEIgqBTXVEUpW0nJyds3rw5xyQrVDjJycnSBBLNmzfPtY6zszPc3d0RHh6Oy5cvSwm6nZ0dpk6dmqP+iRMncOLECYwbNy7XhJ+orMq+xGD37t217ltERNktWbIEEyZMkDsMIipDunfvjn379gEA9uzZI3M05cegQYOK9L0vIiJC77EUu4u7KIoF/piamqJSpUp466238MMPP+DmzZs6v32nvEVEREh/kfJ72JF5LDw8XNpnbm4OLy+vHD+Z8wJ4enqiRYsWBoyeyPj07dtXq8wEnYjy88EHH2iVuUwjERXXxIkT5Q6hXBIEoUg/hlCsN+gajUZfcVARxMTESNsODg551ss89uLFC4PHRFSaLVq0CDt27JDK9+7dg4eHh3wBEZFRy77MTo8ePfhgj4iKJXuXdpVKlWNsOulf1qHYuUlKSsKlS5ewbNkyXLx4EcuXL8ebb75pkFi48HUplpKSIm2bm5vnWS/zmC7L2g0ZMgRBQUHSWvVE5UmNGjW0yoMHD5YnECIqNThXBRHpk5mZmVb55s2bMkVCWVlZWaFt27YICAiAt7c3PvzwQ4OtVc8EnYgoi6xvxM6dOydjJERUGgQEBGiV+WWaiPRp5syZcodA2UydOhUpKSlYvHixQc7P/hKlmIWFhbSdmpqaY5KrrMcAwNLSUq/XDwgIwMaNG3M9FhUVpddrEZWUffv2aXVZio+PR4UKFWSMiIiMmZOTk1a5a9euePjwoUzREFFZUKtWLdy7dw8AEBgYKHM0lJ2bmxsqVKiAkydPGuT8ek3Qo6KisHv3bvz77794/PgxXr58CVtbW7i6uuL1119Hz549c/wio6LLOu48JiYmzwQ9c6y6vb29Xq+fmJiIZ8+e5XqM8xNQadWuXTut8ueff47ff/9dpmiIqLQpaBwjEVFBvvvuOwwcOFDuMCgPycnJ0pLVhqCXBD0pKQlff/01fv/9d+ltbXYrVqyAubk5Ro0ahe+++07vb3PLI3d3dwiCAFEUERYWBnd391zrZX5ZqFq1ql6vb21tDRcXl1yPKRQcPUFlw9q1a5mgE1G+jhw5go4dO0rlp0+fci4XIiqy7t27a5XVajWUSqVM0VB2a9euhUajyTP3Kq5iJ+hRUVHo0KEDQkNDC5y5NCUlBUuXLsXhw4dx7NgxODo6Fvfy5ZqlpSXq1KmDW7du4b///kPbtm1z1ImKipKWV2vatKlerz906FAMHTo012Pu7u6IjIzU6/WISsrvv/+ODz/8UCqnp6fD1NRUxoiIyJhln3V55MiR2LVrl0zREFFpZ2Njo1W+c+cO6tWrJ1M05cPp06fzPZ6amoonT55g3759OHToEERRRK9evQwSS7ET9P79++PGjRsAMhLGwYMHo1u3bqhbty5sbGyQkJCAW7duYf/+/di8eTOSkpJw/fp19O/fH0ePHi3u5cs9b29v3Lp1C8ePH8c777wDZ2dnrePbt2+HKIpwcHBA48aNZYqSqHQZNmyYVoLu7++PkSNHyhgRERmz7L3Gdu/eLVMkRFQWff/991izZo3cYZRpgwYN0nmZTEEQ0KJFC3z22WcGiaVY/ZD/+usvnDhxAoIgwNPTE9evX8fq1asxcOBANG3aFB4eHmjatCkGDhyI1atX49q1a2jRogUA4MSJE9i5c6dePkRZEB8fL/0kJCRI+xMTE7WOqVQqrXbdunVD5cqVkZKSgjlz5uD+/fsAMp7yBAYGSl8Shg4dyjUUiXSU/d/KqFGjZIqEiEqLDRs2aJWzLoVKRFRYWeft4lA7wxMEId8fU1NTODk54Y033sC3336L7du35zn/V7FjEXV9VJCLd955B1u3boWLiwuuX7+uNWlZXqKjo9GwYUM8f/4cAwYMwJYtW4p6+TKlT58+OtWbN29ejjfhYWFh8PX1RVxcHICMdfpSUlKkidp69eqFjz76SL8BFyCzi7ubmxsiIiJK9NpE+jBixAj4+/tLZbVazbkVDIj3DCrt1Gq11sO9efPmYerUqTJGVLbxnkFl3erVqzF69GipXIyUrcxTKpXQaDRQKBRQq9Vyh5NDYeMr1rfNM2fOQBAEfPjhhzol5wDg6OiIkSNHQhRFnDlzpjiXp/9XrVo1LFmyBD4+PqhSpQrS09NhbW2Npk2bYurUqSWenBOVBdnXtixobBIRlW/ZJ3Dy9fWVKRIiKgveffddrXL2XrRUdhWrz3PmEltNmjQpVLvMN8B5LdFVHgUFBRWrvZ2dHUaOHMlxskR6UrFiRa1yu3bt+PSaiPI1evRorFq1SipzgkkiKqrsE8VduXIFzZs3lykaKknFeoNuZmYGAEhLSytUu8z6/KVFRMaMM6YSUWH8/PPPWuWAgAB5AiGiMmfixIlyh0AlpFgJuqurK4CMCd8K4/jx4wAANze34lyeiMigAgMDtcphYWEyRUJEpUH2CYOyrgZBRFRYNWrUkLa5+lX5UawE3dvbG6IoYv369bh8+bJObS5duoSAgAAIggBvb+/iXJ6IyKAaNWqkVe7WrZtMkRBRadGjRw+tMseNElFRZZ8Ph8qHYiXoo0aNgiAISE9PR+fOnbF9+/Z862/fvh1dunRBWloaBEHQmpmQiMjYhYaGyh0CERm5tWvX5lsmItJV165dtcrx8fEyRUIlqVgJevPmzTF27FiIooiYmBgMHDgQderUwbhx4/Dzzz9j1apV+PnnnzF+/HjUrVsXAwcORHR0NARBwNixY+Hp6amvz0FEZBDbtm3TKt+8eVOmSIioNHBxcdEqcyUVIioqc3NzrfL69etlioRKUrFmcQeAJUuWID4+Hhs2bAAA3Lt3DytWrMi1buYMyO+99x67bBBRqdC3b1+tcv369TmbOxHlq0OHDjh27JhUTktLkybWJSIqqt27d2P8+PFyh0EGVqw36ACgUCiwfv16bNmyBc2bN4coinn+tGjRAlu3boW/vz8UimJfmojI4HK7VzFBJ6L8bN26Vas8e/ZsmSIhotJu3rx50vbevXtljIRKiiDq+ZtmWFgYzpw5g8ePH+Ply5ewtbVFlSpV8Prrr6NatWr6vBQZMXd3d0RGRsLNzQ0RERFyh0NULP/88w/efPNNqXzmzBm0bt1axojKHt4zqKwRBEGrzAd7+sV7BpUXKpVKa2lq3ktyUiqV0Gg0UCgUUKvVcoeTQ2HjK3YX9+yqVavGRJyIypR27dpplV9//XX+giSifA0bNkxrvGhiYiKsra1ljIiISiMTE+107dq1a2jYsKFM0VBJYD9zIqIiMMYntERkPH777Tet8tixY2WKhIhKu6y9+L744gsZI6GSwASdiEgHV69e1Sr//vvvMkVCRKVB9rflAQEBMkVCRKXd/Pnzpe2///5bxkioJBQrQb979y4cHR3h6OiI4OBgndrs2rULDg4OcHZ2Rnh4eHEuT0RUYho1aqRV5tJJRFSQb775RqvMZRqJqCjatm0rdwhUgoqVoG/atAkvXryAmZkZevXqpVObnj17wtLSEjExMdi4cWNxLk9EVKJcXV21yklJSTJFQkSlQfbZ2+vXry9TJERUmmVfUWbbtm0yRUIloVgJ+tGjRyEIAnr16pVjttK8CIKA3r17QxRFHD58uDiXJyIqUdm7ub/++usyRUJEpUFua59zgkkiKor33ntP2uacFmVbsRL069evAwBatGhRqHbNmjXTak9EVBo4ODholUNCQmSKhIhKixMnTmiVFy1aJFMkRFSaZR2HHhUVJWMkZGjFStCjo6MBAM7OzoVq5+TkBIB/uYio9Jk4caJW+ejRo/IEQkSlQvZlGrPfQ4iIdJF9GetHjx7JFAkZWrESdHNzcwAZa3sWRua4TaVSWZzLExGVuB9++EGr3LFjR5kiIaLSomrVqlrlx48fyxQJEZVmWVeHmDRpkoyRkCEVK0F3cXEBkHNcZkEy62e+SSciKi1ym2+DvYGIKD+XL1/WKmefcJKISBe//fabtL1p0yYZIyFDKlaC/vrrr0MURWzZsgVpaWk6tUlNTcXmzZshCAJatmxZnMsTEcnixo0bWuXCDvMhovLF3t4+xz5OFkdEhZV1ojgAUKvVMkVChlSsBN3HxwcAEBkZiS+++EKnNl988QUiIyMBAH379i3O5YmIZJHbUknJyckyREJEpYW/v79Wee3atTJFQkSlVfbl1saPHy9TJGRIxUrQBw4ciHr16gEAli9fDh8fnzxnZr927Rr69OmDFStWQBAE1K5dG0OGDCnO5YmIZLNq1SqtspWVlUyREFFpMHToUK3yyJEjZYqEiEqzr776StpesWKFjJGQoQhiMftYXblyBW+88YY08RsA1KxZE6+99hpsbGyQkJCA69ev4/79+wAyunTZ2NjgxIkTaNq0afGiJ6Pl7u6OyMhIuLm5ISIiQu5wiAwi+3h0dlktOt4zqDzIfs9QqVScMLeIeM+g8ioxMRE2NjZS+cmTJ6hUqZKMEclPqVRCo9FAoVAYZbf/wsZXrDfoANCkSRMcPHgQVapUgSiKEEUR9+/fx+7du7Flyxbs3r0b9+/fl465u7vj4MGDTM6JqNQbNmyYVvnSpUvyBEJEpcLTp0+1yh988IFMkRBRaZV1JncAaN68uUyRkKEUO0EHMiaLCw0NxbfffouGDRtKyXjmDwA0atQI33//Pa5fv47WrVvr47JERLJat26dVtnT01OmSIioNMhc/SbT+vXrkZ6eLlM0RFRabdy4Udp+9OiRUb41pqLTS4IOADY2Nvjmm29w9epVREdH48qVK/jnn39w5coVREVF4cqVK5g0aZJWlwwiotJMEIQcM7ofPnxYpmiIqDTInpC3a9dOpkiIqLQaPHiwVtnX11emSMgQ9JagZ2Vvb49GjRqhbdu2aNSoUa7LixARlQXZZ3Tv1KmTTJEQUWlgYmKiNTzm7NmzSEhIkDEiIiqNsg4X/u6772SMhPTNIAk6EVF5EhYWplWeOnWqTJEQUWmQfXiMra2tTJEQUWl1+vRprfLFixdlioT0jQk6EVExVa1aVav87bff4uXLlzJFQ0TGThCEHMsj3bp1S6ZoiKg0srS01Cpzsriyw0TuAEg+cXFxCAwMxNmzZxEdHQ1zc3N4eHigR48e8PLykjs8olIlKSlJay30ChUqcNk1IsrTRx99hDFjxkjlevXq8Z5BRIVy8eJFrQlq//33X36HLwP4Br2cCgsLwyeffIKdO3fi8ePHUCqVSExMxKVLlzB//nysWrVK7hCJShVLS0vMnTtXa1/2SVyIiLL6559/tMr/+9//ZIqEiEqjZs2aaZXbtGkjTyCkV0zQy6H09HTMnTsXcXFxqF69On755Rds2bIFW7ZswdChQyEIAoKDg3Hw4EG5QyUqVXx9fWFhYSGVN2/enGOMGBFRpjfeeEOrvGPHDly/fl2maIioNLp8+bJWef78+TJFQvrCBL0c2r9/P548eQJzc3NMnz4dNWvWBACYm5tj0KBBePvttwEAAQEBUKlUcoZKVOrEx8drldu2bct1jokoTxqNRqvcsGFDxMXFyRQNEZU2TZo00Sr7+voiNTVVpmhIH5igl0NHjx4FALRv3x7Ozs45jvfv3x+CICAmJgZXr14t4eiISjdTU9McM6mamZlxbCkR5UoQhBwP9uzs7BAbGytPQERU6mT/juHt7c3vHaUYE/RyJjk5Gbdv3waQ92yPzs7OcHd3B5Cz2wwRFaxZs2Y5urZ37twZarVapoiIyJjZ2triwYMHWvuaNGmCmJgYeQIiolInODhY2v7333/h6emZo4cOlQ5M0MuZiIgI6Yla9erV86yXeSw8PLxE4iIqa7y8vLBx40apfPjwYVSrVg3Xrl2TMSoiMlbVq1dHSEiIVA4PD4erqyu2bdsmY1REVFr06tULJ0+elMqXL19G9erVOVy1FGKCXs5kfRrv4OCQZ73MYy9evDB4TERl1eDBg7Fv3z4IggAAePToERo1aoSvv/4a0dHRMkdHRMamYcOGuH37Nuzt7QEAqampGDBgADp37oywsDCZoyMiY9e2bVts3rxZKkdEROC1117LMfSOjFuxEvQDBw7oKw4qISkpKdK2ubl5nvUyjyUnJxs8JqKyrFu3brh//z6qVasm7fvhhx9QuXJlDBkyBHv37kVCQoKMERKRMalduzbu3buntZbxoUOHULNmTYwdOxaHDh3iPYOI8vTOO+/g999/l8q3b99G8+bN0alTJ6xfv14rFyDjJIjFmEFAoVCgVq1aGD16ND744AO4uLjoMzYygGPHjuGnn34CAPz1119QKpW51lu/fj22bt0KNzc3/Pbbb4W+jru7OyIjI+Hm5oaIiIhixUxUFoiiiKVLl2LBggWIjIzUOiYIAqpVq4bGjRvDxcUF+/btQ7NmzdCtWzdUr14dSqUSSqUSCoVC67/Zt6tWrYpKlSrJ9AmLh/cMIm2iKGL79u0YPnw4kpKStI4JgoCaNWuiTZs2uHHjBvr27YsaNWrA0tISlpaW0j0htx8LC4scsz6XRrxnEOXvwYMHGDBgAC5cuKC139zcHI0aNUL9+vXx8uVL2Nraonv37hBFEbdv30a7du3y/a7RrFmzPPMHuSiVSmg0GigUCqOc76ew8RU7Qc/sumliYoK+ffvio48+QqdOnYp6SjKwM2fOYN68eQAy1mi2srLKtd7q1asRFBSE2rVrY+HChbnWCQgI0Bpjm9Xhw4eRmprKX5xE2ahUKgQFBeHHH3/U+xrpP/74IyZOnKjXc5YUftkmyp0oiti0aRNWr16NY8eOFXvSp8qVK+Px48d6ik4+vGcQ6ebAgQPYsmULNmzYoJfl12JjY1GxYkU9RKY/ZS1BL1YX9xEjRsDCwgKiKCI9PR2BgYHo2rUr6tatix9//BFRUVHFOT0ZQNZx5/nNDpt5LHMcXG4SExPx7NmzXH84ayRR7kxMTNCvXz+cOnUKz549Q3BwML7++msMGDCgyOecPXs2kpOT8dlnn+kxUiIyBoIgYMiQITh8+DCioqKwY8cOTJ8+XVom1dTUVKfz1K1bFw8fPsT9+/cNGS4RGZmuXbtizZo1iIuLw19//YUJEyagR48eAHS/fzg6OuK///5DcnIyKlSoYMhwCYBJcRqvXbsWP//8M/z9/bFq1Spp9tG7d+/im2++gZ+fH/r164ePPvoI3t7e+oiXisnd3R2CIEAURYSFhUnLqWWXORlN1apV8zyXtbV1nsMaFArOP0hUEGdnZ/Tq1Qu9evXS2q9SqZCQkIC4uDgkJydDrVZDrVZDo9Fo/TfrtkKhgIlJsW7pRGTk7O3t4ePjAx8fH8yaNQtAxhv22NhYJCcnIzk5GUlJSdL9IftPeno6LCwsZP4URCQHc3Nz9O3bF3379pX2iaKIhIQEhIaGIikpCfb29jm+X2Rum5qa8v5RQorVxT2706dPY8WKFdi6das0uVhmF/g6depgzJgxGDFiRL6zh5PhTZo0Cbdu3ULXrl3xySef5DgeFRWFkSNHQhRFzJo1C56enoW+BrueEVFh8J5BRIXBewYRZWIX93y0adMGf/zxBx49eoRffvkFjRo1giiK0qQD/8fenYdFVfb/A3+fgWFYZAcFRBGX3Hd9MktFRS3FLb9lmmVlarlr1mOAuABmj4WZWZaZSm4laYJL5oJibpg7bogboCI7CLLOnN8f/Dg6AsPgDAzL+3Vdc11zn3Pf53xG4TCfc+5l7ty5aNiwId555x0cPXpUn6emCijuzRAREYGkpKQS+7dv3w5RFGFnZ4f27dtXcXRERERERER1U6X0Q7a2tsb06dNx8eJFHDt2DO+88440Vj0vLw+bN2+Gh4cH2rZti2+//Rbp6emVEQaVYdCgQXByckJubi78/f2l8Wh5eXkICQnB7t27AQDjxo1jl1kiIiIiIqIqotcu7ppkZGRg/vz5+O6776Qx0MXd383MzDB+/Hh4e3ujYcOGVRFOnRcbGwsfHx9kZGQAAMzNzZGbmytN7ubl5YVJkyY99/HZ9YyIKoLXDCKqCF4ziKgYu7hXUGFhIX777Te8/vrrWLVqlZScA5C6vz9+/BirV69Gy5YtsWbNmsoOiQA0btwYK1euxPDhw+Hs7IyCggJYWFigY8eO8Pb21ik5JyIiIiIiooqrtP7LMTEx+Omnn7BhwwZpubXixPw///kPPv74YwwcOBC//fYbfvzxR1y/fh2PHz/GRx99hMaNG2PQoEGVFRr9fzY2NpgwYQImTJhg6FCIiIiIiIjqPL0+QS8oKMDWrVvRr18/tGzZEl9//TWSkpIgiiLMzMwwYcIEnDlzBidPnsT48ePh7OyMWbNm4erVq9iwYQPMzc0hiiKWLl2qz7CIiIiIiIiIqj29PEG/ceOG9LQ8JSUFwJOn5a1atcLHH3+Md999F9bW1mUe45133kF0dDQCAwNx+fJlfYRFREREREREVGPolKBv2bIFP/30EyIiIgA8ScrlcjlGjBiBjz/+WFrSSxv/+c9/AEBK8omIiIiIiIjqCp1mcZfJZGqTvrm6umLSpEn48MMP4eTkVOHj7du3D6+99hoEQaiWM/CR9kxMTFBQUACZTAZnZ2dDh0NEBubk5IR///23zP28ZhDR03jNICJt3bt3T3ovk1X6HOgVVrxKlrazuOuli/vAgQPx8ccfY+jQoTr9o/znP/9BeHi4PkIiAyv+4VOpVGq/NEREpeE1g4gqgtcMIipNcTJck+mUoM+dOxeTJ09Gs2bN9BKMra0t+vTpo5djkWGZmpoiNzcXRkZGqF+/vqHDISIDK69XFa8ZRPQ0XjOISFv379+XenRXxyfoxUxNTbWqp1MXdyIiIiIiIiLSj+p7i4GIiIiIiIioDmGCTkRERERERFQN6GWSOAA4f/489u7di6ioKKSlpSE3N7fcNoIg4ODBg/oKgXR0+fJlfP755wCANWvWoEGDBgaOiIiIiIiIqO7QOUF/8OAB3n//fezfv79C7URRhCAIup6e9ESpVGL16tXSpCtERERERERUtXTq4p6VlYW+ffti//79EEWxQi+qXnbt2oX09HQMHDjQ0KEQERERERHVSTol6MuXL0d0dDQAwNXVFT/88ANiYmKQm5sLlUpV7kubhdqp8qWmpmLLli145513YG5ubuhwiIiIiIiI6iSdurjv2LEDQNFaladPn+aY5Rpq3bp1cHFxgaenJ7Zu3aqXY3br1g0JCQlwcnLCv//+q5djElHtxWsGEVUErxlEVMzCwqLGDNE1NTVFdna2xjo6Jeg3b96EIAiYMmVKtUnODx48iBUrVpRbb+PGjbCysqqCiMqXlZWFqKgoxMTE4ObNm4iJiUFGRgYAIDAwEO3bty/3GBkZGQgJCUFkZCRSUlKgUCjQrFkzDB48GD169CizXVRUFCIiIrB06VLIZPqb1D8hIQH37t3T2/GIqHbjNYOIKoLXDCIqVtx7uybQ5kaCTgl68T9Ey5YtdTlMpZDJZBoT8Oo0Qd2pU6e0uqlQltjYWPj4+EhJvZmZGbKzs3H+/HmcP38eQ4cOxcSJE0u0K54Yrk+fPmjduvVzn5+IiIiIiMjQ9PnAUZ8qcgNBpwTdzc0NV69exaNHj3Q5TKVwcHDAzz//bOgwtGZra4tmzZqhefPmcHFxQVBQkFbtCgoKEBAQgIyMDLi5uWHOnDlwd3dHXl4edu7ciU2bNiEsLAzu7u7w9PRUaxsaGoqkpCQsWrSoMj4SERERERFRlZDJZNV2jjMjIyOtk3SdbjEMGzYMoiji2LFjuhym2hNFEatXr8aNGzfKrVtYWIgVK1YgPj5e6+N7eHhgw4YN8PPzw9ixY9GtWzet2+7btw8JCQlQKBTw8/ODu7s7AEChUODNN9/Ea6+9BqCoS39hYaHULjs7G1u3boWnpycKCwvx8OFDPHz4UBoTkZKSgqSkJK3jICIiIiIiIt3olKBPnz4dtra22LRpE65du6avmKqdvXv3Ys+ePViwYAFu3bpVZj2lUolly5bh4MGD+OKLL7S+S2JkZPTcsR0+fBgA0Lt3bzg6OpbYP2rUKAiCgNTUVFy6dEnanpWVhZycHISFhWHixInSKywsDAAwb948fPLJJ88dFxEREREREVWMTl3cnZ2dsXXrVrz++usYMGAANm3ahN69e+srtmpjwIABOHXqFM6dOwc/Pz8EBgbCzc1NrY5SqURQUBBOnDgBU1NTTJ06tdLHQOTk5EhP9bt06VJqHUdHR7i6uiIuLg4XLlxA586dAQA2Njbw9vYuUf/o0aM4evQopkyZUmrCT0RERERERJVDpwR98eLFAABPT0/s3LkTffv2RadOnfDSSy/BwcFBqwTVz89PlxDKlJGRgVmzZkkzfNrb26Ndu3bw8vJCkyZNKnQsuVwOb29vLF68GJcuXcL8+fOxZMkSuLq6Aiga9P/tt9/i6NGjMDExwfz589GmTRt9f6QS4uPjIYoiAJS4YfA0Nzc3xMXFIS4uTtqmUChKnd29uIdA586dq83M/ERERERERHWBTgn6woULpdnQBUGAKIrSzOHaqqwEPS8vD7dv35bWxbt//z7u37+PAwcOYPz48Rg5cmSFjqdQKODr64sFCxbg2rVr8PX1xZIlS+Ds7Izvv/8e4eHhkMvl8PHx0WpZNH1ITU2V3tvZ2ZVZr3hfWlpapcdEREREREREz0enBB2A9AS3rLImlbHUmZ2dHcaMGYOePXvCxcUFcrkchYWFuHLlCoKDgxEdHY1169bBzs4Offr0qdCxzczMsHDhQvj6+iImJga+vr5o3749wsPDYWxsjHnz5kldyKvC0+voKRSKMusV78vJySn3mGPHjsXYsWN1D46IiIiIiIgqRKcEPTw8XF9x6E3nzp1LJMnGxsbo0KEDvvjiC3h7e+P69evYsGEDevXqVeFx4ubm5li8eDF8fHxw+/ZthIeHw8jICHPnzkX37t31+VGIiIiISBNVPvIflr2akNyhGwSjJw8x8hNPAKLmSXzl9p0hGJs/aZMUCagKNLYxtusImbyeVC5IPgNRmauhBWBs2w4yE+snbVLOQyzM1tzGpjVkiie9JgtSL0Is0LzcsZH1CzAyfTKvUEHaZYj56ZrbWDaDkbmTVC5MvwZVXko5bdxhZO7ypE3mDahyEjW3qdcYRhaNnrR5dAuqxw80tpGZN4SxZZOn2tyB6vE9zW3MnGBs1UwqK7PjoMyK1dzG1BHG1i88afP4PpSPbmtuo7CHsU2rJ21yHkKZGaOxjWBiA7lt2ydtcpOgzIjW3EZuCbldB6msyktFYfpVzW2MzSG3f5IjqfIzUJgWpbmNkSnkDl2ftCnIQmHqBY1tIJPDxPE/UlEszEFBylnNbQQZTOq/9KSNMh8Fyac1twEgr9+zUh74GppOCXpFn0Abmlwux7hx4zB//nwkJyfj1q1baN68eYWPU69ePbRu3Rq3bxf9ktrY2KBly5b6Drdcpqam0vu8vDyYm5uXWi8vLw9AUQ8Afdq4cSM2b95c6r7k5GS9nouIiIjoWarcJKTsfaXM/fXfiIORhatUTv17QLlJsOOIq2pJVtrBYVDlPtTYxt7rNEwcniyTm3ZkNJSPbmpsYzcoHApnD6mc/s97KEzTnPzY9g+DaSMvqZxxcgoKEjUvd2zTewvMmr4llR/9Oxd59/7S2Ma65xqYv/Dhkzbn5iP3bojGNlbdl8Oi7SypnHVxCXJi1mtsU6+zPyw7+krl7MvL8fjadxrbWLT7DFbdvpTKj6N/RPalpRrbmLeaAuseq560iQlG1jlfDS0As2bvwqbXBqmce2cbMiNnaWxj6vY6bPv+IZXz4nYh4/iHGloAJi4DYT9wn1TOf3AI6Ufe0tCiKDF1GPzk/z0/8QTSDnppaAEY23aA4/AnP18FqeeR+peHxjZGlk1Rf9STn2NlZrTG3zcAkJnWR4O3nvy+KLPjym0jGJvDadyT30tVXnK5bQDAabx2K2bVNDp3ca9pnk6kExISnitBDw4Oxp49eyCTyeDg4IDExERpTLqtra0+w9Xo6XHnqampZSboxWPV9R1bdnY2EhNLvzOq7RJzRERERFVh7ty5mNYqF4pyvv3OnDkDD7OtpHKgZzqsTDU0AJCfnwcTPcRIRFTnEnRdbdmyBSEhIRAEAdOnT0eXLl3g4+OD+Ph4KUm3trYu/0B64OrqKk3OFxsbK80q/6zY2KIuPI0aNSp1//OysLBA/fr1S91X2UvMEREREclMHWH/2g6N+4sdOHAAh/9UQlZOj9io2P3IyX9SvnkWkBtpbnNopPoDH9s+v2nVxf1pNq+s16qL+9Ose3yvVRf3p1l2+wr1Omh+emxk2UytbNnZHxZtZpXTxl2tXK+DN8xbaH56bFSvsVrZou1smLlrfnosM2+oVjZ/YTJMXTU/PZaZOamVzZu/C4WTh+Y2purLDZs2eQNy+25l1P7/bRT2amVFIy/Yv/aPxjaCiY1a2cS5X/lt5Jbqbeq/VH4bY/UHeXK7TuW3MVK/M2Vk9UK5bSCTq7exaFR+G0E9b5ApHMpvU4vVuQT9+vXr0vuKLiMWEhKCLVu2QBAETJkyBf379wcA+Pv7w9vbG3FxcfD19UVgYCCsrKzKOZruzMzM0KJFC0RHR+Ps2bPo2bNniTrJycnS8modO3bU6/nHjRuHcePGlbrP1dVVWuKOiIiIqFLITGDS4GWtqrZt2xY3bpT/nLudlh0OHz58KD0EEYzrqe17etyutuT2nSre5qlxyFq3eWq8s7ae7vKvdRurFoBVi4q1sWwKWDatYJsmwFNj0rVhZNFIbey7Vm3MXdTG2GvVxqwBjMwqlm8YmTqqzRmgDZnCTuvfA6mNiXXF28jrVbiNYGxW8TZG2v9e10Z6T9DT0tIQHx+PzMxMKJXKcuv37t1bb+cWRVHjRAGFhYXYtGkTgKJ10Zs1a1Zm3Wft3LkTwcHBAIDJkydj0KBB0j57e3sEBATg888/x927d+Hn54eAgADUq1evrMPpjYeHB6KjoxEREYHRo0fD0VH9F3r79u0QRRF2dnZVtvwbERERUXVT/B1QX1atWoVp06YBKHoIUpHeg/369cPq1av1Gg8R1Q56SdCzsrLw7bffYsOGDYiJ0TxT4dMEQUBhYaE+QgAAJCYmYtmyZRgwYAA6deokPSFXKpW4evUqgoODce3aNQDA+PHjtb6QHj58GGvXrgUATJgwAYMHDy5Rx9HREQEBAfD29satW7ewaNEifPnll1qfIzMzU3r/+PFj6X12drbaPnNzcxgbP/lvGzRoEEJDQ5GQkAB/f3/Mnj0b7u7uyMvLQ1hYGHbv3g2g6Gn30+2IiIiISD9u3tQ8IdyzWrWq+BNpIqobdM7YYmJiMHjwYNy8ebNCa6BXlujoaERHFy1NYGJiAlNTUzx+/Fi6EWBsbIzx48fDw8ND62N27NgRLi4uGDBgAIYPH15mPScnJwQEBMDHxweDBg2q0J3UsrqKL1myRK0cGBio9iRcLpfD19cXPj4+uHPnDmbOnAlzc3Pk5uZKE7V5eXnB09NT61iIiIiISLPWrVtjwoQJFWoTFhZW5gS7RESAjgl6QUEBhg0bJj01f+WVV/DKK69g6dKlEAQBb775Jho1aoTbt2/j8OHDSElJgSAIGDVqFNq2rfj4l/LY2Nhg0qRJuHr1Km7fvo2MjAxkZ2dDoVCgUaNGaN++PV577TU0bNiw/IM9xdbWFkFBQWXOkv40FxcXrFq1Squ6+tK4cWOsXLkSf/zxByIjI5GcnAwLCws0bdoUQ4YMQY8ePaosFiIiIqK6oF+/fujXr1+F2rz88stM0IlII50S9I0bN+LatWsQBAFLlizBf//7XwDA0qVFaxGOGTMGw4YNA1C0Fvc333wDPz8/7Nu3D5MmTdL7U12FQgEvLy94eWmeyfF5VCThfp7kPDQ0tMJtnmZjY4MJEyZU+E4uERERERERVQ86rYX1559/AgA6dOggJedlUSgU+O9//4v169fj0aNHePvtt5GQkKDL6YmIiIiIapxdu3ZBoVBofL31lublxoiodtIpQT979iwEQcDrr79e6v7iMdBPGzNmDPr164fk5GT8+OOPupyeiIiIiKjGEUUR+fn5Gl/6nEiZiGoOnbq4p6SkAACaN2+utl0mk0EUReTm5pbabsSIETh06BBCQ0OxYMECXUIgIiIiIqoRPvzwQ7z66qsa66xevRr379+vooiIqLrRKUEvnrVdoVCobbe0tERmZiYePnxYarvi5c9iY2N1OT0RERERUY3x/vvvl1snNDSUCTpRHaZTF3cHBwcA6mt4A0UzmQPA1atXS2137949AMCjR490OT0RERERERFRraFTgt66dWsAkJZZK9apUyeIoojdu3eXOn4mJCQEwJMn6URERERERER1nU4J+ksvvQRRFHHq1Cm17SNGjAAA3L9/HxMmTEBGRgYAICsrCzNnzsTx48chCAL69Omjy+mJiIiIiGql5ORk/PPPP6W+oqOjDR0eEVUSQSweSP4cjh8/jldeeQUKhQIJCQmwtrYGACiVSnTo0AHXrl0DABgbG8Pe3h6JiYkQRRGiKEIul+PUqVPo1KmTXj4IVS+urq64d+8eGjZsiPj4eEOHQ0TVHK8ZRFQRtfma0b17d/z7778a67zzzjsIDg6uooiIqjcjIyOoVCrIZDIolUpDh1OqisSo0xP0nj174r333sOIESNw6dIltQC2b98OJycniKKIgoICJCQkQKVSQRRFGBsbY/Xq1UzOiYiIiIiIiP4/nWZxB4Bffvml1O0tW7bE1atXsXLlSuzfvx8JCQmwsLBA9+7dMW3aNLRr107XUxMRERER1So///wzsrKySt03btw43Llzp2oDIqIqpXOCromVlRV8fHzg4+NTmachIiIiIqoVOnbsWOY+CwuLKoyEiAxBpy7uRERERERERKQfTNCJiIiIiIiIqgEm6ERERERERETVgN7GoCcmJmL//v24cuUK0tLSkJubW24bQRCwdu1afYVARERERFTrHTlyBG+88UaJ7XPnzsWLL75ogIiISF90TtDT0tIwe/ZsbN68+bnWnWOCTkRERESkvdjYWMTGxpbYPmbMGANEQ0T6pFOCnp2djd69e+PKlSsQRbHC7QVB0OX0RERERER1Rtu2bWFmZqa2LTc3F1FRUQaKiIj0TacE/csvv8Tly5cBAA0aNMC0adPQq1cvODk5QaFQ6CVAIiIiIiICfvvttxLbYmJi0KJFCwNEQ0SVQacEfdu2bQCARo0aITIyEg0aNNBLUERERERERER1jU6zuN+9exeCIGDatGlMzomIiIiIiIh0oFOCbmVlBQBwd3fXSzBEREREREREdZVOCXrxeJekpCS9BENERERERERUV+mUoL/77rsQRRFhYWH6ioeIiIiIiIioTtIpQR8/fjy6d++Offv2YePGjfqKiQzk8uXLGDZsGIYNG4aHDx8aOhwiIiIiqoB33nkHtra2aq+7d+8aOiwiqgCdEnQTExOEhoaic+fOeO+99zBt2jRcvXpVX7FRFVIqlVi9ejVMTU0NHQoRERERPYfHjx8jPT1d7aVSqQwdFhFVgE7LrAFF65//888/6NWrF3744Qf88MMPsLCwgJ2dHWQyzfm/IAi4efOmriGQHuzatQvp6ekYOHAgQkNDDR0OEREREWnB1tYW8+bNU9t29epV7Ny500AREZEudE7Qo6Ki8Prrr0uJtiiKyMrKQlZWVrltBUHQ9fSkB6mpqdiyZQs++OADJCcnGzocIiIiItKSvb09vvjiC7Vt27ZtY4JOVEPplKDHx8ejb9++SE1NhSiKAAC5XA57e3soFAq9BEiVb926dXBxcYGnpye2bt1q6HCIiIiIiIjqJJ0S9KVLlyIlJQWCIMDT0xMLFy7Eiy++CCMjI33FpzcBAQGIjIwEAPTr1w+zZs0ybEBPycrKQlRUFGJiYnDz5k3ExMQgIyMDABAYGIj27duXe4yMjAyEhIQgMjISKSkpUCgUaNasGQYPHowePXqU2S4qKgoRERFYunRpuUMSiIiIiIiIqPLolKD//fffEAQBL774Ivbt21dtu6wfO3ZMSs6ro1OnTmHFihXP3T42NhY+Pj5SUm9mZobs7GycP38e58+fx9ChQzFx4sQS7YonhuvTpw9at2793OcnIiIiIiIi3encxR0oWg+9uibn2dnZWLNmDSwsLGBrayvFXN3Y2tqiWbNmaN68OVxcXBAUFKRVu4KCAgQEBCAjIwNubm6YM2cO3N3dkZeXh507d2LTpk0ICwuDu7s7PD091dqGhoYiKSkJixYtqoyPRERERERERBWgU4JuZ2eHBw8ewMHBQV/x6N369euRmpqKyZMn49ixY8+VoIuiiB9//BH9+/dHixYtNNYtLCzEqlWrMGrUKLi6ump1fA8PD/Tv318qazPBXrF9+/YhISEBCoUCfn5+cHR0BAAoFAq8+eabSE1NxZ49e7Bx40Z4eHjA2Ljovzw7Oxtbt26Fp6cnCgsLpXXPs7OzAQApKSmQyWTS8YiIiIio5jl79iwSEhKkcqtWrWBra2vAiIhIE50S9M6dO+PBgwe4deuWvuLRqytXruDvv/9GixYt8Nprr+HYsWPPdZy9e/diz549iIiIQEBAAJo2bVpqPaVSiWXLluHEiROIjo7GypUrtRrXrcuY/cOHDwMAevfuXWoyPWrUKOzduxepqam4dOkSOnfuDKDoJkBOTg7CwsIQFhZWot28efNgY2OD4ODg546NiIiIiAzr//7v/9TKYWFh8PLyMlA0RFQenRL0Dz/8ELt378bGjRvx6aefVqtu7gUFBfjuu+8gCAKmTJmi0wRoAwYMwKlTp3Du3Dn4+fkhMDAQbm5uanWUSiWCgoJw4sQJmJqaYurUqZU+6VpOTg5u3LgBAOjSpUupdRwdHeHq6oq4uDhcuHBBStBtbGzg7e1dov7Ro0dx9OhRTJkyhU/PiYiIiIiIqpBOGeTw4cMxbtw4REVFYfLkyVAqlfqKS2fbtm1DfHw8hgwZgmbNmul0LLlcDm9vb7Rv3x6ZmZmYP3++Wld5lUqFb7/9FkePHoWJiQnmz5+PNm3a6PoRyhUfHy8tb/fsDYOnFe+Li4uTtikUCvTo0aPEq2HDhgCKekd07dq1EqMnIiIiosrg4eGBiIgI6cUekUQ1h05P0GNjY7Fo0SLk5eVh7dq1OHHiBD766CP06NED9vb2Wj1Bbty4sS4hlCouLg4hISGws7PD22+/rZdjKhQK+Pr6YsGCBbh27Rp8fX2xZMkSODs74/vvv0d4eDjkcjl8fHy0WhZNH1JTU6X3dnZ2ZdYr3peWllbpMRERERGRYTk6Oqr1hLS3tzdgNERUETol6E2aNJG6tYuiiCtXrmDGjBlatxcEAYWFhbqEUIIoili1ahUKCwvx4YcfwtzcXG/HNjMzw8KFC+Hr64uYmBj4+vqiffv2CA8Ph7GxMebNmyd1Ia8Kubm50nuFQlFmveJ9OTk55R5z7NixGDt2rO7BERERERER1RDPztegi5CQkOduq1OCDkDqYv3se0PZt28frly5gq5du+KVV17R+/HNzc2xePFi+Pj44Pbt2wgPD4eRkRHmzp2L7t276/18REREREREVLlOnTqll+PomhPrlKCPHz9ep5PrW2pqKjZs2AATExNMnjy50s5Tr149tG7dGrdv3wZQNOFay5YtK+18ZTE1NZXe5+XlldlbIC8vD0BRDwB92rhxIzZv3lzqvuTkZL2ei4iIiIiIqLLMmTPH0CEA0DFBX7dunb7i0Ivg4GBkZ2fjjTfegLW1dYku3SqVCkDRjOvF+xQKRYVnWw8ODsaePXsgk8ng4OCAxMREaUx6Va4r+fS489TU1DIT9OKx6vqOLTs7G4mJiaXuK/63JiIiIqLqIzc3F9nZ2VLZwsLCgNEQVR+zZ882dAgA9NDFvTopTha3bduGbdu2lVnvyJEjOHLkCADgm2++KXNd89Js2bIFISEhEAQB06dPR5cuXeDj44P4+HgpSbe2ttbtg2jJ1dUVgiBAFEXExsbC1dW11HqxsbEAgEaNGun1/BYWFqhfv36p+yp7iTkiIiIiqrg33nhDem9iYiL1tCSi6qFWJeiVLSQkBFu2bJHWVu/fvz8AwN/fH97e3oiLi4Ovry8CAwNhZWVV6fGYmZmhRYsWiI6OxtmzZ9GzZ88SdZKTk6Xl1Tp27KjX848bNw7jxo0rdZ+rqyvu3bun1/MRERERERFVtjNnziAsLAwXL15ESkoKgKLVENq3b4+hQ4eiW7dulXbuWpWgL1myRON+b29vREVFoV+/fpg1a1aFjr1z505pDcnJkydj0KBB0j57e3sEBATg888/x927d+Hn54eAgADUq1evwp+hojw8PBAdHY2IiAiMHj1abUkNANi+fTtEUYSdnV2VLf9GRERERNWHk5MTVq5cKZX37t2LPXv2GDAiouopPT0dc+bMwd9//w0A0oplAHDr1i1ERkZi7dq18PT0xDfffAMbGxu9x1CrEvTKcvjwYaxduxYAMGHCBAwePLhEHUdHRwQEBMDb2xu3bt3CokWL8OWXX2rd1TszM1N6//jxY+l9dna22j5zc3MYGz/5bxs0aBBCQ0ORkJAAf39/zJ49G+7u7sjLy0NYWBh2794NoOhp99PtiIiIiKhusLOzw7Rp06RyamoqE3SiZyiVSrz77rs4e/YsBEFAy5Yt0bNnTzg7OwMAHjx4gOPHj+P69es4cOAA3nnnHezYsUPvORYzNi107NgRLi4uGDBgAIYPH15mPScnJwQEBMDHxweDBg2q0DjssrqKP9srIDAwUO1JuFwuh6+vL3x8fHDnzh3MnDkT5ubmyM3NlSZq8/Lygqenp9axEBERERER1SUbN27EuXPnYGFhgRUrVuDVV18ttd6+ffswc+ZMnDt3Dhs3bsR7772n1zg4k5cWbG1tERQUhFGjRpVb18XFBatWrarShLhx48ZYuXIlhg8fDmdnZxQUFMDCwgIdO3aEt7c3Jk2aVGWxEBERERER1TR//vknRFFEYGBgmck5UNSDOTAwEIIgYOfOnXqPo049QS9vjLomZS1hpmvdYqGhoRVu8zQbGxtMmDABEyZM0Ok4REREREREdU10dDRMTEw09pguNnz4cHz66aeIjo7Wexx1KkEnIiIiIqIiSqVS7SHRSy+9VGLCYaK6Ijc3F2ZmZpDL5eXWNTY2hpmZGXJzc/UeBxN0IiIiIqI6SKlUqj0tPHjwIPr162fAiIgMx9HREfHx8bh9+zbc3d011r179y4yMzPh6uqq9zg4Bp2IiIiIiIjqtF69egEAfHx8kJ+fX2a9/Px8+Pj4QBRFvPzyy3qPgwk6EREREVEdMmXKFFy9ehVXr17Ftm3bDB0OUbUwefJkyOVyREREYPDgwdi5cydSU1Ol/ampqdi5cycGDx6Mw4cPQy6X46OPPtJ7HOziTkRERERUhzg4OMDBwQEAkJWVZeBoiKqH5s2b45tvvsHs2bNx7do1TJ06FQCgUCgAAHl5eQAAQRBgYmKCoKAgNG/eXO9xVMkT9MTERISGhmL79u24efNmVZySiIiIiIiISGvDhw9HaGgo+vfvD5lMBkEQkJ+fj/z8fAiCAJlMBg8PD4SGhmLEiBGVEoNOT9BTU1Oxfv16AMCQIUPQsmXLEnX8/f0RGBiIgoICadvo0aPxyy+/wNTUVJfTExEREREREelNu3btsGHDBjx69AhRUVFITk4GUNTzpF27drC0tKzU8+uUoP/222+YO3cuTExMMH78+BL7N23ahAULFkAQBIiiqNZOpVJh69atupyeiIiIiIj0ZMOGDYiIiAAAfPDBB2jcuLGBIyIyHEtLS7z00ktVfl6dEvTw8HAARTPe2dvbl9jv5+cHABBFEcOHD4e7uzv++OMPxMXFYdu2bZg6dao0Wx4RERERERlOcHCw9H7AgAFM0IkMQKcEPTo6GoIglHpn4fjx47h9+zYEQYC/vz+8vb0BAPPmzUPr1q2Rnp6OX3/9lQk6EREREZGBCIIgDTtVKpVqw1KJ6qozZ84gLCwMFy9eREpKCgDA3t4e7du3x9ChQ9GtW7dKO7dOCXpxf/wWLVqU2HfgwAEARbPezZw5U9pev359jBkzBt9//z1Onjypy+mJiIiIiEgHXbt2RU5ODgDg2LFjeOWVVwwcEZHhpKenY86cOfj7778BFN3AKnbr1i1ERkZi7dq18PT0xDfffAMbGxu9x6BTgl58N8HCwqLEvmPHjgEo6v7+7P4OHToAAGJjY3U5PREREREREZHOlEol3n33XZw9exaCIKBly5bo2bMnnJ2dAQAPHjzA8ePHcf36dRw4cADvvPMOduzYAWNj/a5crtPRiu8opKWlqW1XqVQ4deoUBEEotQt78Xj1x48f63J6IiIiIiIiIp1t3LgR586dg4WFBVasWIFXX3211Hr79u3DzJkzce7cOWzcuBHvvfeeXuPQaR30+vXrAwBu3Lihtv3kyZPIzMwEAPTo0aNEu6ysLACAmZmZLqcnIiIiIqJKsH79egQEBOB///ufoUMhqhJ//vknRFFEYGBgmck5AAwaNAiBgYEQBAE7d+7Uexw6JeidO3eGKIrYunUr8vPzpe1r1qwBAJiYmODll18u0e7WrVsAABcXF11OT0REREREleDnn3/G/PnzERAQYOhQiKpEdHQ0TExMMHz48HLrDh8+HHK5HNHR0XqPQ6cE/Y033gAAxMXFoX///li9ejUmTpyIDRs2QBAEDBs2rNSn5CdPnoQgCGjdurUupyciIiIiIj0RBAFyuRxyuVxtciyiuiA3NxdmZmaQy+Xl1jU2NoaZmRlyc3P1HodOCfqYMWPw4osvQhRFHD9+HFOnTsUvv/wCoGj29gULFpRok56ejsOHDwMAXnzxRV1OT0REREREetKzZ0/k5+cjPz9fWiKZqK5wdHRERkYGbt++XW7du3fvIjMzUxryrU86JeiCIGD37t0YMWIEBEGAKIoQRRENGzbEH3/8gTZt2pRos379eml9RU9PT11OT0RERERERKSz4snNfXx81IZvPys/Px8+Pj4QRbHU4dy60nlOeDs7O2zfvh1JSUm4desWLCws0KZNG8hkpef+bdq0wbp16yAIArp27arr6YmIiIiIqJLk5eVh+fLlAIDevXvz+zvVWpMnT0ZISAgiIiIwePBgTJ8+Hb169YKdnR0AIDU1FUePHsXKlStx7do1yOVyfPTRR3qPQ2+Ltjk6OsLR0bHcegMHDtTXKYmIiIiIqBLl5+djzpw5AICvv/6aCTrVWs2bN8c333yD2bNn49q1a5g6dSqAoqHbQNHNKqCoF7mJiQmCgoLQvHlzvcehUxd3IiIiIiIiotpg+PDhCA0NRf/+/SGTySAIgjQvgyAIkMlk8PDwQGhoKEaMGFEpMejtCToREREREdUOixYtwoIFC1BYWAhzc3NDh0NUZdq1a4cNGzbg0aNHiIqKQnJyMgDAwcEB7dq1g6WlZaWeX6sEPTY2VnrfuHHjUrc/r6ePR0REREREhmdkZAQjIyO15dYePnyIq1evwszMDE2aNDFccERVwNLSEi+99FKVn1erBN3d3R1AUX/7wsJCaXuTJk10WiPx2eORYV2+fBmff/45AGDNmjVo0KCBgSMiIiIiourif//7H/73v/+hV69eiIiIMHQ4RLWSVgm6KIrPtY9qDqVSidWrV8PU1BS5ubmGDoeIiIiIiKjKnD17FlOmTIGVlRV2794NuVyutj8kJASHDh3Co0eP0KVLF0ycOBH16tXTexxaJejjx4+v0HaqeXbt2oX09HQMHDgQoaGhhg6HiIiIiKoBmUwmfTdcvHgx/v33XwNHRFQ5jhw5gnv37uHVV18tkZx7e3sjODhY6j0eHh6OsLAw7N69G2ZmZnqNQ6sEfd26dRXaTjVLamoqtmzZgg8++ECaBIGIiIiISCaTYejQoQCAH3/8EQAQExODadOmwdLSEl988YUhwyPSmxMnTkAURQwePFhte0xMDDZu3AhBEDBhwgTUr18fP/74I6Kjo7FmzRrMmDFDr3FwmTXCunXr4OLiAk9PT0OHQkRERETV3IMHD7Bq1Sr88ssvhg6FSG/i4+Mhk8nQoUMHte27du2CKIoYMWIEFi5ciClTpuDrr7+GIAjYt2+f3uOodcusxcTEIDIyEjdu3MD9+/eRmZmJvLw8WFpaomnTpujduzf69OkDmaz63JvIyspCVFQUYmJicPPmTcTExCAjIwMAEBgYiPbt25d7jIyMDISEhCAyMhIpKSlQKBRo1qwZBg8ejB49epTZLioqChEREVi6dGm1+jchIiIiourF0dERjRo1QlpaGrKysgwdDpFeJSYmwtLSEqampmrbT506BVEUMXz4cGlb3759IQgCbt68qfc4al2C/vfff+Ovv/6SyqampjA2NkZaWhrOnDmDM2fOYP/+/fD19a02azqeOnUKK1aseO72sbGx8PHxkZJ6MzMzZGdn4/z58zh//jyGDh2KiRMnlmhXPDFcnz590Lp16+c+PxERERHVfsXDWz/55BMEBQUhMzMTkyZNQr169RAUFGTg6Ih09+xk2SqVCmfPnoUgCHjxxRel7UZGRrCyskJ2drbeY6h1CXrLli3RsGFDtGnTBg0bNpSS8PT0dOzfvx+bNm1CVFQUfvnlF0ybNs3A0T5ha2uLZs2aoXnz5nBxcdH6IldQUICAgABkZGTAzc0Nc+bMgbu7O/Ly8rBz505s2rQJYWFhcHd3L9GFPTQ0FElJSVi0aFFlfCQiIiIiqsVyc3OxZs0a2NvbM0GnGq9hw4a4efMmbt26haZNmwIAjh07hsePH6Nly5awtLSU6qpUKmRlZcHOzk7vceglQVcqlQgLC8PevXsRFRWFtLQ0rZbqqoxuAf379y91u42NDd544w3k5eXh999/x+HDh/HRRx/B2Lj8fwJRFPHjjz+if//+aNGihca6hYWFWLVqFUaNGgVXV1etYvbw8FCLuyJdhvbt24eEhAQoFAr4+fnB0dERAKBQKPDmm28iNTUVe/bswcaNG+Hh4SF93uzsbGzduhWenp4oLCzEw4cPpe0AkJKSAplMJh2PiIiIiAgA7O3t0axZMyQnJyMjIwOFhYWIioqCqakpmjdvbujwiJ5Lz549cfPmTfj7+2PlypXIz8/HV199BVEUS+SYDx48gFKprJRcSecE/cqVKxg9ejSuXLmitl2b9dGLp6mvSsUJdn5+Ph49egRbW9ty2+zduxd79uxBREQEAgICpDsqz1IqlVi2bBlOnDiB6OhorFy5Uqtx3UZGRhX7EE85fPgwAKB3796l/oCMGjUKe/fuRWpqKi5duoTOnTsDKLoJkJOTg7CwMISFhZVoN2/ePNjY2CA4OPi5YyMiIiKi2sfb2xve3t747LPPsGzZMmRkZKB9+/bo2LEjzp8/b+jwiJ7LhAkTsHXrVuzfvx9t27aFSqWCKIqQy+V4++231eru378fANS6veuLTgl6UlIS+vfvj8TERCkhNzY2hoODAxQKhV4C1Ldr164BKBqbbmNjo1WbAQMG4NSpUzh37hz8/PwQGBgINzc3tTpKpRJBQUE4ceIETE1NMXXq1EqfdC0nJwc3btwAAHTp0qXUOo6OjnB1dUVcXBwuXLggJeg2Njbw9vYuUf/o0aM4evQopkyZwqfnRERERKQ1URSlnMAQD+KIdNG8eXOsWLECc+fORU5ODgDAwsICX375JRo3bqxWNycnByNHjsTIkSP1HodOCfqyZcvw8OFDCIKATp064YsvvkDfvn1hYmKir/j0Ii8vD0lJSQgPD8eOHTsAAEOGDNH6wiGXy+Ht7Y3Fixfj0qVLmD9/PpYsWSJ1YVepVPj2229x9OhRmJiYYP78+WjTpk2lfZ5i8fHx0kXw2RsGT3Nzc0NcXBzi4uKkbQqFotTZ3W/dugUA6Ny5Mxo0aKDniImIiIiotvjggw/g4eGBL7/8EhEREbh48SJkMhkmTZokrZlOVJMMGzYMvXv3xqlTp2BiYoKOHTuWOs78448/rrQYdErQd+/eDaDobsM///xTbWZFB4q6cI8dO7bEdmNjY3h5eWHcuHEVOp5CoYCvry8WLFiAa9euwdfXF0uWLIGzszO+//57hIeHQy6Xw8fHR6tl0fQhNTVVeq9pgoLifWlpaZUeExERERHVDa1atUKrVq2wceNGte0XL17ExYsX0aRJE1hZWRkoOqLnY2Njg0GDBhns/Dr1wb579y4EQcCkSZOqVXIOADKZDDY2NrCxsZGe6AuCAC8vL4waNeq5xn2bmZlh4cKFaN68OVJTU+Hr64tvvvkGf//9N4yNjTFv3jypC3lVeHoiPk1DCor3FXfV0GTs2LEIDQ3l03MiIiIi0srYsWPxv//9T3oodPLkSXTs2BHHjh0zcGRENY9OCbpcLgcANGnSRB+x6JW5uTmCg4MRHByMbdu2Yc2aNRg6dCjCwsIwbdq0EpPaVeS4ixcvhru7O5KTkxEeHg4jIyPMnTsX3bt31/OnICIiIiKq3ry8vPDpp5+WmN/pzTffrNSuwESVJSIiAlOnTsWLL76IZs2aoUWLFnj55ZcxY8YMnDhxolLPrVMX96ZNm+L8+fNqXa2rI0EQ0KBBA3z44YeoX78+fv75ZyxbtgyrV69+rsns6tWrh9atW+P27dsAirpBtGzZUt9hl8vU1FR6n5eXV2Yvhry8PABFPQD0aePGjdi8eXOp+5KTk/V6LiIiIiKq3n755RdERkbis88+A1A05HT16tUYOHAgOnXqBHd3dwNHSKRZXl4eZs+ejdDQUADqkx3GxsYiNjYW27dvh5eXF5YvX673/ArQ8Qn6qFGjIIoiDhw4oK94Kt2rr74KuVyOlJQUnDlz5rmOERwcjD179kAmk6F+/fpISUmBr69vlY/xfnrcuaabJMX7tFlSriKys7ORmJhY6kulUun1XERERERUvfXp0wcjR45E165d1ba//vrrWLlypfRwi6i6mjt3LkJDQyEIAnr06AEfHx+sWrUKAGBlZYVPP/0Ubm5u2LVrFz766KNKiUGnBH3q1Klo1KgRtm/fXmPGmJiYmMDS0hJA0QLzFbVlyxaEhIRAEARMnz4dy5Ytg6urK+7duwdfX19kZGToO+Qyubq6Snd1YmNjy6xXvK9Ro0Z6Pb+FhQXq169f6quyl5gjIiIiouqnefPm+PfffzF16lS17cuXL8eLL76IzMxMFBYWGig6orIdO3YMf/75J+RyOVavXo2QkBB89NFHGDZsGICiPHLGjBnYs2cPWrdujYMHD0qTpuuTTlmUtbU1/vzzTzg4OGDIkCEIDg6u9k9Oc3JykJmZCaDiXb5DQkKwZcsWCIKAKVOmoH///rC1tYW/vz+cnZ0RFxcHX19f6fiVzczMDC1atAAAnD17ttQ6ycnJ0vJqHTt21Ov5x40bhz179pT6cnBw0Ou5iIiIiKjm8PPzw7///qu2LSkpCdbW1vD390d0dLSBIiMq3datWyGKIqZPn44hQ4aUWc/a2hrz5s2DIAj4/fff9R6HVmPQP/jgA43727Zti0OHDuH999/Hp59+iu7du8PBwaHcp6iCIGDt2rXaR1sOpVIJmUymcX3znTt3Snft2rZtq/Wxd+7cieDgYADA5MmT1abet7e3R0BAAD7//HPcvXsXfn5+CAgIQL169Z7zk2jPw8MD0dHRiIiIwOjRo+Ho6Ki2f/v27RBFEXZ2dlW2/BsRERER1W3169eHra0tduzYgUmTJiEpKUnat3jxYixevBhr1qzBhx9+aMAoiZ44ffo0AODtt98ut+7LL78MoGhJQX3TKkFfv369xqQXeDKAPjk5GXv37tU6AH0m6MnJyfjiiy8wePBgdO7cWUpWRVFEfHw8du/eLcX20ksvwc3NTavjHj58WIpzwoQJGDx4cIk6jo6OCAgIgLe3N27duoVFixbhyy+/1Lqr99NP3R8/fiy9z87OVttnbm4OY+Mn/22DBg1CaGgoEhIS4O/vj9mzZ8Pd3R15eXkICwuTul2MGzdOrR0RERERUWWSy+UYMWIEbG1tsX79eqxfv15t/8SJE/Hf//4X+/btQ5s2bardss1UtyQlJcHKykqr5aZNTU1haWmJ9PR0vcehdcYmiqLeT15e0v88bt26he+++w5A0TgBU1NT5ObmIj8/X6rTvXt3zJ49W+tjduzYES4uLhgwYACGDx9eZj0nJycEBATAx8cHgwYNqtA47HHjxpW6fcmSJWrlwMBAtSfhcrkcvr6+8PHxwZ07dzBz5kyYm5sjNzdXGm7g5eUFT09PrWMhIiIiItKXPn36oGvXrpg6dWqJZYlTU1PRvXt3DB48GEuXLmWPT6oRHj9+jEePHul9Em5AywS9psy4aGdnh88++wwXL15EdHQ00tLSkJmZCblcjoYNG+KFF15Anz590KVLlwod19bWFkFBQVrd1XNxccGqVauq9A5g48aNsXLlSvzxxx+IjIxEcnIyLCws0LRpUwwZMgQ9evSosliIiIiIiJ5Vr149dOvWDSqVCt999x1mzJihtr94HqP3338fCxcuROPGjQ0UKdVVjo6OuHfvHh4/flxuLhcSEgJA/3N8AYAgVsajcarzime2b9iwIeLj4w0dDhFVc7xmEFFF8JpR892+fRurV6/G//73v1L3z58/HzNnzoS9vX0VR0Y1jZGREVQqFWQyGZRK5XMf57333sOBAwfw22+/SWPMizVq1AgODg74999/sXv3bvz3v//Fo0eP8PPPP+PVV1/Va4xcC4uIiIiIiKqUu7s7li5divT09FKHevr7+8PBwQGBgYFVtkIS1W29evWCIAjYsWNHqftTUlLwwgsvYMqUKcjKysLo0aO1Ss4rSqcEPTg4GMHBwRW+c3n//n2pLRERERER1T2CIMDa2hq//vorjhw5AhMTkxJ1fH19YW1tjZ9//lltImUifRs6dCjc3d1x7tw5ZGRklNgviiLy8/Nha2sLX19ffP3115USh05d3IuXNNuxY4e0gLs29u3bh9deew0ymUxa8oxqF3Y9I6KK4DWDiCqC14zaKywsTGNesXz5ckyfPh1GRkZVGBVVZ/rq4q7Jtm3bYGZmhoYNG6JDhw4V/vmrMV3cOfydiIiIiIiKDR06FKIoYsuWLaXunz17NoyNjTF69GgkJCRUcXRUG8yePRt+fn4VavPGG2/Ay8sLnTt3rvSbQwZJ0IsT88pYZo2IiIiIiGq2t956C48fPy5zErnff/8dzs7O6NatG65fv84Hf6S1kJAQhIWFGTqMMhkkQU9KSgJQtNwCERERERHRs8zMzPDpp58iNze3zIm7zpw5g1atWkEmk2HdunXIzc2t4iiJ9KvKE/S8vDxpcjh3d/eqPj0REREREdUgCoUCI0aMgCiKiIiIKLPeBx98ADMzM/z000+c54pqLGNtK27YsAEbNmwodZ+vry+++eYbje1FUUR2djauXbuG7OxsCIIAT0/PCgVLRERERER1V69evSCKIu7evYuhQ4fi0qVLJepMnjwZkydPxrfffovp06cbIEqi56d1gn7nzh0cPny4xLhxURRx+fJlrU9YPD7EyckJn3zyidbtiIiIiIiIAMDNzQ0XL15EXl4eAgICEBAQUKLOjBkzMGPGDLz//vtYvnw5rK2tDRApUcVUuIu7KIrSq7RtZb2AojHnHTp0wJw5c3DmzBk4OTnp75MQEREREVGdolAo4O/vD1EUy5yZe926dbCxsUHfvn3x6NGjKo6QqGK0TtAXLFgAlUql9gKKZmL/888/S+x79qVUKpGRkYHz58/jq6++grOzc6V9KCIiIiIiqlsWLVqE3NxcfPXVV6XuP3z4MKysrCAIAmJiYqo4OiLt6DxJHJc0ICIiIiKi6kChUOCTTz6BKIr4888/y6zXokULCIKA2NjYqguOSAs6JejFT8eHDRumr3iIiIiIiIh0Nnz4cIiiqHHNazc3NwiCgHv37lVhZERl03qSOKLnospH/sNjZe6WO3SDYKSQyvmJJwBRpfGQcvvOEIzNn7RJigRUBRrbGNt1hExeTyoXJJ+BqNS8TqaxbTvITJ5MJlKQch5iYbbmNjatIVPYPWmTehFigeaxTkbWL8DI1PFJm7TLEPPTNbexbAYj8ydzOBSmX4MqL6WcNu4wMnd50ibzBlQ5iZrb1GsMI4tGT9o8ugXV4wca28jMG8LYsslTbe5A9VjzHz2ZmROMrZpJZWV2HJRZmu9oy0wdYWz9wpM2j+9D+ei25jYKexjbtHrSJuchlJmau7gJJjaQ27Z90iY3CcqMaM1t5JaQ23WQyqq8VBSmX9XcxtgccvvOT9rkZ6AwLUpzGyNTyB26PmlTkIXC1Asa20Amh4njf6SiWJiDgpSzmtsIMpjUf+lJG2U+CpJPa24DQF6/Z4mJRcvFawavGbxm8JpBpGdeXl4QRREXL15Ex44dS63j6uoKAEhOToa9vX1Vhkekhgk6VSpVbhJS9r5S5v76b8TByMIVcXFxiI6ORqt4L8hEzV+CY5x+Qb68sVR+4d4bMFalaWxj73UaJg7dpHLakdFQPrqpsY3doHAonD2kcvo/76EwTfMXGdv+YTBt5CWVM05OQUFi2ckGANj03gKzpm9J5Uf/zkXevb80trHuuQbmL3z4pM25+ci9G6KxjVX35bBoO0sqZ11cgpyY9Rrb1OvsD8uOvlI5+/JyPL72ncY2Fu0+g1W3L6Xy4+gfkX1pqcY25q2mwLrHqidtYoKRdc5XQwvArNm7sOn1ZOnH3DvbkBk5S2MbU7fXYdv3D6mcF7cLGcc/1NACMHEZCPuB+6Ry/oNDSD/yloYWRV8yHQY/+X/PTzyBtINeGloAxrYd4Dj8yc9XQep5pP7lobGNkWVT1B/15OdYmRmt8fcNAGSm9dHgrYdP2mTHldtGMDaH07gniaYqL7ncNgDgNF5z4lwaba8Z+fn5uHHjBmzP9IegytF4zPR2oVCZNZXKNucGQ1aoOTnlNYPXDIDXDKD6XzOIKqJDhw4QRRFxcXFo3LhxqXUcHBwwYMAA7N69G3K5vIojJNLDGHQifdi5cyc8PT2Rk6M5OQeAD97/AJ6entIrNU1zck5EtU9CQgLatWuHx481J+cAMGzoMLRr1056JadoTs6JiKh2a9SoEURRxD///FPq/v3798PExATffvttFUdGVaG699QRRM7yRpXA1dUV9+7dQ0NnR9w6t6PMesXdVb/77jtMnz4dXZsBsnJ+Z6JigZz8J+VO7oDcSHObQvOWyC14cj+qRYMcmBiX/aP//fffw97tZXZXZXdVdlcFqqS7akWvGbGxsXBzc6u0a0Y95/8gt/BJpaYOWZAblf10751x78Bj6Ee8ZvCawWsGULXXjIYNER8fr1UborIcO3YMr7xSdi+PmJgYNGvWrMz9ZFhGRkZQqVSQyWRQKpWGDqdUFYmRCTpVior+4UxMTERcXJzezp+Xl4eXX375uds/fPgQ9evX11s8RKRZRa8ZOTk5OHTokF5j8PLS3KVYkzVr1uDDDzV3fSYi/WGCTvqmUqnwzTff4JNPPil1f6tWrXDx4kV2e6+GaluCzjHoVC3Ur19frwlxQUEBxo8fX6E2MTExOHasaAzg6tWrYWlpqbH+xx9/DFNT0+eOkYien5mZGYYMGaLXYy5YsADnz5/Xun5+fj727t0LALh48SL27NmjsX6HDh2kSYiIiKh6kclkmDNnDqZPn47OnTvj8uXLavuvXbsGExMTXL16Fa1atSrjKFST6fNvtC43DvkEnSpFTbyzvX79erz//vta109LS4ONjU3lBURUh9TEa0ZqamqFZvrdsGED3n333UqMiKjuqInXDKpZrly5grZt25a6b9CgQdi9ezeMjMoZL0VVQl9P0Bs3bgx9pMaiKJa4LvEJOhERERER0XNq06YNRFHE4sWLsWDBArV9+/btg7GxMa5fv44XXnihjCNQTfP777/jzp078Pf3R35+PoYNG4YePXqgQYMGAIomqD1x4gTCwsJgYmICPz8/NGnSRO9x8Ak6VYqaeGdbpVKVe0drzZo1mDp1KgDg1KlTsLKyKrVey5Ytq/0MkUTVSU28ZhQWFuLatWsa6yQlJaFfv34A+ASdSJ9q4jWDaq6bN2+iefPmpe6bNm0avv32W37vMyB9PUFPSEjAq6++CktLS2zevBmNGjUqtV5sbCzefvttZGRkYN++fXB2dtZrjEzQqVLU1j+cP/30EyZPnlxuvby8PJiYmFRBRES1Q229Zjx48AAuLkUzoTs7O5c5LGb58uUYNGhQFUZGVLPV1msGVV+iKGLo0KHYvXt3qfsfPXqEevXqVXFUBOgvQf/ss8+wefNm7NixA927d9dY999//8XIkSMxZswY/O9//9NrjOziTpLLly/j888/B1D0pLi4OwcREenuwYMHePCg9CXHHj3SvLQaEREZliAI2LVrF27fvo2mTZuW2G9paYnExEQ4OjqW0ppqgsOHD8PCwqLc5BwAunXrBgsLC4SHh+s9DiboBABQKpVYvXo1TE1NkZuba+hwqq2BAwdi586dpe4LDQ3F2rVrqzgiIqrOzMzMyuzW/ujRI+zYUfaa70REVP24u7ujsLAQFhYWyMvLU9tXv3597N69G4MHDzZQdKSLlJQUCIIAURS1GrKgVCqRkpKi9zj0lqDn5uYiMTERQNEMeOVtp+pl165dSE9Px8CBAxEaGmrocKqtJk2alDkZxK1bt6T3P/30E4yN1X+9GjduzAs2UR1jY2ODDRs2lLrv1q1bUoJeWFiIgoKCEnWMjY05rpGIqJoxMjJCbm5uqUMfhwwZgjFjxmDz5s0Gio6el6OjI+Lj43Hw4EF4enpqrHvgwAHk5uaiYcOGeo9Dbwn6vn37MHLkSMhkMhQWFpa7naqP1NRUbNmyBR988AGSk5MNHU6tMH369BLbXnvtNSboRFSqMWPGlLq9oKCgxM0+IiKqHiZNmoT27dujZ8+eatu3bNmCHTt2ICcnx0CR0fN47bXX8PPPP+PTTz/FTz/9VGZX98jISMydOxeiKFbK/DF6/6tf1pxznIuu+lq3bh1cXFzg6emJrVu3GjocIiIiIqIa4aWXXkJmZmaJlX1yc3MhCAIKCwu5XnoNMWvWLOzbtw9xcXF4/fXX8eKLL+Kll15SW2bt5MmTOHnyJARBgKurK2bPnq33OGrdbfmkpCScOHECFy9exJ07d5CamgpjY2M4OjqiU6dOGDp0KJycnAwdppqsrCxERUUhJiYGN2/eRExMDDIyMgAAgYGBaN++fbnHyMjIQEhICCIjI5GSkgKFQoFmzZph8ODB6NGjR5ntoqKiEBERgaVLl0Imk+ntM9VFH3/8MT744IMS2wcPHoxjx44ZICIiqs7s7OwQFBRUYvvhw4c51IiIqAaxtLREYWFhqT2ejI2NkZ+fD7lcboDIqCKsra0REhKCadOm4fTp0zh16hROnjypVkcQBAiCgG7dumHVqlVlrs6ii1qVoCclJeHDDz9Ue1pvbm6O/Px8xMXFIS4uDvv27cOsWbPwyiuvGDBSdadOncKKFSueu31sbCx8fHykpN7MzAzZ2dk4f/48zp8/j6FDh2LixIkl2hVPDNenTx+0bt36uc9PRRQKBRQKRYnt7J5KRKWxsbEp9c67KIpM0ImIahgjIyOIogg3NzfExsaq7TMxMWGSXkO4uLhg+/btCA8Px65du3Dp0iVpIjh7e3u0b98eXl5e6Nu3b6XFUKsyB5VKBQDo0qUL+vXrh06dOsHKygpKpRJXr17FTz/9hDt37iAoKAiurq5lTvZlCLa2tmjWrBmaN28OFxeXUp+qlKagoAABAQHIyMiAm5sb5syZA3d3d+Tl5WHnzp3YtGkTwsLC4O7uXmKyg9DQUCQlJWHRokWV8ZHoGQcOHCix9MbMmTPh6+troIiIqLrr1auX2iRxTZs2xcaNGw0YERERaXL37l1MmDABv/zyi9p2ExMTzitSg/Tt27dSk3BNatVPSL169bB8+fISaxMaGRmhXbt2WLRoEWbMmIGMjAzs3LkTM2fO1Oq4oijixx9/RP/+/dGiRQuNdQsLC7Fq1SqMGjUKrq6uWh3fw8MD/fv3l8pZWVlatQOKJuFLSEiAQqGAn5+flAAqFAq8+eabSE1NxZ49e7Bx40Z4eHhIF4Xs7Gxs3boVnp6eKCwsxMOHD6XtQNEyAzKZjGs56lFBQUGJSfgeP35soGiIqCZ4tmsd10snIqr+1q5di2bNmsHHx0dtu1wuh0ql4uocpFGtStAtLCxKJOdPs7W1RdeuXXHo0CHcvHlT6+Pu3bsXe/bsQUREBAICAso8h1KpxLJly3DixAlER0dj5cqVWo3r1mXiiMOHDwMAevfuXWoyPWrUKOzduxepqam4dOkSOnfuDKDoJkBOTg7CwsIQFhZWot28efNgY2OD4ODg546NiowePbrELJArVqwodUklIqJmzZph+PDhatvOnDmD+Ph4A0VEREQV5e3tjaysLHzxxRdq252cnKQHY1S9ZWRklNrF3draulLPW6sSdG0Uz7CoVCq1bjNgwACcOnUK586dg5+fHwIDA+Hm5qZWR6lUIigoCCdOnICpqSmmTp1a6ZOu5eTk4MaNGwCKuvWXxtHREa6uroiLi8OFCxekBN3Gxgbe3t4l6h89ehRHjx7FlClT+PRcTz7++OMS23766Scm6ERUquHDh5dI0N955x12bSciqmGWLFmCjIwMfP/999K2xMRE+Pj4IDAw0ICRkSbnz5/HsmXLEBERUWIlMkEQ8Morr+Czzz6T8ip9q3MJelRUFACUSLA1kcvl8Pb2xuLFi3Hp0iXMnz8fS5Yskbqwq1QqfPvttzh69ChMTEwwf/58tGnTplLif1p8fLz0Q6Pp87i5uUmT5BVTKBSlzu5+69YtAEDnzp2lJQWo8uzevVvtLmrnzp0xbdo0A0ZERNVZWloaNmzYoLZt/PjxBoqGiIjKs2rVKvz222/SU1igKHHv3bt3payhTboJCQnB3LlzUVhYKM3YXjwJdF5eHoCiB5onTpzAsmXL8MYbb+g9hjqVoJ88eRIxMTEAoDbmWxsKhQK+vr5YsGABrl27Bl9fXyxZsgTOzs74/vvvER4eDrlcDh8fH62WRdOH1NRU6b2dnV2Z9Yr3paWlVXpMVDEXL17ExYsXpfLw4cOZoBNRme7du4f33ntPKguCwASdiKiaS05OLjHu/NVXX0VycjLs7e0NFBU968aNG/j0009RWFiIDh06YOrUqXjllVekLu0ZGRk4fvw4vvvuO1y8eBGffvopOnXqVO4cZRVVZxa+TkpKwqpVqwAAL774Irp27VrhY5iZmWHhwoVo3rw5UlNT4evri2+++QZ///03jI2NMW/evErr6lCa3Nxc6X1py3s9uy8nJ6fcY44dOxahoaF8el7JmjdvjhdeeEF6afr/IyIiIqKarfjp69McHBwMEAmVZfXq1SgsLES/fv0QFhaGIUOGqI03t7a2xmuvvYbQ0FD069cPhYWF+OGHH/QeR51I0LOysuDv74+MjAw4OTlhxowZz30sc3NzLF68GO7u7khOTkZ4eDiMjIwwd+7cEhOBEZXlzJkzuH79uvQqaw4BIiIAWLlyJR48eCC9SptDhIiIqi8TExO1bu7FOKN79XHs2DGIogh/f3+Nk3gbGRkhICAAgiDg+PHjeo+j1ndxz8nJwaJFi3Dnzh3Y2dlh8eLFsLS01OmY9erVQ+vWrXH79m0ARROutWzZUh/hVoipqan0Pi8vD+bm5qXWK75jZ2Zmptfzb9y4EZs3by5137PLiZF2rl27hsWLF0vlESNGoEOHDgaMiIiqAxsbG7Vy8d8xURQRGhoqbXd2dubNYiKiasrOzg5hYWEYOnSo2vZNmzbh7bffNlBUVCwpKQnW1tZazVXWqFEjWFlZISkpSe9x1OoEPS8vD4sXL8b169dhbW0Nf39/ODk56Xzc4OBg7NmzBzKZDA4ODkhMTJTGpNva2uohcu08Pe48NTW1zAS9eKy6vmPLzs5GYmJiqftUKpVez1VXXL9+HQsWLJDK7u7uTNCJSKOnZ3z/v//7P2zbts2A0RARkSZeXl6wsbFBenq6tG3cuHEYMmRIiZuxVLVMTU3x+PFjFBQUQC6Xa6xbWFiInJwcvT8ABWpxF/e8vDz4+/vj8uXLqFevHhYvXoxGjRrpfNwtW7YgJCQEgiBg+vTpWLZsGVxdXXHv3j34+voiIyNDD9Frx9XVVeoWExsbW2a94n36+PxPs7CwQP369Ut9VfYSc7WNiYkJFAoFFAoFTExMDB0OEREREVWSpyd6LlaVD/modC+88AIKCgqwffv2cutu374dBQUFeOGFF/QeR63MogoKCrBkyRJcvHgR5ubmWLhwIdzd3XU+bkhICLZs2QJBEDBlyhT0798ftra28Pf3h7OzM+Li4uDr64vMzEw9fIrymZmZSbMGnj17ttQ6ycnJ0vJqHTt21Ov5x40bhz179pT64qQXFXP48GHk5uYiNzcXd+7cMXQ4RFTNTZw4EVevXpVebdu2NXRIRESkJUEQSl1dKSgoyADRULFRo0ZBEAT4+vrizz//LLPezp074evrC1EU8frrr+s9jlqXoBcWFmLp0qU4d+4cTE1N4efnp5c7Gzt37kRwcDAAYPLkyWrrFtrb2yMgIAD169fH3bt34efnh6ysLJ3PqQ0PDw8AQERERKljILZv3w5RFGFnZ1dly7+R/ixfvhwjRozAiBEj8PXXXxs6HCKqJuzt7dGqVSvpVdzF7s6dO1i/fj3Wr1+PjRs3GjhKIiIqi42NDTZs2KC27ZNPPkFBQYGBIqIxY8age/fuyM3NxbRp0+Dh4QFfX1+sWrUKq1atgq+vL/r06YOpU6ciJycH3bp1w9ixY/UeR60ag65UKvHVV1/h9OnTMDExga+vL9q0aaPzcQ8fPoy1a9cCACZMmIDBgweXqOPo6IiAgAB4e3vj1q1bWLRoEb788kutu3o//dT98ePH0vvs7Gy1febm5jA2fvLfNmjQIISGhiIhIQH+/v6YPXs23N3dkZeXh7CwMOzevRtA0dPup9tRzXDu3DmcO3cOAMqcY4CIqNi///6L999/H0DRMKRx48YZOCIiIirLu+++i/Hjx6ttMzExgSiKBoqobjMyMsKGDRswd+5c7NmzBzdv3kRMTIxaHUEQIAgCXn31VQQFBWmc7f151aqM7erVq9JU96Io4quvvtJYv/iJeHk6duwIFxcXDBgwQG0ynmc5OTkhICAAPj4+GDRoUIXGYZf1JWrJkiVq5cDAQLUn4XK5HL6+vvDx8cGdO3cwc+ZMmJubIzc3V5qozcvLC56enlrHQoYll8vx0ksvSeXz589rtYY9EREREdUsmZmZsLKyUtsWHR1dKWObqXyWlpb48ccfceHCBezcuRMXL16Ulsezt7dHhw4dMGzYMHTq1KnSYtBbgj58+PBSZ+4ua3tlePpuU0FBgdrsiLqwtbVFUFCQVk8wXVxcsGrVqip92tm4cWOsXLkSf/zxByIjI5GcnAwLCws0bdoUQ4YMQY8ePaosFtKdg4OD2pqKnTp1woULFxAfHy8tp9SoUSN07tzZUCESUTWzb98+FBYWAgC+/PJLjmMkIqohLC0t8fHHH+OHH36QtrVs2RIqlYprpBtQx44d9T5/l7YEkX0oqBIUz2zfsGFDxMfHGzqcGq04QX/a+PHjsX79esMERFQJeM3QHz8/P/j7+wMo6uYOFN1oLp4wlKg24DWDahNRFEv0vF2wYAEWLlxomIBqGCMjI6hUKshkMiiVyio77/3796FSqeDq6lpu3YrEWOsmiSMiIqIi2dnZ0ouIiKonQRAQGRmptm3RokVVmmxSxXl5eVVKT+VaNQadqDbasWMH8vLyAABDhgzBrVu3cP/+fRw8eBAA0K5dOzRo0MCQIRJRNdKnTx/p/YEDB3DixAkDRkNERNro3r17iW1eXl7Yu3evAaKpu5RKJY4fP47r16/j0aNHGifsK775/fSwspdeekltLqnnwQSdqJpzd3eX3isUCgDA/v37sX//fgDA1q1bMXr0aIPERkTVT//+/dG/f38AQF5eHk6cOIG0tDTI5XIARcvIaDtJKhERVZ3s7GxpaBIA/PXXXygsLORKTFXkwYMHePPNN3H79u0KtXs6QZ8zZw4TdCIiIipf8SRy7DJJRFQ9mZubo02bNrhy5Yq0zdramsOUqshXX32FO3fuQC6Xo0WLFrCystI4Ud+ZM2eQn5+vlpBrMx69PJWSoC9duhSJiYlwcXHB3LlzK+MURHXStm3bkJubiwcPHmDo0KEAgEmTJmHmzJl44YUXEBERYeAIiag6GTRokLR8z7fffovExETcu3cPu3fvBgB4eHioPa0hIiLDunDhgtTjCQAeP36M/Px8mJiYGDCquuHYsWMQRRHbt2/XarWkLl26IDExEdu2bdNrHHpP0G/fvg1vb28IggCZTIaxY8fCxcVF36chqpPatm0LALh79660LTMzE5mZmbCzszNUWERUTfXr1w/9+vUDAPz2229ITEzEkSNHcOTIEQDAjRs30Lx5c0OGSERETzE2Nkbv3r3VHro4OztLa3FT5UlMTISNjY3BlzLW+yzuGzduBFC0XIBKpcLmzZv1fQqiOs/S0hKzZ8/G7Nmz0bp1awBAfHw83nzzTbz55pu4f/++gSMkoprg5MmTCA8PR2xsrKFDISKi/+/w4cNq5dTUVBQUFBgmmDqkoKAA9erVM3QYlZOgF/fVF0URv/76q75PQVTn2dnZISgoCEFBQfjPf/4DAHj06BG2bduGbdu2ISsry8ARElF1s337dkRFRWH58uXStnfeeQf9+vXD77//bsDIiIjoaYIgYOTIkWrbdJ14jMqnaby5PuprS68JemRkJG7cuAEAePnllwEAUVFRuHjxoj5PQ0RPadKkCbp27aq2rWXLlrCzs8Nff/1loKiIqLpp3rw52rZti8aNG5fYd/z4cfzwww8lntoQEZFhhISEqJXPnDkDlUploGjqht9//x0//PCD1vV/+umnEv9P+qDXBL24e7tCocDGjRulJaGKtxOR/i1cuBD//vsvduzYobY9LS0Na9euRXBwMLuvEpGkb9++iIyMxMmTJ6VtO3bswJQpU7Bp0yYDRkZERMVkMhkGDhyotm3FihUGiqZu6NGjR4XGn58+fRrHjx/XexyCqGn19QooLCyEi4sLUlJSMHLkSISEhOD111/Hn3/+CRcXF8TFxVVaNwCqflxdXXHv3j00bNgQ8fHxhg6nTrh8+TJ+/fVXXL16FaGhoWr7Vq9ejZEjR8LW1lZtZlCi6oLXjKqnUqlgZGRU6r73338fv/zySxVHRKQ9XjOoLigsLCzxvU1PqVutYmRkBJVKBZlMVqVLiRbP4q7NNagiMeotQd+1axeGDRsGQRAQEhKCkSNH4o8//sAbb7wBQRCwb98+eHp66uNUVAPwD6fhXL16FW3atCl1X2RkJLp3717FERGVj9eMqieKojRfRYsWLfDw4UO1/S1btsTHH3+MmTNnGiI8Io14zaC6YvDgwdi7d69UTk9Ph7W1tQEjqn70maCfOHECmzdvxvXr15GVlaVxWMGDBw+gVCrV1j7/8MMP8eGHH+oUo96WWSvuxm5tbQ0vLy8AgJeXF6ysrPDo0SNs2rSJCTpRFWjevDnu37+P6OhoeHh4qO0rnlAuKSkJJiYm0vrIRFT3CIIAS0tLAMDixYuRlpaGefPmSfuvX7+OWbNmYcuWLfj666+luWWIiKjq7NmzR60XcuvWrblaTyU5cOAA3n//fYiiWKGe3/fu3ZPeZ2Zm6hyHXhL0R48eITQ0FIIgYNSoUVJXDIVCgddffx3r16/H9u3b8cMPP8DU1FQfpySiMsjlcjg7O8Pc3Bzr1q1DeHg4goOD1eo4OjpCEAT88ccf6NmzJxo0aGCgaImoOpg0aRIAICMjAwkJCVi3bp2079SpU3jllVdQr149XLt2DRYWFrCxsTFQpEREdc+vv/6Kd955B8CTp7ZlDVGi57dmzRoAwIsvvojXXnsNVlZWGhP1BQsWIDMzE0FBQdK2tm3b6hyHXrq4r1u3DhMmTIAgCDh48KDaU7sDBw5g4MCBEAQBmzZtwltvvaXr6agGYNez6uPOnTvYtGkTvvjiC2RnZ5fYX69ePbz99tvw9/eHtbU1TExMDBAl1XW8ZlQvY8eOxZkzZxAdHV3q/uXLl+PDDz+sFuvFUt3EawbVNU8niuPGjeNS1k/RVxf3du3aISsrC5cuXZJ6mGlSWWPQ9TKLe/EPiIuLS4kutf369YOTkxMAlHiKR0SVr0mTJvDx8cGxY8ewdu3aEvuzsrLw448/on79+mjTpg2WLVum1lWHiOqezZs3Izw8HBMnTix1/+zZs2FpaYlBgwZxaTYioiowZswY6T1XyKocjx49gr29vVbJeWXSOUGPj4/HkSNHIAhCqU/HZTIZRo8eDVEUceDAASQlJel6SiJ6Dh07dsQHH3yAu3fvIiwsrNThJjdv3sRnn30GV1dXmJqaYv78+YiKiqrSGTGJqHpwcXHBTz/9hEuXLpX5ZfDvv/9G3759IQgCGjZsiEWLFuHq1atVHCkRUe339NAjANi/f7+BIqm9VCpVtVjtSOcEfdOmTdJ0/2+//XapdcaOHQsAUCqV2LJli66nJCIdNG7cGF5eXsjJycHBgwcxderUUuvl5eUhICAA7du3h7GxMV5++WXs378fhYWFVRwxERlSu3bt8PbbbyMvLw+HDh3C6NGjS613//59LFy4EG3atIEgCHBxccHmzZv1MmEOEVFdp1Ao1MrPrpFOumvUqBGcnZ21ru/i4oJGjRrpPQ6dx6C3b98ely9fRuvWrXH58uUy673wwgu4efMmunTpgtOnT+tySqoBODas5tm1axeWL1+OQ4cOaVW/f//+8PHxQd++fSs5MqoLeM2oWS5cuIDQ0FD8+uuvuHHjhlZt+vTpg08//RQeHh6wsLCo5AiptuM1g+qi27dvo2nTplI5Ozsb5ubmBoyoejDUOugVUWVj0M+fP4/Lly9DEIQyn54XGzt2LERRxNmzZ3H9+nVdTktElcDLywsHDx5ETk4Obt68WeaT9WIHDx5Ev379IAgCBEFAv3798Ndff+Hx48dVFDERGUrHjh0xf/58REdHQxRFHD16tMwn68WOHDkCLy8v1KtXD4IgYMKECTh37hwKCgqqKGoioprN3d1drdyhQwcDRUKVSacn6HPnzkVQUBAEQcDNmzfRpEmTMutGR0ejVatWEAQB3t7e8Pf3f97TUg3AO9u1x927d7Fjxw4EBAQgJSVF63YdO3aEn58fBg8ezOUVqVy8ZtQe6enpiIiIgK+vLy5dulShtsuWLcOYMWPg4uJSoTVoqe7hNYPqqiVLlsDHx0cqK5VKyGR6mfe7xtLXE/QTJ07oLaaXXnpJrVyRGJ87QVepVHB1dcXDhw/x0ksv4Z9//im3Tffu3XHmzBm4ubnh9u3bz3NaqiH4h7P2evDgATZs2IDPP/+8wm3btWuHoKAg9OvXj+t3khpeM2onpVKJ+/fvY/PmzZg3b16F2/fv3x8rVqxAq1ateM0gNbxmUF2lUqnUrofffvstpk+fbsCIDE9fCXqjRo2ghxXIAaDEdalKurgfPHgQCQkJAMqeHO5ZxZPFxcbGIiIi4nlPTUQG5OzsjHnz5kEURYiiiNjYWMyePVurtlFRURg4cCCMjY0hCALeffddrFmzBllZWZUcNREZgpGRERo1aoT//ve/EEURubm5OH36NCZNmqRV+4MHD6Jdu3YwNjaGlZUVBgwYgKioqEqOmoio+pLJZOjatatUnjFjhgGjqV2Kh23q46VTHM/7BH3//v04fvw4gKIfDFtb23LbJCYm4ocffgBQNFnMs2umk2FdvnxZeiq6Zs0aNGjQ4LmPxTvbddft27fx/fffS0/NKsLOzg5jx47FsmXL2C2+juE1o+5KT0/HwYMH8d5771X4Zp2NjQ2OHz8uDaGjuoPXDKrLMjMzYW1tLZUfPnyI+vXrGzAiw6ptk8TpPIs71Q5KpRKzZs3Cw4cPkZubywSd9Ory5csIDAx8rmUWzczMEB8fDzs7u0qIjKoLXjOoWGFhIc6ePYvx48fj2rVrFWrbunVrREZGol69epUUHVUXvGZQXff0TUkzM7M6PUlvbUvQ6/aMAiTZtWsX0tPTuaYiVYq2bdti8+bNUrf4vLw8tQlONMnJyYG9vb20rvKGDRuQkZFRyRETkaEYGxvjP//5D65evSpdM/755x+MGjWq3LZXr16FpaUlBEGAkZERfvrpJ84ST0S10tO9FHNyclBYWGjAaEifmKATUlNTsWXLFrzzzjtcS5GqhImJCQICAqQv36IoIiIiApMnT4aJiUmZ7R48eID33nsPNjY2EAQBbdq0wYMHD/Q2oQcRVU8vv/wyQkJCIIoilEolLly4UO5ElSqVSrqmFI8J3L59O1QqVRVFTURUecaMGaNWnj9/voEiqb0eP36M48ePY+fOndi1axdOnz6N3NzcSj8vE3TCunXr4OLiAk9PT0OHQnVYr169sHr1auTl5UEURdy8eROBgYEabxpdvXoVLi4ukMlkEAQBV69ercKIicgQZDIZOnTogCVLlkAURahUKvz7778lvqyWZtSoUTAyMoIgCNi1a1cVREtEVHm6dOkivV+6dKkBI6ld7t+/j+nTp6Nt27Z48803MXXqVHz00UcYOXIk2rZti1mzZuHBgweVdn4m6NVAVlYWTp48iY0bN2LRokV45513MGzYMAwbNkzrNWQzMjKwdu1aTJ48Gf/3f/+Ht99+G35+fjh58qTGdlFRUYiIiMDEiRPr/BqKVL00bdoU3t7eyM7OhkqlwrFjx8pt06ZNGwiCgCZNmuDs2bNVECURGZogCOjatavaMJr09HTMnTtXY7uhQ4dCEASYmJhotVQsEVF18+z3/PT0dMMEUotcuXIFr732Gnbs2IHCwkIIggCFQgFBECCTyZCfn48//vgDAwYMwPnz5yslBmZk1cCpU6ewZMkS/P777zhz5kyFx9fGxsZi2rRp2LlzJx48eAAjIyNkZ2fj/PnzWLJkCdasWVNqO6VSidWrV6NPnz5o3bq1Pj4KUaUQBAE9e/aUvnzHxcXhtddeK7P+3bt30bVrVwiCgL59+yI7O7sKoyUiQ7O2tsayZcsgiiLS0tLw1Vdfldkbp6CgAL169ZK6we/du7eKoyUiej5yuVytzLmkdJObm4sJEyYgJSUFrq6u+Oqrr3DhwgXcvHkTAGBvb4/IyEhMmDABGRkZeO+995CZman3OJigVxO2trbo1q0b3nrrLcyZM0frdgUFBQgICEBGRgbc3NywYsUK/Pbbb/jtt98wbtw4CIKAsLAwHDhwoETb0NBQJCUlYfz48fr8KESVztXVFXv27IEoirh79y7ee++9MusePnwY9erVgyAIOHXqVNUFSUTVgo2NDT755BNkZ2dDFEU8ePBArVvoswYPHgxBEODl5VVtZwMmIioWFBQkvT99+rQBI6n5Nm/ejPj4eDRp0gR79+7F6NGjS6wi5OzsjIULF+Ktt95CcnIy1q5dq/c4mKBXAx4eHtiwYQP8/PwwduxYdOvWTeu2+/btQ0JCAhQKBfz8/ODu7g4AUCgUePPNN6WnjBs3blSb3TE7Oxtbt26Fp6cnCgsL8fDhQzx8+FB60piSkoKkpCQ9fkqiytG4cWOsW7cOoiji8ePHmDRpUpl1e/ToAUEQsGrVqiqMkIiqEycnJ5w5cwaiKGocOrN7924YGxtDEITnWiKSiKgqzJgxQ61848YNA0VS8/31118QRRG+vr6wtbXVWHfy5MkQBAF///233uNggl4NGBkZPXfbw4cPAwB69+4NR0fHEvtHjRoFQRCQmpqqNp49KysLOTk5CAsLw8SJE6VXWFgYAGDevHn45JNPnjsuIkMwMzPDjz/+KE0yV5Zp06ZBEAR89dVXVRgdEVU3Tw+d8ff3L7Pe2LFjIQgCFi1ahKysrCqMkIhIs2fziBdeeMFAkdR8165dg5GREfr27Vtu3ebNm0Mul+POnTt6j4MJeg2Wk5Mj3SUrq7ueo6MjXF1dAQAXLlyQttvY2MDb27vEq1evXgCAKVOmYObMmZX8CYgqT9OmTaUv3tOmTSu1zqeffgpBELB69eoqjo6IqhtfX19pzHrv3r1LrbNw4UJYWlrC1taWy7URUbVR2lBWqrhHjx7BysoKCoVCq/rGxsbIz8/XexxM0Guw+Ph4af1nNze3MusV74uLi5O2KRQK9OjRo8SrYcOGAIDOnTuja9eulRg9UdVZuXIlRFHErVu3St3/8ccfQxAE/P7771UcGRFVNzY2Njhy5AhEUcTmzZtLrZOeng4jIyP4+flVcXRERCX169dPrbx161YDRVKzmZqaIicnR6u6sbGxyMnJgZOTk97jYIJeg6Wmpkrvn53A4GnF+9LS0io9JqLqzN3dXXpCVprRo0dDEARcuXJFuvlFRHXXmDFjpJUjSuPv7w9BEHD79u0qjoyI6AlBENTKY8aMMVAkNZurqytyc3Nx//79cusWrxRS3PtYn5ig12C5ubnSe01dMYr3aXNHaOzYsQgNDUWDBg10D5ComrKxsYEoioiPjy91f9u2bSGTyfDo0aMqjoyIqiNXV1eIolhmIt60aVOpBxoRkSHExsaqlTkMp+I6deoEADh69Gip+4vXQH/nnXewY8cOmJmZ4aOPPtJ7HEzQiajOatiwIURRxL1790rdb2VlVWYXVyKqe5o0aQJRFLFixYoS++7fvw9BEJCQkGCAyIiormvUqJFaecqUKQaKpObq378/BEEo87tfRkYGZs6cKS3h+8MPP6BJkyZ6j4MJeg1mamoqvc/LyyuzXvE+MzMzvZ5/48aNGDx4cKmv5ORkvZ6LqDK5uLiU2U3p7bffhiAIlTIJCBHVTDNmzEB2djZ69OhRYp+zs7Pa32cioqrSv39/6f2PP/5owEhqJk9PT3z22Wfo378/MjIy1PYJggAzMzM0b94c77//Pg4ePAhPT89KicNYHwdRKpUICwvD3r17ERUVhbS0NLXu12URBEHjUkik2dPjzlNTU2Fubl5qveKx6uWt51dR2dnZSExMLHUfu9VQTRQREYGrV6+iTZs2JfYpFApERUWhbdu2BoiMiKobc3NznDhxAv/880+Jm3t5eXkQBAGPHj1CvXr1DBQhEdU1u3btUnsg9/DhQw5brQBjY2NMnz691H3PDiGo1Dh0PcCVK1cwevRoXLlyRW27NhMsPTuhAVWMq6srBEGAKIqIjY2VllN7VvEP1LNdX3RlYWGB+vXrl7pPJmPnDKqZWrduDVEUMXz4cISGhqrta9euHTIzM2FpaWmg6IiounnllVekbu+zZs1S22dpaYnffvsNb775pmGCI6I65dneO506dcKDBw8MFA09L50S9KSkJPTv3x+JiYlSQm5sbAwHBwet14+j52dmZoYWLVogOjoaZ8+eRc+ePUvUSU5Olmaf7dixo17PP27cOIwbN67Ufa6urmWO6yWqCXbu3Inw8PASS5dYWVkhPj6eE0IRkZqZM2fivffeg42Njdr20aNHY/To0VwZgoiqxOrVq6WJyzgnRs2k02POZcuW4eHDhwCK7tDs3bsXWVlZuH//Pm7fvq3Vi3Tj4eEBoKhrblJSUon927dvhyiKsLOzQ/v27as4OqKarW/fvjhz5kyJ7a6urpg8ebIBIiKi6sza2rrMRNzW1pZJOhFVume/n/z9998GioSel04J+u7duwEAzZs3xz///INBgwbBxMREL4HVNZmZmdIrKytL2p6dna22r7CwUK3doEGD4OTkhNzcXPj7+0s3PfLy8hASEiL9H40bNw7GxnqZcoCoTunSpUupX6p/+uknzJs3j1+4iaiE0q4L6enpkMlkvGYQUZUaNGiQoUOgChJEHf5S1KtXDzk5Ofjf//6HTz75RJ9x1TnDhg3Tql5gYGCJJ+GxsbHw8fGRZhs0NzdHbm6uNFGbl5cXJk2apN+Ay1Hcxb1hw4ZlrjVNVNO4ubmVmCTEysoK6enpnFNDR7xmUG1kZ2eHtLS0EtuZpOuO1wyiskVFRanlCyqVqlZ/TzEyMoJKpYJMJoNSqTR0OKWqSIw6PUGXy+UAUCnrv5H2GjdujJUrV2L48OFwdnZGQUEBLCws0LFjR3h7e1d5ck5UW929e7fEtszMTE6KSESlSk1NRVBQUIntgiBU2y+RRFTztWvXTq28bNkyA0VCz0OnJ+hdu3bF+fPnsXr1akycOFGfcVENxzvbVJu999572LBhg9q2Dh064MKFCwaKqObjNYNqszfeeAMhISEltvNJ+vPjNYNIM2NjY7UbgbX5esMn6E8ZNWoURFHEgQMHdDkMEVGNsn79+hLbLl68iMuXL1d9MERU7W3btg0ff/xxie3PLuVIRKQv9+/fVyvX5gS9ttEpQZ86dSoaNWqE7du349ixY/qKiYio2ivtD127du2QnZ1tgGiIqLr7/vvvsXPnTrVtw4cPx7lz5wwUERHVZvXr11cr9+jRw0CRUEXplKBbW1vjzz//hIODA4YMGYLg4GBpYjIiotpOFEVs3rxZbVu9evUMFA0RVXfDhg0r0dW9S5cuiIuLM1BERFSb9e/fX3ofGRlpwEioIrQag/7BBx9o3B8bG4tDhw5BEAQ4ODige/fucHBwKHfiJEEQsHbt2opFTDUCx4ZRXfL9999j6tSpUrljx444f/684QKqgXjNoLrkyJEj8PDwUNtW22dZ1jdeM4jKl5+fD4VCIZXv3LkDNzc3A0ZUOWrbGHStEnSZTFZpfzSq6z8i6YZ/OKmuadGiBWJiYqTyjh07MGLECMMFVMPwmkF1zYEDBzBgwAC1bRwjqj1eM4i083QOZ25uXiuH4tW2BF3rLu6iKOr9RURUW0RHR+Pll1+WyiNHjsTx48cNGBERVWeenp6YMGGC2rbBgwcbKBoiqq3WrFkjvX/8+LEBIyFtafUEvbS1f/WlNnazIN7ZpropNzcXZmZmattiY2PRqFEjA0VUc/CaQXWVm5sbYmNjpfKGDRvw7rvvGjCimoHXDCLtiKKoNuzY19cX/v7+BoxI/2rbE3Sd1kEnKgv/cFJd9ex4LwAoLCyEkZGRgSKqGXjNoLrMxcUFDx48kMpnzpxBly5dDBhR9cdrBpH2nh2qXNvSv9qWoOs0izsREakzMTEp0evI2Ni41v0xJCL9eXr+CgDo2rUr0tLSDBQNEdU2qampamWuHFG96ZSgBwcHIzg4uMJ3Lu/fvy+1JSKqbRo3bozPP/9cbdsnn3xioGiIqLozNzfHtWvX1LbZ2dkZKBoiqm1sbW3Vyo0bNzZQJKQNnRL09957D++//z7Onj1boXaXLl3Ce++9V+7ybURENdWSJUvg5eUllZcvX44LFy4YMCIiqs5atmyJX375RW3b119/baBoiKi2OXTokFqZPfuqL4N2cecPBhHVZqGhoWrlTp06obCw0EDREFF19/7776uV586dW+GHIEREpenbt69auUGDBgaKhMpjkAS9ODGvrLXViYiqA0EQcP/+fbVtgwYNMlA0RFQTiKIIe3t7qdy1a1dkZmYaMCIiqi0cHR2l90lJSXxYWk0ZJEFPSkoCANSrV88QpyciqjLOzs5YvXq1VD506BDCw8MNGBERVXfPPjW3trY2UCREVJvcu3dPrfzf//7XQJGQJlWeoOfl5UmTw7m7u1f16YmIqtzkyZPVyv369UNycrKBoiGi6q5x48ZYvny52rbPPvvMQNEQUW0hl8vVysuWLTNQJKSJ1uugb9iwARs2bFDbdvjwYQiCgLZt28LBwUFje1EUkZ2djWvXriE7OxsAMGfOHP5g1FJcn5RIXWFhodofRg8PDz5JfwqvGUQlPTsU8OrVq2jVqpWBoqleeM0gej75+flQKBRSecmSJSVWnqlpats66MbaHvTOnTtSQv40URRx+fJlrYMrvh/g5OTEZYeIqM4wNjbGgQMH4OnpCaDoBueHH36In3/+2cCREVF1Vfxlrljr1q05ZpSIdGJiYqJW9vb2rvEJem1T4S7uoihKr9K2lfUCisacd+jQAXPmzMGZM2fg5OSkv09CRFTN9e/fH9u3b5fKa9euxdatWw0YERFVZ4IgYO/evWrbTE1NDRQNEdUWubm5auWsrCwDRUKl0TpBX7BgAVQqldoLKPrj8eeff5bY9+xLqVQiIyMD58+fx1dffQVnZ+dK+1BERNXVyJEj0aRJE6k8ZswYpKenGyweIqreXn31VcyYMUMqPz2XDxHR83i6izsAfPnllwaKhEqj8yRx7GpFRFQx0dHRamVbW1sDRUJENcGKFStgbm4ulcePH48//vjDgBERUU2Xk5MjzSEWEBBQ4rsJGY5OCXrx0/Fhw4bpKx4iolpPLpfD19dXbduz3ViJiJ6WlpamVv6///u/ajsZEhFVf6ampvj444+lcsuWLQ0YDT3NIOugExHVdf7+/mrlwYMH49atWwaKhoiqOxMTkxJJesOGDQ0UDRHVBp9++qla+dl10skwmKATERmISqVC69atpXKzZs04bIiIymRjY4Np06ZJ5YcPH3I8OhE9N0tLS7i7u0vl//73vwaMhopptQ56RESE9L53796lbn9eTx+Pag+uT0qknczMTFhbW0vlQYMG4a+//jJgRIbBawaR9ho2bIj79+9L5aNHj+KVV14xYERVj9cMIv149OgRrKyspPKlS5fQrl07A0ZUcbVtHXStEnSZTAZBECAIAgoLC0tsf17PHo9qD/7hJNLejh078Prrr0vl2bNnIygoyIARVT1eM4gq5o033kBISIhUvnPnDtzc3AwYUdXiNYNIf37//XeMHj0aANC1a1ecPn1apxyvqtW2BF3rLu7Prn3+7PbnfRER1XUjR47EypUrpfLy5cuxYsUKA0ZERNXd77//jubNm0vlF198EQkJCQaMiIhqqlGjRknvz5w5g7Vr1xowGjLWptKCBQsqtJ2IiCpm2rRpiI6OlhL1WbNmwc3NDSNGjDBsYERULQmCgPPnz6N9+/a4ffs2Hj58CGdnZ6SmpnLpRiKqECMjI1y/fh1t2rSBUqnErFmzMGzYMNSvX9/QodVJWnVxp9opIyMDISEhiIyMREpKChQKBZo1a4bBgwejR48eOh2bXc+Ins+ECRPwyy+/SOXz58+jY8eOBoyoavCaQfR8MjMz0bJlS+npuYeHB/bv3w9jY62ewdRYvGYQ6d8XX3wBb29vAEC/fv1w4MCBGtHVvc52cafaJTY2FtOmTcPOnTvx4MEDGBkZITs7G+fPn8eSJUuwZs0aQ4dIVCetXbsWw4cPl8oDBgzApUuXDBgREVVnVlZWOH78uDTZ5OHDh/Hiiy8iJyfHwJERUU0zb948dOnSBQBw6NAhfP755waOqG5igl4HFRQUICAgABkZGXBzc8OKFSvw22+/4bfffsO4ceMgCALCwsJw4MABQ4dKVCft2LFDmqwlKSkJPXv2xKlTpwwcFRFVV+7u7oiJiZF625w9exa9evVCZmamgSMjoppEEARs2rQJJiYmAIAvv/wS27dvN3BUdY9OCfrVq1f1FQdVoX379iEhIQEKhQJ+fn7S+ocKhQJvvvkmXnvtNQDAxo0bOcs+kQEIgoAtW7Zg6tSpAICsrCz07NkTO3fuNHBkRFRdOTg4YN++fXB1dQVQNNFTz549kZycbODIiKgmadWqFf744w+pPGbMGJw8edKAEdU9OiXobdu2hYuLC95++22sXbsWt2/f1ldcVIkOHz4MoGgNekdHxxL7R40aBUEQkJqayq61RAYiCAK+++47zJ8/HwCgUqkwYsQITJo0CXl5eQaOjoiqowYNGiAyMhItW7YEAFy+fBmdOnXChQsXDBwZUow7NgAAm9VJREFUEdUkXl5e0lj0/Px8DBkyBBcvXjRwVHWHzl3cHz58iK1bt2LSpElo3rw53N3dMWHCBGzatAkPHjzQR4ykRzk5Obhx4wYASGNMnuXo6CjdgecfdSLDWrx4MVatWgVzc3MAwJo1a9ClSxccO3bMwJERUXXk7OyMyMhIjBw5EgBw7949dOvWDT/++CNUKpWBoyOimiIwMBAzZswAAKSmpqJ3795M0quITgn6xx9/jJYtW6qta3737l2sX78e7777LlxdXdGqVStMmTIFISEhSElJ0Vfc9Jzi4+Ol9efd3NzKrFe8Ly4urkriIqKyTZkyBZGRkdL40itXruCVV17BpEmTOMaUiEqwsrJCSEgIJk6cCAAoLCzERx99hA4dOuDIkSMGjo6IaopvvvkG48aNA1C0+lP37t2xefNmA0dV++mUoK9atQpXrlzB/fv3sWnTJkyYMAHu7u5qCXt0dDR+/PFHjB49Gg0aNECnTp0wZ84c7Nq1C48ePdLX5yAtpaamSu/t7OzKrFe8Ly0trdJjIqLytW3bFqdPn8asWbOkbWvWrEHLli2xZMkSXk+JSI1MJsNPP/2E3377Dfb29gCKurx7eHjg1Vdfxblz5wwcIRFVd4IgIDg4GNOmTQNQ1N397bffxhtvvCH1yCX908ss7k5OThgzZgzWrFmDmzdv4s6dO/jll18wbtw4NGzYUErWVSoVLl68iBUrVmD48OFwcHDQx+mpAnJzc6X3CoWizHrF+7hMC1H1IZfLsXz5chw7dgzNmjUDACQkJMDHxweNGzfGxIkTcfz4cbXfcyKq2958801cvXoVH374IYyMjAAUTRbbpUsXtGvXDitWrOAcQkRUJkEQsHLlSnz77bfSNSQkJAStWrXC8OHD8ffff1fbtcdrKkEs7u9ciaKjoxEeHo4DBw5g586dUCqVEEURgiDwP7SKHTlyBF9//TWAoqWcin/RnvXrr79i27ZtaNiwIX744YcKn8fV1RX37t1Dw4YNER8fr1PMRFSSSqXC+vXrsXTp0hJ3sc3MzNCjRw907doVLVu2RKNGjeDk5ISGDRvCzs4OMln1W2GT1wyiynfz5k189tlnpS6b5ObmhhdffBFdu3ZFu3bt0LhxYzg4OMDe3h5yudwA0WrGawZR1bt9+zYWLlyI4OBgte0ODg546aWX0KZNG3Tr1g0vvPACGjduDGtrawiCUOlxGRkZQaVSQSaTVdvcsiIxVnqCfvXqVRw6dAiHDh3CkSNHpC7TTNAN49SpUwgMDAQAbN26VZp46lk///wzQkND0bx5cwQFBZVaZ+PGjWWOQzl06BDy8vL4h5OokimVSoSGhiIoKAj//POP1u0cHBygUCigUChgbGwMmUxW4iUIQqnb/fz8MHDgQL1+Dn7ZJqo6xb0ZDx48iLt375Zb38rKCtbW1jAzMyv1mmBkZFRi28GDBzX21NMVrxlEhnPhwgWsWrUKmzdvRnZ2dpn1ZDIZrK2tYW5uDlNTUxgZGSE6OhqtWrWCmZmZ9D1DEAS196ampjh06JDW8dS2BN1Y3ye/ffu2lJCHh4fj4cOH0r7iewFWVlbo3bs3+vXrp+/TUzmeHneemppaZoJePFbd1ta2zGNlZ2cjMTGx1H2cKZaoahgZGWHkyJEYOXIkkpKScPDgQfzzzz84ffo0Ll++XOYfzudZG3nGjBlwdnaGi4uLrmETkQF16NABa9euBVD0IOXvv/9GZGQkTp06hZs3b5aon5mZqdWElI6Ojpg1a5aUpBNR7dSxY0f89NNPCAoKQmhoKP766y+cOHECd+7cQWFhoVRPpVIhLS2txJxW165dK/W4jRo1wscff1wte+1UJZ0T9AcPHqgl5E/fiS1OyM3NzfHyyy+jX79+6NevH7p27coLt4G4urpCEASIoojY2FhpObVnxcbGAij6RSmLhYUF6tevX+o+/v8SVT1HR0e89dZbeOuttwAUXYMfPHggvVatWgU3NzfY29sjLy8PeXl5yM3NhVKphEqlkuYKKetlbm6Ozz77jL/fRLVI69at0bp1a6mcmZmJ6OhoJCQkIDExEQkJCcjMzERGRgby8/OhUqmka8bTr+Jtbdq0wYgRIwz3gYioytSrVw9jx47F2LFjARRNInfx4kXcuXMHiYmJSEtLQ0ZGBnJzcxEaGopHjx5h0KBBat85np6rTBRFdO/eHZ6engb+ZIalU4LeunVrREdHS+XihNzExAQ9evSQEvIXX3yxzt8JqS7MzMzQokULREdH4+zZs+jZs2eJOsnJydLyasXLOpVm3Lhx0tILzyruekZEhiMIAlxcXKQn3l5eXgaOiIiqOysrK3Tr1s3QYRBRDWRiYoJu3bqVeg359ttvDRBRzaRTgn79+nXpfefOnfHaa6+hb9++ePnll2FqaqpzcFQ5PDw8EB0djYiICIwePRqOjo5q+7dv3w5RFGFnZ4f27dsbKEoiIiIiIqK6Red+isWD+q9fv47IyEicPn0aUVFRqILJ4ek5DRo0CE5OTsjNzYW/v7+0vEpeXh5CQkKwe/duAEVPyI2N9T5NAREREREREZVCp1nc3377bRw+fBgPHjwoOthT0+g/PRFc//790a5dO92jJb2JjY2Fj48PMjIyABTNE5CbmytN7ubl5YVJkyY99/E5uyoRVQSvGURUEbxmEFGx2jaLu16WWbt27RrCw8Nx6NAhHD58GCkpKU9O8P+TdkdHR3h4eKB///7o168fmjVrputpSUfp6en4448/EBkZieTkZJiamqJp06YYMmQIevToodOx+YeTiCqC1wwiqgheM4ioGBN0LVy4cEFK2CMiItSW5ihO2Bs1aoR+/frhl19+0ffpqRrgH04iqgheM4ioInjNIKJiTNArSKVS4d9//5US9vDwcGl9PEEQqu0/IumGfziJqCJ4zSCiiuA1g4iK1bYEvdIXs01MTERMTAxu3LiBGzduQKlUqo1VJyIiIiIiIiIdl1krTXp6uvS0/NChQ7h27Zra/qcf2Ddt2lTfpyciIiIiIiKqkXTu4v748WMcPXoUBw8exKFDh3DhwgVpJnBAPSF3dXVF37590a9fP/Tt2xeNGzfW5dRUjZmYmKCgoAAymQzOzs6GDoeIDMzJyQn//vtvmft5zSCip/GaQUTaunfvnvReJqv0DuLPpTg/1qaLu05P0Hv16oXTp0+joKBA2vZ0Ql6/fn14eHigX79+6NevH5o3b67L6agGKf7BU6lUar80RESl4TWDiCqC1wwiKs3TD4prKp0S9GPHjqmVbW1t0adPH+kpedu2bXUKjmouU1NT5ObmwsjICPXr1zd0OERkYE5OThr385pBRE/jNYOItHX//n3pIXF1fYJezNTUtNw6OnVxt7S0RO/evaUu6507d+YEcERERERERETPQacEXalUwsjISJ/xEBEREREREdVJlb4OOhERERERERGVr3p30iciIiIiIiKqI5igk+Ty5csYNmwYhg0bhocPHxo6HCIiIiIiojqFCToBKJpPYPXq1VrNLEhERERERET6xwSdAAC7du1Ceno6Bg4caOhQiIiIiIiI6iSd1kGn2iE1NRVbtmzBBx98gOTkZL0cs1u3bkhISICTkxP+/fdfvRyTiGovXjOIqCJ4zSCiYhYWFsjNzTV0GFoxNTVFdna2xjpM0Anr1q2Di4sLPD09sXXrVr0cMyEhAffu3dPLsYio9uM1g4gqgtcMIiqWm5sLlUpl6DC0os2NhFqXoB88eBArVqwot97GjRthZWVVBRGVLysrC1FRUYiJicHNmzcRExODjIwMAEBgYCDat29f7jEyMjIQEhKCyMhIpKSkQKFQoFmzZhg8eDB69OhRZruoqChERERg6dKlkMk44oGIiIiIiGqm6prPVOQGQq1L0IvJZDKNCbggCFUYjWanTp3S6qZCWWJjY+Hj4yMl9WZmZsjOzsb58+dx/vx5DB06FBMnTizRrnhiuD59+qB169bPfX4iIiIiIiJDkslkUCqVhg6jVEZGRlon6bU2QXdwcMDPP/9s6DC0Zmtri2bNmqF58+ZwcXFBUFCQVu0KCgoQEBCAjIwMuLm5Yc6cOXB3d0deXh527tyJTZs2ISwsDO7u7vD09FRrGxoaiqSkJCxatKgyPhIRERERERFVQK1N0PVJFEX8+OOP6N+/P1q0aKGxbmFhIVatWoVRo0bB1dVVq+N7eHigf//+UjkrK0vr2Pbt24eEhAQoFAr4+fnB0dERAKBQKPDmm28iNTUVe/bswcaNG+Hh4QFj46L/8uzsbGzduhWenp4oLCyU1j0vnrQgJSUFMplMOh4RERERERFVripJ0BMTE3Hy5EkUFhaiY8eOaNasWVWcVm/27t2LPXv2ICIiAgEBAWjatGmp9ZRKJZYtW4YTJ04gOjoaK1eu1GochJGR0XPHdvjwYQBA7969S02mR40ahb179yI1NRWXLl1C586dARTdBMjJyUFYWBjCwsJKtJs3bx5sbGwQHBz83LERERERERGR9nRK0FNTU7F+/XoAwJAhQ9CyZcsSdfz9/REYGIiCggJp2+jRo/HLL7/A1NRUl9NXmQEDBuDUqVM4d+4c/Pz8EBgYCDc3N7U6SqUSQUFBOHHiBExNTTF16tRKn6QgJycHN27cAAB06dKl1DqOjo5wdXVFXFwcLly4ICXoNjY28Pb2LlH/6NGjOHr0KKZMmcKn50RERERERFVIpwT9t99+w9y5c2FiYoLx48eX2L9p0yYsWLAAgiBAFEW1diqVSm9LepUmIyMDs2bNkpbgsLe3R7t27eDl5YUmTZpU6FhyuRze3t5YvHgxLl26hPnz52PJkiVSF3aVSoVvv/0WR48ehYmJCebPn482bdro+yOVEB8fL/27PnvD4Glubm6Ii4tDXFyctE2hUJQ6u/utW7cAAJ07d0aDBg30HDERERERERGVRadHvOHh4QCAXr16wd7evsR+Pz8/AEVjuIcPH45Zs2ahUaNGEEUR27Ztw9GjR3U5vUZ5eXm4ffs25HI5lEol7t+/j7///huzZs3Cjh07Knw8hUIBX19ftGrVCunp6fD19cX9+/chiiK+//57hIeHQy6Xw8fHR6tl0fQhNTVVem9nZ1dmveJ9aWlplR4TERERERERPR+dnqBHR0dDEAS89NJLJfYdP34ct2/fhiAI8Pf3l7pTz5s3D61bt0Z6ejp+/fVX9OrVS5cQSrCzs8OYMWPQs2dPuLi4QC6Xo7CwEFeuXEFwcDCio6Oxbt062NnZoU+fPhU6tpmZGRYuXAhfX1/ExMTA19cX7du3R3h4OIyNjTFv3jypC3lVeHqhe4VCUWa94n05OTnlHnPs2LEYO3as7sERERERERFRheiUoCcnJwNAqTObHzhwAEBRcjhz5kxpe/369TFmzBh8//33OHnypC6nL1Xnzp1LJMnGxsbo0KEDvvjiC3h7e+P69evYsGEDevXqVeFx4ubm5li8eDF8fHxw+/ZthIeHw8jICHPnzkX37t31+VGIiIiISBNVPvIfHitzt9yhGwSjJw8x8hNPAKLmtYjl9p0hGJs/aZMUCagKNLQAjO06QiavJ5ULks9AVOZqaAEY27aDzMT6SZuU8xALszW3sWkNmeJJr8mC1IsQCx5pbGNk/QKMTJ/MK1SQdhlifrrmNpbNYGTuJJUL069BlZdSTht3GJm7PGmTeQOqnETNbeo1hpFFoydtHt2C6vEDjW1k5g1hbNnkqTZ3oHp8T3MbMycYWz2ZpFqZHQdlVqzmNqaOMLZ+4Umbx/ehfHRbcxuFPYxtWj1pk/MQyswYjW0EExvIbds+aZObBGVGtOY2ckvI7TpIZVVeKgrTr2puY2wOuf2THEmVn4HCtCjNbYxMIXfo+qRNQRYKUy9obAOZHCaO/5GKYmEOClLOam4jyGBS/8kDX1GZj4Lk05rbAJDX7wlBEMqtV9PolKCnpBT9olpYWJTYd+xY0cWyV69eJfZ36FD0AxUbq/kXQ9/kcjnGjRuH+fPnIzk5Gbdu3ULz5s0rfJx69eqhdevWuH276JfUxsam1AnyKtvTk+zl5eXB3Ny81Hp5eXkAinoA6NPGjRuxefPmUvcV37whIiIiqiyq3CSk7H2lzP3134iDkcWTZW9T/x5QbhLsOOKqWpKVdnAYVLkPNbax9zoNE4duT9ocGQ3lo5sa29gNCofC2UMqp//zHgrTNCc/tv3DYNrISypnnJyCgsSyb1AAgE3vLTBr+pZUfvTvXOTd+0tjG+uea2D+wodP2pybj9y7IRrbWHVfDou2s6Ry1sUlyIlZr7FNvc7+sOzoK5WzLy/H42vfaWxj0e4zWHX7Uio/jv4R2ZeWamxj3moKrHusetImJhhZ53w1tADMmr0Lm14bpHLunW3IjJylsY2p2+uw7fuHVM6L24WM4x9qaAGYuAyE/cB9Ujn/wSGkH3lLQ4uixNRh8JP/9/zEE0g76KWhBWBs2wGOw5/8fBWknkfqXx4a2xj9v/buPK6K6v8f+GvYLpuyIwKKgpq7ueWulAvuZi6V4pJalkul9ikF3MEsv1lmlmnlvqOlpmZaKuaGu1C5ggIqssm+w/z+4MfElcsFvMtc4PV8PO6jOzPnzLxn4h7v+86Zc2p5wnnEf3/HBam31X7eAMDI3Bl13vjv81KQEV1uHcHEEi6+/30uC3MSyq0DAC4T1P/YVlVp9Ax68S8Wzz7bXFhYiAsXLkAQBJVd2IufV8/MzNTk8M+lZCIdGxv7XPvYvHkzDh8+DCMjIzg7OyMxMREBAQF6f8a75HPnJZ9Hf1bxNjs7O60ePyMjA3FxcSpfhYXV8wNDRERERESkKxrdQXd2dkZ0dLQ01Vex8+fPIzU1FYIgqBwpPD09HYD27+jqw44dOxAcHAxBEDBz5ky0a9cO/v7+iImJQUBAAJYtWwYbG5vyd6QF7u7u0gj5UVFR0qjyzyruqVCvXj2V25+XlZUVnJ2dVW7T9RRzREREREbmTnAYUPbgv0bmylPG2vc7Vm4Xd2Pr+krLdr0PlN/F3aap0rJdr10V6uJekm33jRXq4l6STedvK9TFvaRaHf4P1q3V3z02ruWltFyr7VJYNf+wnDoNlZatW/vBsrH6u8fPXmurFrNg0VD93WMjSzelZcsmU2Hurv7usZGFi9KyZaPxULh4q6/zzN+OeYNRMHXoUEbp/19HoTxotqLeYDgM+EttHcHMVmnZrO4r5dcxraVcx7lL+XVMlHvamtq/WH4dY+UpsY1rNym3DoxMletY1Su/jqCcNxgpHMuvU41plKC3bdsWUVFR2LlzJ5YsWQIzMzMAwPr16wEAZmZm6NatW6l6xVN5ubq6ltqma7du3ZLeV3YaseDgYOzYsQOCIGDatGno3bs3AEiD4EVHRyMgIABBQUGoXbu2VuNWxcLCAo0bN8bt27dx5coVdO3atVSZhIQEaXq1Nm3aaPX4vr6+8PX1VbnN3d1dmuKOiIiISCeMzGBWp/R3zbKUfM61wnVKPE9bUSWf261wHYcXK1+nxHPIFa5T4nnniirZ5b/CdWo3BmqXHqdKbZ1ankAtz0rWaQCUeCa9Ioyt6ik9+16hOpauSs/YV6iORR0YW1Qu3zA2d1IaM6AijBT2lfocAICRmU3l65haV7qOYGJR+TrGlftcVzca3eYcNWoUACA6Ohq9e/fG2rVr8fbbb2PTpk0QBAFDhw5VeZf8/PnzEAQBzZo1K7VNEyXnWlclPz8f27ZtA1DUzd7Ly0tt+ZL279+PzZs3AwCmTp0KHx8faZuDgwMCAwPh7OyMBw8eYMGCBVIvAV3z9vYGAISEhCA+Pr7U9n379kEURdjb2+tt+jciIiIiIiKqPI0S9DfffBOdOnWCKIo4e/Yspk+fjp9++glA0ejtCxcuLFUnOTkZJ0+eBAB06tRJk8OXEhcXh48++ghHjx7FkyclBicoKEB4eDj8/Pxw8+ZNAMCECRMq3A375MmT+PHHHwEAkydPxsCBA0uVcXJyQmBgIBwdHREREYHFixdX6jns1NRU6VUyuc/IyFDalp+fr1TPx8cHLi4uyM7OxtKlS6WB63JychAcHIxDhw4BKLrbbWKiUYcJIiIiIiIi0iGNMjZBEHDo0CFMmTIFBw4ckBJSNzc3rFu3Ds2bNy9VZ+PGjcjLy4MgCOjTp48mh1fp9u3buH27aGoCMzMzmJubIzMzU0psTUxMMGHCBOnOc0W0adMGrq6u6Nu3L4YNG1ZmORcXFwQGBsLf3x8+Pj6Veg67rK7iy5YtU1oOCgpSuhNuamqKgIAA+Pv74/79+/jggw9gaWmJ7Oxs6f/H4MGDdXKtiYiIiIiISHs0vqVqb2+Pffv2IT4+HhEREbCyskLz5s3LTE6bN2+ODRs2QBAEtG9f+edz1LG1tcU777yDf//9F5GRkUhJSUFGRgYUCgXq1auHVq1aYcCAAXBzcyt/ZyXY2dlh5cqVZU5jVpKrqyvWrFlTobLaUr9+faxevRp79+5FaGgoEhISYGVlBU9PTwwaNEjlQH1ERERERERkWASxvAe3iZ5D8SBxbm5uiImJkTscIjJwbDOIqDLYZhBRMWNjYxQWFsLIyAgFBQVyh6NSZWLU6A56SEgIAKBly5ZKc3KXJzk5GTdu3AAA9OzZU5MQiIiIiIjKtWbNGsTGxupk3/Pnz5dmMyIi0oRGCbq3tzcEQcDPP/+MoUOHVrjehQsXMGDAABgZGZUa9IyIiIiISNvWr1+P69ev62Tfc+fOZYJORFoh67De7F1PRERERPpgaWkJa2trre0vNzcXubm5WtsfEREgU4JenJgLgiDH4YmIiIiohjl79qxW97dmzRrMmDFDq/skItJoHvTnlZycDAB6HemciIiIiIiIyJDJcgd93759AIqmByMiIiIiqsqWL19eqWfQmzRpgtdff12HERFRVVXhBH3//v3Yv3+/ym1ff/01fvnlF7X1RVFERkYGrl27hnv37kEQBI7gTkRERERVXmBgYKXKDxkyhAk6EalU4QT92rVr2LhxY6nnxkVRxIkTJyp1UFEUYWVlhdmzZ1eqHhERERGRITAyMqr0yO0cVI6IylPpZ9BFUZReqtaV96pduzZee+01nD17Fo0aNdLqyRARERER6cN7772HnJycSr26du0qd9hEZOAqfAf9ww8/xMSJE6VlURTh6ekJQRDw/fffo2/fvmrrGxkZwdraGnZ2ds8dLBEREREREVF1VeEE3cbGBjY2NqXWi6IIZ2dneHh4aDUwIiIiIiIioppEo1HcIyMjAQDOzs5aCYaIiIiIiIioptIoQeddcyIiIiKiyjl8+LDKnqklDRs2DJs3b9ZTRERkKGSZB52IiIiIqKYqKChAamqq2jKZmZl6ioaIDIlWE/THjx8jPDwcT58+RXZ2doXqjB8/XpshEBEREREZpPHjx8Pb21ttmZ9++gmxsbH6CYiIDI5WEvSdO3di+fLlCAsLq1Q9QRCYoBMRERFRjTB16tRyy/z+++9M0IlqMI0T9Pfffx9r1qwBAKW50YmIiIiIiIio4jRK0A8cOIBvvvlGWu7UqRP69u0Ld3d3KBQKjYMjIiIiIiIiqik0StC///57AICxsTE2btyIsWPHaiUoIiIiIiIioppGowT90qVLEAQBvr6+TM6JiIiIiLQkOjoaO3fuVLmtQYMG6Ny5s54jIiJ90ChBT0lJAQD07t1bK8EQEREREREQGhqKN998U+W2cePGMUEnqqaMNKlcp04dAICpqalWgiEiIiIiIiKqqTS6g96pUyfExMTg33//1VY8REREREQ11sGDB5Gbm6tyW58+fXDnzh09R0RE+qTRHfT33nsPoihi69atyMvL01ZMJJO///4bQ4cOxdChQ/HkyRO5wyEiIiKqcVxcXFC/fn2VLzMzM7nDIyId0yhBf/nllzFjxgxERERg4sSJTNKrsIKCAqxduxbm5uZyh0JERERERFQjadTFPSoqCnPmzEFSUhK2b9+OK1euYNq0aejSpQscHR1hZFR+/l+/fn1NQiAt+fXXX5GcnIx+/frhwIEDcodDRERERERU42iUoDdo0ACCIAAABEHA7du38eGHH1a4viAIyM/P1yQE0oKkpCTs2LEDkyZNQkJCgtzhEBERERER1UgaJegAIIqiNuIgGW3YsAGurq7o06dPmfNtEhEREZFhiIiIwLZt20qt79GjB3unElVxGiXoEyZM0FYcOhcYGIjQ0FAAwCuvvFKpO/26lp6ejvDwcNy9exf37t3D3bt3pTnmg4KC0KpVq3L3kZKSguDgYISGhiIxMREKhQJeXl4YOHCg2nkyw8PDERISguXLl1fokQQiIiIikteZM2dw5syZUuv37t3LBJ2oitMoQd+wYYO24tCpM2fOSMm5Ibpw4QJWrVr13PWjoqLg7+8vJfUWFhbIyMjAtWvXcO3aNQwZMgRvv/12qXrFA8P16tULzZo1e+7jExERERERkeY07uJu6DIyMrB+/XpYWVnBzs4OMTExcoekkp2dHby8vNCoUSO4urpi5cqVFaqXl5eHwMBApKSkwMPDA7Nnz0bDhg2Rk5OD/fv3Y9u2bTh48CAaNmyIPn36KNU9cOAA4uPjsXjxYl2cEhERERFp0fHjx0uN3xQZGYmePXvKFBERaVu1T9A3btyIpKQkTJ06FWfOnHmuBF0URXz//ffo3bs3GjdurLZsfn4+1qxZgxEjRsDd3b1C+/f29kbv3r2l5fT09ArHdvToUcTGxkKhUGDBggVwcnICACgUCowePRpJSUk4fPgwtm7dCm9vb5iYFP0vz8jIwM6dO9GnTx/k5+dL855nZGQAABITE2FkZCTtj4iIiIjk5eLiUmpddna2DJEQka5U6wT9n3/+we+//47GjRtjwIABKp/VqYgjR47g8OHDCAkJQWBgIDw9PVWWKygowIoVK3Du3Dncvn0bq1evrtBz3cbGxs8VFwCcPHkSANCzZ0+VyfSIESNw5MgRJCUlISwsDG3btgVQ9CNAVlYWDh48iIMHD5aqN3fuXNja2mLz5s3PHRsRERERERFVXLVN0PPy8vDNN99AEARMmzZNowHQ+vbtiwsXLuDq1atYsGABgoKC4OHhoVSmoKAAK1euxLlz52Bubo7p06frfNC1rKws3LlzBwDQrl07lWWcnJzg7u6O6OhoXL9+XUrQbW1t4efnV6r86dOncfr0aUybNo13z4mIiIiIiPRIawl6dHQ0tm7divPnzyMmJgapqakoKChQW0cQBNy7d09bISjZs2cPYmJiMGTIEHh5eWm0L1NTU/j5+WHJkiUICwvD/PnzsWzZMqkLe2FhIb7++mucPn0aZmZmmD9/Ppo3b66N01ArJiZGmubu2R8MSvLw8EB0dDSio6OldQqFQuXo7hEREQCAtm3bok6dOlqOmIiIiIiIiMqicYJeWFgIPz8/rFy5UkrIn50bXRAEteu1LTo6GsHBwbC3t8fYsWO1sk+FQoGAgAAsXLgQN2/eREBAAJYtW4a6devi22+/xYkTJ2Bqagp/f/8KTYumDUlJSdJ7e3v7MssVb3v69KnOYyIiIiIiefzwww84ceKE0rpFixbBwcFBpoiIqLI0TtCnT5+OdevWScm3i4sLYmNjIQgCHB0dIYoikpKSUFhYCKAoKXdzc9PouWt1RFHEmjVrkJ+fjylTpsDS0lJr+7awsMCiRYsQEBCAu3fvIiAgAK1atcKJEydgYmKCuXPnSl3I9aHkoCAKhaLMcsXbsrKyyt3nmDFjMGbMGM2DIyIiIiK9OnLkSKl1s2fPZoJOVIVo9JD0xYsX8f333wMAunTpgrt37+LRo0fS9vXr1yMuLg5Pnz7Frl270Lp1a4iiiKZNm+LKlSuIjIzULHoVjh49in/++Qft27dH9+7dtb5/S0tLLFmyBA0bNkRCQgJOnDgBY2NjfPTRR+jYsaPWj0dEREREVBYTExO4u7srvdT1rCQiw6bRHfT169cDKJrD+9dff4WdnZ3KcrVq1cKoUaPw6quvYuzYsdi7dy9GjhyJP/74Q5PDl5KUlIRNmzbBzMwMU6dO1eq+S7K2tkazZs2kHxhsbW3xwgsv6Ox4ZTE3N5fe5+TklNlbICcnB0BRDwBt2rp1K7Zv365yW0JCglaPRURERESlNWjQQGmcIaBoLKbRo0fLFBERaUKjO+hnzpyBIAgYPXp0mcl5Saampti8eTPc3Nxw8uRJbNu2TZPDl7J582ZkZGRg2LBhsLGxQVZWltKruJt9QUFBqXWVPc7hw4dhZGQEZ2dnJCYmIiAgQO/PeJf8dbTk8+jPKt5Wkf9HlZGRkYG4uDiVr+e5rkRERERERIbswIED2L17t872r9Ed9OLu7B06dFC5vfjObUnm5uaYOHEiAgMDsX37dq0N4gYAcXFxAIp+NdyzZ0+Z5U6dOoVTp04BAL766qsy5zVXZceOHQgODoYgCJg5cybatWsHf39/xMTESAPH2djYaHYiFeTu7g5BECCKIqKioqRR5Z8VFRUFAKhXr55Wj29lZQVnZ2eV23Q9xRwREREREZG+LVq0CHFxcTrrpaJRgp6RkQGg9J1ZS0tLZGVlISUlRWW94inIwsLCNDm83gUHB2PHjh3S3Oq9e/cGACxduhR+fn6Ijo5GQEAAgoKCULt2bZ3HY2FhgcaNG+P27du4cuUKunbtWqpMQkKC1O2pTZs2Wj2+r68vfH19VW5zd3fHw4cPtXo8IiIiIiIibbt37x727t2LW7duIS0tTW1v4OTkZADAyJEjpXWjR4/WWsKuUYJeq1YtJCcnlxod3M7ODllZWWUOAlec2MfHx2ty+FKWLVumdrufnx/Cw8Pxyiuv4MMPP6zUvvfv34/NmzcDAKZOnQofHx9pm4ODAwIDAzFv3jw8ePAACxYsQGBgIKytrSt9DpXl7e2N27dvIyQkBK+//jqcnJyUtu/btw+iKMLe3l5v078RERERkWG4f/++NBUyANStWxdWVlYyRkRkWC5duoTXX38dOTk5lZoG/MKFCwCKZhFTdaP0eWmUoHt5eeHy5ctKI7cDRXfIHz58KHUjf1ZoaCgA7Q9apisnT57Ejz/+CACYPHkyBg4cWKqMk5MTAgMD4efnh4iICCxevBifffZZhbt6p6amSu8zMzOl9xkZGUrbLC0tYWLy3/82Hx8fHDhwALGxsVi6dClmzZqFhg0bIicnBwcPHsShQ4cAFN3tLlmPiIiIiKq/V155RWn54MGDGDx4sEzREBmeb775Brm5ufDy8oK3tzdsbGzUJupr165FRkYGZs+eLa3r0qWL1uLRKGNr164dLl26hOvXryut7927N44dO4Zz587h8OHDSgnt+fPnsXHjRgiCoPUu17rSpk0buLq6om/fvhg2bFiZ5VxcXBAYGAh/f3/4+PhU6jnssrqKP9srICgoSOlOuKmpKQICAuDv74/79+/jgw8+gKWlJbKzs6WuGYMHD0afPn0qHAsREREREVFNcO3aNQiCgD179pQ5vlZJW7ZsQUZGBmbNmqWTeDRK0F9++WWsW7cOf/75p9L6cePGYcmSJcjKysKrr76KV199FY0aNcLdu3dx4MAB5OXlQRAETJgwQaPg9cXOzg4rV64scxqzklxdXbFmzZoKldWW+vXrY/Xq1di7dy9CQ0ORkJAAKysreHp6YtCgQejcubPeYiEiIiIieXXp0gV79+6VlqOjoyv9eCdRTZGcnAxHR8cKJef6oFGCPmjQICgUCjx+/BhHjx6VnsuuW7cuvvjiC7z33nvIz89XaiBEUQQA9O/fHxMnTtTk8JVW3jPq6lQm4X6e5PzAgQOVrlOSra0tJk+ejMmTJ2u0HyIiIiKq2tzd3ZVm9/nnn39kjIbIsBUUFMDMzEzuMCQazYVlbW2N1NRUZGVloW/fvkrbpk6dil27dqFRo0YQRVF6WVtb4+OPP8Yvv/yiyaGJiIiIiIiINFKZgeGep3xlaTxqmKmpaZnbRo0ahVGjRuH+/fuIjY2FlZUVmjZtqrYOERERERERkT5ERUVVqvzly5d1FEkRvQzr3aBBAzRo0EAfhyIiIiIiojJERkbixo0bAIruBHIaXqrpYmJinqte8WMksbGxyM/PV1qnCc67RURERERUQ7z//vvSezMzM+Tk5MgYDZH8nndA7eLE/o033sDdu3eV1mmCCToRERERERHVSEZGRtJA5s9DEAStPpfOBJ2IiIiIqBqrX78+jhw5Ii1v27YNW7dulTEiIsNx7tw5jerv3LlT6uKuDRVK0I2NjQEU/TpQ8uDF65/Xs/sjIiIiIiLtsra2Rv/+/aXl0NBQGaMhMixubm4a1a9Tp46WIilSoQS9rFv+mnQFICIiIiIiIqL/VChB79mzp8p+9WWtJyIiIiIiIqqKHjx4gMTERACAg4MDPDw89HbsCiXoJ0+erNR6IiIiIiIybHl5eRg+fLi0vHjxYrRu3VrGiIjkc+/ePXzzzTc4evQoUlNTlbbVrl0bPj4+eP/999GwYUOdxmGk070TEREREZFBEkURv/zyi/RKSEiQOyQinbp+/Tr+97//Ye3atUrr9+7di379+mHPnj1IS0uTRmYvfqWlpWHPnj3o06cPfv75Z53GqNEo7iEhIQCKflF48cUXtREPERERERHpkLu7uzT3c3p6OsLDw2WOiEg/9u7dix07dmDBggXSuqtXr2L27NkoLCyEp6cnJk2ahE6dOkmDv8XGxiI0NBQ//PADHjx4gA8//BANGjRA27ZtdRKjRgm6t7c3BEHArFmzmKATEREREVUBkyZNwqRJkwAAly5dQseOHWWOiEg/Ll68CAAYOHCgtO7rr79GYWEhunfvjk2bNsHMzEypjr29PZo3b44333wTEyZMwJkzZ/D1119jw4YNOolRoy7uFhYWAKCzXw+IiIiIiIiItCE2NhampqZKU6tdunQJoihi2bJlpZLzkhQKBZYvXy7V0RWNEnQXFxdtxUFERERERESkM8nJybCyslKaiSw7Oxs2NjYVGvytQYMGqF27NrKysnQWo0YJeteuXQEAN27c0EowREREREQkj5kzZ6Jbt27o1q0bv99TtWRpaYnU1FRkZGRI6+rVq4esrCzk5+eXW7+goADZ2dmoV6+ezmLUKEGfPHkyRFHEpk2bkJKSoq2YiIiIiIhIz/755x+cPXsWZ8+eRVpamtzhEGldo0aNUFhYiIMHD0rrXnvtNeTm5uLAgQPl1t+/fz9yc3MxdOhQncWoUYLu7e2NGTNmIC4uDoMHD0ZsbKy24iIiIiIiIh2zsbHBkCFDMGTIEHTr1k3ucIh0qn///hAEAUuXLkVoaCgA4N1330Xnzp0xb948tUn6/v37MW/ePLRt2xbTpk3TWYyCKIri81Yunmbts88+w5EjR2BtbY3XXnsNPXr0gLu7uzSInDo9e/Z83sOTAXN3d8fDhw/h5uaGmJgYucMhIgPHNoOIKoNthm6cOXMG3bt3BwD89ddfTNipSjA2NkZhYSGMjIxQUFCgtmxmZib69++PyMhIiKKIjh07olWrVrC0tMSWLVuQkpKC+vXro1OnTnB2dgYAPHnyBKGhoYiKioKNjQ3GjRsHMzMzzJ49WycxapSgGxkZKT1gL4qi0nJ5BEGoUF9/qnr4DycRVQbbDCKqDLYZusEEnaqiyiS/APDw4UN88MEHuHDhAoCiHLZYcS77bIqsan1l2p7KxKjRPOhA6eA1yPeJiIiIiMgAzJw5EzY2NrC0tMShQ4fkDodIa9zc3BAcHIyrV6/i1KlTuHPnDlJTU5GdnS13aAA0TNAXLlyorTiIiIiIiMhAXL16FQBQq1YtmSMh0o22bduibdu2codRChN0kvz999+YN28eAGD9+vWoU6eOzBERERERkb7Y2tqif//+AIDbt28jIiJC5oiIah6NRnGn6qOgoABr166Fubm53KEQERERkQxatGiBI0eO4MiRI3jzzTflDoeoRmKCTgCAX3/9FcnJyejXr5/coRARERGRgcjOzsYHH3yADz74ACdOnJA7HKJqT+NB4qjqS0pKwo4dOzBp0iQkJCTIHQ4RERERGYi8vDx8/fXXAAAPDw+8/PLLMkdEpF0jR47U2r6Cg4M13gcTdMKGDRvg6uqKPn36YOfOnXKHQ0REREQyq1WrFlxdXSGKIh4/fix3OEQ6UzzdmjrFM5Wpm1JcW7OZaS1BP3v2LDZt2oTz588jJiYGqampKCwsVFtHF/Og3717F6Ghobhz5w4ePXqE1NRU5OTkoFatWvD09ETPnj3Rq1cvGBkZTu/+9PR0hIeH4+7du7h37x7u3r2LlJQUAEBQUBBatWpV7j5SUlIQHByM0NBQJCYmQqFQwMvLCwMHDkTnzp3LrBceHo6QkBAsX77coK4JEREREcnnk08+wSeffIL8/HyYmprKHQ6RzsyePVvt9vT0dFy/fh0XLlxA7dq1MWHCBJ1+JjRO0DMzMzFp0iTs2bMHgPzzoP/+++/47bffpGVzc3OYmJjg6dOnuHz5Mi5fvoxjx44hICAAlpaWMkb6nwsXLmDVqlXPXT8qKgr+/v5SUm9hYYGMjAxcu3YN165dw5AhQ/D222+Xqlc8MFyvXr3QrFmz5z4+EREREVV/H330ET7++GP06NGDz6NTtTFr1qwKlbt06RLeeusthIeHY9OmTWrvpmtC4wR97NixOHDgAERRhJWVFVq1aoXz589DEAQ0b94cFhYWuH//vvRssyAIaN++PaysrDQOXpUXXngBbm5uaN68Odzc3KQkPDk5GceOHcO2bdsQHh6On376CTNmzNBJDM/Dzs4OXl5eaNSoEVxdXbFy5coK1cvLy0NgYCBSUlLg4eGB2bNno2HDhsjJycH+/fuxbds2HDx4EA0bNkSfPn2U6h44cADx8fFYvHixLk6JiIiIiKoRURRRUFCAgoICuUMh0rsOHTpg+fLlmDp1KjZu3Ii33npLJ8fRqE/z8ePHsX//fgDAq6++ikePHuHs2bPS9qCgIISGhiIuLg4XLlxA//79IYoicnJysHHjRp388ta7d28MGzYMjRs3VrpDbmtri1GjRkmDAJw8ebLC3etFUcTatWtx586dcsvm5+dj1apViImJqXDM3t7e2LRpExYsWIAxY8agQ4cOFa579OhRxMbGQqFQYMGCBWjYsCEAQKFQYPTo0RgwYAAAYOvWrUrnm5GRgZ07d6JPnz7Iz8/HkydP8OTJE2RkZAAAEhMTER8fX+E4iIiIiKj6MTIyQlBQEIKCgtCkSRO5wyGSlY+PD8zMzHQ6bpdGd9A3b94MAKhbty62b9+udg7tjh074vDhw5g1axZWrVqFV199FRcuXICZmZkmIVRa48aNAQC5ublIS0uDnZ1duXWOHDmCw4cPIyQkBIGBgfD09FRZrqCgACtWrMC5c+dw+/ZtrF69ukLPdRsbG1fuJEo4efIkAKBnz55wcnIqtX3EiBE4cuQIkpKSEBYWhrZt2wIoepYiKysLBw8exMGDB0vVmzt3LmxtbaX/x0RERERU8xgZGcHPzw9A0ZhTt2/fRmhoKBo1agQHB4cKDbBFVF2YmJjAzMwMERERujuGJpWLu7K//vrrKpNzVc+jf/HFFzh69Chu3LiBn376Ce+++64mIVTazZs3ARQ9m25ra1uhOn379sWFCxdw9epVLFiwAEFBQfDw8FAqU1BQgJUrV+LcuXMwNzfH9OnTdT7oWlZWlnRXv127dirLODk5wd3dHdHR0bh+/bqUoNva2kqNbUmnT5/G6dOnMW3aNJUJPxERERHVbDk5Obh37x7S0tLkDoVIr27evImMjAzUqlVLZ8fQKIOMjY0FALRu3VppffED8zk5OaUPaGQEX19fiKKI3bt3a3L4CsvJyUFMTAy2bNmCn3/+GQAwaNCgCj/Yb2pqCj8/P7Rq1QqpqamYP3++Uhf2wsJCfP311zh9+jTMzMwwf/58NG/eXCfnUlJMTIz0I8izPxiUVLwtOjpaWqdQKNC5c+dSLzc3NwBA27Zt0b59ex1GT0RERERViY+PD6ZMmYKWLVsCKLpBFRkZiQcPHsgcGZHuhYWFYcaMGRBFEW3atNHZcTS6g56dnQ0AqF27ttJ6KysrZGRk4OnTpyrrNWrUCABw69YtTQ6vVnp6OsaMGVNqvYmJCQYPHgxfX99K7U+hUCAgIAALFy7EzZs3ERAQgGXLlqFu3br49ttvceLECZiamsLf379C06JpQ1JSkvTe3t6+zHLF28r6/0FEREREVJ6ZM2cCAObMmYPw8HAkJibC09MTDg4O0oDQRFVN8RhlZcnJyUFsbCweP34MoOjx5OLPgi5olKDb2toiMTERmZmZSusdHByQkZGBu3fvqqxXnCgmJiZqcni1jIyMpC7smZmZyM3NhSAIGDx4MIYPH/5cz31bWFhg0aJFCAgIwN27dxEQEIBWrVrhxIkTMDExwdy5c6Uu5PpQ/AMJUPQDQlmKt2VlZZW7zzFjxqj8YYOIiIiIiKi6qeg4CoIgwMXFBUFBQejatavO4tEoQW/cuDESExNLdWtp2bIlHjx4gOPHj6usd+rUKQCl77xrk6WlpTTAmSiKiIuLkwZE++OPP+Dv7/9c3dAtLS2xZMkS+Pv7IzIyEidOnICxsTE++ugjdOzYUdunQURERERkUMaPH4/OnTtjy5YtOHjwIFJSUtCvXz94enpi7dq1codHVCmzZ89Wu93ExAQ2NjZo2rQpOnbsqLP5z6XjaVK5Q4cOOHfuHK5evaq0vn///jh06BBu3LiB77//HlOnTpW27du3D7t27YIgCJWaTkwTgiCgTp06mDJlCpydnfHDDz9gxYoVWLt2rdo7z2WxtrZGs2bNEBkZCaCoJ8ELL7yg7bDLVXJgvpycHKVp5UoqHgvAwsJCq8ffunUrtm/frnIbuzkRERERVU9t2rRBmzZtcPHiRRw8eBD5+fk4duyYTp/LJdKVWbNmyR2CEo0GievduzcA4M8//0RBQYG0fuzYsXBwcAAATJs2DS+99BLGjBmDl156CaNGjZIGNnvnnXc0Ofxz6d+/P0xNTZGYmIjLly8/1z42b96Mw4cPw8jICM7OzkhMTERAQIDen/Eu+dx5yefRn1W8rSJTylVGRkYG4uLiVL4KCwu1eiwiIiIiMiyNGjVC79694ezsDAB49OgR5s6di3379skcGVHVpVGC7uPjgwYNGsDMzEypO7utrS1++OEHGBsbQxRFXL58Gbt27cLly5el5HzSpEl49dVXNQr+eZiZmUnD4hc/6F8ZO3bsQHBwMARBwMyZM7FixQq4u7vj4cOHCAgIQEpKirZDLpO7u7vUxSIqKqrMcsXb6tWrp9XjW1lZwdnZWeVL11PMEREREZG83nnnHRw/fly6aRcfH4/PPvsMR48elTkyIt15++23yx1YThMadXFXKBRlTtI+bNgwnDp1CgsWLMCpU6eQn58PAGjSpAk+/PBDvc9/XiwrKwupqakAKt/lOzg4GDt27IAgCJg2bZrUGC1duhR+fn6Ijo5GQEAAgoKCdPp8fTELCws0btwYt2/fxpUrV1QOVpCQkCBNr6btbke+vr5ljoZf/KMFEREREVVvVlZWsLOzQ3JyMkRRxLp165CamopPPvkEL774otzhEVVYamoq0tLSpJvKqoSGhiIxMRHR0dHSzdLatWtrLf/TKEEvT5cuXXDs2DHk5+cjISEBVlZWOp3UvaCgAEZGRmof3N+/f7/0Y0GLFi0qvO/9+/dLg85NnToVPj4+0jYHBwcEBgZi3rx5ePDgARYsWIDAwEBYW1s/55lUnLe3N27fvo2QkBC8/vrrcHJyUtq+b98+iKIIe3t7vU3/RkREREQ1x/r167F+/Xp4eXlJN+927tyJTp06oVatWvDy8pI5QiL1vvzyS2zbtg2xsbEVKi8IArp06SItz549u9zB5ipKL/2QTUxM4OLiotPkHCi6Wzxr1iz8/vvviI+Pl9aLoojo6GisXbsWO3bsAFD044GHh0eF9nvy5En8+OOPAIDJkydj4MCBpco4OTkhMDAQjo6OiIiIwOLFiyv1HHZqaqr0Sk9Pl9ZnZGQobSv+caGYj48PXFxckJ2djaVLl0oD1+Xk5CA4OBiHDh0CUHS328REp7/HEBEREVEN1qxZM6XHHGfNmgVvb2/5AiKqgPXr12PlypV48uQJBEGo0EsURaVlbRJEdffvy5Gfn29QSd+TJ0/w9ttvS8tmZmYwNzdHdnY2cnNzpfUdO3bE//73P6VR0NV5+vQp5s2bh759+2LEiBFqyz569Aj+/v4YO3Ys+vTpU+HYhw4dWqFyQUFBpe6ER0VFwd/fX3r+3dLSEtnZ2dIPBIMHD9b7gHzFXdzd3NwQExOj12MTUdXDNoOIKoNthuEKCwtD69atldbVq1cPy5YtK/PRSCJNGBsbo7CwEEZGRkoDl1fUgAEDEBYWJj1bbmNjozbpHjhwIBITE5XmT69du7bam9GViVGj7Lpu3bp44403MG7cOLz00kua7Eor7O3t8fHHH+PGjRu4ffs2nj59itTUVJiamsLNzQ1NmjRBr1690K5du0rt187ODitXrixzGrOSXF1dsWbNmgqV1Zb69etj9erV2Lt3L0JDQ6XHCTw9PTFo0CB07txZb7EQERERUc3l4eGBX375BTNmzJB+PImOjsa4ceMQFhaGzz77TOYIiZRFRERAoVBg/vz5FRro2tjYGADg5uamk3g0uoNe8nnvJk2aYPz48fD19dX6aOFU9fCXbSKqDLYZRFQZbDMM3+7du/Hrr79iy5YtSuvnz5+PSZMmoUGDBvIERtWOpnfQ69WrB1dXV6U74uq0a9cOcXFxlWp7KhOjRs+g29vbQxRFiKKI27dvIyAgAA0bNsQrr7yCTZs2ISMjQ5PdExERERFRFTR69Gh8++23aNq0qdL6pUuXYs6cOTh58qQ8gRGpoO3nyDWhUYL++PFj/Pzzzxg+fDhMTU0hiiIKCwtx6tQpTJo0CS4uLhg/fjyOHTumdqh6IiIiIiKqXqytrfHvv/9ixowZSuv37duHl19+GX5+fjJFRvSf0aNHY/DgwRUuP3ToUIwePVpn8WjUxb2kp0+fYteuXdiyZQvOnTv33wH+/68RdevWha+vL8aNG1ep6c2oamLXMyKqDLYZRFQZbDOqngsXLqgcF6lbt244fPiw1uaQppqnot3H69WrBwcHB1y7dk1/wf1/euviXpKdnR3effddnDlzBnfu3MGCBQvg6ekpdYF/9OgRVqxYgdatW6N9+/b4+uuvlaZCIyIiIiKi6qljx47IysoqNbD0mTNnYGNjg6CgIDx+/Fim6KimMKSu7GXRyTzoXl5eWLRoEe7evYu//voL77zzDmxtbaVk/erVq5g1axYHkyMiIiIiqgGMjIxgbm6OCxcuYNWqVaW2BwQEwNXVFb/++qsM0REZDp0k6CV17doVa9euRWxsLIKDgzF06FCYmJhAFEXk5eXp+vBERERERGRA3n//fYSGhuLll18utW3IkCFo0KABQkNDZYiMSH46T9CL5eXlITU1FSkpKc81/D0REREREVUPHTt2xIEDB3DkyJFS2x48eIBOnTqhY8eO+Oeff2SIjkg+Ok3QRVHE0aNHMXbsWNSpUweTJ09GSEiINKK7paWlLg9PREREREQGytraGv3794coivD39y+1/dKlS2jRogW6du2Ke/fuyRAhkf7pJEG/ceMGPvroI7i7u2PgwIHYuXMnMjMzpcS8V69e+PHHHzkQBBERERERITAwEE+ePMHYsWNLbTt37hwaNWoEQRCwf/9+GaIj0h+tJehPnjzBF198gRdffBFt27bFl19+icePH0sDwzVu3BhLlixBREQETpw4gbfeegvW1tbaOjwREREREVVhzs7O2Lp1KyIiIlQ+nw4Ar776KgRBwNy5c/H06VM9R0ikexol6NnZ2di+fTsGDBiAevXq4eOPP0ZYWJiUlNvZ2WHq1Kk4c+YMbt26hYCAAHh4eGgrdiIiIiIiqmYaNmyIP/74A5GRkejRo4fKMp999hns7e2xYMECJCcn6zdAIh3SKEGvU6cOxo0bh99//x35+fkQRRHGxsYYPHgwdu/ejcePH+O7775Dly5dtBUvERERERFVc4IgoEGDBggJCUFiYiKCgoJUllu6dCns7OzwxhtvID4+Xs9REmmfRgl6WlqadLe8uFv7w4cPceDAAYwcORJmZmbaipOIiIiIiGoge3t7+Pn5QRRF7N69W2WZXbt2wdnZGf369UNiYqKeIyTSHo0S9Lp16+Kjjz5CWFgYLl++jA8++ABOTk7aio2IiIiIiEgyatQoFBQU4OTJkyq3Hzt2DI6Ojhg5ciQTdaqSTDSpHB0dDSMjvU2lTlVRYS5yn5wpc7OpYwcIxgppOTfuHCAWqt2lqUNbCCb/TdGXGx8KFOaprWNi3wZGpv8NSpiXcBliQbb6OnYtYWRm81+dxGsQ8zPU17FtBiOF/X91km5AzEtTW8fYpgmMzf/7YSvv6d8Qc5PV16nlBWNLF2k5P/kmCnPU/yNkXKshjC1d/6uTegeFWXHq61jXh7FVvf/qpEWgMFP97AtGlm4wqdWgRJ37KMx8qL6OhQtMantJywUZ0ShIj1Jfx9wJJjZN/quT+QgFaZHq6ygcYGLb9L86WU9QkHpXbR3BzBamdi3+q5Mdj4KU2+rrmNaCqX1rabkwJwn5yf+qr2NiCVOHtv/VyU1B/tNw9XWMzWHq2P6/OnnpyE+6rrYOjExh5vSStCjmZyEv8Yr6OoIRzJz/e1RJLMhFXsJF9XUAmDp3hSAI5ZZTwjaDbQbbDLYZROUwMjJCr169kJ+fj4sXL6p8nHbv3r3Yu3cvli9fjo8//ph/W4TRo0dXiUHKBbF47jMiLXJ3d8fDhw9R1w64vLLscs6jomFs5S4tx261LvcLrdOr/yp9YXqy0wWF2U/U1nEYfBFmjh2k5bi9jVCQpn4+TXufE1DU9ZaW4/e/iPyn6r/I2PU+CPN6g6XlhMPdkRdXdrIBALY9d8DC8w1pOenYAOQ8/E1tHZuu62HZZIq0/PTEKGQ/CFZbp3bHL2HV4kNpOfmvt5B1d6PaOtZtl6JWmwBpOeX8TGTe/EZtHauWH6N2h8+k5dTL85ARtlxtHcum02DTeY20nHY9COlXA9TUACy8xsO2xyZpOeOfVUgN/VBtHXOP12D38l5pOfP2j0g5O0VNDcDMtR8c+h2VlrMidyH51BtqahR9yXQc+N//9+zoQ3j6x2A1NQATu9ZwGvbf31dO7Ckk/eatto5xLU84j/jv7zgv8QoSDrZXUwMwMndGnTf++7zkp9xG/M8vqK0jmFjCxfe/z2VB5iPE7XZTWwcAXCYUVvgLEduMImwz2GYAbDMqorjNcHNzQ0xMTIXqUPV29epVtGvXrsztS5cuxf/+9z8oFIoyy1DVZGxsjMLCQhgZGaGgoEDucFSqTIwa3UEnIiIiIiKSW9u2bSGKIo4fP46+ffuW2j5//nzMnz8fn376KebMmQNTU1MZoiRDVNa4Bs9j9OjRGu+Dd9BJJ6Rftus6IeLqz2WWY3dVdlcF2F0VYHdVthn/vw7bDLYZYJtREbyDTuqIoogVK1bgk08+KbNMaGgoOnbsqMeoSFc0vYNer149aCslLqs9qkyMTNBJJ/gPJxFVBtsMIqoMthlUEXl5efj000+xcOFCldunT5+Ob75R/xgOGT5NE/SuXbtCFEUkJiYiKysLAGBqago7OzsAwNOnT5GXV/TDvrm5ORwdHcvc17lz5zSOkQk66URl/+GMiIhAWFiYTmJp2bIlvLy8yi9IRLKpbJuRnJyMzz//XCexeHl5YfLkyTrZNxFpBxN0qozs7Gz873//U5mM29jY4OHDh7CyspIhMtIGbTyDvmHDBixduhTdunXDjBkz0L59e5iYFD0Nnp+fj0uXLuGbb77BmTNnMH/+fEyaNElnMTJBJ52o7D+c33zzDWbOnKmTWL766it88MEHOtk3EWlHZduMqKgoeHh46CSWV155BX/88YdO9k1E2sEEnZ5HfHw8nJ2dVW5LTU1FrVq19BwRaYOmCfqff/6J8ePH4/XXX8cXX3yhtuzs2bOxe/dubNy4EX369NFJjJwjjYiIqhxBEGBjY6PVl7GxsdynRUREOuTk5ARRFPH++++X2la7dm0kJyfrPyiS3ffffw9BEODn51duWX9/fxgZGWHdunU6i4d30EknKvvL9tOnTxEXp37wocrIzc1F69ZFA+7UrVsXTk5O5dRQduLECdjb25dfkIi0whDuhvn4+OD3339/rrrr16/HlCnqp98iIu0xhDaDqraff/4Zr732Wqn16enp7O5exWh6B71Fi6KBPf/++2+dlK9sjJxmjSR///035s2bB6Doy2adOnX0dmw7OztpIAZtyMnJkd4/fvwYjx+rH0X4Wfn5+VqLhYiIiIgMy/Dhw3HmzBl069ZNab21tTWys7M5X3oNkpeXh5ycHKSlpZX7mENaWhrS09NhZmams3iYoBMAoKCgAGvXroW5uTmys9VPJVQVGBkZ4c0336xUnYiICFy4cEFHERGRoZs8eTJeeeWVCpfPzMzEkiVLdBgRERHpUteuXXH69Gn06NFDab2dnR3S09NhZMSngWuCJk2a4Nq1a/jmm2+km5Vl+eabb1BYWIgXXnhBZ/EwQScAwK+//ork5GT069cPBw4ckDscjZmammL79u2VqrNx40YpQf/ggw9gYWGhtvw333wDS0tLtWWIqOoYPXp0pconJSVJCfr69etx4sQJteXffffdUl8CiYhIXt27d8evv/6KwYMHS+uysrKwcOFCLF26VMbISF8mTpyIWbNmYc2aNXj69ClmzpyJevXqKZWJiorC6tWrsWPHDgDAhAkTdBYPE3RCUlISduzYgUmTJiEhIUHucAzCzp07yy2zcuVKJuhEBAAIDQ1FaGio2jI+Pj5M0ImIDNCgQYOwbds2jB07VloXGBiILl26YODAgTJGRvowcuRIXLhwATt37sT27duxfft2uLm5SY/7xsbG4tGjRwCKBql94403MGrUKJ3FwwSdsGHDBri6uqJPnz4VSkyrKxsbm3K7qyQnJ+PJkyd6ioiIDJmxsbE0GGVZ8vLy8O+//+opIiIiel5jxozBhQsX8PXXX0vrBg0ahPPnz6NTp04yRkb6sGLFCrRt2xYrV67EkydP8OjRIykpB4oSc2dnZ8yePVvphxxdqHYJenx8PM6dO4cbN27g/v37SEpKgomJCZycnPDiiy9iyJAhcHFxkTtMJenp6QgPD8fdu3dx79493L17FykpKQCAoKAgtGrVqtx9pKSkIDg4GKGhoUhMTIRCoYCXlxcGDhyIzp07l1kvPDwcISEhWL58eY1/zmb48OEYPny42jLr1q3D1KlT9RQRERkyGxsbXL9+XW2Zx48fw9XVVU8RERGRJr744gt89913yMvLk9Z17twZO3fuxOuvvy5jZKQPY8aMwRtvvIGLFy8iLCxM6lns6OiIVq1aoWPHjnrJl6pVgh4fH48pU6ag5MxxlpaWyM3NRXR0NKKjo3H06FF8+OGH6N69u4yRKrtw4QJWrVr13PWjoqLg7+8vJfUWFhbIyMjAtWvXcO3aNQwZMgRvv/12qXrFA8P16tULzZo1e+7j11T169eHIAgqt8XHx+t0dEciqno+//xzbNu2TeW2gIAAdn8nIpKZiYkJMjIySn2He+ONNzBnzhxERkbC1NRUpuhIH4yMjNCpUydZe01UqwS9sLAQANCuXTu88sorePHFF1G7dm0UFBTg33//xbp163D//n2sXLkS7u7uaNCggbwBl2BnZwcvLy80atQIrq6uWLlyZYXq5eXlITAwECkpKfDw8MDs2bPRsGFD5OTkYP/+/di2bRsOHjyIhg0bok+fPkp1Dxw4gPj4eCxevFgXp1TtpaWlyR0CEVUhf//9d5lzpqr6EZWIiPTP1NQUSUlJsLe3V1r/8OFDmJmZ4bfffoOPj49M0VFNUK0SdGtra3z55Zfw9PRUWm9sbIyWLVti8eLFeP/995GSkoL9+/fjgw8+qNB+RVHE999/j969e6Nx48Zqy+bn52PNmjUYMWIE3N3dK7R/b29v9O7dW1pOT0+vUD0AOHr0KGJjY6FQKLBgwQI4OTkBABQKBUaPHo2kpCQcPnwYW7duhbe3N0xMiv6XZ2RkYOfOnejTpw/y8/Ol56ozMjIAAImJiTAyMpL2R0Xatm0LPz8/ldtCQ0Nx/PhxPUdERIbMzMyszKnbsrKycO7cOT1HRERE5bGzs0NGRgasrKxKbevfvz8A4PTp0wbVI5e049GjRzhy5AiuX7+OpKQkAIC9vT1at26NgQMH6uWxtWqVoFtZWZVKzkuys7ND+/bt8eeff+LevXsV3u+RI0dw+PBhhISEIDAwsMxjFBQUYMWKFTh37hxu376N1atXV+g5BWNj4wrH8qyTJ08CAHr27KkymR4xYgSOHDmCpKQkhIWFoW3btgCKfgTIysrCwYMHcfDgwVL15s6dC1tbW2zevPm5Y6uOOnbsiI4dO6rc9tVXXzFBJyIlDg4O+OOPP1Rui4iIgJeXl54jIiKiirC0tIQoili0aJHK3qbFjyUlJCTAwcFB3+GRluXk5CAoKAibNm1CQUEBAEiPsoqiiH379mHp0qUYP348AgICoFAodBZLtUrQK6J27doAIF34iujbty8uXLiAq1evYsGCBQgKCoKHh4dSmYKCAqxcuRLnzp2Dubk5pk+frvNBBLKysnDnzh0ARd36VXFycoK7uzuio6Nx/fp1KUG3tbVVeSf49OnTOH36NKZNm8a75xpwdnYu9Xx63759sXv3bpkiIiJDtnDhQqxZs6bU+uPHj2v0Iy4REWlm0aJFeP/998tMwh0dHQEAmZmZsLCw0GdopEXvvfcefv/9dwiCAFtbW7z00kvSwOKxsbEIDQ1FSkoKNmzYgJiYGGzYsEFnsdS4BD08PBwASiXY6piamsLPzw9LlixBWFgY5s+fj2XLlkld2AsLC/H111/j9OnTMDMzw/z589G8eXOdxF9STEyMNCCeuvPx8PCQBskrplAoVI7uHhERAaCoK3fx3H9UecUD9pVUmUcXiKhm+eeff/DPP/+UWl9y0FMiIpKHvb09RFFEVFRUmd+5LS0tcejQIc6bXgX9/PPPOHbsGExMTODv74+33npLeiy4WH5+PjZu3IigoCAcO3YM+/btw2uvvaaTeGpUgn7+/HncvXsXAJSe+a4IhUKBgIAALFy4EDdv3kRAQACWLVuGunXr4ttvv8WJEydgamoKf3//Ck2Lpg3Fz0UAKDWQRUnF254+farzmGqyDh064JNPPim1fvv27Uo/jhARAUUzbqgaaCgyMhK3b9+WISIiIlKnfv36EEURv/zyi8qpeQcNGgQAyM7O1mkXaNKuXbt2QRRF+Pv7lzloq4mJCaZMmQIAWLx4Mfbs2cMEXVPx8fFS98FOnTqhffv2ld6HhYUFFi1ahICAANy9excBAQFo1aoVTpw4ARMTE8ydO1fqQq4P2dnZ0nt1jUDxtqysrHL3OWbMGIwZM0bz4Gqg7t27qxws5Pz584iOjkZCQgL+/PNPpW0eHh58BpWohqpbty5+++23UutXrlyJOXPmyBARERFVxKuvvqr2+XRzc3NkZGTA0tJShuiosv7++2+YmJjA19e33LJjx45FYGCg1CtbF2pEgp6eno6lS5ciJSUFLi4ueP/99597X5aWlliyZAn8/f0RGRmJEydOwNjYGB999FGZg4cRAcDFixdL9dyYN28eli1bJlNERGToxo8frzSeibu7O5YvXy5jREREVGzRokWYM2cOmjdvjpiYGKVtVlZWyM3N5bzpVUDxiP0VGUPAwsICVlZW0sxXulDtE/SsrCwsXrwY9+/fh729PZYsWYJatWpptE9ra2s0a9YMkZGRAIoGXHvhhRe0EW6lmJubS+9zcnLK/JUuJycHALQ+cMXWrVuxfft2ldsSEhK0eiwioppox44dSsstW7Zkgk5EZEBq1aqF6OhoLFiwAEuXLlXaZmZmxrFEqgA7OzvExcXhyZMn5Y7BFRcXh9TUVJ2O1aXbYcZllpOTgyVLluDWrVuwsbHB0qVLpdH4NLF582YcPnwYRkZGcHZ2RmJiIgICAvT+jHfJ585LPo/+rOJtdnZ2Wj1+RkYG4uLiVL4KCwu1eqyq7Pvvv8fFixeVXuzyRERlcXR0RKtWrZReNjY2codFRERqLFmyBD/++GOp9RXpNk3y6ty5M0RRRGBgYLllg4KCIIoiXnrpJZ3FU23voOfk5GDp0qX4+++/YW1tjSVLlqBevXoa73fHjh0IDg6GIAiYOXMm2rVrB39/f8TExEgDx+nri5S7uzsEQZBGlSweVf5ZUVFRAKCV8y/JysoKzs7OKrfpeoq5qkRV74rikSH37dsnDVwIFM2z/r///U9vsRGR4Rk/fjzGjx+vtG7cuHHYunWrTBEREVFFTJo0CQkJCUqDBm/btg3z5s1DixYtZIyM1JkyZQoOHDiAn3/+GUlJSZg9e3ap8cquXLmClStX4uTJkxAEoczB5LShWiboeXl5WLZsGW7cuAFLS0ssWrQIDRs21Hi/wcHB2LFjBwRBwLRp06TniZcuXQo/Pz9ER0cjICAAQUFB0nzrumRhYYHGjRvj9u3buHLlCrp27VqqTEJCgjSCeJs2bbR6fF9f3zJ/FXR3d8fDhw+1erzq6NatW7h165a0nJubywSdiMp0584dpS8NgiDg0qVLMkZEREQlffzxxwgODsbFixeldS1btmRXdwPWtm1b+Pv7IygoCKdOncKpU6dgbW0tdWN/8uSJNF2yIAjw8/PT6cDg1e42Z35+PpYvX46rV6/C3NwcCxYsQJMmTTTe7/79+7F582YAwNSpU5WmxnFwcEBgYCCcnZ3x4MEDLFiwQG9zXnt7ewMAQkJCEB8fX2r7vn37IIoi7O3t9Tb9G5XvxRdfRLt27aQXu7wTUUXk5OTgypUrSi8iIjIs586dK7Vu/fr1MkRCFfXuu+9iw4YNaNq0KQRBQEZGBiIiIhAREYGMjAwIgoAmTZrgp59+wnvvvafTWKrVHfSCggL83//9Hy5evAgzMzMEBASgefPmGu/35MmT0jMlkydPxsCBA0uVcXJyQmBgIPz8/BAREYHFixfjs88+q3BX79TUVOl9Zmam9D4jI0Npm6WlpdQ9GgB8fHxw4MABxMbGYunSpZg1axYaNmyInJwcHDx4EIcOHQJQdLe7ZD2S16lTp5SWu3btinPnziEzM1NpznR7e3tYWVnpOzwiMjCdOnVCbm6utPzvv/8iLCxMxoiIiKgsxsbGuH//Pho0aCCte+eddzBlyhQIgiBfYKRWnz590KdPH9y8eRM3btxAYmIigKKbsa1bt0bTpk31EocgVqP+FuHh4fDz8wMAmJqalpvYFN8RL8/Tp08xb9489O3bFyNGjFBb9tGjR/D398fYsWPRp0+figUOYOjQoRUqFxQUVOpOeFRUFPz9/ZGSkgKgKInPzs6WBmobPHgw3nnnnQrHog3FXdzd3NxKTTtBpRUn6M/avHkzxo0bJ0NERPrFNqNyli9fjnnz5gFQvivTsGHDUtM5ElVHbDOoKmjWrBlu3rwpLU+fPh3ffPONjBFVT8bGxigsLISRkREKCgrkDkelysRYrW6plvytIS8vD8nJyVrZr52dHVauXFmhbsiurq5Ys2aNXrss169fH6tXr8bevXsRGhqKhIQEWFlZwdPTE4MGDULnzp31FgsREelXyYFqRo4cyQSdiMhAXLlyRSknWLNmDVatWgVjY2MZoyJNrV27FpmZmZg9e7ZO9l+tEvRWrVrhwIEDOtl3ZRLu50nONY3b1tYWkydPxuTJkzXaD8lj8eLF0tzxT58+xfTp02WOiIiIiIg0YWFhgX79+uH333+X1r388ssICQmRMSrS1Lp16xAXF6ezBL1adXEnw8GuZ8/v8ePHcHV1BVDUO6J4vvv+/fvj008/lTM0Ip1hm1E5WVlZSuOV9OnTB9euXUPv3r3x+eefAyia7vLFF1+UKUIi3WKbQVVFYWFhqTvmDx8+lL7rkea00cX93Llz2L59O27duoX09HTpUWFVHj9+jIKCAqUprqdMmYIpU6ZoJcZqdQedqLqJioqS5rFv1qyZzNEQkaGwsLCAhYWFtFw8COgff/whTcNmZWWltxlFiIhINSMjI8yfPx9Lly6V1rm5uXHaNQNy/PhxvPXWWxBFsVKD+JWcUrrkoN6aYoJOZGDMzc3xxhtvSMtHjhyRBgAkIiIioqpl0aJFSgk6UNQLhL0/DEPxYKudOnXCgAEDULt2bbWJ+sKFC5GamoqVK1dK61q0aKG1eNjFnXSCXc+058UXX8T169dRu3Zt1K9fHwAwbNgwBAYGyhwZkfawzdBMaGio9Ov9xo0bsW3bNigUCvz6668Aiu6we3t7yxghkXaxzaCq5sKFCyoHbmYqpjlNu7i3bNkS6enpCAsLQ61atcot365dO8TFxVWq7WEXd6JqKDU1FeHh4QAgdWElIgKAl156SXpfPPhQTk4O+vbtC6BoNpKkpCRZYiMioqK7sxYWFsjKylJaLwgCsrKyYG5uLlNklJaWBkdHxwol5/rABJ3IwA0aNAitWrUCUDTaf2pqKu7du4dt27YBALp37w4PDw85QyQiIiKicmRmZqrsOm1hYYHw8HCtdpOmiissLISpqancYUiYoBMZuKCgIOl98+bNkZqair/++gt//fUXAGDnzp1M0IlI8u677+LVV18FAKxatQqbN29GWloaBg4cCADw9vbGxx9/LGOEREQ1V3E352e1bNkSp06dQs+ePWWIqmarV68e6tSpU+Hyrq6uUCgUOouHCTpRFRcZGYmrV6/C3NycI70TEVxdXaXpe1xcXAAA+fn5OHLkCICi7u5ERCQPQRAgiiJu3LiBNm3aKG3r1asXbty4IfWcJP04e/ZspcoXj++iK6V/viEig3XixAnExMTg/Pnz0rp58+ahXbt2GDFihIyREZEh8vT0RK9evdCrVy9YWloCAE6ePIkhQ4ZgyJAhePTokcwREhHVTK1bt0ZCQoLK9erm4Cb5DR48GJ06ddLZ/nkHnagKKe5+k5+fX2pbamoqfv75ZwBAnz59DGagCyKSz9SpUzF16lQARV/6wsLC8OjRIykxz8zMlDM8IqIazcHBAWlpaaW+s7Vo0QL//vuvTFHVXFlZWYiIiEB6erraH0nu37+P5ORknD17VhpToF69enB3d9dKHEzQiaogZ2dnHD16FACwYsUKHD9+HA8fPsRrr70GALh16xYTdCJS0q5dO9jY2EjjVwBA48aNYWRkhM8//xxz5syRMToioprJ2toa4eHhaNmypbTu5s2bKCgogLGxsYyR1Ry5ubmYO3cufv75Z+Tl5VWojiAIGD16tLQ8e/ZszJ49WyvxsIs7URVkYWGBfv36oV+/fnBzcyu13cfHBz4+Pkpd4YmoZtu4cSNOnz6NvXv3Kq0vLCzEZ599hs8//xy//fabTNEREdVcLVq0QOPGjZXWzZw5U6Zoap7Vq1djz549yM/PhyAIFXqJoqi0rE2CKIqiVvdIBMDd3R0PHz6Em5sbYmJi5A6nWouNjUVaWhp++eWXUiMzz549G0OGDEGLFi3g5OQkU4RE5WOboT+3bt3Cvn37UFhYiICAAKVtbdu2xfr16+Hg4IAGDRrIEyBRBbDNoOpGFMVSo7szTasYY2NjaXT8goKCStfv3bs3bt26hYULF+L1119H7dq11ZZv164d4uLiKtX2VCZG3kEnquJcXFzQuHFjdOnSBS+//LI0ajMArFy5Ei+//DIOHz6M1NTU52q0iKh6eeGFFzBv3jzMmzev1LarV6+iQ4cOWLJkiQyRERHVXIIgoF+/fkrrrl69KlM0NcuDBw9gaWmJt99+u9zkXB+YoBNVE927d8eff/6JP//8s9S2iRMnwsbGBleuXJEhMiIyRIIgoLCwEIWFhfDy8lLatmHDBgiCgPnz58sUHRFRzbN//36l5Xbt2skUSc2Sk5MDe3t7ucOQMEEnqmYaNGiACxcuYMuWLaW2vfTSS7Czs4Moiuw2RVTDlXx2bvPmzTh+/HipMoGBgXB2dsaxY8dkiJCIqGYxNzcvtS45OVn/gZCsOIo7UTVjYWGBl156CU2aNMG3336LEydOYM+ePdL25ORkGBkZwd7eHnv37kXr1q0N6ldDItK/rl27AgDWrVuHpKQkzJ07V9oWHx8vdbs8c+YMXFxc4OnpKUucRETV3dWrV9G2bVtpuWnTpoiNjZUxoupv9uzZleraPnXqVJ1OU8pB4kgnOHiL4bh37x5+/PFHfPrppyq3Ozs7Y9KkSVi0aBFMTU1LDVBCpA9sMwyLn58frl69Wuao7u+99x6WLVsGW1tb/QZG9P+xzaDq7NlRwQsLC7U+Unh1oukgcfrAQeKISOLl5YVly5bh3Llz+Pzzz0ttj4uLw/Lly2Fubo7XXnuN0ywREZYtW4ZNmzZh8eLFMDMzK7X9u+++g52dHVxdXbFp0yYZIiQiqr6CgoKUlhcsWCBTJCQH3kEnneAv24br77//xuXLlzFhwgS15UaNGoXJkyejY8eO7AJPOsc2w3BFR0fjwYMH6NGjh9pyY8aMwfTp06Xu8kS6xDaDqrPCwkIYGxsrrWPKVjZN76DPmjVLK3GIooivvvpK5bbKxMgEnXSC/3BWDYcPH8a2bduwfft2teWaNWuG+fPnY8CAAezSSjrBNqNquHz5Mnbs2IEvvvhCbbmXX34Zn376Kdq1awdTU1M9RUc1CdsMqu6e7dLeunVrXL9+XaZoDJumCXq9evUgiiIEQXjuH0KK65bVHjFBJ9nxH86qo7CwEPn5+fjss88q3IVqzpw5mDp1Kho3bqzj6KimYJtRtTx9+hR79+7F559/jjt37qgtq1Ao8Pnnn2P06NFwdnbmOBekFWwzqLpLT09HrVq1lNZFRESgYcOGMkVkuDRN0OfMmaO1HgorV65UuZ4JOsmO/3BWXUlJSQgJCcHw4cMrXGfu3LmYOHEiGjVqVKpLFlFFsM2omgoKCpCZmYnAwECVY1yoYm5ujsWLF2P8+PFwcXHRcYRUXbHNoJpA1cBwTN1K4yBxVG39/fffGDp0KIYOHYonT57IHQ7JxN7eHq+++ipEUURsbCw2bNiAOnXqqK2zfPlyNG3aFCYmJhAEAXZ2dti6dStSUlL0FDURycHY2Bi1atXCZ599BlEUERERgWXLlqmtk52djU8++QR169aV5mFv2rQpgoODkZubq6fIiYgMX35+fql1nTp1kiES0icm6ASg6C7I2rVrYW5uLncoZEDq1KmDiRMnIjY2FtnZ2QgNDYWvr2+59ZKTkzFu3DjY2tpKX8DHjh2Lu3fvorCwUA+RE5EcGjZsiHnz5kEURaSnp+O3336r0KBxt27dwqhRo6BQKCAIAurXr4+DBw8iOztbD1ETERkmY2NjREdHK60LDQ3FqlWrZIqI9IEJOgEAfv31VyQnJ6Nfv35yh0IGSqFQoGPHjtiyZQtEUURmZiZCQkLwxhtvVKj+9u3b0bhxYxgbG0MQBKxYsQLp6ek6jpqI5GJlZQUfHx+cOXMGoigiNTUV+/btq9Ddn+joaAwdOhQWFhYQBAFGRkZYv349cnJy9BA5EZHhcHd3L3Vz48MPP0RaWppMEVVvycnJ2Lp1Kz788EP4+vpi/Pjx+N///oddu3bp7Xsrn0EnJCUlYdq0aZg0aRISEhKwc+dOrF+/vtxuzerw2bCaKSkpCbt378Z7771X6bqHDx9Gv379+Ax7DcU2o+YRRRH379/Hjz/+WGrO3/LY2tri0KFDnNKtBmObQTVNYmIiHB0dldYxjSuirWfQt2zZgqCgICkRf3ZU91q1amHu3LnlTlWsaYy8g07YsGEDXF1d0adPH7lDoSrO3t4e7777LkRRlO6yHzlyBB4eHuXWHThwoPQMu4uLCx48eKCHiIlILoIgoGHDhggMDIQoiigoKMCDBw/wzjvvlFs3OTkZ3bp1kx6h+f777xEXF6eHqImI5OHg4FBqistHjx7JFE31s27dOsybNw8ZGRmwtrbGK6+8Al9fXwiCAAsLC/To0QM5OTnw9/cvc6R2beEddAOQnp6O8PBw3L17F/fu3cPdu3elwbWCgoLQqlWrcveRkpKC4OBghIaGIjExEQqFAl5eXhg4cCA6d+5cZr3w8HD4+/tj+fLlaNasGbZv38476KQzGRkZ+OGHH/Dhhx9WuM6UKVOwZs0amJmZ6S4wkh3bDFLl0aNHWL58OVavXl3hOvv378fQoUN1GBUZArYZVFM9O7I7UznN76BHRkbi5ZdfRn5+PiZOnIh58+bBysoKQNEc6Y6Ojrh69Spu3LgBX19fPH36FIcPH65QjvY8MfIOugG4cOECli1bht27d+Py5cuVHvk6KioKM2bMwP79+/H48WMYGxsjIyMD165dw7Jly7B+/XqV9YoHhuvVqxeaNWumjVMhUsvKygoffPCBdIc9Pj4eO3fuVNut/YcffoBCocDEiRM5wjNRDePq6oqvv/5aajP+/fdftGzZUm2dYcOGQRAEfP755xyUkoiqnSNHjigt87uR5jZs2ICCggIMGzYMgYGBUnL+rNatW2POnDkAir6f6goTdANhZ2eHDh064I033sDs2bMrXC8vLw+BgYFISUmBh4cHVq1ahV27dmHXrl1St4yDBw/i+PHjpeoeOHAA8fHxz/UcBZE2ODo64vXXX0d+fj5EUcTZs2fLLLtp0yYoFAp8+umn/NJNVEM1bdoUYWFhUsJ+8ODBMst+8sknMDY2xo8//qjHCImIdKt///5Ky5XplUiqFQ9mOnPmzHLLvvrqqwCKbrDqChN0A+Dt7Y1NmzZhwYIFGDNmDDp06FDhukePHkVsbCwUCgUWLFiAhg0bAigacXv06NEYMGAAAGDr1q1KcylmZGRg586d6NOnD/Lz8/HkyRM8efIEGRkZAIoGooiPj9fiWRKVr0uXLhBFEbm5uaWesyrm5+cHY2NjXL9+Xc/REZGhGTx4MERRxNOnT9GiRQuVZaZMmQJBEPisJhFVG9OmTZPef/fddzJGUj08fPgQ5ubmaNq0abllbWxsYG1trdM8iQm6AdBk1OqTJ08CAHr27AknJ6dS20eMGAFBEJCUlISwsDBpfXp6OrKysnDw4EG8/fbb0qv4bsTcuXOlLhxE+mZqaorZs2cjPz8fS5cuVVnmxRdfhCAISEhI0HN0RGRobG1tER4ejqysLIwePVplGTc3NygUCiQmJuo5OiIi7Xp2XI7iG2z0fHJycmBubl6hsvn5+cjKytLp2EhM0KuwrKws3LlzBwDQrl07lWWcnJzg7u4OAEp3HG1tbeHn51fq1aNHDwBFv8x98MEHOj4DIvWMjY0REBCAnJycMgd9cnJygiAIOH/+POdIJqrhzM3NsWvXLmRmZqq8o56bmwtHR0eYmJjg4cOHMkRIRKQ5IyPlFK5fv34yRVI92NraIi0tTam3cVnOnDmDgoICNGrUSGfxMEGvwmJiYqSRG9VNY1W8LTo6WlqnUCjQuXPnUi83NzcAQNu2bdG+fXsdRk9UcWZmZtIgiGXp0qULzM3NIQgCfH19kZycrL8AicigWFhYIDw8XKnnWEkFBQVwd3eXpmk7evQoR0Imoipl+fLl0nt1Y/hQ+by8vFBQUICbN2+qLRcVFYX58+dDFEUMGzZMZ/EwQa/CkpKSpPf29vZllive9vTpU53HRKRLLi4uEEURO3bsUFtu27ZtsLOzgyAI6NixIyIjI/UUIREZkpYtW0IURWzatEltuf79+8PIyEhK2H/55Rcm7ERk0D766COl5U8//VSmSKq+4impDx8+rHJ7amoqXn/9dfTu3RuRkZFo1aoVxo0bp7N4mKBXYdnZ2dJ7hUJRZrnibVlZWeXuc8yYMThw4IBGc6AT6dobb7whjeJc3vzIly5dgqenp/TF+9SpU3qKkogMxfjx4yGKIgoLC3HgwIFyyw8fPhxGRkYwMzMrNaUREZEhMDY2hrW1tbTs5+cnYzRV2+DBg2FkZITt27erzJdycnJw9uxZZGdno3fv3ti+fbva3EtTTNCJqEqbMWOGlKxnZWVh0aJFast7e3tDEAR2ByOqgQRBwJAhQ6Q24+zZs2q/ZOXl5WHgwIEQBKHMASuJiOQSExOjtDxkyBCZIqnamjZtiosXL+K3336DiYmJ0rbRo0djwoQJmDdvHo4cOYKNGzfCzs5Op/GYlF+EDFXJ0QZzcnJgaWmpslzxwFkWFhZaPf7WrVuxfft2lds4sjbJwdzcHAsXLsTChQulOZLLekaoW7duAIBHjx6hbt26+gyTiAxEly5dlHqjrVmzBjNmzFBZdsGCBViwYAEiIyPRoEEDPUVIRFQ2Gxsb1K5dG6mpqQCAX3/9Fffu3YOXl5fMkVU9ZfUeLmvaX13iHfQqrORz5yWfR39W8TZt/9qTkZGBuLg4la/CwkKtHouosgRBwNChQ6VurZMmTVJZztXVFbt27dJzdERkiKZPny7dXS/rjnnDhg3L7alDRKQvz04d2ahRI0RFRckUDWkDE/QqrHgEWgBqP4jF2+rVq6fV41tZWcHZ2Vnl69npH4jkJAgCfvzxR4iiiK+++qrU9jfeeAOzZ8/Wf2BEZLACAgKQnZ0NT0/PUtsWL16MOXPmyBAVEZEyExMT/PPPP0rr1M3uRIaPWVQVZmFhgcaNGwMArly5orJMQkKCNL1amzZttHp8X19fHD58WOXL0dFRq8ci0pYPPvgAFy9eLLX+yy+/ZJcwIlKiUChw7949hISElNq2cuVKTJkyRYaoiIiUNWvWDPfu3VNaV1ZuQIaPCXoV5+3tDQAICQlBfHx8qe379u2DKIqwt7dHq1at9BwdkWHq0KGD9LxWSRERERAEgdMrEZGSHj16IDc3t9T6H3/8UerJRkQkp2d7+7Rv316mSEhTTNANRGpqqvRKT0+X1mdkZChty8/PV6rn4+MDFxcXZGdnY+nSpdJ8zzk5OQgODsahQ4cAFN3tfnZUQqKarFatWtIAis8yMjIq9VkjoprN1NS0zHZBEAQUFBToOSIiImV//fWX0rKqHxbJ8AkibxUZhKFDh1aoXFBQUKk74VFRUfD390dKSgoAwNLSEtnZ2dJAbYMHD8Y777yj3YDL4e7ujocPH8LNza3UFBBEhqSwsBDGxsZlbg8ODsaIESP0GFHNxDaDqor8/HyYmpqWuT09PR1WVlZ6jKhmYptBpFrJXj2dOnXC+fPnZYxGP4yNjVFYWAgjIyOD/bG0MjHyDno1UL9+faxevRrDhg1D3bp1kZeXBysrK7Rp0wZ+fn56T86JqhIjIyOIoggfHx+V20eOHAlBENCrVy+l6ZiIqGYyMTFRO1OJtbU1BEEodSeLiEgfxo8fL72/cOGCjJHQ8+IddNIJ/rJNVZEoinjrrbewadOmMsscPnwYAwYM0GNUNQPbDKqqmjVrhps3b5a5PSEhAQ4ODnqMqGZgm0GkWl5eHszMzKTlqKgorc/kZGh4B52IqJoSBAEbN26EKIq4e/euyq7vAwcOZIJORJJ///0XoigiMDBQ5XZHR0c4OzvrOSoiqqmefQSnfv36MkVCz4sJOhGRCl5eXsjPz0dGRkapbb/99huOHj0qQ1REZKj8/f0hiiJu375dalt8fDwmT54sQ1REVBM92xNQ3WM5ZHiYoBMRqWFpaYm8vLxS6/v3719qzlEiosaNG0MURXTr1k1p/U8//YRbt27JFBUR1STjxo1TWn777bdlioSeBxN0IqJymJiYqEzSGzVqxIHjiEil06dPl1rXtGlT3LlzR4ZoiKgmEQQBFhYW0vJPP/3E6WOrECboREQVYGJigujo6FLrLSwswLE2iehZgiCo/AGvSZMmHNSMiHQuLS1NaXngwIEyRUKVxQSdiKiC3N3dVU6d5OjoKEM0RGToFAqFyiS9Xr16vJtFRDplbGyM77//Xlo+duyY0jIZLiboRESV0K1bN8ycOVNpXVJSEgRB4J10IipFoVDg1KlTpdabmpri/v37+g+IiGqMd955Rykpf/fdd5Geni5jRFQRTNCJiCrp66+/RteuXUutb9SoEf78808ZIiIiQ9azZ0/88ssvpdY3bNgQs2fP5o97RKQz77zzjlJPv1q1askYDVUEE3Qioudw5swZaRAoc3NzAEBERAR69+6NYcOGqRxUjohqrmHDhiE/Px+zZs1CvXr1pPVffvklFAoFR3gnIp1ZvHix0nJBQYFMkVBFMEEnInpO3bt3hyiKiIyMxKhRo6T1Bw4cgJmZmYyREZEhMjY2xsqVKxEZGYmxY8dK6/Py8tCxY0ekpKTIGB0RVVfTpk1TWrazs5MpEqoIJuhERBpycXHB7t27sXTpUqX1/AeQiFQxNjbG1q1blWaGSEtLg62tLTIzM2WMjIiqq5EjR0rvnx3hnQwLE3QiIi0JCAhQWk5OTsbx48dlioaIDJ27uzuioqKU1rm5uckUDRFVZ7t371ZaPnTokEyRUHmYoBMRaVFhYaHSct++fZGVlSVTNERk6OrVq4d9+/ZJy8nJyfj4449ljIiIqiNBEODg4CAtDx48WMZoSB0m6EREWiQIAu7cuaO0bsyYMTJFQ0RVwfDhw5WWV6xYgVWrVskUDRFVV8/22Nm8ebNMkZA6TNCJiLSsUaNGSr9M//LLL+jVqxcHgCKiMj071dqHH36ICRMm4PHjxzJFRETVjaWlJfr16yctT58+nc+jGyAm6EREOnDw4EF8+umn0nJISAicnJywZMkSGaMiIkMmiiImTJggLW/evBmurq7Yvn27jFERUXVy4MAB6X16ejp69eolYzSkChN0IiIdmTt3Li5cuID69esDKJpKaeHChZg3b57MkRGRodq4cSOOHz8OFxcXad3YsWNLdU0lInoeCoUCaWlpMDExAQBcvXoVJ0+elDcoUsIEnYhIh1566SXcu3cPgwYNktYtX74cW7ZskTEqIjJkvXv3RmRkpNK6du3alRqEkojoeVhbW2PXrl3S8ssvv4yCggIZI6KSmKATEemYiYkJfv31V4wfP15aN378eKWRm4mISjI3N0diYqK0nJiYyAEniUhrXnvtNaXlnTt3yhQJPYsJOhGRnmzatAkvv/yytDxixIhSA0MRERWzt7fHtWvXpOVdu3Zh5cqV8gVERNXK0qVLpfe+vr4yRkIlMUEnItKj3377TWnZ09MTSUlJMkVDRIauTZs2WLZsmbQ8Z84cLFq0iD/uEZHGAgIClJY3btwoTyCkhAk6EZEemZmZYe3atdLy/fv3Ub9+fezYsUPGqIjIkM2bNw9Dhw6VlhcvXox+/fohPT1dxqiIqDr47rvvpPd+fn6cds0AMEEnItKzqVOn4syZM9JyRkYGxowZozQtGxFRSb/88gu++OILafn48eOoVasWk3Qi0si7774rvX/8+DHeeust9tCRGRN0IiIZdO3aFWlpaRg4cKC0zs/PD99++62MURGRoRIEAbNnz8b169eV1teqVQuZmZkyRUVE1UFaWhoaN24MANi7dy8++eQTmSOq2ZigExHJxNraGocOHcLkyZOlddOnTy/1nDoRUbHWrVvj/PnzSuuGDh3KO15E9Nysra3x+++/w9TUFACwYsUK3L59W+aoai4m6EREMvvhhx+U7qQPGDAAv/zyi3wBEZFB69SpE0JCQqTlP/74A4MHD0ZOTo6MURFRVdagQQPMnz9fWua0jvJhgk5EZAAOHDiAZs2aScvDhw9Ho0aNkJycLF9QRGSwevTogb/++ktaPnz4MBwcHPD333/LGBURVWXz58+XvotcvnwZy5cvlzmimokJOhGRATA2Nsbff/+NCRMmSOvu3buHnj17chAoIlKpW7duOH36NJydnQEUDTjZq1cvXL16VebIiKiq2rVrFxQKBYCiGSQWL14sc0Q1DxP0GiwlJQU//vgjpk6dipEjR2Ls2LFYsGBBqWfbiEg/BEHAxo0bsXXrVmldWFgYWrZsiadPn8oYGREZqu7du+PmzZto164dACAxMRHdu3fHP//8I3NkRFQVtWrVCnv37pWWFy1ahM8++0zGiGoeJug1VFRUFGbMmIH9+/fj8ePHMDY2RkZGBq5du4Zly5Zh/fr1codIVGONHTsWN2/eRNOmTQEADx48QLt27XDr1i2ZIyMiQ2RnZ4fLly9j+vTpAIDMzEz06dMHR48elTkyIqqKBg0ahMOHD0vLc+fOxe7du2WMqGZhgl4D5eXlITAwECkpKfDw8MCqVauwa9cu7Nq1C76+vhAEAQcPHsTx48flDpWoxnrhhRcQEhKCunXrAgDu37+PNm3aYMWKFRytmYhUWr16NUaPHg2gaD7j/v37Y8yYMeyBQ0SVNmDAAKWpXydOnIgTJ07IGFHNwQS9Bjp69ChiY2OhUCiwYMECNGzYEACgUCgwevRoDBgwAACwdetW5OfnyxkqUY3m5OSEsLAwjBs3DgCQk5ODjz/+GD179sSTJ09kjo6IDI0gCNi5cyeCgoJgaWkJANixYwc6dOiAO3fuyBwdEVU17733HpYsWQIAyMrKQt++fREUFCRzVNUfE/Qa6OTJkwCAnj17wsnJqdT2ESNGQBAEJCUlISwsTM/REVFJDg4O2Lx5M37//XdpIKi//voLHh4e+PjjjznKOxEpEQQBfn5+CA8PR5cuXQAAERERaNmyJT788EPEx8fLHCERVSXz58/H5s2bAQAFBQUICAjAvHnzZI6qemOCXsNkZWVJv6IXDyjzLCcnJ7i7uwMArl+/rrfYiKhsffv2xdWrV6UeLjk5OVixYgVeeOEFbNy4EYWFhTJHSESGpGHDhggJCcGUKVMAALm5uVi1apU013FKSorMERJRVTFu3Dj89ttv0ujuy5cvx4gRIxAdHS1zZNUTE/QaJiYmRnp+1cPDo8xyxdv4wSMyHK6urjh8+DCOHj2KNm3aAADi4uLw1ltvoUWLFvjpp5+QlZUlc5REZChMTEywfv167N27F+3btwdQNIBcYGAg6tSpgzfffBMXL16UOUoiqgp8fHxw/vx5qfftvn370Lx5cyxevJjjXGgZE/QaJikpSXpvb29fZrnibfzAERmefv364fLly9iwYQNcXFwAADdv3sTkyZNRr149vPPOOzh06BCys7NljpSIDMFrr72GS5cu4ddff5Vmh8jJycHOnTvx0ksvYdy4cdi9ezdSU1NljpSIDNmLL76I69evY8KECQCA9PR0LFq0CE2aNMGXX37JNkRLmKDXMCW/sBd3U1GleBvvxhEZJmNjY0ycOBH37t3DZ599Bjc3NwBFcyCvX78egwcPhr29PQYPHoyvvvoK58+f5z+cRDXcoEGD8PfffyM4OBgjRoyAsbExgKJBYV9//XU4ODigQ4cOmDNnDn755RdER0fz8RkiUlK3bl1s3LgRf/75J9q2bQsASEhIwOzZs+Hi4oL+/ftj+fLlOHXqFAe0fU6CyPl6apRTp07hiy++AAD8/PPP0j/Oz9qyZQv27NkDNzc3fPfdd5U+jru7Ox4+fAg3NzfExMRoFDMRlS8/Px8HDhzAtm3bcPjwYbV3zzt06AAnJyfY29vD2toa1tbWsLS0hLm5OczNzWFiYgKFQgEjIyMYGxtL/y35vmnTpmjVqpXW4mebQaR/9+7dw4IFC3Dw4EGkpaWpLGNubo66deuiTp06Urtx+PBhvPLKK2jVqhUsLS1hZmYmvc6dOwcPDw80aNAAgiBIryFDhsDCwkJrsbPNIJKfKIo4cOAAFixYgBs3bqgsU6tWLbi5uaFOnTqwt7eHo6MjbG1tUbt2bVhZWcHCwgImJibS94yS7318fFCrVq1y4zA2NkZhYSGMjIxQUFCg7dPUisrEaKKnmMhAmJubS+9zcnKkaVielZOTAwBq/zHdunUrtm/frnJbQkKCBlESUWWZmJjgtddew2uvvYbMzEycOHECBw4cwLFjxxAZGalU9tKlS899HEdHR5iYmGDatGlaTdCJSP+8vLywbds25Ofn4/jx4zh9+jTOnj2LkJAQ6c55dnY2IiMjS7Uju3btwq5du9Tu38zMTHpkrmfPnlpN0IlIfoIgYNiwYRg6dChCQkKwadMmnDp1ChEREVKZtLQ03Lx5Ezdv3qzQPk1NTeHg4ACgaNaaiiTo1Q0T9Bqm5HPnSUlJZSboxc+q29nZlbmvjIwMxMXFqdzGLnFE8rG0tMSgQYMwaNAgiKKIx48f46uvvoIgCMjOzsaDBw+QmJiIpKQkZGRkID09HdnZ2cjKyir3s/vKK69g27ZtMDHhPx9E1YWJiQn69++P/v37Ayh6vO3GjRv4559/cPfuXTx58gRxcXE4deoUUlNT4eLigvT0dKSnp6vdr5GRETZt2oR+/frp4zSISCaCIKBXr17o1asXgKLH7a5cuYI7d+7gwYMHePjwIRISEpCQkICkpCQ8ffoUaWlpKu8ki6KI77//HkOHDtX3aRgMfsOqYdzd3SEIAkRRRFRUlDSd2rOioqIAAPXq1StzX1ZWVtK8zM8yMuLwBkSGQBAEuLq64vPPP69Q+ZycHOTm5qKwsBAFBQXSf0u+z8/PZ4JOVI1ZWFigU6dO6NSpk9pyoigiPz8fubm5yMrKwoMHD6QRnkVRhCiKMDMz00fIRGRAHBwc0LdvX/Tt27fMMqIoIiMjA/n5+dL3jOKXIAh6jNbw8BtWDWNhYYHGjRvj9u3buHLlCrp27VqqTEJCgjS9WvFUTqr4+vrC19dX5bbiZ8OIqGpRKBRqB5AkIiomCAJMTU1hamoKKysrODo6yh0SEVURgiDA2tpa7jAMEm9z1kDe3t4AgJCQEMTHx5favm/fPoiiCHt7ez5jSkREREREpCdM0GsgHx8fuLi4IDs7G0uXLpUGfsnJyUFwcDAOHToEoOgOObuxEhERERER6QezrxrI1NQUAQEB8Pf3x/379/HBBx/A0tIS2dnZ0gBRgwcPRp8+fWSOlIiIiIiIqOZggl5D1a9fH6tXr8bevXsRGhqKhIQEWFlZwdPTE4MGDULnzp3lDpGIiIiIiKhGYYJeg9na2mLy5MmYPHmy3KEQERERERHVeHwGnYiIiIiIiMgAMEEnIiIiIiIiMgBM0ImIiIiIiIgMgCCKoih3EFT9mJmZIS8vD0ZGRqhbt67c4RCRzFxcXHDp0qUyt7PNIKKS2GYQUUU9fPhQem9kZJj3n4tnyjIyMkJBQYHashwkjnSi+A+vsLBQ6UNDRKQK2wwiqgy2GUSkSnEiXJUxQSedMDc3R3Z2NoyNjeHs7Fxu+YSEBBQWFsLIyAiOjo56iLDq4LVRj9dHPUO5Pi4uLmq3s83QLl4f9Xh9ymYo14Zthn7x+qjH66Oe3Nfn0aNHKO4Ubqh30IuZm5uXW4Zd3MkgDBw4EHFxcXB2dsbhw4flDseg8Nqox+ujXnW9PtX1vLSF10c9Xp+yVddrU13PS1t4fdTj9VGP10e7DPsnBiIiIiIiIqIaggk6ERERERERkQFggk5ERERERERkAJigExERERERERkAJuhEREREREREBoDTrJFBGDNmDDIyMmBlZSV3KAaH10Y9Xh/1quv1qa7npS28Purx+pStul6b6npe2sLrox6vj3q8PtrFadaIiIiIiIiIDADvoBNRjXP37l2cOHECN27cQFxcHBQKBTw8PDBy5Ei0adNG7vBkd+/ePezevRsRERF4+vQpzMzM4OrqikGDBsHb2xuCIMgdIpFesc1Qj20GUWlsN8rGNkM93kEnohpnxYoVuH79Orp27QpPT09kZ2fjjz/+wIMHDzB9+nT4+PjIHaKszpw5g+PHj6NJkyawt7dHXl4erly5gkuXLuHVV1/FpEmT5A6RSK/YZqjHNoOoNLYbZWOboR4TdCKqcf799194eXnBzMxMWpebm4sPPvgAaWlp2Lx5M4yMOIbms5YsWYJr165hx44dUCgUcodDpDdsM54P2wyqydhuVB7bjCL8qyCiGqdZs2ZK/2ACgJmZGTp06IDU1FSkpKTIFJlhc3Z2Rn5+PnJycuQOhUiv2GY8H7YZVJOx3ag8thlF+Aw6ySI9PR3h4eG4e/cu7t27h7t370oNVVBQEFq1aiVzhLqljfNPSUlBcHAwQkNDkZiYCIVCAS8vLwwcOBCdO3fW9SlUS0lJSTAxMYGlpaXcoRiE7Oxs5ObmIjMzE2FhYfjjjz/g6emJ2rVr6z0WthlsMwwR2wxlhtRmADW73WCbYbjYbvzH0NoMQ8EEnWRx4cIFrFq1Su4wZKPp+UdFRcHf31/6x9bCwgIZGRm4du0arl27hiFDhuDtt9/WVrg6Y0hfIKKjo3Hu3Dl07tzZYLpVyX19fvrpJ/z222/ScuvWrTFz5kzNTuo5sc1gmwHI/5koiW1GaYbUZgA1u91gm/EfuT8XJRlauyH3tTG0NsNQMEEn2djZ2cHLywuNGjWCq6srVq5cKXdIevW855+Xl4fAwECkpKTAw8MDs2fPRsOGDZGTk4P9+/dj27ZtOHjwIBo2bIg+ffro+Cw0YyhfIDIyMrB8+XKYm5vjrbfeeu54tE3u6zN06FB07doVKSkpuHTpEp4+fSprtzO2GWwz5P5MFGOboZqhtRlAzW432GYUkftzUcwQ2w25r40hthmGgAk6ycLb2xu9e/eWltPT02WMRv80Of+jR48iNjYWCoUCCxYsgJOTEwBAoVBg9OjRSEpKwuHDh7F161Z4e3vDxMSwP+Zyf4HIycnB0qVL8eTJEyxatEi6noZCzuvj7u4Od3d3AECvXr3w448/Yt68efjuu+/03v2MbQbbjGJsM9Rjm/GfmtxusM1QxnajbGwzDI/hf6KoWjI2NpY7BFlpcv4nT54EAPTs2VNlAz9ixAgcOXIESUlJCAsLQ9u2bZ/7WLom9xeIvLw8LFu2DLdv38a8efPQsmVLzU9Ki+S+Ps/q1asX9u/fj3Pnzul9ehi2GWwzAPk/E2wzqk6bAdTsdoNtxn/k/lwYcrsh97V5ltxthqHgKO5EVUhWVhbu3LkDAGjXrp3KMk5OTtKvkdevX9dbbM9D118gBEGQvkA8q6CgAJ9//jmuX7+ODz/8EB07dnzuWHRFzuujSm5uLoCadReqqmOb8R+2GeqxzSCg+rUZANsNddhmGCYm6ERVSExMDERRBAB4eHiUWa54W3R0tF7i0jdNv0AUFhbiyy+/xIULF/Dee++hZ8+eug1YzzS9PsnJySrrFA/k0qRJEy1FSrrGNqMI2wz12GZQMbYZ/2G7UTa2GbrFLu5EVUhSUpL03t7evsxyxduePn2q85jkUJkvENHR0aW+QGzYsAEhISFo2bIlzMzMcOLECaXtXbp0gbm5ufYD1xNNr8+KFStgZGSEZs2awdHREampqbhw4QJu3bqFbt26VeupiaobthlF2GaoxzaDirHN+A/bjbKxzdAtJuhEVUh2drb0Xt30HMXbsrKydB6THDT9AnHv3j0AQHh4OMLDw0vVa968eZX9RxPQ/Pq8/PLLOHXqFH777TekpaVBoVCgfv36eO+999CvXz/dBE06wTajCNsM9dhmUDG2Gf9hu1E2thm6xQSdiKocTb9ALFu2TDeBGQhNr0+fPn2qxNQ5RBXFNkM9thlEpbHdKBvbDN3iM+hEVUjJX1rVzRNZvM3CwkLnMRGR4WKbQUSVwTaDSH5M0ImqkJLdiEp2L3pW8TY7OzudxyQHfoFQj9eHirHNKMLPhHq8PlSMbcZ/+LkoG6+NbjFBJ6pC3N3dIQgCACAqKqrMcsXb6tWrp5e49I1fINTj9aFibDOK8DOhHq8PFWOb8R9+LsrGa6NbTNCJqhALCws0btwYAHDlyhWVZRISEqTRMtu0aaO32PSJXyDU4/WhYmwzivAzoR6vDxVjm/Effi7KxmujW0zQiaoYb29vAEBISAji4+NLbd+3bx9EUYS9vX21naaCXyDU4/Whkthm8DNRHl4fKoltRhF+LsrGa6NbTNBJNqmpqdIrPT1dWp+RkaG0LT8/X8Yoded5z9/HxwcuLi7Izs7G0qVLERkZCaDoOZ/g4GAcOnQIAODr6wsTk+o7UQO/QKhXHa8P2wy2GZqojp8Jbaqu16cmtxtsMzRXXT8X2sBrozuCWDzLPJGeDR06tELlgoKCquUHW5Pzj4qKgr+/P1JSUgAAlpaWyM7ORmFhIQBg8ODBeOedd7QbsI6kpqZK7zMzM6W4/fz80Lx5c2mbpaWl0heBvLw8TJ8+HbGxsWjQoAFmzZqFhg0bIicnBwcPHsSWLVsgiiLef//9Kj2VB6/Pf9hmsM0A+JkoD6+PsprcbrDN+A8/F2XjtTE8TNBJNjX5H01A8/NPTk7G3r17ERoaioSEBJibm8PT0xODBg1C586dtR2uzvALhHq8Pv9hm8E2A+Bnojy8PspqcrvBNuM//FyUjdfG8DBBJyJZ8QuEerw+RMr4mVCP14eoNH4uysZrY3iYoBMREREREREZAA4SR0RERERERGQAmKATERERERERGQAm6EREREREREQGgAk6ERERERERkQFggk5ERERERERkAJigExERERERERkAJuhEREREREREBoAJOhEREREREZEBYIJOREREREREZACYoBMREREREREZACboRERERERERAaACToRERERERGRAWCCTkRERERERGQAmKATERERERERGQAm6EREREREREQGgAk6ERERERERkQFggk5ERGRAGjRoAEEQ0KBBA7lDqbJu3ryJt99+G40bN4alpSUEQYAgCPD29pY7NCIiIrVM5A6AiIiISFv++usv9O3bF9nZ2XKHUmPcv38fGzduBAB4e3vzhxAiIg0wQSciIqJqY/r06VJy7uvri1deeQV2dnYAAEdHRzlDq7bu37+PxYsXS8tM0ImInh8TdCIiIqoWYmJicOPGDQBA3759sWXLFpkjIiIiqhw+g05ERETVQnR0tPS+Xbt2MkZCRET0fJigExERUbWQk5MjvTc3N5cxEiIioufDBJ2IiGRz8uRJaYTtRYsWAQAePXoEPz8/tGjRAtbW1qhduzbatm2LJUuWIC0tTe3+KjNat7e3t1RelUWLFknbT548CQA4deoUXn/9dXh4eMDCwgINGzbEuHHj8O+//yrVLSwsxK5du9C3b1+4ubnB3Nwcnp6eeP/99xEXF1dubCVlZ2dj1apV6NKlC5ycnGBhYYFGjRph2rRpuHPnToX3ExsbiyVLlqB79+5wcXGBmZkZHB0d0bVrVwQGBuLp06dq6z97vQoLC7F582b0798f7u7uMDU1LfNaVtTly5fx3nvvoVmzZrCxsYGFhQU8PDwwevRo7Nu3r8x6xSPfv/zyy9K6xYsXS/Gq+/9cUWlpafjqq68wYMAAuLu7w9zcHBYWFvD09MTw4cPx3XffISkpSe0+fv75Z7z++uto0KABLC0tUbt2bTRr1gzvvvsuLl++rLauqs+KOuV9FlT9/f/8888YNGgQ3NzcoFAo4OrqihEjRiAkJERtTOVdd0EQcP/+faW6OTk5+P777zFgwADpM2JpaYn69eujXbt28PX1xcaNG5Genl7uuRIRVSsiERGRTE6cOCECEAGICxcuFI8ePSra29tL6559NWnSRIyJiSlzf8XlevXqVe6xe/XqJZVXZeHChdL2EydOiPPmzRMFQVAZl4WFhXjs2DFRFEUxNTVVHDRoUJnn4OrqKt67d6/MuDw8PEQAooeHhxgdHS22adOmzH2Zm5uLGzduLPdcV61aJVpaWpa5HwCinZ2d+Ntvv1XoeiUlJYk9e/ZUuZ/nkZ+fL06bNq3M61v86tGjhxgXF1fmNSvv9bx27Nih9u+y+PXqq6+qrB8XFyf26NFDbV1BEMRp06aJ+fn5Kvfx7GelPOV9Fkr+/8zKyhJHjhypNr7PP/9cbUzlvSIjI6V6ERERYpMmTSpUb8+ePeWeKxFRdcJB4oiIyCBcu3YN//d//4e8vDxMnDgR3bt3R61atXDr1i18++23iI2Nxe3bt/HWW2/h999/12ts3377Lfbs2YP69evjrbfeQtOmTZGeno7g4GAcPXoUWVlZGDVqFCIjIzF+/HgcOnQInTt3xujRo+Hm5oZHjx5h3bp1+Pfff/Ho0SNMnDixzLuSxfLy8jBq1Chcv34dL774IsaOHYv69evjyZMnCA4ORkhICLKzszFp0iTY2tpi2LBhKvcTEBCAoKAgAICVlRVGjhyJLl26wMHBAUlJSfjjjz+wd+9ePH36FIMHD8aff/6JHj16qI1t7NixCAkJQYsWLfDmm2/Cy8sLaWlpOHXq1HNd34kTJ2Lr1q0AAFNTU/j6+qJnz54wMzPDjRs38NNPPyE+Ph6nT59Gz549cfHiRVhbW0v1161bh8zMTISHh2P+/PkAgNdffx1vvPHGc8VT0jfffIOZM2dKy23btsXw4cPh5eUFIyMjxMTE4OzZszh69ChEUSxVPz09HT179sTNmzcBAE5OTnjrrbfQpk0b5ObmIiQkBFu3bkVeXh6+/fZbpKam6n1wu8mTJyM4OBgtW7aU/n9mZGTg4MGD+OWXXwAAn3zyCbp06YLu3btL9Vq2bImff/65Qtfd2dlZej9y5Ejcvn0bANC0aVOMGjUKHh4esLGxQWpqKm7duoWQkBCEhobq8KyJiAyU3L8QEBFRzfXsHThXV1cxPDy8VLnHjx+L7u7uUrnLly+r3F/xdm3fQQcg9u/fX8zIyChV7q233pLKtG/fXgQgLl26tFS5tLQ0sXnz5lLZ0NBQlcd99m7wjBkzVN5V/eyzz6Qyzs7OYkpKSqkyR44cke5Kd+7cuczeB3/99ZdYq1YtEYDYoEEDMS8vr1SZktcLgDh9+vQy7/ZWxu7du6V92tvbq/x/Gx8fL7Zt21Yq995776ncV2XvMpfnwoULoomJiQhANDExEdetW1dm2ZSUFKkXRUnTpk1T+vuIj48vVebSpUuinZ2dVG7Xrl2lyujyDjoAcfbs2WJBQUGpckuXLpXKDBkyROW+KhPbxYsXpbKjRo1Secxi9+/fV7rzTkRUE/AZdCIiMhhbt25FixYtSq13cXGBv7+/tHzkyBF9hgUnJyfs2LEDlpaWpbYtWbJEeo738uXL6N+/PwICAkqVs7a2xrx586Tl3377rdzjdujQAatWrYKxsXGpbR9//DGGDx8OAIiLi8PGjRtLlfH394coinBycsKhQ4fg5uam8jjdunXDF198AaBoTuu9e/eqjatdu3b4+uuvVcZVWcuXL5fer127VuXo646Ojti3bx8sLCwAAD/99FOln+V/HgsXLkR+fj4AYNmyZXj77bfLLFu7dm306dNHaV18fDx++uknAIClpSX27t2rci729u3b47vvvpOWS14TfejVqxf+7//+D0ZGpb8Wzps3T/q7OXbsmHQ9ntfdu3el9xMnTlR5zGIeHh5o0KCBRscjIqpqmKATEZFBePHFF5UGm3pW3759pffh4eH6CEkybtw42Nraqtzm7u4ODw8PaXnGjBll7qdk1/F//vmn3ON+9NFHahOYjz/+WHofHBystC0sLAxXrlwBAEyZMgX29vZqjzVmzBiYmBQ9+Xb06FG1ZadPn642rop68OCBFKOnpydGjhxZZtkGDRrgzTffBFA0wNihQ4c0Pr468fHx0nVwcXHBhx9+WOl9HD58GNnZ2QAgDS5YltGjR8PLywsAcPXqVURGRlY+6Oc0a9asMgfRMzY2lj6X2dnZuHfvnkbHsrKykt6XNzAeEVFNxGfQiYjIIHTp0kXtdnd3d+l9eSOOa1vnzp3VbndxcZFGqX7ppZfUlitWkXN49o7sszp16oRatWohLS0Nly9fRmFhoZQ4l3zGvaCgQHqWWB1ra2skJyeX++NBec+oV9SFCxek93379i13pHUfHx/pjvT58+fx1ltvaSUOVf766y/pmfIBAwbA1NS00vsoeX79+vVTW1YQBPTr10+6k37+/Hk0bNiw0sd8Hvr87HXr1g2WlpbIzMzEkiVLkJiYiAkTJuDFF1/UeKR9IqLqgAk6EREZBFVdf0tSKBTS++K7kvri4OCgdnvJ2NSVrcw52NnZlXtcQRDg5eWFa9euITMzE8nJydKd8pLTWn3++edq9/Os8qYLK5mwaeLx48fS+yZNmpRbvmSZknV1ISYmRnrfvHnz59qHIZ9fSfr87Nnb22PVqlWYOnUq8vPzsWrVKqxatQoODg7SIHT9+vVD27ZtNToOEVFVxS7uRERkELTRZVpXKhObts6jZFfgipYrOU98cnLycx87NzdX7fbiZ8E1VTLeipxvyZHbS9bVhdTUVJXHrQxDPr+S9P3ZmzJlCk6dOoV+/fpJx05MTMSvv/6KuXPnol27dmjdurXex5ogIjIEhvttiIiISIcKCgrkDkGtjIyMSperVauW9L5ksnfgwAGIoljhV8m777pUMt6KnG96errKurpQu3ZtlcetDLnOz9D/tgGge/fuOHr0KBISEnDgwAHMmzcP3bt3l8ZBCAsLw8CBA1UOfkhEVJ0xQSciomrDzMwMQPl3gAEgISFB1+Fo5OnTp+V2NRdFEREREQCKRgkvOZBdyW7o0dHROolRU3Xr1pXe37lzp9zyxXNnA4Crq6tOYipW8vpVZEA/VbR5fiW7mZf3923of9sl2dnZYciQIVi2bBlOnz6NR48eKQ20OGfOHOTl5ckYIRGRfjFBJyKiasPOzg4A8PDhQ7XlEhMTlZIhQ3Xs2DG120NDQ6Wu2B06dFDqqtyrVy/pvaF2Fe7UqZP0vrxzBZRHly9ZVxd69OghDVp25MiR50oSS8b4+++/l1u+5DV49vyK/7aB8v++z549W9EQtaLk313xwHrPy8nJCatXr0abNm0AFI2H8Pfff2u0TyKiqoQJOhERVRvFc6hHRUWpvWP51VdfobCwUF9hPbeVK1eqTXj+7//+T3r/7BRl7du3R8uWLQEAhw4dwpkzZ3QTpAY8PDzQvn17AMC9e/dKTRVX0oMHD7Bz504ARXeTBw0apNPYHB0dMWDAAABAbGwsvvrqq0rvY9CgQTA3NwcA7Ny5Ew8ePCiz7J49e6Q5wtu2bVtqBHcvLy/pLvqJEyfK/PsVRfG5YtVEyccpKvpoRnlKnr+mc68TEVUlTNCJiKjaKE6ogKKusaqexQ0ODsby5cv1GdZzCw0NxaxZs1QmYytXrpQSWmdnZ0yYMEFpuyAI0nmKoohXX30Vx48fV3u8R48eYdGiRbhx44aWzqB8c+fOld5PnToVV69eLVUmMTERI0eORGZmJgBg8uTJcHZ21nlsixYtkp6J9vPzw/r168ssm5aWhj/++ENpnaOjIyZPngwAyMzMxMiRI5GYmFiq7tWrV/Huu+9Ky/PmzStVxtTUVJp2Lzo6Gl988UWpMoWFhZgzZ47SFHv6UDKZLp7Xvizbtm3Djz/+qDaRv337tnQtzc3N8cILL2gnUCKiKoDTrBERUbUxadIkfPbZZ0hISMDBgwfRpUsXjB8/HnXq1MGTJ0/w66+/4ujRo2jWrBnMzc1VJoOGwtXVFfXr18eqVasQEhKCsWPHol69eoiLi0NwcDBOnToFoCgRX7dundKgZsUGDRqEJUuWYMGCBUhISEDfvn3Ro0cP9O/fHw0aNICpqSmSk5Nx69YtnD17FufPn4coiuXOv65NI0eOhK+vL7Zu3YqkpCR07twZvr6+6NmzJ8zMzBAWFoYff/wRcXFxAICmTZtWetq459WxY0d8+eWXmDlzJvLz8/HOO+9g7dq1GD58ODw9PWFkZIRHjx7h/PnzOHLkCHr37o3evXsr7WP58uX4448/cPPmTVy6dAnNmjXD5MmT0bp1a+Tm5uL06dPYsmWL9Fy5r68vRo0apTKe//3vfzh8+DBEUcTHH3+MCxcuYNCgQbCyssK9e/ewfft2hIeHY+zYsdi2bZvOr08xOzs7tGvXDleuXMGJEycwdepU9OnTR2mgu169esHCwgJ37tzB4sWL8f7776NPnz7o2LEj6tevDwsLC8THxyM0NBTBwcFSAv/+++/rfEBAIiKDIhIREcnkxIkTIgARgLhw4cJyyxeX7dWrV5lljh8/LlpZWUlln321bNlSjIiIEHv16iWtU2XhwoXS9hMnTqiNq7x9VeYcPDw8RACih4eHGBMTI7Zp06bMc1EoFOKGDRvKPeamTZtEOzu7MvdT8lWrVi3xxo0bGp1jZeXl5YnvvfeeKAiC2ti6d+8uxsXFlbmfyv49VdSWLVtEGxubcq/d8OHDVdaPi4sTu3fvrrauIAjie++9J+bn56uN5dNPP1W7nxEjRojZ2dnl/p1V5v9nRT4Lv/32m2hiYlJmXJGRkaIoiuKiRYsq9HcoCII4ffr0cq8HEVF1wy7uRERUrfTu3RthYWGYOnUqPD09oVAoYGtri5deeglffvklLl68WOr5XkPl5uaG8+fP46uvvkLnzp3h4OAAhUIBT09PvPvuuwgLC8PEiRPL3c/48ePx4MEDrF69GoMHD0a9evVgYWEBU1NTODo64qWXXsK7776LPXv2IDY2Fq1atdL9yZVgYmKCb7/9FhcvXsTUqVPxwgsvwNraGgqFAvXq1cPIkSOxd+9enD59Gk5OTnqNDSi6qx0ZGYnPPvsM3t7eqFOnDkxNTWFhYQEvLy+89tprWLduXZlTgjk5OeH06dPYu3cvRo0ahXr16sHc3BzW1tZo0qQJ3nnnHYSGhuLbb7+FsbGx2ljmzp2LU6dO4bXXXoOLiwtMTU1Rp04d+Pj4YM+ePQgODlYa8V1ffHx8cO7cOYwbNw5eXl6wtLRUWc7f3x+nTp3CwoULMWDAAHh6esLCwgLGxsawsbFB27ZtMWPGDFy+fBnffPNNudeDiKi6EURRw+E2iYiIiIiIiEhjvINOREREREREZACYoBMREREREREZACboRERERERERAaACToRERERERGRAWCCTkRERERERGQAmKATERERERERGQAm6EREREREREQGgAk6ERERERERkQFggk5ERERERERkAJigExERERERERkAJuhEREREREREBoAJOhEREREREZEBYIJOREREREREZACYoBMREREREREZACboRERERERERAaACToRERERERGRAWCCTkRERERERGQAmKATERERERERGQAm6EREREREREQGgAk6ERERERERkQFggk5ERERERERkAJigExERERERERkAJuhEREREREREBoAJOhEREREREZEBYIJOREREREREZAD+H0a6sfJZwfeCAAAAAElFTkSuQmCC", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "for variants, title in zip([CodonVariantTable_h1, CodonVariantTable_h2], ['homolog 1', 'homolog 2']):\n", + " p = variants.plotCumulVariantCounts()\n", + " p += theme_classic() \n", + " p += theme(\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " figure_size=(5, 5)\n", + " )\n", + " p += labs(title=title)\n", + " _ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "25b05ba7", + "metadata": {}, + "source": [ + "Distribution of the number of amino-acid mutations per variant in each sample. As expected, mutations go down after selection:" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "313299ff", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "for variants, title in zip([CodonVariantTable_h1, CodonVariantTable_h2], ['homolog 1', 'homolog 2']):\n", + " p = variants.plotNumMutsHistogram(mut_type=\"aa\")\n", + " p += theme_classic() \n", + " p += theme(figure_size=(5, 5))\n", + " p += labs(title=title)\n", + " _ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "4892952d", + "metadata": {}, + "source": [ + "Plot how thoroughly amino-acid mutations are sampled. The plots below show that the stop mutations are sampled very poorly post-selection because they are eliminated during selection:" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "ad6573dd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "for variants, title in zip([CodonVariantTable_h1, CodonVariantTable_h2], ['homolog 1', 'homolog 2']):\n", + " p = variants.plotCumulMutCoverage(variant_type=\"all\", mut_type=\"aa\")\n", + " p += theme_classic() \n", + " p += theme(figure_size=(6, 5))\n", + " p += theme(axis_text_x=element_text(angle=90))\n", + " p += labs(title=title)\n", + " _ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "22a8c780", + "metadata": {}, + "source": [ + "### Prep training data" + ] + }, + { + "cell_type": "markdown", + "id": "5128374f", + "metadata": {}, + "source": [ + "Prepare the training dataframes for fitting our `multidms` models. \n", + "\n", + "As this is a joint-fitting approach, we combine homolog variants from each of the corresponding library replicates into a single training dataset. Additionally, for each replicate dataset, we'll train models on each of the following targets representing different levels of noise in the data:\n", + "\n", + "1. Ground truth _observed phenotype_ - this target acts as a control and benchmarks the ability of the model to recover the true latent effects and shifts controlling for other sources of noise.\n", + "2. _Loose bottleneck_ counts derived functional scores - these scores are derived from the observed enrichments, and used to asses model performance in the context of realistic experimental noise.\n", + "3. _Tight bottleneck_ counts derived functional scores - the same as above, but with a tighter bottleneck for more extreme cases of noise.\n", + "\n", + "For further details on how to prepare data and fit models, see the `multidms` [quick-start tutorial](https://matsengrp.github.io/multidms/fit_delta_BA1_example.html)." + ] + }, + { + "cell_type": "markdown", + "id": "8b3b29a4", + "metadata": {}, + "source": [ + "Start by creating training data with ground truth phenotype target. Because the barcode replicates share ground truth phenotypes we can can collapse the counts accross replicates by simple dropping duplicates." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "68ca3401", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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libraryhomologaa_substitutionsfunc_score_typefunc_score
0lib_1h1V24Q S25R H27P D29L H33C S41L C44F S47Fobserved_phenotype-5.96
1lib_1h1V8P H27T P30* L49Pobserved_phenotype-5.96
2lib_1h1V19P V43Qobserved_phenotype-5.64
3lib_1h1R20Yobserved_phenotype0.01
4lib_1h1observed_phenotype0.00
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" + ], + "text/plain": [ + " library homolog aa_substitutions \\\n", + "0 lib_1 h1 V24Q S25R H27P D29L H33C S41L C44F S47F \n", + "1 lib_1 h1 V8P H27T P30* L49P \n", + "2 lib_1 h1 V19P V43Q \n", + "3 lib_1 h1 R20Y \n", + "4 lib_1 h1 \n", + "\n", + " func_score_type func_score \n", + "0 observed_phenotype -5.96 \n", + "1 observed_phenotype -5.96 \n", + "2 observed_phenotype -5.64 \n", + "3 observed_phenotype 0.01 \n", + "4 observed_phenotype 0.00 " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "req_cols = [\"library\", \"homolog\", \"aa_substitutions\", \"func_score_type\", \"func_score\"]\n", + "ground_truth_training_set = (\n", + " pd.concat(\n", + " [\n", + " variants.barcode_variant_df[[\"library\", \"aa_substitutions\", \"observed_phenotype\", \"latent_phenotype\"]]\n", + " .drop_duplicates()\n", + " .assign(homolog=homolog)\n", + " for variants, homolog in zip([CodonVariantTable_h1, CodonVariantTable_h2], ['h1', 'h2'])\n", + " ]\n", + " )\n", + " .melt(\n", + " id_vars=[\"library\", \"aa_substitutions\", \"homolog\", \"latent_phenotype\"],\n", + " value_vars=[\"observed_phenotype\"],\n", + " var_name=\"func_score_type\",\n", + " value_name=\"func_score\",\n", + " )\n", + " [req_cols]\n", + " .astype({c:str for c in req_cols[:-1]})\n", + ")\n", + "ground_truth_training_set.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "a02331a7", + "metadata": {}, + "source": [ + "Next, compute functional scores from pre-post counts in each bottleneck _after_ aggregating the barcode replicate counts for unique variants. The [dms_variants.CodonVariantTable.func_scores](https://jbloomlab.github.io/dms_variants/dms_variants.codonvarianttable.html#dms_variants.codonvarianttable.CodonVariantTable.func_scores) method provides the ability to compute functional scores from pre and post-selection counts. We'll use this to compute functional scores for each of the three targets:" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "0cbf0498", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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libraryhomologaa_substitutionsfunc_score_typefunc_score
0lib_1h1Q28Ploose_bottle-0.021369
1lib_1h1G50Eloose_bottle-0.067491
2lib_1h1R48Gloose_bottle-1.291522
3lib_1h1S3R G10Y L49Hloose_bottle-5.759732
4lib_1h1F18T Q21E C44Tloose_bottle-5.313711
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" + ], + "text/plain": [ + " library homolog aa_substitutions func_score_type func_score\n", + "0 lib_1 h1 Q28P loose_bottle -0.021369\n", + "1 lib_1 h1 G50E loose_bottle -0.067491\n", + "2 lib_1 h1 R48G loose_bottle -1.291522\n", + "3 lib_1 h1 S3R G10Y L49H loose_bottle -5.759732\n", + "4 lib_1 h1 F18T Q21E C44T loose_bottle -5.313711" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bottle_cbf = pd.concat(\n", + " [\n", + " (\n", + " variants\n", + " .func_scores(\"pre-selection\", by=\"aa_substitutions\", libraries=libs, syn_as_wt=True)\n", + " .assign(homolog=homolog)\n", + " .rename({\"post_sample\":\"func_score_type\"}, axis=1)\n", + " [req_cols]\n", + " .astype({c:str for c in req_cols[:-1]})\n", + " )\n", + " for variants, homolog in zip([CodonVariantTable_h1, CodonVariantTable_h2], ['h1', 'h2'])\n", + " ]\n", + ")\n", + "bottle_cbf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "da591a0c", + "metadata": {}, + "source": [ + "Finally, combine the two dataframes computed above and classify the variants based on the number of amino acid substitutions." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "139d5de1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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libraryhomologaa_substitutionsfunc_score_typefunc_scorevariant_classlatent_phenotype
0lib_1h1V24Q S25R H27P D29L H33C S41L C44F S47Fobserved_phenotype-5.959752>1 nonsynonymous-11.096139
1lib_1h1V8P H27T P30* L49Pobserved_phenotype-5.959753stop-11.106200
2lib_1h1V19P V43Qobserved_phenotype-5.640393>1 nonsynonymous-2.878203
3lib_1h1R20Yobserved_phenotype0.0059591 nonsynonymous5.161623
4lib_1h1observed_phenotype0.000000wildtype5.000000
........................
181363lib_2h2E9L Q21L V24Q S25V D29V D38Qtight_bottle-6.184609>1 nonsynonymous-11.209818
181364lib_2h2S47T V49Etight_bottle1.125946>1 nonsynonymous3.861711
181365lib_2h2G10P I35S G50Ltight_bottle-3.634411>1 nonsynonymous-12.580142
181366lib_2h2F15R I35S D38E Y39Gtight_bottle-5.781253>1 nonsynonymous-15.097683
181367lib_2h2E9F C34P Y39C E44Y T45Ftight_bottle-5.581944>1 nonsynonymous-6.628840
\n", + "

181368 rows × 7 columns

\n", + "
" + ], + "text/plain": [ + " library homolog aa_substitutions \\\n", + "0 lib_1 h1 V24Q S25R H27P D29L H33C S41L C44F S47F \n", + "1 lib_1 h1 V8P H27T P30* L49P \n", + "2 lib_1 h1 V19P V43Q \n", + "3 lib_1 h1 R20Y \n", + "4 lib_1 h1 \n", + "... ... ... ... \n", + "181363 lib_2 h2 E9L Q21L V24Q S25V D29V D38Q \n", + "181364 lib_2 h2 S47T V49E \n", + "181365 lib_2 h2 G10P I35S G50L \n", + "181366 lib_2 h2 F15R I35S D38E Y39G \n", + "181367 lib_2 h2 E9F C34P Y39C E44Y T45F \n", + "\n", + " func_score_type func_score variant_class latent_phenotype \n", + "0 observed_phenotype -5.959752 >1 nonsynonymous -11.096139 \n", + "1 observed_phenotype -5.959753 stop -11.106200 \n", + "2 observed_phenotype -5.640393 >1 nonsynonymous -2.878203 \n", + "3 observed_phenotype 0.005959 1 nonsynonymous 5.161623 \n", + "4 observed_phenotype 0.000000 wildtype 5.000000 \n", + "... ... ... ... ... \n", + "181363 tight_bottle -6.184609 >1 nonsynonymous -11.209818 \n", + "181364 tight_bottle 1.125946 >1 nonsynonymous 3.861711 \n", + "181365 tight_bottle -3.634411 >1 nonsynonymous -12.580142 \n", + "181366 tight_bottle -5.781253 >1 nonsynonymous -15.097683 \n", + "181367 tight_bottle -5.581944 >1 nonsynonymous -6.628840 \n", + "\n", + "[181368 rows x 7 columns]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def classify_variant(aa_subs):\n", + " if \"*\" in aa_subs:\n", + " return \"stop\"\n", + " elif aa_subs == \"\":\n", + " return \"wildtype\"\n", + " elif len(aa_subs.split()) == 1:\n", + " return \"1 nonsynonymous\"\n", + " elif len(aa_subs.split()) > 1:\n", + " return \">1 nonsynonymous\"\n", + " else:\n", + " raise ValueError(f\"unexpected aa_subs: {aa_subs}\")\n", + "\n", + "func_scores = (\n", + " pd.concat([ground_truth_training_set, bottle_cbf])\n", + " .assign(variant_class = lambda x: x['aa_substitutions'].apply(classify_variant))\n", + " .merge(\n", + " variants_df[[\"aa_substitutions\", \"homolog\", \"latent_phenotype\", \"library\"]].drop_duplicates(),\n", + " on=[\"aa_substitutions\", \"homolog\", \"library\"],\n", + " how=\"inner\"\n", + " )\n", + ")\n", + "\n", + "# categorical for plotting\n", + "func_scores[\"func_score_type\"] = pd.Categorical(\n", + " func_scores[\"func_score_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "\n", + "func_scores" + ] + }, + { + "cell_type": "markdown", + "id": "afa1c65b", + "metadata": {}, + "source": [ + "Let's plot the functional scores as a function of the latent phenotype." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "3decc114", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 300, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "p = (\n", + " ggplot(func_scores, aes(x=\"latent_phenotype\", y=\"func_score\"))\n", + " + geom_point(alpha=0.05)\n", + " + facet_wrap(\"~func_score_type\")\n", + " + theme_classic()\n", + " + theme(figure_size=(6, 3))\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "ec130fc0", + "metadata": {}, + "source": [ + "Plot a pairplot to see how targets compare." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "fe7a3a85", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "fig = sns.pairplot(\n", + " (\n", + " func_scores\n", + " .pivot(\n", + " index=[\"library\", \"homolog\", \"aa_substitutions\", \"variant_class\"],\n", + " columns=\"func_score_type\",\n", + " values=\"func_score\"\n", + " )\n", + " .reset_index()\n", + " .sample(frac=0.1)\n", + " ), \n", + " hue='homolog',\n", + " plot_kws = {\"alpha\":0.25},\n", + " corner=True\n", + ")\n", + "fig.fig.set_size_inches(6, 5)\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "72ffeb89", + "metadata": {}, + "source": [ + "We can see here that the tight bottleneck indeed introduces more noise in the data, as the functional scores are less correlated with the ground truth phenotype. " + ] + }, + { + "cell_type": "markdown", + "id": "1654b229", + "metadata": {}, + "source": [ + "Plot the functional scores distributions of the bottleneck counts-computed functional scores. Recall that we collapsed barcode replicates so there is only a single wildtype phenotype in each of the datasets, thus we will not plot them below." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "a3ee3b92", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "p = (\n", + " ggplot(\n", + " func_scores.query(\"(func_score_type != 'observed_phenotype') & (variant_class != 'wildtype')\"), \n", + " aes(\"variant_class\", \"func_score\")\n", + " )\n", + " + geom_violin(fill=\"lightblue\")\n", + " + ylab(\"functional score\")\n", + " + xlab(\"\")\n", + " + facet_grid(\"func_score_type ~ library + homolog\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6, 5),\n", + " axis_text_x=element_text(angle=90),\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " )\n", + " # + scale_fill_manual(values=CBPALETTE[1:])\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "04b83d84", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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libraryhomologaa_substitutionsfunc_score_typefunc_scorevariant_classlatent_phenotype
0lib_1h1V24Q S25R H27P D29L H33C S41L C44F S47Fobserved_phenotype-5.96>1 nonsynonymous-11.10
1lib_1h1V8P H27T P30* L49Pobserved_phenotype-5.96stop-11.11
2lib_1h1V19P V43Qobserved_phenotype-5.64>1 nonsynonymous-2.88
3lib_1h1R20Yobserved_phenotype0.011 nonsynonymous5.16
4lib_1h1observed_phenotype0.00wildtype5.00
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" + ], + "text/plain": [ + " library homolog aa_substitutions \\\n", + "0 lib_1 h1 V24Q S25R H27P D29L H33C S41L C44F S47F \n", + "1 lib_1 h1 V8P H27T P30* L49P \n", + "2 lib_1 h1 V19P V43Q \n", + "3 lib_1 h1 R20Y \n", + "4 lib_1 h1 \n", + "\n", + " func_score_type func_score variant_class latent_phenotype \n", + "0 observed_phenotype -5.96 >1 nonsynonymous -11.10 \n", + "1 observed_phenotype -5.96 stop -11.11 \n", + "2 observed_phenotype -5.64 >1 nonsynonymous -2.88 \n", + "3 observed_phenotype 0.01 1 nonsynonymous 5.16 \n", + "4 observed_phenotype 0.00 wildtype 5.00 " + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "func_scores.to_csv(f\"{csv_output_dir}/simulated_func_scores.csv\", index=False)\n", + "func_scores.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "deba1ea6", + "metadata": {}, + "source": [ + "### Create `Data` objects for each library replicate, and bottleneck" + ] + }, + { + "cell_type": "markdown", + "id": "36343df0", + "metadata": {}, + "source": [ + "`multidms` model fitting is generally a two-step process: (1) Create `Data` objects from functional score dataframes which, among other things, encode the variant data into one-hot encoded matrices, and (2) fit a collection of models across a grid of `Data` objects and hyperparameters. Here, we'll create `Data` objects for each library replicate / fitting target combination:" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "1aa7536f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[Data(lib_1_observed_phenotype_func_score),\n", + " Data(lib_1_loose_bottle_func_score),\n", + " Data(lib_1_tight_bottle_func_score),\n", + " Data(lib_2_observed_phenotype_func_score),\n", + " Data(lib_2_loose_bottle_func_score),\n", + " Data(lib_2_tight_bottle_func_score)]" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data_objects = [\n", + " multidms.Data(\n", + " fs_df, \n", + " reference=\"h1\", \n", + " alphabet = multidms.AAS_WITHSTOP_WITHGAP, \n", + " verbose=False,\n", + " name = f\"{lib}_{target}_func_score\"\n", + " )\n", + " for (lib, target), fs_df in func_scores.rename(columns={\"homolog\":\"condition\"}).groupby(['library', 'func_score_type'])\n", + "]\n", + "\n", + "data_objects" + ] + }, + { + "cell_type": "markdown", + "id": "9fe48f02", + "metadata": {}, + "source": [ + "### Fit models to training data (lasso sweep)" + ] + }, + { + "cell_type": "markdown", + "id": "861fad04", + "metadata": {}, + "source": [ + "Next, we'll fit a set of models to each of the datasets defined above using the `multidms.fit_models` [function](https://matsengrp.github.io/multidms/multidms.model_collection.html#multidms.model_collection.fit_models). For each dataset, we independently fit models with a number of different lasso penalty coefficients ($\\lambda_{L1}$) as defined at the top of this notebook. " + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "12c0c274", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'dataset': [Data(lib_1_observed_phenotype_func_score),\n", + " Data(lib_1_loose_bottle_func_score),\n", + " Data(lib_1_tight_bottle_func_score),\n", + " Data(lib_2_observed_phenotype_func_score),\n", + " Data(lib_2_loose_bottle_func_score),\n", + " Data(lib_2_tight_bottle_func_score)],\n", + " 'init_beta_naught': [5.0],\n", + " 'iterations_per_step': [100000],\n", + " 'num_training_steps': [1],\n", + " 'scale_coeff_lasso_shift': [0.0,\n", + " 5e-06,\n", + " 1e-05,\n", + " 2e-05,\n", + " 4e-05,\n", + " 8e-05,\n", + " 0.00016,\n", + " 0.00032,\n", + " 0.00064],\n", + " 'scale_coeff_ridge_beta': [1e-07]}\n" + ] + } + ], + "source": [ + "fitting_params = {\n", + " \"num_training_steps\": [num_training_steps], # default 100\n", + " \"iterations_per_step\": [iterations_per_step], # default 20000\n", + " \"scale_coeff_lasso_shift\": scale_coeff_lasso_shift, # the sweep of lasso coefficient params\n", + " \"init_beta_naught\" : [init_beta_naught], # We've found that we need to start with a higher beta_naught to get the model to converge correctly,\n", + " \"scale_coeff_ridge_beta\" : [scale_coeff_ridge_beta], # the sweep of ridge coefficient params\n", + "}\n", + "\n", + "fitting_params[\"dataset\"] = data_objects\n", + "pprint.pprint(fitting_params)" + ] + }, + { + "cell_type": "markdown", + "id": "61f4b640", + "metadata": {}, + "source": [ + "Fit the models:" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "c013b7c0", + "metadata": {}, + "outputs": [], + "source": [ + "_, _, fit_collection_df = multidms.model_collection.fit_models(fitting_params)" + ] + }, + { + "cell_type": "markdown", + "id": "9eca7abf", + "metadata": {}, + "source": [ + "\n", + "Note that the return type of [multidms.fit_models](https://matsengrp.github.io/multidms/multidms.html#multidms.fit_models) is a `tuple(int, int, pd.DataFrame)` where the first two values are the number of fits that were successful and the number that failed, respectively, and the third value is a dataframe where each row contains a fit `Model` object and the hyperparameters used to fit it." + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "2592665c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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modeldataset_namescale_coeff_lasso_shift
0Model(Model-0)lib_1_observed_phenotype_func_score0.0
1Model(Model-0)lib_1_observed_phenotype_func_score0.000005
2Model(Model-0)lib_1_observed_phenotype_func_score0.00001
3Model(Model-0)lib_1_observed_phenotype_func_score0.00002
4Model(Model-0)lib_1_observed_phenotype_func_score0.00004
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" + ], + "text/plain": [ + " model dataset_name scale_coeff_lasso_shift\n", + "0 Model(Model-0) lib_1_observed_phenotype_func_score 0.0\n", + "1 Model(Model-0) lib_1_observed_phenotype_func_score 0.000005\n", + "2 Model(Model-0) lib_1_observed_phenotype_func_score 0.00001\n", + "3 Model(Model-0) lib_1_observed_phenotype_func_score 0.00002\n", + "4 Model(Model-0) lib_1_observed_phenotype_func_score 0.00004" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fit_collection_df[[\"model\", \"dataset_name\", \"scale_coeff_lasso_shift\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "3a1338c2", + "metadata": {}, + "source": [ + "Add a few helpful features to this dataframe for plotting by splitting the \"dataset_name\" (name of the Data Object that was used for fitting) into more understandable columns:" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "e2dd2e22", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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modelmeasurement_typelibraryscale_coeff_lasso_shift
0Model(Model-0)observed_phenotypelib_10.0
1Model(Model-0)observed_phenotypelib_10.000005
2Model(Model-0)observed_phenotypelib_10.00001
3Model(Model-0)observed_phenotypelib_10.00002
4Model(Model-0)observed_phenotypelib_10.00004
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" + ], + "text/plain": [ + " model measurement_type library scale_coeff_lasso_shift\n", + "0 Model(Model-0) observed_phenotype lib_1 0.0\n", + "1 Model(Model-0) observed_phenotype lib_1 0.000005\n", + "2 Model(Model-0) observed_phenotype lib_1 0.00001\n", + "3 Model(Model-0) observed_phenotype lib_1 0.00002\n", + "4 Model(Model-0) observed_phenotype lib_1 0.00004" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fit_collection_df = fit_collection_df.assign(\n", + " measurement_type = fit_collection_df[\"dataset_name\"].str.split(\"_\").str[2:4].str.join(\"_\"),\n", + " library = fit_collection_df[\"dataset_name\"].str.split(\"_\").str[0:2].str.join(\"_\")\n", + ")\n", + "\n", + "# convert measurement type to categorical ordered by 'observed', 'loose', 'tight' for plotting\n", + "fit_collection_df[\"measurement_type\"] = pd.Categorical(\n", + " fit_collection_df[\"measurement_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "\n", + "fit_collection_df[[\"model\", \"measurement_type\", \"library\", \"scale_coeff_lasso_shift\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "0210ef48", + "metadata": {}, + "source": [ + "### Model vs. truth mutational effects" + ] + }, + { + "cell_type": "markdown", + "id": "225dbcd5", + "metadata": {}, + "source": [ + "The `multidms.ModelCollection` takes a a dataframe such as the one created above and provides a few helpful methods for model selection and aggregation. We'll use these methods to evaluate the fits and select the best model for each dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "230f40d8", + "metadata": {}, + "outputs": [], + "source": [ + "model_collection = multidms.model_collection.ModelCollection(fit_collection_df)" + ] + }, + { + "cell_type": "markdown", + "id": "b7b072da", + "metadata": {}, + "source": [ + "Get the mutational parameters for each of the models using `model_collection.split_apply_combine_muts()` [method](https://matsengrp.github.io/multidms/multidms.model_collection.html#multidms.model_collection.ModelCollection.split_apply_combine_muts), and merge them with the simulated ground truth parameters:" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "7ab1830e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cache miss - this could take a moment\n" + ] + }, + { + "data": { + "text/html": [ + "
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mutationlibrarymeasurement_typescale_coeff_lasso_shiftpredicted_shift_h2true_shift
0C31*lib_1observed_phenotype0.0-15.2895720.0
1C31Alib_1observed_phenotype0.0-0.0034530.0
2C31Dlib_1observed_phenotype0.0-0.0304380.0
3C31Elib_1observed_phenotype0.0-0.0864550.0
4C31Flib_1observed_phenotype0.0-0.0213500.0
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" + ], + "text/plain": [ + " mutation library measurement_type scale_coeff_lasso_shift \\\n", + "0 C31* lib_1 observed_phenotype 0.0 \n", + "1 C31A lib_1 observed_phenotype 0.0 \n", + "2 C31D lib_1 observed_phenotype 0.0 \n", + "3 C31E lib_1 observed_phenotype 0.0 \n", + "4 C31F lib_1 observed_phenotype 0.0 \n", + "\n", + " predicted_shift_h2 true_shift \n", + "0 -15.289572 0.0 \n", + "1 -0.003453 0.0 \n", + "2 -0.030438 0.0 \n", + "3 -0.086455 0.0 \n", + "4 -0.021350 0.0 " + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the columns that distinguish fits are what we'll groupby such that none of the model collection parameters are aggregated\n", + "groupby=(\"library\", \"measurement_type\", \"scale_coeff_lasso_shift\")\n", + "collection_muts_df = (\n", + " model_collection.split_apply_combine_muts(\n", + " groupby=groupby\n", + " )\n", + " .reset_index()\n", + " .rename(\n", + " {\n", + " 'beta' : 'predicted_beta',\n", + " 'shift_h2' : 'predicted_shift_h2',\n", + " }, \n", + " axis=1\n", + " ) \n", + " .merge(\n", + " mut_effects_df.rename(\n", + " {\n", + " 'beta_h1' : 'true_beta',\n", + " 'beta_h2' : 'true_beta_h2',\n", + " 'shift' : 'true_shift',\n", + " },\n", + " axis=1\n", + " ),\n", + " on='mutation'\n", + " )\n", + ")\n", + "assert collection_muts_df.shape[0] == len(mut_effects_df) * len(fit_collection_df)\n", + "collection_muts_df[[\"mutation\", \"library\", \"measurement_type\", \"scale_coeff_lasso_shift\", \"predicted_shift_h2\", \"true_shift\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "366e5adc", + "metadata": {}, + "source": [ + "To compare model fits parameter values to the simulated ground truth values, add mean squared error and pearsonr metrics to the `ModelCollection.fit_models` attribute:" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "86d6e7d8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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librarymeasurement_typescale_coeff_lasso_shiftbeta_corrbeta_maeshift_corrshift_mae
0lib_1observed_phenotype0.00.977246-0.2688420.1099921.172704
1lib_1observed_phenotype0.0000050.985431-0.2063310.9973670.000190
2lib_1observed_phenotype0.000010.984181-0.2176090.994465-0.000601
3lib_1observed_phenotype0.000020.984685-0.2208580.990086-0.000248
4lib_1observed_phenotype0.000040.984756-0.2261170.9796190.001351
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" + ], + "text/plain": [ + " library measurement_type scale_coeff_lasso_shift beta_corr beta_mae \\\n", + "0 lib_1 observed_phenotype 0.0 0.977246 -0.268842 \n", + "1 lib_1 observed_phenotype 0.000005 0.985431 -0.206331 \n", + "2 lib_1 observed_phenotype 0.00001 0.984181 -0.217609 \n", + "3 lib_1 observed_phenotype 0.00002 0.984685 -0.220858 \n", + "4 lib_1 observed_phenotype 0.00004 0.984756 -0.226117 \n", + "\n", + " shift_corr shift_mae \n", + "0 0.109992 1.172704 \n", + "1 0.997367 0.000190 \n", + "2 0.994465 -0.000601 \n", + "3 0.990086 -0.000248 \n", + "4 0.979619 0.001351 " + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def series_corr(y_true, y_pred):\n", + " return np.corrcoef(y_true, y_pred)[0, 1]\n", + "\n", + "def series_mae(y_true, y_pred):\n", + " return np.mean(y_true - y_pred)\n", + "\n", + "# compute the new metric columns\n", + "new_fit_models_cols = defaultdict(list)\n", + "for group, model_mutations_df in collection_muts_df.groupby(list(groupby)):\n", + " # add cols for merging\n", + " for i, attribute in enumerate(group):\n", + " new_fit_models_cols[groupby[i]].append(group[i])\n", + " \n", + " for parameter in [\"beta\", \"shift\"]:\n", + " for metric_fxn, name in zip([series_corr, series_mae], [\"corr\", \"mae\"]):\n", + "\n", + " # add the new metric columns\n", + " postfix=\"_h2\" if parameter == \"shift\" else \"\"\n", + " y_pred = model_mutations_df[f\"predicted_{parameter}{postfix}\"]\n", + " y_true = model_mutations_df[f\"true_{parameter}\"]\n", + " new_fit_models_cols[f\"{parameter}_{name}\"].append(metric_fxn(y_true, y_pred))\n", + "\n", + "# merge the new columns into the model collection\n", + "model_collection.fit_models = model_collection.fit_models.merge(\n", + " pd.DataFrame(new_fit_models_cols),\n", + " on=list(groupby)\n", + ")\n", + "\n", + "# print the first few rows of the model collection\n", + "model_collection.fit_models[list(groupby) + [c for c in new_fit_models_cols.keys() if c not in groupby]].head()\n" + ] + }, + { + "cell_type": "markdown", + "id": "617da09d", + "metadata": {}, + "source": [ + "Next, we'll make some summary plots with the predicted vs. simulated ground MSE truth parameters across model fits" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "abc9b066", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 330, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "metric = \"corr\"\n", + "\n", + "data = (\n", + " model_collection.fit_models\n", + " .assign(\n", + " measurement_library = lambda x: x[\"measurement_type\"].astype(str) + \" \" + x[\"library\"]\n", + " )\n", + " .melt(\n", + " id_vars=list(groupby) + [\"measurement_library\"],\n", + " value_vars=[f\"beta_{metric}\", f\"shift_{metric}\"],\n", + " var_name=\"parameter\",\n", + " value_name=metric,\n", + " )\n", + ")\n", + "data[\"measurement_type\"] = pd.Categorical(\n", + " data[\"measurement_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "data[\"parameter\"] = data[\"parameter\"].str.replace(f\"_{metric}\", \"\")\n", + "data[\"parameter\"] = pd.Categorical(\n", + " data[\"parameter\"],\n", + " categories=[\"shift\", \"beta\"],\n", + " ordered=True\n", + ")\n", + "for parameter, parameter_df in data.groupby(\"parameter\", observed=True):\n", + " p = (\n", + " ggplot(parameter_df)\n", + " + geom_line(\n", + " aes(\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=metric,\n", + " group=\"measurement_library\",\n", + " ),\n", + " )\n", + " + geom_point(\n", + " aes(\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=metric,\n", + " shape=\"library\"\n", + " ),\n", + " size=4\n", + " )\n", + " + facet_wrap(\"measurement_type\", scales=\"free_y\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6, 3.3),\n", + " axis_text_x=element_text(angle=90),\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " )\n", + " + labs(\n", + " title=f\"Prediction vs. Simulated Ground Truth: {parameter}\",\n", + " x=\"lasso penalty coefficient (λ)\",\n", + " y=\"Mean Absolute Error\" if metric == \"mae\" else \"Correlation\"\n", + " )\n", + " )\n", + " _ = p.draw(show=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "3c620246", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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librarymeasurement_typescale_coeff_lasso_shiftmeasurement_libraryparametercorr
0lib_1observed_phenotype0.0observed_phenotype lib_1beta0.98
1lib_1observed_phenotype0.000005observed_phenotype lib_1beta0.99
2lib_1observed_phenotype0.00001observed_phenotype lib_1beta0.98
3lib_1observed_phenotype0.00002observed_phenotype lib_1beta0.98
4lib_1observed_phenotype0.00004observed_phenotype lib_1beta0.98
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" + ], + "text/plain": [ + " library measurement_type scale_coeff_lasso_shift \\\n", + "0 lib_1 observed_phenotype 0.0 \n", + "1 lib_1 observed_phenotype 0.000005 \n", + "2 lib_1 observed_phenotype 0.00001 \n", + "3 lib_1 observed_phenotype 0.00002 \n", + "4 lib_1 observed_phenotype 0.00004 \n", + "\n", + " measurement_library parameter corr \n", + "0 observed_phenotype lib_1 beta 0.98 \n", + "1 observed_phenotype lib_1 beta 0.99 \n", + "2 observed_phenotype lib_1 beta 0.98 \n", + "3 observed_phenotype lib_1 beta 0.98 \n", + "4 observed_phenotype lib_1 beta 0.98 " + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.to_csv(f\"{csv_output_dir}/model_vs_truth_beta_shift.csv\", index=False)\n", + "data.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "38a147f0", + "metadata": {}, + "source": [ + "### Shift sparsity" + ] + }, + { + "cell_type": "markdown", + "id": "0ffe5061", + "metadata": {}, + "source": [ + "Another way we might evaluate the fits is by looking at the _sparsity_ of the models by computing the percentage of shift parameters that are equal to zero among the models. We look at this metric separately for mutations to stop codons and mutations to non-stop codons because we expect the stop codons to be equally deleterious in both homologs, and thus we expect all the shift parameters associated with stop codon mutations to be zero in a \"good\" fit." + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "5e61b979", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cache miss - this could take a moment\n" + ] + }, + { + "data": { + "text/html": [ + "
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dataset_namescale_coeff_lasso_shiftmut_typemut_paramsparsity
0lib_1_loose_bottle_func_score0.000000nonsynonymousshift_h20.000000
1lib_1_loose_bottle_func_score0.000000stopshift_h20.000000
2lib_1_loose_bottle_func_score0.000005nonsynonymousshift_h20.078947
3lib_1_loose_bottle_func_score0.000005stopshift_h20.660000
4lib_1_loose_bottle_func_score0.000010nonsynonymousshift_h20.148421
\n", + "
" + ], + "text/plain": [ + " dataset_name scale_coeff_lasso_shift mut_type \\\n", + "0 lib_1_loose_bottle_func_score 0.000000 nonsynonymous \n", + "1 lib_1_loose_bottle_func_score 0.000000 stop \n", + "2 lib_1_loose_bottle_func_score 0.000005 nonsynonymous \n", + "3 lib_1_loose_bottle_func_score 0.000005 stop \n", + "4 lib_1_loose_bottle_func_score 0.000010 nonsynonymous \n", + "\n", + " mut_param sparsity \n", + "0 shift_h2 0.000000 \n", + "1 shift_h2 0.000000 \n", + "2 shift_h2 0.078947 \n", + "3 shift_h2 0.660000 \n", + "4 shift_h2 0.148421 " + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "chart, data = model_collection.shift_sparsity(return_data=True)\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "12cb640d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "image/png": { + "height": 330, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "data =data.assign(\n", + " library=data.dataset_name.str.split(\"_\").str[:2].str.join(\"_\"),\n", + " library_type = data.dataset_name.str.split(\"_\").str[:2].str.join(\"_\") + \"-\" + data.mut_type,\n", + " measurement_type = data.dataset_name.str.split(\"_\").str[2:4].str.join(\"_\")\n", + ")\n", + "# convert measurement type to categorical ordered by 'observed', 'loose', 'tight'\n", + "data[\"measurement_type\"] = pd.Categorical(\n", + " data[\"measurement_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "data['True Sparsity'] = '' #dummy col for plotting legend\n", + "# data.sort_values(\"scale_coeff_lasso_shift\", inplace=True)\n", + "data[\"scale_coeff_lasso_shift\"] = data.scale_coeff_lasso_shift.astype(object)\n", + "\n", + "true_sparsity = 1 - mut_effects_df.shifted_site.mean()\n", + "\n", + "p = (\n", + " ggplot(\n", + " data,\n", + " aes(\"scale_coeff_lasso_shift\", \"sparsity\")\n", + " )\n", + " + geom_hline(aes(yintercept=true_sparsity, color=\"True Sparsity\"), linetype=\"dashed\")\n", + " + geom_line(\n", + " aes(\n", + " group=\"library_type\",\n", + " ),\n", + " )\n", + " + geom_point(\n", + " aes(\n", + " fill=\"mut_type\",\n", + " shape=\"library\"\n", + " ),\n", + " size=4\n", + " )\n", + " + scale_fill_manual(values=CBPALETTE)\n", + " + facet_wrap(\"measurement_type\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6, 3.3),\n", + " axis_text_x=element_text(angle=90),\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " )\n", + " + labs(\n", + " title=f\"\",\n", + " x=\"lasso penalty coefficient (λ)\",\n", + " y=\"sparsity\"\n", + " )\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "ad2e1eb9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dataset_namescale_coeff_lasso_shiftmut_typemut_paramsparsitylibrarylibrary_typemeasurement_typeTrue Sparsity
0lib_1_loose_bottle_func_score0.0nonsynonymousshift_h20.00lib_1lib_1-nonsynonymousloose_bottle
1lib_1_loose_bottle_func_score0.0stopshift_h20.00lib_1lib_1-stoploose_bottle
2lib_1_loose_bottle_func_score0.000005nonsynonymousshift_h20.08lib_1lib_1-nonsynonymousloose_bottle
3lib_1_loose_bottle_func_score0.000005stopshift_h20.66lib_1lib_1-stoploose_bottle
4lib_1_loose_bottle_func_score0.00001nonsynonymousshift_h20.15lib_1lib_1-nonsynonymousloose_bottle
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" + ], + "text/plain": [ + " dataset_name scale_coeff_lasso_shift mut_type \\\n", + "0 lib_1_loose_bottle_func_score 0.0 nonsynonymous \n", + "1 lib_1_loose_bottle_func_score 0.0 stop \n", + "2 lib_1_loose_bottle_func_score 0.000005 nonsynonymous \n", + "3 lib_1_loose_bottle_func_score 0.000005 stop \n", + "4 lib_1_loose_bottle_func_score 0.00001 nonsynonymous \n", + "\n", + " mut_param sparsity library library_type measurement_type \\\n", + "0 shift_h2 0.00 lib_1 lib_1-nonsynonymous loose_bottle \n", + "1 shift_h2 0.00 lib_1 lib_1-stop loose_bottle \n", + "2 shift_h2 0.08 lib_1 lib_1-nonsynonymous loose_bottle \n", + "3 shift_h2 0.66 lib_1 lib_1-stop loose_bottle \n", + "4 shift_h2 0.15 lib_1 lib_1-nonsynonymous loose_bottle \n", + "\n", + " True Sparsity \n", + "0 \n", + "1 \n", + "2 \n", + "3 \n", + "4 " + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.to_csv(f\"{csv_output_dir}/fit_sparsity.csv\", index=False)\n", + "data.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "8eef4165", + "metadata": {}, + "source": [ + "### Replicate correlations" + ] + }, + { + "cell_type": "markdown", + "id": "0a72ff12", + "metadata": {}, + "source": [ + "Another common metric to look at when evaluating models is to look at the correlation of the inferred mutational effects between the two libraries. We can do this by computing the pearson correlation coefficient between the inferred mutational effects for each mutation in the two libraries using the `multidms.ModelCollection.mut_param_dataset_correlation` [method](https://matsengrp.github.io/multidms/multidms.model_collection.html#multidms.model_collection.ModelCollection.mut_param_dataset_correlation)." + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "21b98a31", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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datasetsmut_paramcorrelationscale_coeff_lasso_shift
0lib_1_loose_bottle_func_score,lib_1_observed_p...beta0.9905540.000000
0lib_1_loose_bottle_func_score,lib_1_observed_p...beta0.9920740.000005
0lib_1_loose_bottle_func_score,lib_1_observed_p...beta0.9913600.000010
0lib_1_loose_bottle_func_score,lib_1_observed_p...beta0.9939880.000020
0lib_1_loose_bottle_func_score,lib_1_observed_p...beta0.9941660.000040
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" + ], + "text/plain": [ + " datasets mut_param correlation \\\n", + "0 lib_1_loose_bottle_func_score,lib_1_observed_p... beta 0.990554 \n", + "0 lib_1_loose_bottle_func_score,lib_1_observed_p... beta 0.992074 \n", + "0 lib_1_loose_bottle_func_score,lib_1_observed_p... beta 0.991360 \n", + "0 lib_1_loose_bottle_func_score,lib_1_observed_p... beta 0.993988 \n", + "0 lib_1_loose_bottle_func_score,lib_1_observed_p... beta 0.994166 \n", + "\n", + " scale_coeff_lasso_shift \n", + "0 0.000000 \n", + "0 0.000005 \n", + "0 0.000010 \n", + "0 0.000020 \n", + "0 0.000040 " + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "chart, data = model_collection.mut_param_dataset_correlation(return_data=True)\n", + "data.head()" + ] + }, + { + "cell_type": "markdown", + "id": "a0be631b", + "metadata": {}, + "source": [ + "By default, the method returns a dataframe giving parameter between each unique pair of datasets, meaning it includes correlations between models fit on different measurement types. We'll only be comparing models trained the same fitting target combination." + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "5bdd3daf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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mut_paramcorrelationscale_coeff_lasso_shiftmeasurement_type
0beta0.9790130.000000loose_bottle
0beta0.9818650.000005loose_bottle
0beta0.9823010.000010loose_bottle
0beta0.9852000.000020loose_bottle
0beta0.9860820.000040loose_bottle
0beta0.9845960.000080loose_bottle
0beta0.9835720.000160loose_bottle
0beta0.9852260.000320loose_bottle
0beta0.9859680.000640loose_bottle
0shift0.4359640.000000loose_bottle
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" + ], + "text/plain": [ + " mut_param correlation scale_coeff_lasso_shift measurement_type\n", + "0 beta 0.979013 0.000000 loose_bottle\n", + "0 beta 0.981865 0.000005 loose_bottle\n", + "0 beta 0.982301 0.000010 loose_bottle\n", + "0 beta 0.985200 0.000020 loose_bottle\n", + "0 beta 0.986082 0.000040 loose_bottle\n", + "0 beta 0.984596 0.000080 loose_bottle\n", + "0 beta 0.983572 0.000160 loose_bottle\n", + "0 beta 0.985226 0.000320 loose_bottle\n", + "0 beta 0.985968 0.000640 loose_bottle\n", + "0 shift 0.435964 0.000000 loose_bottle" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = (\n", + " data\n", + " .assign(\n", + " lib1 = data.datasets.str.split(\",\").str[0],\n", + " lib2 = data.datasets.str.split(\",\").str[1],\n", + " measurement_type_1 = lambda x: x[\"lib1\"].str.split(\"_\").str[2:4].str.join(\"_\"),\n", + " measurement_type_2 = lambda x: x[\"lib2\"].str.split(\"_\").str[2:4].str.join(\"_\")\n", + " )\n", + " .query(\"(measurement_type_1 == measurement_type_2) & (~mut_param.str.contains('predicted_func_score'))\")\n", + " .rename(\n", + " {\n", + " \"measurement_type_1\" : \"measurement_type\",\n", + " },\n", + " axis=1\n", + " )\n", + " .replace({\"shift_h2\": \"shift\"})\n", + " .drop([\"lib1\", \"lib2\", \"datasets\", \"measurement_type_2\"], axis=1)\n", + ")\n", + "\n", + "data.head(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "6647a07b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "image/png": { + "height": 330, + "width": 600 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "\n", + "data[\"measurement_type\"] = pd.Categorical(\n", + " data[\"measurement_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "data[\"mut_param\"] = pd.Categorical(\n", + " data[\"mut_param\"],\n", + " categories=[\"shift\", \"beta\"],\n", + " ordered=True\n", + ")\n", + "\n", + "data[\"scale_coeff_lasso_shift\"] = data.scale_coeff_lasso_shift.astype(object)\n", + "\n", + "for parameter, parameter_df in data.groupby(\"mut_param\", observed=True):\n", + " p = (\n", + " ggplot(\n", + " parameter_df\n", + " )\n", + " + geom_line(\n", + " aes(\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"correlation\",\n", + " group=\"measurement_type\"\n", + " ),\n", + " )\n", + " + geom_point(\n", + " aes(\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"correlation\",\n", + " ),\n", + " size=4\n", + " )\n", + " + facet_wrap(\"measurement_type\", scales=\"free_y\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6, 3.3),\n", + " axis_text_x=element_text(angle=90),\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " )\n", + " + labs(\n", + " title=f\"Library Replicate Correlations: {parameter}\",\n", + " x=\"lasso penalty coefficient (λ)\",\n", + " y=\"pearsonr\"\n", + " )\n", + " )\n", + " _ = p.draw(show=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "f7dea999", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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mut_paramcorrelationscale_coeff_lasso_shiftmeasurement_type
0beta0.980.0loose_bottle
0beta0.980.000005loose_bottle
0beta0.980.00001loose_bottle
0beta0.990.00002loose_bottle
0beta0.990.00004loose_bottle
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" + ], + "text/plain": [ + " mut_param correlation scale_coeff_lasso_shift measurement_type\n", + "0 beta 0.98 0.0 loose_bottle\n", + "0 beta 0.98 0.000005 loose_bottle\n", + "0 beta 0.98 0.00001 loose_bottle\n", + "0 beta 0.99 0.00002 loose_bottle\n", + "0 beta 0.99 0.00004 loose_bottle" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.to_csv(f\"{csv_output_dir}/library_replicate_correlation.csv\", index=False)\n", + "data.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "e1e5084f", + "metadata": {}, + "source": [ + "### Model vs. truth variant phenotypes" + ] + }, + { + "cell_type": "markdown", + "id": "51fa3b22", + "metadata": {}, + "source": [ + "Let's take a look at how the lasso constraint affects the models' ability to predict the true latent and observed phenotypes. \n", + "\n", + "First, we grab the model predictions of latent and observed phenotypes for each of the datasets using `multidms.Model.get_variants_df`. " + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "4051d61d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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conditionaa_substitutionsmeasured_phenotypevar_wrt_refpredicted_latent_phenotypepredicted_phenotypelibrarymeasurement_typescale_coeff_lasso_shiftpredicted_enrichmentmeasured_enrichmentfit_idx
0h1V24Q S25R H27P D29L H33C S41L C44F S47F-5.959752V24Q S25R H27P D29L H33C S41L C44F S47F-10.951781-5.962394lib_1observed_phenotype0.00.0160380.0160670
1h1V8P H27T P30* L49P-5.959753V8P H27T P30* L49P-4.826468-5.914732lib_1observed_phenotype0.00.0165760.0160670
2h1V19P V43Q-5.640393V19P V43Q-2.839960-5.630857lib_1observed_phenotype0.00.0201810.0200480
3h1R20Y0.005959R20Y5.1071530.009075lib_1observed_phenotype0.01.0063101.0041390
4h10.0000004.9384030.002477lib_1observed_phenotype0.01.0017191.0000000
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" + ], + "text/plain": [ + " condition aa_substitutions measured_phenotype \\\n", + "0 h1 V24Q S25R H27P D29L H33C S41L C44F S47F -5.959752 \n", + "1 h1 V8P H27T P30* L49P -5.959753 \n", + "2 h1 V19P V43Q -5.640393 \n", + "3 h1 R20Y 0.005959 \n", + "4 h1 0.000000 \n", + "\n", + " var_wrt_ref predicted_latent_phenotype \\\n", + "0 V24Q S25R H27P D29L H33C S41L C44F S47F -10.951781 \n", + "1 V8P H27T P30* L49P -4.826468 \n", + "2 V19P V43Q -2.839960 \n", + "3 R20Y 5.107153 \n", + "4 4.938403 \n", + "\n", + " predicted_phenotype library measurement_type scale_coeff_lasso_shift \\\n", + "0 -5.962394 lib_1 observed_phenotype 0.0 \n", + "1 -5.914732 lib_1 observed_phenotype 0.0 \n", + "2 -5.630857 lib_1 observed_phenotype 0.0 \n", + "3 0.009075 lib_1 observed_phenotype 0.0 \n", + "4 0.002477 lib_1 observed_phenotype 0.0 \n", + "\n", + " predicted_enrichment measured_enrichment fit_idx \n", + "0 0.016038 0.016067 0 \n", + "1 0.016576 0.016067 0 \n", + "2 0.020181 0.020048 0 \n", + "3 1.006310 1.004139 0 \n", + "4 1.001719 1.000000 0 " + ] + }, + "execution_count": 53, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "variants_df = pd.concat(\n", + " [\n", + " row.model.get_variants_df(phenotype_as_effect=False)\n", + " .assign(\n", + " library=row.library,\n", + " measurement_type=row.measurement_type,\n", + " scale_coeff_lasso_shift=row.scale_coeff_lasso_shift,\n", + " )\n", + " .rename(\n", + " {\n", + " \"predicted_func_score\": \"predicted_phenotype\",\n", + " \"predicted_latent\": \"predicted_latent_phenotype\",\n", + " \"func_score\" : \"measured_phenotype\",\n", + " },\n", + " axis=1,\n", + " )\n", + " # add enrichments\n", + " .assign(\n", + " predicted_enrichment = lambda x: 2**x['predicted_phenotype'],\n", + " measured_enrichment = lambda x: 2**x['measured_phenotype'],\n", + " fit_idx = idx\n", + " )\n", + " for idx, row in fit_collection_df.iterrows()\n", + " ]\n", + ")\n", + "variants_df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "21d85524", + "metadata": {}, + "source": [ + "Next, add the simulated ground truth phenotypes:" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "93dc0b7e", + "metadata": {}, + "outputs": [], + "source": [ + "variants_df = pd.concat(\n", + " [\n", + " variants_df.query(\"condition == @homolog\")\n", + " .assign(\n", + " true_latent_phenotype = lambda x: x['aa_substitutions'].apply(phenotype_fxn_dict[\"latentPhenotype\"]),\n", + " true_observed_phenotype = lambda x: x['aa_substitutions'].apply(phenotype_fxn_dict[\"observedPhenotype\"]),\n", + " true_enrichment = lambda x: x['aa_substitutions'].apply(phenotype_fxn_dict[\"observedEnrichment\"]),\n", + " )\n", + " for homolog, phenotype_fxn_dict in zip([\"h1\", \"h2\"], [phenotype_fxn_dict_h1, phenotype_fxn_dict_h2])\n", + " ]\n", + ")\n", + "\n", + "variants_df[\"measurement_type\"] = pd.Categorical(\n", + " variants_df[\"measurement_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "\n", + "# As a sanity check let's make sure the true phenotypes match the \n", + "# \"measured phenotypes\" (i.e. fitting targets) for the variants that were trained on ground truth targets\n", + "assert np.allclose(\n", + " variants_df.query(\"measurement_type == 'observed_phenotype'\")['measured_phenotype'],\n", + " variants_df.query(\"measurement_type == 'observed_phenotype'\")['true_observed_phenotype'],\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "id": "c868aa25", + "metadata": {}, + "source": [ + "For clarity, let's define and arrange the columns we now have:" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "dd3f2191", + "metadata": {}, + "outputs": [], + "source": [ + "cols = [\n", + " # unique combinations of these make up the model collection that we've fit\n", + " \"library\", # replicate library,\n", + " \"measurement_type\", # type of functional score\n", + " \"scale_coeff_lasso_shift\", # lasso coefficient of model\n", + "\n", + " # variant defining columns\n", + " \"aa_substitutions\", # variant substitutions\n", + " \"var_wrt_ref\", # variant substitutions relative to reference wildtype\n", + " \"condition\", # homolog\n", + "\n", + " \"measured_phenotype\", # the actual target functional score for training, in multidms, this is \"func_score\"\n", + " \"measured_enrichment\", # 2 ** measured_func_score\n", + "\n", + " \"predicted_latent_phenotype\", # predicted latent phenotype\n", + " \"predicted_phenotype\", # predicted observed phenotype - or in jesse's case, the \"observed phenotype\"\n", + " \"predicted_enrichment\", # predicted enrichment\n", + "\n", + " \"true_latent_phenotype\", # true latent phenotype\n", + " \"true_observed_phenotype\", # true observed phenotype\n", + " \"true_enrichment\", # true enrichment\n", + "]\n", + "# variants_df[cols].round(2).head()\n" + ] + }, + { + "cell_type": "markdown", + "id": "0c066aa1", + "metadata": {}, + "source": [ + "Add correlation of ground truth targets / predicted phenotypes to the fit collection dataframe and plot them:" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "fad2f16d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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scale_coeff_lasso_shiftdataset_namevariant_phenotype_corrvariant_phenotype_mae
00.0lib_1_observed_phenotype_func_score0.9999858.611429e-06
10.000005lib_1_observed_phenotype_func_score0.9999945.973305e-07
20.00001lib_1_observed_phenotype_func_score0.9999891.648540e-04
30.00002lib_1_observed_phenotype_func_score0.9999801.652058e-04
40.00004lib_1_observed_phenotype_func_score0.9999503.538619e-06
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" + ], + "text/plain": [ + " scale_coeff_lasso_shift dataset_name \\\n", + "0 0.0 lib_1_observed_phenotype_func_score \n", + "1 0.000005 lib_1_observed_phenotype_func_score \n", + "2 0.00001 lib_1_observed_phenotype_func_score \n", + "3 0.00002 lib_1_observed_phenotype_func_score \n", + "4 0.00004 lib_1_observed_phenotype_func_score \n", + "\n", + " variant_phenotype_corr variant_phenotype_mae \n", + "0 0.999985 8.611429e-06 \n", + "1 0.999994 5.973305e-07 \n", + "2 0.999989 1.648540e-04 \n", + "3 0.999980 1.652058e-04 \n", + "4 0.999950 3.538619e-06 " + ] + }, + "execution_count": 56, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "for idx, model_variants_df in variants_df.groupby(\"fit_idx\"):\n", + " for metric_fxn, metric_name in zip([series_corr, series_mae], [\"corr\", \"mae\"]):\n", + " fit_collection_df.loc[idx, f\"variant_phenotype_{metric_name}\"] = metric_fxn(\n", + " model_variants_df[\"measured_phenotype\"],\n", + " model_variants_df[\"predicted_phenotype\"]\n", + " )\n", + "\n", + "fit_collection_df[[\"scale_coeff_lasso_shift\", \"dataset_name\", \"variant_phenotype_corr\", \"variant_phenotype_mae\"]].head()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "29b9faff", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "image/png": { + "height": 330, + "width": 650 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# for metric in [\"corr\", \"mae\"]:\n", + "data = fit_collection_df[[\"library\", \"measurement_type\", \"scale_coeff_lasso_shift\", \"dataset_name\", \"variant_phenotype_corr\", \"variant_phenotype_mae\"]]\n", + "metric = \"corr\"\n", + "p = (\n", + " ggplot(\n", + " data\n", + " .assign(\n", + " measurement_library = lambda x: x[\"library\"] + \"_\" + x[\"measurement_type\"].astype(str)\n", + " )\n", + " )\n", + " + geom_line(\n", + " aes(\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=f\"variant_phenotype_{metric}\",\n", + " group=\"measurement_library\",\n", + " ),\n", + " )\n", + " + geom_point(\n", + " aes(\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=f\"variant_phenotype_{metric}\",\n", + " shape=\"library\"\n", + " ),\n", + " size=4\n", + " )\n", + " + facet_wrap(\"measurement_type\", scales=\"free_y\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6.5, 3.3),\n", + " axis_text_x=element_text(angle=90),\n", + " panel_grid_major_x=element_blank(), # no vertical grid lines\n", + " )\n", + " + labs(\n", + " title=f\"Predicted Vs. True Variant Phenotype\",\n", + " x=\"lasso penalty coefficient ($\\lambda_{L1}$)\",\n", + " y=\"pearsonr\" if metric == \"corr\" else \"mean absolute error\"\n", + " )\n", + ")\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "eba4daaf", + "metadata": {}, + "source": [ + "As expected, the lasso constraint has a negative effect on the models' ability to predict the true latent and observed phenotypes. This is because a model with more freedom to choose parameters is likely to overfit to the training data. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "28637817", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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librarymeasurement_typescale_coeff_lasso_shiftdataset_namevariant_phenotype_corrvariant_phenotype_mae
0lib_1observed_phenotype0.0lib_1_observed_phenotype_func_score1.00.0
1lib_1observed_phenotype0.000005lib_1_observed_phenotype_func_score1.00.0
2lib_1observed_phenotype0.00001lib_1_observed_phenotype_func_score1.00.0
3lib_1observed_phenotype0.00002lib_1_observed_phenotype_func_score1.00.0
4lib_1observed_phenotype0.00004lib_1_observed_phenotype_func_score1.00.0
\n", + "
" + ], + "text/plain": [ + " library measurement_type scale_coeff_lasso_shift \\\n", + "0 lib_1 observed_phenotype 0.0 \n", + "1 lib_1 observed_phenotype 0.000005 \n", + "2 lib_1 observed_phenotype 0.00001 \n", + "3 lib_1 observed_phenotype 0.00002 \n", + "4 lib_1 observed_phenotype 0.00004 \n", + "\n", + " dataset_name variant_phenotype_corr \\\n", + "0 lib_1_observed_phenotype_func_score 1.0 \n", + "1 lib_1_observed_phenotype_func_score 1.0 \n", + "2 lib_1_observed_phenotype_func_score 1.0 \n", + "3 lib_1_observed_phenotype_func_score 1.0 \n", + "4 lib_1_observed_phenotype_func_score 1.0 \n", + "\n", + " variant_phenotype_mae \n", + "0 0.0 \n", + "1 0.0 \n", + "2 0.0 \n", + "3 0.0 \n", + "4 0.0 " + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.to_csv(f\"{csv_output_dir}/model_vs_truth_variant_phenotype.csv\", index=False)\n", + "data.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "bfb4289a", + "metadata": {}, + "source": [ + "### Cross validation\n" + ] + }, + { + "cell_type": "markdown", + "id": "f91a5611", + "metadata": {}, + "source": [ + "Above, we saw evidence that the lasso negatively impacts the model performance on the training data. To test for overfitting, we can perform cross validation to test that the model is actually more accurate on unseen data." + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "bf5868db", + "metadata": {}, + "outputs": [], + "source": [ + "train, test = [], {}\n", + "for (library, measurement), fs_df in func_scores.rename(columns={\"homolog\":\"condition\"}).groupby([\"library\", \"func_score_type\"]):\n", + " \n", + " if \"enrichment\" in measurement:\n", + " continue\n", + "\n", + " dataset = fs_df.sample(frac=1, random_state=seed)\n", + " train_split, test_split = dataset.iloc[:int(len(dataset) * train_frac)], dataset.iloc[int(len(dataset) * train_frac):]\n", + " name = f\"{library}_{measurement}\"\n", + " \n", + " train.append(\n", + " multidms.Data(\n", + " train_split, \n", + " reference=\"h1\", \n", + " alphabet = multidms.AAS_WITHSTOP_WITHGAP, \n", + " verbose=False,\n", + " name = name\n", + " )\n", + " )\n", + "\n", + " test[name] = test_split" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "3bf0974a", + "metadata": {}, + "outputs": [], + "source": [ + "fitting_params[\"dataset\"] = train \n", + "_, _, fit_collection_cv = multidms.model_collection.fit_models(fitting_params)" + ] + }, + { + "cell_type": "markdown", + "id": "34667c06", + "metadata": {}, + "source": [ + "The `multidms.ModelCollection.add_validation_loss` method takes in unseen data, computes model loss on that data, and appends it to the `ModelCollection.fit_models` dataframe." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3d073862", + "metadata": {}, + "outputs": [], + "source": [ + "mc = multidms.model_collection.ModelCollection(fit_collection_cv)\n", + "mc.add_validation_loss(test, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "5e1509d3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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step_lossh1_loss_trainingh2_loss_trainingtotal_loss_trainingh1_loss_validationh2_loss_validationtotal_loss_validation
0[6.3576507568359375, 0.00012060716835549101]0.0000780.0000430.0001210.0011160.0004790.001595
1[6.3576507568359375, 8.627029455965385e-05]0.0000320.0000540.0000860.0000890.0008040.000893
2[6.3576507568359375, 0.00013628264423459768]0.0000530.0000830.0001360.0002070.0010590.001266
3[6.3576507568359375, 0.000258071580901742]0.0001170.0001410.0002580.0006180.0012970.001914
4[6.3576507568359375, 0.0006348328315652907]0.0003050.0003300.0006350.0012700.0010420.002312
\n", + "
" + ], + "text/plain": [ + " step_loss h1_loss_training \\\n", + "0 [6.3576507568359375, 0.00012060716835549101] 0.000078 \n", + "1 [6.3576507568359375, 8.627029455965385e-05] 0.000032 \n", + "2 [6.3576507568359375, 0.00013628264423459768] 0.000053 \n", + "3 [6.3576507568359375, 0.000258071580901742] 0.000117 \n", + "4 [6.3576507568359375, 0.0006348328315652907] 0.000305 \n", + "\n", + " h2_loss_training total_loss_training h1_loss_validation \\\n", + "0 0.000043 0.000121 0.001116 \n", + "1 0.000054 0.000086 0.000089 \n", + "2 0.000083 0.000136 0.000207 \n", + "3 0.000141 0.000258 0.000618 \n", + "4 0.000330 0.000635 0.001270 \n", + "\n", + " h2_loss_validation total_loss_validation \n", + "0 0.000479 0.001595 \n", + "1 0.000804 0.000893 \n", + "2 0.001059 0.001266 \n", + "3 0.001297 0.001914 \n", + "4 0.001042 0.002312 " + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mc.fit_models[[c for c in mc.fit_models.columns if \"loss\" in c]].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "75525d3d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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scale_coeff_lasso_shiftlibrarymeasurement_typedatasetlosslib_dataset
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40.00004lib_1observed_phenotypetotal_training0.0lib_1 total_training
\n", + "
" + ], + "text/plain": [ + " scale_coeff_lasso_shift library measurement_type dataset loss \\\n", + "0 0.0 lib_1 observed_phenotype total_training 0.0 \n", + "1 0.000005 lib_1 observed_phenotype total_training 0.0 \n", + "2 0.00001 lib_1 observed_phenotype total_training 0.0 \n", + "3 0.00002 lib_1 observed_phenotype total_training 0.0 \n", + "4 0.00004 lib_1 observed_phenotype total_training 0.0 \n", + "\n", + " lib_dataset \n", + "0 lib_1 total_training \n", + "1 lib_1 total_training \n", + "2 lib_1 total_training \n", + "3 lib_1 total_training \n", + "4 lib_1 total_training " + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.to_csv(f\"{csv_output_dir}/cross_validation_loss.csv\", index=False)\n", + "data.round(2).head()" + ] + }, + { + "cell_type": "markdown", + "id": "64bb8eb4", + "metadata": {}, + "source": [ + "### Final Selection" + ] + }, + { + "cell_type": "markdown", + "id": "96592bfc", + "metadata": {}, + "source": [ + "This analysis above provides a number of clues to inform our choice of model. With empricial data we obviously won't have comparisons to the ground truth values, and thus the choice of a lasso penalty will laregely depend on the shift parameter sparsity, correlation of inferred mutational effects between replicate libraries, and cross validation performance. Focusing on the _loose bottleneck_ training dataset (a fairly realistic level of noise that we often observe in real experiments), it seems that a lasso penalty of $1e-4$ provides a false positive rate of nearly zero (i.e. the stop codon sparsity $\\approx 100\\%$), a good correlation of inferred mutational effects between replicate libraries (>0.95 pearsonr), and a relatively low loss on validation when compared to the other models. " + ] + }, + { + "cell_type": "markdown", + "id": "787a5e9b", + "metadata": {}, + "source": [ + "To validate the ability to correctly infer the shape of epistasis, we'll plot the inferred global epistasis function for each of the models, and compare it to the true global epistasis function." + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "a6f9e348", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 350, + "width": 650 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "data = variants_df.query(f\"scale_coeff_lasso_shift == {lasso_choice}\")\n", + "for x, y in itertools.combinations(\n", + " [\"predicted_latent_phenotype\", \"predicted_phenotype\", \"measured_phenotype\"], 2\n", + "):\n", + " p = (\n", + " ggplot(data.sample(frac=1.0))\n", + " + geom_point(\n", + " aes(\n", + " x=x,\n", + " y=y \n", + " ),\n", + " alpha=0.05,\n", + " color=\"grey\"\n", + " )\n", + " + ylab(y)\n", + " + xlab(x)\n", + " + facet_grid(\"~measurement_type\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6.5, 3.5),\n", + " axis_text_x=element_text(angle=90),\n", + " )\n", + " )\n", + "\n", + " if x == \"predicted_latent_phenotype\":\n", + " p+= geom_point(\n", + " aes(\n", + " x=\"true_latent_phenotype\",\n", + " y=\"true_observed_phenotype\"\n", + " ),\n", + " size=0.5,\n", + " )\n", + " else:\n", + " p += geom_abline(\n", + " slope=1,\n", + " intercept=0, \n", + " )\n", + " \n", + " _ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "e29a25c1", + "metadata": {}, + "source": [ + "Plot model vs. measured (functional score) vs. ground truth enrichments." + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "a7b2ddc3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 650 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "p = (\n", + " ggplot(\n", + " data.melt(\n", + " # id_vars=[\"measurement_type\", \"library\", \"condition\", \"true_enrichment\"],\n", + " id_vars=[\"measurement_type\", \"library\", \"true_enrichment\"],\n", + " value_vars=[\"predicted_enrichment\", \"measured_enrichment\"],\n", + " var_name=\"enrichment_type\",\n", + " value_name=\"enrichment\",\n", + " ),\n", + " # variants_df,\n", + " aes(\"true_enrichment\", \"enrichment\"),\n", + " )\n", + " + geom_abline(\n", + " slope=1,\n", + " intercept=0, \n", + " # alpha=0.5,\n", + " # size=0.5,\n", + " )\n", + " + geom_point(alpha=0.05, size=0.5)\n", + " + facet_grid(\"enrichment_type~measurement_type\", scales=\"free_y\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6.5, 5),\n", + " )\n", + ")\n", + "\n", + "_ = p.draw(show=True)" + ] + }, + { + "cell_type": "markdown", + "id": "a84b60d4", + "metadata": {}, + "source": [ + "Amazingly, the model does better at predicting true enrichments than even the counts based functional scores!" + ] + }, + { + "cell_type": "markdown", + "id": "5bb61ac8", + "metadata": {}, + "source": [ + "Finally, let's plot the relationship between the model's inferred shifts, and the ground truth shifts. " + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "c9438f7c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 500, + "width": 650 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# plot correlations of true and predicted shifts\n", + "collection_muts_df[\"measurement_type\"] = pd.Categorical( \n", + " collection_muts_df[\"measurement_type\"],\n", + " categories=[\"observed_phenotype\", \"loose_bottle\", \"tight_bottle\"],\n", + " ordered=True\n", + ")\n", + "\n", + "for (x, y) in itertools.combinations(\n", + " [\"true_shift\", \"predicted_shift_h2\"], 2\n", + "):\n", + " p = (\n", + " ggplot(collection_muts_df.query(f\"scale_coeff_lasso_shift == {lasso_choice}\"))\n", + " + geom_point(\n", + " aes(\n", + " x=x,\n", + " y=y \n", + " ),\n", + " alpha=0.5,\n", + " )\n", + " + geom_abline(\n", + " slope=1,\n", + " intercept=0, \n", + " )\n", + " + ylab(y)\n", + " + xlab(x)\n", + " + facet_grid(\"library~measurement_type\")\n", + " + theme_classic()\n", + " + theme(\n", + " figure_size=(6.5, 5),\n", + " axis_text_x=element_text(angle=90),\n", + " )\n", + " )\n", + " _ = p.draw(show=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/spike-analysis.ipynb b/spike-analysis.ipynb index 6063f1c..0e8831e 100644 --- a/spike-analysis.ipynb +++ b/spike-analysis.ipynb @@ -25,21 +25,7 @@ "tags": [] }, "source": [ - "This notebook contains the entire analysis seen in our manuscript _Jointly modeling deep mutational scans identifies shifted mutational effects among SARS-CoV-2 spike homologs_. Some cell's input, output, or both are hidden for brevity - you may toggle the contents using the drop down bars." - ] - }, - { - "cell_type": "markdown", - "id": "9b78faa3-2259-4540-8a19-7c527396e9fc", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "See the repository [README](https://github.com/matsengrp/SARS-CoV-2_spike_multidms#readme) for more instructions on how to run this notebook." + "This notebook contains the entire empirical analysis on the three spike homologs as seen in our manuscript _Jointly modeling deep mutational scans identifies shifted mutational effects among SARS-CoV-2 spike homologs_." ] }, { @@ -133,6 +119,13 @@ "output_type": "stream", "text": [ "WARNING: you should run this program as super-user.\n", + "PCI (sysfs) \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " *-memory \n", " description: System memory\n", " physical id: 0\n", @@ -142,8 +135,7 @@ " vendor: Advanced Micro Devices [AMD]\n", " physical id: 1\n", " bus info: cpu@0\n", - " size: 1499MHz\n", - " capacity: 2950MHz\n", + " size: 3855MHz\n", " width: 64 bits\n", " capabilities: fpu fpu_exception wp vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush mmx fxsr sse sse2 ht syscall nx mmxext fxsr_opt pdpe1gb rdtscp x86-64 constant_tsc rep_good nopl xtopology nonstop_tsc cpuid extd_apicid aperfmperf pni pclmulqdq monitor ssse3 fma cx16 pcid sse4_1 sse4_2 movbe popcnt aes xsave avx f16c rdrand lahf_lm cmp_legacy svm extapic cr8_legacy abm sse4a misalignsse 3dnowprefetch osvw ibs skinit wdt tce topoext perfctr_core perfctr_nb bpext perfctr_llc mwaitx cpb cat_l3 cdp_l3 invpcid_single hw_pstate ssbd ibrs ibpb stibp vmmcall fsgsbase bmi1 avx2 smep bmi2 invpcid cqm rdt_a rdseed adx smap clflushopt clwb sha_ni xsaveopt xsavec xgetbv1 xsaves cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local clzero irperf xsaveerptr arat npt lbrv svm_lock nrip_save tsc_scale vmcb_clean flushbyasid decodeassists pausefilter pfthreshold v_vmsave_vmload vgif umip pku ospke vaes vpclmulqdq rdpid overflow_recov succor smca cpufreq\n", "WARNING: output may be incomplete or inaccurate, you should run this program as super-user.\n" @@ -199,7 +191,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 4, "id": "53fa951c", "metadata": { "editable": true, @@ -266,7 +258,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 5, "id": "e1626de0-261d-49be-be47-a920ad38a788", "metadata": { "editable": true, @@ -279,10 +271,10 @@ { "data": { "text/plain": [ - "'0.2.0'" + "'0.4.0'" ] }, - "execution_count": 31, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -291,6 +283,34 @@ "multidms.__version__" ] }, + { + "cell_type": "markdown", + "id": "66cd6595", + "metadata": {}, + "source": [ + "set papermill parameters which define notebook behavior" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c2938554", + "metadata": {}, + "outputs": [], + "source": [ + "output_dir = 'results/spike_analysis'\n", + "# define the fitting parameters\n", + "scale_coeff_lasso_shift = [0.0, 5.00e-6, 1.00e-05, 2.00e-05, 4.00e-05, 8.00e-05, 1.60e-04, 3.20e-04, 6.40e-04] # the sweep of lasso coefficient params\n", + "alpha_d=True\n", + "scale_coeff_ridge_alpha_d=1e-3\n", + "num_training_steps = 30\n", + "iterations_per_step = 1000 # default 20000\n", + "# init_beta_naught = 5.0 # We've found that we need to start with a higher beta_naught to get the model to converge correctly,\n", + "scale_coeff_ridge_beta = 0.0 # the sweep of ridge coefficient params\n", + "train_frac = 0.8 # fraction of data to use for cross validation training.\n", + "lasso_choice = 4.00e-05 # the lasso coefficient to use for the final model" + ] + }, { "cell_type": "markdown", "id": "a7febf8c-7159-4eba-8df1-ba7461b74e98", @@ -307,7 +327,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 7, "id": "1aef9cfe-89e0-4560-9dab-a0cfa2ab5bd4", "metadata": { "editable": true, @@ -320,8 +340,7 @@ }, "outputs": [], "source": [ - "OUTDIR = \"results/multidms02\"\n", - "if not os.path.exists(OUTDIR): os.mkdir(OUTDIR)\n", + "if not os.path.exists(output_dir): os.mkdir(output_dir)\n", "\n", "rc_kwargs = {\n", " 'legend.frameon': False,\n", @@ -363,7 +382,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 8, "id": "325abd2b-e238-472d-b49f-8a96ba064bd9", "metadata": { "editable": true, @@ -557,7 +576,7 @@ "15 Omicron_BA2-2 " ] }, - "execution_count": 33, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -601,7 +620,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 9, "id": "f1dcb565-4aba-4ce4-a7a7-c406371fd89f", "metadata": { "editable": true, @@ -651,7 +670,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 10, "id": "45085862-0225-428a-bdf2-6c806660338b", "metadata": { "editable": true, @@ -666,7 +685,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "e9e6dc09e031403db745ae85625453f9", + "model_id": "69d566a3c3bc4f44932157fe2058c4a2", "version_major": 2, "version_minor": 0 }, @@ -816,7 +835,7 @@ "381265 Omicron_BA1-1 " ] }, - "execution_count": 35, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -824,13 +843,13 @@ "source": [ "func_score_df = pd.DataFrame()\n", "for idx, row in tqdm(func_score_data.iterrows(), total=len(func_score_data)):\n", - " df = row.func_sel_scores_df.assign(\n", + " mut_df_replicates = row.func_sel_scores_df.assign(\n", " homolog=row.homolog,\n", " library = row.library,\n", " replicate = row.replicate,\n", " condition=row.condition\n", " )\n", - " func_score_df = pd.concat([func_score_df, df])\n", + " func_score_df = pd.concat([func_score_df, mut_df_replicates])\n", "\n", "# rename, sort index, and fill na (wildtype values) with empty strings\n", "func_score_df = (func_score_df\n", @@ -861,7 +880,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 11, "id": "35d1b1ae-881a-4031-81d4-89effe50b11c", "metadata": { "editable": true, @@ -903,7 +922,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 12, "id": "88fb9dc0-0b5d-49e6-8e69-8b38665c3531", "metadata": { "editable": true, @@ -936,7 +955,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 13, "id": "b2640fd3-d17e-49cb-bea5-122ca5a6ba1d", "metadata": { "editable": true, @@ -951,7 +970,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "040a84c6d7eb451898730b1c050a8bfe", + "model_id": "bbebea446b3b44159a5ebc89d27d277c", "version_major": 2, "version_minor": 0 }, @@ -993,7 +1012,7 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 14, "id": "56d9c8a5-1d05-448a-a2e8-1fb059e00087", "metadata": { "editable": true, @@ -1015,7 +1034,9 @@ "n_below_clip = len(func_score_df.query(f\"func_score < -3.5\"))\n", "n_above_clip = len(func_score_df.query(f\"func_score > 2.5\"))\n", "print(f\"There are {n_below_clip} variants below the clip theshold, and {n_above_clip} above.\")\n", - "func_score_df['func_score'].clip(-3.5, 2.5, inplace=True)" + "func_score_df = func_score_df.assign(\n", + " func_score = func_score_df.func_score.clip(-3.5, 2.5)\n", + ")" ] }, { @@ -1034,7 +1055,7 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 15, "id": "351cebdb-0bdc-49e2-b181-d9f72f5a7a07", "metadata": { "editable": true, @@ -1066,7 +1087,7 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 16, "id": "97cefc92-4ab6-4f50-b23c-4baf7ef017a1", "metadata": { "editable": true, @@ -1108,116 +1129,116 @@ " \n", " \n", " \n", - " 1071040\n", - " 0.0505\n", - " I105T N1023T D1127E\n", + " 623435\n", + " -2.5084\n", + " K764D\n", + " Omicron_BA1\n", + " 1\n", + " 1\n", + " \n", + " \n", + " 1064675\n", + " -3.5000\n", + " E324K F375R V1033A\n", " Omicron_BA2\n", " 2\n", " 3\n", " \n", " \n", - " 880651\n", - " -1.0075\n", - " D1084E L1200I\n", + " 1073643\n", + " -3.5000\n", + " I584P G891R V1068F\n", " Omicron_BA2\n", " 2\n", - " 2\n", + " 3\n", " \n", " \n", - " 901472\n", - " -0.1839\n", - " S1037N\n", - " Omicron_BA2\n", + " 211227\n", + " -1.1056\n", + " D936G\n", + " Delta\n", " 2\n", " 1\n", " \n", " \n", - " 801311\n", - " -1.1914\n", - " T33I D936H\n", + " 808624\n", + " -0.0815\n", + " \n", " Omicron_BA2\n", " 1\n", - " 2\n", + " 0\n", " \n", " \n", - " 908179\n", - " -2.5949\n", - " D339P Y655A D1168V\n", + " 967641\n", + " -1.5393\n", + " T76K T284I V1176F\n", " Omicron_BA2\n", - " 2\n", + " 1\n", " 3\n", " \n", " \n", - " 172050\n", - " -2.7820\n", - " R19K T95* V159I R237K R452M A845V\n", - " Delta\n", + " 675886\n", + " -1.1126\n", + " I105V W152C D178H K764V S803T\n", + " Omicron_BA1\n", " 2\n", - " 6\n", + " 5\n", " \n", " \n", - " 882804\n", - " 0.6012\n", - " H954D\n", + " 853582\n", + " -3.5000\n", + " T76A R158S A771P\n", " Omicron_BA2\n", - " 2\n", " 1\n", + " 3\n", " \n", " \n", - " 178845\n", - " -3.5000\n", - " L8M G446S S605N L1063V I1081F\n", - " Delta\n", - " 2\n", - " 5\n", - " \n", - " \n", - " 631205\n", - " -1.7408\n", - " S254G S939P\n", + " 662082\n", + " 0.3180\n", + " \n", " Omicron_BA1\n", - " 1\n", " 2\n", + " 0\n", " \n", " \n", - " 724691\n", - " 0.1839\n", - " I95T\n", + " 764857\n", + " -3.5000\n", + " Y265F T307N T678F K764N Y873S\n", " Omicron_BA1\n", " 2\n", - " 1\n", + " 5\n", " \n", " \n", "\n", "" ], "text/plain": [ - " func_score aa_substitutions condition \\\n", - "1071040 0.0505 I105T N1023T D1127E Omicron_BA2 \n", - "880651 -1.0075 D1084E L1200I Omicron_BA2 \n", - "901472 -0.1839 S1037N Omicron_BA2 \n", - "801311 -1.1914 T33I D936H Omicron_BA2 \n", - "908179 -2.5949 D339P Y655A D1168V Omicron_BA2 \n", - "172050 -2.7820 R19K T95* V159I R237K R452M A845V Delta \n", - "882804 0.6012 H954D Omicron_BA2 \n", - "178845 -3.5000 L8M G446S S605N L1063V I1081F Delta \n", - "631205 -1.7408 S254G S939P Omicron_BA1 \n", - "724691 0.1839 I95T Omicron_BA1 \n", + " func_score aa_substitutions condition replicate \\\n", + "623435 -2.5084 K764D Omicron_BA1 1 \n", + "1064675 -3.5000 E324K F375R V1033A Omicron_BA2 2 \n", + "1073643 -3.5000 I584P G891R V1068F Omicron_BA2 2 \n", + "211227 -1.1056 D936G Delta 2 \n", + "808624 -0.0815 Omicron_BA2 1 \n", + "967641 -1.5393 T76K T284I V1176F Omicron_BA2 1 \n", + "675886 -1.1126 I105V W152C D178H K764V S803T Omicron_BA1 2 \n", + "853582 -3.5000 T76A R158S A771P Omicron_BA2 1 \n", + "662082 0.3180 Omicron_BA1 2 \n", + "764857 -3.5000 Y265F T307N T678F K764N Y873S Omicron_BA1 2 \n", "\n", - " replicate n_subs \n", - "1071040 2 3 \n", - "880651 2 2 \n", - "901472 2 1 \n", - "801311 1 2 \n", - "908179 2 3 \n", - "172050 2 6 \n", - "882804 2 1 \n", - "178845 2 5 \n", - "631205 1 2 \n", - "724691 2 1 " + " n_subs \n", + "623435 1 \n", + "1064675 3 \n", + "1073643 3 \n", + "211227 1 \n", + "808624 0 \n", + "967641 3 \n", + "675886 5 \n", + "853582 3 \n", + "662082 0 \n", + "764857 5 " ] }, - "execution_count": 41, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } @@ -1250,7 +1271,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 17, "id": "2a6cfa16-1e96-4acf-8877-9c795bb85233", "metadata": { "editable": true, @@ -1261,7 +1282,7 @@ }, "outputs": [], "source": [ - "func_score_df.to_csv(\"results/training_functional_scores.csv\", index=False)" + "func_score_df.to_csv(f\"{output_dir}/training_functional_scores.csv\", index=False)" ] }, { @@ -1296,7 +1317,7 @@ }, { "cell_type": "code", - "execution_count": 53, + "execution_count": 18, "id": "da58d067-e124-402b-9169-6746b5844ee9", "metadata": { "editable": true, @@ -1342,7 +1363,7 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 19, "id": "72f352bd-ce16-439c-8267-729de5f5b517", "metadata": { "editable": true, @@ -1388,7 +1409,18 @@ }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 20, + "id": "3a795651-b750-4613-b4b0-13577ba7a645", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, "id": "99d3b95a-a259-4815-9edf-52c5a7fdcb7c", "metadata": { "editable": true, @@ -1402,7 +1434,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -1426,24 +1458,24 @@ "for col, (condition, condition_df) in enumerate(func_score_df.groupby(\"condition\")):\n", " iter_ax = ax[row, col]\n", " \n", - " df = condition_df.query(\"aa_substitutions != ''\")\n", - " df = df.assign(\n", + " mut_df_replicates = condition_df.query(\"aa_substitutions != ''\")\n", + " mut_df_replicates = mut_df_replicates.assign(\n", " num_muts = [\n", " len(aa_subs.split())\n", - " for aa_subs in df.aa_substitutions\n", + " for aa_subs in mut_df_replicates.aa_substitutions\n", " ]\n", " )\n", " \n", - " sns.histplot(df.query(\"num_muts <= 10\"), x=\"num_muts\", ax=iter_ax, hue=\"replicate\", discrete=True)\n", - " for rep, rep_df in df.groupby(\"replicate\"):\n", + " sns.histplot(mut_df_replicates.query(\"num_muts <= 10\"), x=\"num_muts\", ax=iter_ax, hue=\"replicate\", discrete=True)\n", + " for rep, rep_df in mut_df_replicates.groupby(\"replicate\"):\n", " mean = rep_df['num_muts'].mean()\n", " iter_ax.axvline(mean, linestyle=(\"-\" if rep == 1 else \"--\"))\n", " \n", " if logscale: iter_ax.set_yscale('log')\n", " if col != 2: \n", " iter_ax.get_legend().remove()\n", - " n_rep1 = len(df.query(\"replicate == 1\"))//1000\n", - " n_rep2 = len(df.query(\"replicate == 2\"))//1000\n", + " n_rep1 = len(mut_df_replicates.query(\"replicate == 1\"))//1000\n", + " n_rep2 = len(mut_df_replicates.query(\"replicate == 2\"))//1000\n", " iter_ax.text(\n", " 0.1, 1.1, \n", " f\"$N={n_rep1}K, {n_rep2}K$\", \n", @@ -1471,7 +1503,7 @@ ").aggregate(\"mean\").reset_index()\n", "for col, (condition, condition_df) in enumerate(collapsed_bc_df.groupby(\"condition\")):\n", " iter_ax = ax[row, col]\n", - " df = pd.DataFrame()\n", + " mut_df_replicates = pd.DataFrame()\n", " for rep, rep_df in condition_df.groupby(\"replicate\"):\n", " \n", " times_seen = (\n", @@ -1481,10 +1513,10 @@ " times_seen = times_seen.astype(int)\n", " times_seen = pd.DataFrame(times_seen)\n", " times_seen.index.name = f\"mutation\"\n", - " df = pd.concat([df, times_seen.assign(replicate=rep).reset_index()])\n", + " mut_df_replicates = pd.concat([mut_df_replicates, times_seen.assign(replicate=rep).reset_index()])\n", "\n", " sns.histplot(\n", - " df.query(\"count <= 50\"), \n", + " mut_df_replicates.query(\"count <= 50\"), \n", " x=\"count\", \n", " ax=iter_ax, \n", " element='step', \n", @@ -1492,13 +1524,13 @@ " discrete=True\n", " )\n", " \n", - " for rep, rep_df in df.groupby(\"replicate\"):\n", + " for rep, rep_df in mut_df_replicates.groupby(\"replicate\"):\n", " mean = rep_df['count'].mean()\n", " iter_ax.axvline(mean, linestyle=(\"-\" if rep == 1 else \"--\"))\n", " \n", " iter_ax.get_legend().remove()\n", - " n_rep1 = len(df.query(\"replicate == 1\"))\n", - " n_rep2 = len(df.query(\"replicate == 2\"))\n", + " n_rep1 = len(mut_df_replicates.query(\"replicate == 1\"))\n", + " n_rep2 = len(mut_df_replicates.query(\"replicate == 2\"))\n", " iter_ax.text(\n", " 0.1, 1.1, \n", " f\"$N={n_rep1}, {n_rep2}$\", \n", @@ -1543,8 +1575,8 @@ ")\n", "\n", "fig.subplots_adjust(hspace=.6)\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\")\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\")\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\")\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\")\n", "plt.show()" ] }, @@ -1564,7 +1596,7 @@ }, { "cell_type": "code", - "execution_count": 56, + "execution_count": 27, "id": "97e5ea85-cccc-43ff-a7c5-f0ca3d60c1ae", "metadata": { "editable": true, @@ -1578,7 +1610,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -1611,7 +1643,7 @@ " row = 0\n", " iter_ax = ax[row, col]\n", " \n", - " df = reduce(\n", + " mut_df_replicates = reduce(\n", " lambda left, right: pd.merge(\n", " left, right, left_index=True, right_index=True, how=\"inner\"\n", " ),\n", @@ -1621,24 +1653,24 @@ " ],\n", " )\n", " \n", - " df = df.assign(\n", - " is_stop=[True if \"*\" in aasubs else False for aasubs in df.index.values]\n", + " mut_df_replicates = mut_df_replicates.assign(\n", + " is_stop=[True if \"*\" in aasubs else False for aasubs in mut_df_replicates.index.values]\n", " )\n", - " df = df.assign(\n", - " n_subs=[len(aasubs.split()) for aasubs in df.index.values]\n", + " mut_df_replicates = mut_df_replicates.assign(\n", + " n_subs=[len(aasubs.split()) for aasubs in mut_df_replicates.index.values]\n", " )\n", " \n", - " alpha = [is_stop_alpha_dict[istp] for istp in df.is_stop]\n", - " sns.scatterplot(\n", - " df, \n", - " x=\"rep_1_func_score\", \n", - " y=\"rep_2_func_score\", \n", - " ax =iter_ax,\n", - " alpha=alpha,\n", - " hue=\"is_stop\",\n", - " hue_order=[False, True],\n", - " palette=[\"darkgrey\", \"red\"]\n", - " )\n", + " # alpha = [is_stop_alpha_dict[istp] for istp in mut_df_replicates.is_stop]\n", + " for istp, color in zip([False, True], [\"darkgrey\", \"red\"]):\n", + " sns.scatterplot(\n", + " mut_df_replicates.query(\"is_stop == @istp\"), \n", + " x=\"rep_1_func_score\", \n", + " y=\"rep_2_func_score\", \n", + " ax =iter_ax,\n", + " c=color,\n", + " alpha=is_stop_alpha_dict[istp],\n", + " legend=False\n", + " )\n", " \n", " iter_ax.plot([-3.5, 2.5], [-3.5, 2.5], \"--\", lw=2, c=\"royalblue\")\n", " \n", @@ -1646,9 +1678,9 @@ " iter_ax.set_xlim(lim)\n", " if col == 0:\n", " iter_ax.set_yticks(ticks, labels=ticks)\n", - " iter_ax.set_xticks(ticks, labels=ticks, rotation=45)\n", + " iter_ax.set_xticks(ticks, labels=ticks, rotation=90)\n", " \n", - " corr = pearsonr(df[\"rep_1_func_score\"], df[\"rep_2_func_score\"])[0]\n", + " corr = pearsonr(mut_df_replicates[\"rep_1_func_score\"], mut_df_replicates[\"rep_2_func_score\"])[0]\n", " iter_ax.annotate(\n", " f\"$r = {corr:.2f}$\", \n", " (0.1, 0.9), \n", @@ -1656,7 +1688,7 @@ " fontsize=12\n", " )\n", " iter_ax.set_title(condition)\n", - " iter_ax.get_legend().remove()\n", + " # iter_ax.get_legend().remove()\n", " sns.despine(ax=iter_ax)\n", " \n", " row = 1\n", @@ -1667,6 +1699,7 @@ " y=\"func_score\",\n", " hue=\"replicate\",\n", " split=True,\n", + " gap=.1, inner=\"quart\",\n", " palette=[\"0.5\", \"0.75\"],\n", " ax=iter_ax\n", " )\n", @@ -1715,8 +1748,8 @@ "# fig.suptitle(\"Variant Functional Score \\nReplicate Correlation\")\n", "plt.tight_layout()\n", "fig.subplots_adjust(wspace=0.08, hspace = 0.5)\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\")\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\")\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\")\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\")\n", "plt.show()" ] }, @@ -1733,279 +1766,7 @@ "source": [ "## Encode data for fitting\n", "\n", - "Next, we use the `multidms.Data` class to prep our data for fitting. To see the class docstring describing the required input and keyword arguments, toggle the output for the line below." - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "id": "167eee35-7890-4c0f-874c-2f0ba974bfa8", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-output" - ] - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Help on class Data in module multidms.data:\n", - "\n", - "class Data(builtins.object)\n", - " | Data(variants_df: pandas.core.frame.DataFrame, reference: str, alphabet=('A', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'K', 'L', 'M', 'N', 'P', 'Q', 'R', 'S', 'T', 'V', 'W', 'Y'), collapse_identical_variants=False, condition_colors=('#0072B2', '#CC79A7', '#009E73', '#17BECF', '#BCDB22'), letter_suffixed_sites=False, assert_site_integrity=False, verbose=False, nb_workers=None)\n", - " | \n", - " | Prep and store one-hot encoding of\n", - " | variant substitutions data.\n", - " | Individual objects of this type can be shared\n", - " | by multiple :py:class:`multidms.Model` Objects\n", - " | for effeciently fitting various models to the same data.\n", - " | \n", - " | Note\n", - " | ----\n", - " | You can initialize a :class:`Data` object with a :class:`pandas.DataFrame`\n", - " | with a row for each variant sampled and annotations\n", - " | provided in the required columns:\n", - " | \n", - " | 1. `condition` - Experimental condition from\n", - " | which a sample measurement was obtained.\n", - " | 2. `aa_substitutions` - Defines each variant\n", - " | :math:`v` as a string of substitutions (e.g., ``'M3A K5G'``).\n", - " | Note that while conditions may have differing wild types\n", - " | at a given site, the sites between conditions should reference\n", - " | the same site when alignment is performed between\n", - " | condition wild types.\n", - " | 3. `func_score` - The functional score computed from experimental\n", - " | measurements.\n", - " | \n", - " | Parameters\n", - " | ----------\n", - " | variants_df : :class:`pandas.DataFrame` or None\n", - " | The variant level information from all experiments you\n", - " | wish to analyze. Should have columns named ``'condition'``,\n", - " | ``'aa_substitutions'``, and ``'func_score'``.\n", - " | See the class note for descriptions of each of the features.\n", - " | reference : str\n", - " | Name of the condition which annotates the reference.\n", - " | variants. Note that for model fitting this class will convert all\n", - " | amino acid substitutions for non-reference condition groups\n", - " | to relative to the reference condition.\n", - " | For example, if the wild type amino acid at site 30 is an\n", - " | A in the reference condition, and a G in a non-reference condition,\n", - " | then a Y30G mutation in the non-reference condition is recorded as an A30G\n", - " | mutation relative to the reference. This way, each condition informs\n", - " | the exact same parameters, even at sites that differ in wild type amino acid.\n", - " | These are encoded in a :class:`binarymap.binarymap.BinaryMap` object for each\n", - " | condtion,\n", - " | where all sites that are non-identical to the reference are 1's.\n", - " | For motivation, see the `Model overview` section in :class:`multidms.Model`\n", - " | class notes.\n", - " | collapse_identical_variants : {'mean', 'median', False}\n", - " | If identical variants in ``variants_df`` (same 'aa_substitutions'),\n", - " | exist within individual condition groups,\n", - " | collapse them by taking mean or median of 'func_score', or\n", - " | (if `False`) do not collapse at all. Collapsing will make fitting faster,\n", - " | but *not* a good idea if you are doing bootstrapping.\n", - " | assert_site_integrity : bool\n", - " | If True, will assert that all sites in the data frame\n", - " | have the same wild type amino acid, grouped by condition.\n", - " | alphabet : array-like\n", - " | Allowed characters in mutation strings.\n", - " | condition_colors : array-like or dict\n", - " | Maps each condition to the color used for plotting. Either a dict keyed\n", - " | by each condition, or an array of colors that are sequentially assigned\n", - " | to the conditions.\n", - " | letter_suffixed_sites: bool\n", - " | True if sites are sequential and integer, False otherwise.\n", - " | \n", - " | Example\n", - " | -------\n", - " | Simple example with two conditions (``'a'`` and ``'b'``)\n", - " | \n", - " | >>> import pandas as pd\n", - " | >>> import multidms\n", - " | >>> func_score_data = {\n", - " | ... 'condition' : [\"a\",\"a\",\"a\",\"a\", \"b\",\"b\",\"b\",\"b\",\"b\",\"b\"],\n", - " | ... 'aa_substitutions' : [\n", - " | ... 'M1E', 'G3R', 'G3P', 'M1W', 'M1E',\n", - " | ... 'P3R', 'P3G', 'M1E P3G', 'M1E P3R', 'P2T'\n", - " | ... ],\n", - " | ... 'func_score' : [2, -7, -0.5, 2.3, 1, -5, 0.4, 2.7, -2.7, 0.3],\n", - " | ... }\n", - " | >>> func_score_df = pd.DataFrame(func_score_data)\n", - " | >>> func_score_df # doctest: +NORMALIZE_WHITESPACE\n", - " | condition aa_substitutions func_score\n", - " | 0 a M1E 2.0\n", - " | 1 a G3R -7.0\n", - " | 2 a G3P -0.5\n", - " | 3 a M1W 2.3\n", - " | 4 b M1E 1.0\n", - " | 5 b P3R -5.0\n", - " | 6 b P3G 0.4\n", - " | 7 b M1E P3G 2.7\n", - " | 8 b M1E P3R -2.7\n", - " | 9 b P2T 0.3\n", - " | \n", - " | Instantiate a ``Data`` Object allowing for stop codon variants\n", - " | and declaring condition `\"a\"` as the reference condition.\n", - " | \n", - " | >>> data = multidms.Data(\n", - " | ... func_score_df,\n", - " | ... alphabet = multidms.AAS_WITHSTOP,\n", - " | ... reference = \"a\",\n", - " | ... ) # doctest: +ELLIPSIS\n", - " | INFO: Pandarallel will run on ... workers.\n", - " | ...\n", - " | \n", - " | Note this may take some time due to the string\n", - " | operations that must be performed when converting\n", - " | amino acid substitutions to be with respect to a\n", - " | reference wild type sequence.\n", - " | \n", - " | After the object has finished being instantiated,\n", - " | we now have access to a few 'static' properties\n", - " | of our data. See individual property docstrings\n", - " | for more information.\n", - " | \n", - " | >>> data.reference\n", - " | 'a'\n", - " | \n", - " | >>> data.conditions\n", - " | ('a', 'b')\n", - " | \n", - " | >>> data.mutations\n", - " | ('M1E', 'M1W', 'G3P', 'G3R')\n", - " | \n", - " | >>> data.site_map # doctest: +NORMALIZE_WHITESPACE\n", - " | a b\n", - " | 1 M M\n", - " | 3 G P\n", - " | \n", - " | >>> data.mutations_df # doctest: +NORMALIZE_WHITESPACE\n", - " | mutation wts sites muts times_seen_a times_seen_b\n", - " | 0 M1E M 1 E 1 3.0\n", - " | 1 M1W M 1 W 1 0.0\n", - " | 2 G3P G 3 P 1 1.0\n", - " | 3 G3R G 3 R 1 2.0\n", - " | \n", - " | >>> data.variants_df # doctest: +NORMALIZE_WHITESPACE\n", - " | condition aa_substitutions func_score var_wrt_ref\n", - " | 0 a M1E 2.0 M1E\n", - " | 1 a G3R -7.0 G3R\n", - " | 2 a G3P -0.5 G3P\n", - " | 3 a M1W 2.3 M1W\n", - " | 4 b M1E 1.0 G3P M1E\n", - " | 5 b P3R -5.0 G3R\n", - " | 6 b P3G 0.4\n", - " | 7 b M1E P3G 2.7 M1E\n", - " | 8 b M1E P3R -2.7 G3R M1E\n", - " | \n", - " | Methods defined here:\n", - " | \n", - " | __init__(self, variants_df: pandas.core.frame.DataFrame, reference: str, alphabet=('A', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'K', 'L', 'M', 'N', 'P', 'Q', 'R', 'S', 'T', 'V', 'W', 'Y'), collapse_identical_variants=False, condition_colors=('#0072B2', '#CC79A7', '#009E73', '#17BECF', '#BCDB22'), letter_suffixed_sites=False, assert_site_integrity=False, verbose=False, nb_workers=None)\n", - " | See main class docstring.\n", - " | \n", - " | convert_subs_wrt_ref_seq(self, condition, aa_subs)\n", - " | Covert amino acid substitutions to be with respect to the reference sequence.\n", - " | \n", - " | Parameters\n", - " | ----------\n", - " | condition : str\n", - " | The condition from which aa substitutions are relative to.\n", - " | aa_subs : str\n", - " | A string of amino acid substitutions, relative to the condition sequence,\n", - " | to converted\n", - " | \n", - " | Returns\n", - " | -------\n", - " | str\n", - " | A string of amino acid substitutions relative to the reference sequence.\n", - " | \n", - " | plot_func_score_boxplot(self, saveas=None, show=True, **kwargs)\n", - " | Plot a boxplot of the functional scores for each condition.\n", - " | \n", - " | plot_times_seen_hist(self, saveas=None, show=True, **kwargs)\n", - " | Plot a histogram of the number of times each mutation was seen.\n", - " | \n", - " | ----------------------------------------------------------------------\n", - " | Readonly properties defined here:\n", - " | \n", - " | binarymaps\n", - " | A dictionary keyed by condition names with values\n", - " | being a ``BinaryMap`` object for each condition.\n", - " | \n", - " | conditions\n", - " | A tuple of all conditions.\n", - " | \n", - " | mut_parser\n", - " | The mutation parser used to parse mutations.\n", - " | \n", - " | mutations\n", - " | A tuple of all mutations in the order reletive to their index into\n", - " | the binarymap.\n", - " | \n", - " | mutations_df\n", - " | A dataframe summarizing all single mutations\n", - " | \n", - " | non_identical_mutations\n", - " | A dictionary keyed by condition names with values\n", - " | being a string of all mutations that differ from the\n", - " | reference sequence.\n", - " | \n", - " | non_identical_sites\n", - " | A dictionary keyed by condition names with values\n", - " | being a :class:`pandas.DataFrame` indexed by site,\n", - " | with columns for the reference\n", - " | and non-reference amino acid at each site that differs.\n", - " | \n", - " | reference\n", - " | The name of the reference condition.\n", - " | \n", - " | reference_sequence_conditions\n", - " | A list of conditions that have the same wild type\n", - " | sequence as the reference condition.\n", - " | \n", - " | site_map\n", - " | A dataframe indexed by site, with columns\n", - " | for all conditions giving the wild type amino acid\n", - " | at each site.\n", - " | \n", - " | split_subs\n", - " | A function that splits amino acid substitutions into wt, site, and mut\n", - " | using the mutation parser.\n", - " | \n", - " | targets\n", - " | The functional scores for each variant in the training data.\n", - " | \n", - " | training_data\n", - " | A dictionary with keys 'X' and 'y' for the training data.\n", - " | \n", - " | variants_df\n", - " | A dataframe summarizing all variants in the training data.\n", - " | \n", - " | ----------------------------------------------------------------------\n", - " | Data descriptors defined here:\n", - " | \n", - " | __dict__\n", - " | dictionary for instance variables (if defined)\n", - " | \n", - " | __weakref__\n", - " | list of weak references to the object (if defined)\n", - " | \n", - " | ----------------------------------------------------------------------\n", - " | Data and other attributes defined here:\n", - " | \n", - " | __slotnames__ = []\n", - "\n" - ] - } - ], - "source": [ - "help(multidms.Data)" + "Next, we use the `multidms.Data` class to prep our data for fitting." ] }, { @@ -2024,7 +1785,7 @@ }, { "cell_type": "code", - "execution_count": 57, + "execution_count": 28, "id": "71575337", "metadata": { "editable": true, @@ -2046,7 +1807,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "79910329a1d74da6af0bb1f4961c907e", + "model_id": "6087de71ca7f426a8ca27732d3c944ef", "version_major": 2, "version_minor": 0 }, @@ -2067,7 +1828,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7484a634f9434b6d884b1c0bf609825c", + "model_id": "3bf08fccb3f4484fb6281ef24e07c832", "version_major": 2, "version_minor": 0 }, @@ -2088,7 +1849,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "874a427fafbb4bfaa9c5dc0b91901574", + "model_id": "966d45d84cb648679f826e6c4727142b", "version_major": 2, "version_minor": 0 }, @@ -2110,7 +1871,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "83922e948c5144b8b956229bffb611a2", + "model_id": "924f78f92f174fb39cfb36c48d93d664", "version_major": 2, "version_minor": 0 }, @@ -2132,7 +1893,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "6f8ce8eeedb748deaef89cea99ff3fbc", + "model_id": "937710c2bd834b1cbda8f4c3bcde7bdc", "version_major": 2, "version_minor": 0 }, @@ -2154,7 +1915,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "eea4b8381e7e411bb6a62716cbfa5f59", + "model_id": "ce94323975cf4dddaf43f51e00c4a76d", "version_major": 2, "version_minor": 0 }, @@ -2177,7 +1938,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b5f693b4b0494b1c83e81a6031a94d5e", + "model_id": "94220c9b13794fad972980603dcd022b", "version_major": 2, "version_minor": 0 }, @@ -2192,14 +1953,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "Finished, time: 49\n", + "Finished, time: 37\n", "inferring site map for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "bb01d3ee1c324f9ab11250ebe9bcd897", + "model_id": "cbae9380194248d1bcbac07661e7295e", "version_major": 2, "version_minor": 0 }, @@ -2220,7 +1981,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "98ae2d3c060c44e785603882e996b312", + "model_id": "4e3bfe6a5cfa4a2abd1295ed61298a80", "version_major": 2, "version_minor": 0 }, @@ -2241,7 +2002,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "970e11d96acd40d4ae70696c80b01a89", + "model_id": "6bb467a0bda746878e2aaf210491624f", "version_major": 2, "version_minor": 0 }, @@ -2263,7 +2024,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "190fb80fb69a41508a96eb4c8ed5b406", + "model_id": "28eb67bd0a0b46578638eb600d497255", "version_major": 2, "version_minor": 0 }, @@ -2285,7 +2046,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "966094b13606440caf441f1a44ab5628", + "model_id": "693ba1639cd945de8153171830aeabdc", "version_major": 2, "version_minor": 0 }, @@ -2307,7 +2068,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "714d5665449147e0a88dfb76bfa00619", + "model_id": "c2905670dca1412899c5915948d96bb5", "version_major": 2, "version_minor": 0 }, @@ -2330,7 +2091,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "8a08a23533ed4208b5bedfcc37590e9a", + "model_id": "1fc06189bc1a477dbe74e3fe11bbc5f2", "version_major": 2, "version_minor": 0 }, @@ -2345,7 +2106,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Finished, time: 44\n" + "Finished, time: 35\n" ] } ], @@ -2357,13 +2118,14 @@ "\n", " # instantiate data object\n", " data = multidms.Data(\n", - " func_score_df = fsdf,\n", + " fsdf,\n", " collapse_identical_variants=\"mean\", # take the average variant func score across barcode replicates\n", " alphabet=multidms.AAS_WITHSTOP_WITHGAP, # \n", " reference=\"Omicron_BA1\",\n", " assert_site_integrity=False,\n", " verbose=True,\n", - " nb_workers=8 \n", + " nb_workers=8,\n", + " name=f\"rep-{res}\" \n", " )\n", "\n", " end = time.time()\n", @@ -2389,7 +2151,7 @@ }, { "cell_type": "code", - "execution_count": 61, + "execution_count": 29, "id": "cc25fb48", "metadata": { "editable": true, @@ -2439,96 +2201,10 @@ }, { "cell_type": "code", - "execution_count": 62, - "id": "f096511f-e20c-4159-893a-d4004df2659c", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-output" - ] - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Help on function fit_wrapper in module multidms.utils:\n", - "\n", - "fit_wrapper(dataset, huber_scale_huber=1, scale_coeff_lasso_shift=2e-05, scale_coeff_ridge_beta=0, scale_coeff_ridge_shift=0, scale_coeff_ridge_gamma=0, scale_coeff_ridge_ch=0, data_idx=0, epistatic_model='Identity', output_activation='Identity', lock_beta=False, lock_beta_naught=None, gamma_corrected=True, alpha_d=False, init_beta_naught=0.0, warmup_beta=False, tol=0.001, num_training_steps=10, iterations_per_step=2000, save_model_at=[2000, 10000, 20000], PRNGKey=0)\n", - " Fit a multidms model to a dataset. This is a wrapper around the multidms\n", - " fit method that allows for easy specification of the fit parameters.\n", - " This method is helpful for comparing and organizing multiple fits.\n", - " \n", - " Parameters\n", - " ----------\n", - " dataset : :class:`multidms.Data`\n", - " The dataset to fit to.\n", - " huber_scale_huber : float, optional\n", - " The scale of the huber loss function. The default is 1.\n", - " scale_coeff_lasso_shift : float, optional\n", - " The scale of the lasso penalty on the shift parameter. The default is 2e-5.\n", - " scale_coeff_ridge_beta : float, optional\n", - " The scale of the ridge penalty on the beta parameter. The default is 0.\n", - " scale_coeff_ridge_shift : float, optional\n", - " The scale of the ridge penalty on the shift parameter. The default is 0.\n", - " scale_coeff_ridge_gamma : float, optional\n", - " The scale of the ridge penalty on the gamma parameter. The default is 0.\n", - " scale_coeff_ridge_ch : float, optional\n", - " The scale of the ridge penalty on the ch parameter. The default is 0.\n", - " data_idx : int, optional\n", - " The index of the data to fit to. The default is 0.\n", - " epistatic_model : str, optional\n", - " The epistatic model to use. The default is \"Identity\".\n", - " output_activation : str, optional\n", - " The output activation function to use. The default is \"Identity\".\n", - " lock_beta : bool, optional\n", - " Whether to lock the beta parameter. The default is False.\n", - " lock_beta_naught : float or None optional\n", - " The value to lock the beta_naught parameter to. If None,\n", - " the beta_naught parameter is free to vary. The default is None.\n", - " gamma_corrected : bool, optional\n", - " Whether to use the gamma corrected model. The default is True.\n", - " alpha_d : bool, optional\n", - " Whether to use the conditional c model. The default is False.\n", - " init_beta_naught : float, optional\n", - " The initial value of the beta_naught parameter. The default is 0.0.\n", - " warmup_beta : bool, optional\n", - " Whether to warmup the model by fitting beta parameters to the\n", - " reference dataset before fitting the full model. The default is False.\n", - " tol : float, optional\n", - " The tolerance for the fit. The default is 1e-3.\n", - " num_training_steps : int, optional\n", - " The number of training steps to perform. The default is 10.\n", - " iterations_per_step : int, optional\n", - " The number of iterations to perform per training step. The default is 2000.\n", - " save_model_at : list, optional\n", - " The iterations at which to save the model. The default is [2000, 10000, 20000].\n", - " PRNGKey : int, optional\n", - " The PRNGKey to use to initialize model parameters. The default is 0.\n", - " \n", - " Returns\n", - " -------\n", - " fit_series : :class:`pandas.Series`\n", - " A series containing the fit attributes and pickled model objects\n", - " at the specified save_model_at steps.\n", - "\n" - ] - } - ], - "source": [ - "help(multidms.utils.fit_wrapper)" - ] - }, - { - "cell_type": "code", - "execution_count": 50, + "execution_count": 30, "id": "56cda88a", "metadata": { "editable": true, - "scrolled": true, "slideshow": { "slide_type": "" }, @@ -2536,957 +2212,20 @@ "hide-output" ] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.0,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9395107515646628, Time: 23 Seconds\n", - "training_step 1/30,Loss: 0.7935431678910877, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7402912563956504, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7100134660575739, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.6924396753590121, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.6812149717155611, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6730202561437256, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6667970782257362, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6616904748468551, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6573043138020965, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6535816971412826, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6504526680356228, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6477518124723911, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6453274955655679, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6431133403579621, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6411322630837335, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6393056306514439, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6376465911930261, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6360881408818575, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6346343974063552, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6332460323775633, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.6319324470504862, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6306299843866991, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6293943866691546, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6282842235755766, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6272695410741851, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.626328139571639, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.6254504537584734, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6246252894843752, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.623845908403332, Time: 17 Seconds\n", - "Done with 1/10! Total time: 517\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.0,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9531235360436872, Time: 22 Seconds\n", - "training_step 1/30,Loss: 0.7824949636183749, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7267341420942524, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.6895850138520322, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.6735172462694564, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.6604496693741294, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6518953769263008, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6451382625449014, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.639534094515506, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6347831383738758, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6308211397433248, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6274681383273852, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6246522114974457, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6221565619438494, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6199115457783899, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6179847373197274, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6162569378271759, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6146742408544656, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6132061975274181, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.611838884413034, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.610564407164543, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.6093740895289907, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6082581772816207, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.607202688240156, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6061988342400632, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6052442437932108, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6043407629779405, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.603481547133716, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6026304184437654, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6018356593434895, Time: 17 Seconds\n", - "Done with 2/10! Total time: 523\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 1e-06,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9411085084349053, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.7951353346883032, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7387577608441988, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7115377966372558, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.6938689227388375, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.6827670813820705, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6749049151885564, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6687281345947783, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6635773017173755, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6593272811632758, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6556644899581849, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6524189050161004, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6494638440351522, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6466752567717697, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6439298270236455, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6414866750117889, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6392525235774877, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.637157669089053, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6350338677421581, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6329171420035633, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6310369894395464, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.6295253825411683, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6284107914287551, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6272871189873673, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6262150079555098, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.625188288805329, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6241868947096071, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.6232436166873888, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6223983803525996, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6216150227756063, Time: 17 Seconds\n", - "Done with 3/10! Total time: 512\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 1e-06,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9539601906094174, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.7860932644613358, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7235788834201794, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.6932237641487461, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.6744345010420105, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.6631357557438576, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6546761603134306, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6481288887887863, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6428338018664971, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6383385701591913, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6343713311198351, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6309478658647509, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6280280620196295, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6254801775343634, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6232104699195797, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6211819818987275, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6193839378836729, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6177733415110307, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6163086017814902, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6149626525647085, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6137159450484408, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.6125548955261022, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6114687557491234, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6104446464301501, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6094735861124313, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6085505744442841, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6076714440896187, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.6068356101564485, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6060423769532972, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6052864702251068, Time: 17 Seconds\n", - "Done with 4/10! Total time: 521\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 1e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9529916694713718, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8109438266595337, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7490176650887481, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7258298889131694, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.7116347487025543, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7012832183051562, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6905670417646879, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6811450273143584, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6759444841155552, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6717872314394205, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6678662297444783, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6649882376822165, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.662531953868567, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6604426048340516, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6586480977193018, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6570881153699908, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6557269568915551, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6545379199131502, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6534961967305373, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6525535810871477, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6516855057712272, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.6508554177833095, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.650071950567261, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6492801199119748, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6484547847919899, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6476587538536213, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6468616450949586, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.645985090458572, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6452370687393627, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6445437767621642, Time: 17 Seconds\n", - "Done with 5/10! Total time: 512\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 1e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9665988520714643, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.7995667254358467, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7337965768933323, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.708499385582115, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.6936101626289363, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.6832169206386218, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6744424425913891, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6656927218324825, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6578313546097615, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6529273045743456, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6493759448539036, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6464656034741934, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6436324406366413, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6413797550852132, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6395537410944931, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6379542802206452, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6365301706338777, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6352842689217071, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6341719639755358, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6331896118829146, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6323171346595687, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.631510000009023, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6307530441488656, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6300440249789128, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6293919625327828, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6287951949529891, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6282469621734285, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.6277436493327149, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6272740365645973, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6268346913198533, Time: 17 Seconds\n", - "Done with 6/10! Total time: 522\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9716740948127651, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8299453454175213, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7703904390725789, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7476169439051259, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.7335335125570075, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7209290532052455, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.7091287282358232, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.7030996492065293, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6975641602613856, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.69356242424749, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.6903134185615807, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6875892891096955, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6851666834840342, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6830973743308437, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.6811825256209616, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6792122788609162, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.677198641282623, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6750113443991779, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6732722637689561, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6720459726533167, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6710517551829874, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.670199400365799, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6693605656642059, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6684547409066477, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6677614999328346, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6671745495086318, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6666522591020745, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.6661759311157153, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.6657440518988291, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6653488835089487, Time: 17 Seconds\n", - "Done with 7/10! Total time: 513\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 0.9829587868024998, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8184428455574099, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.7578696294097671, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7325859226494296, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.7172782588637057, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7032520570882904, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.6912878218717999, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.6851013296476907, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.6797209091126535, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.6757295731902787, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.67241719234021, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.6697199374476086, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.6674330373922486, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.6654443465930208, Time: 18 Seconds\n", - "training_step 14/30,Loss: 0.6637515019575377, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.6622480739018693, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.6608521686111264, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.6594041121629161, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.6580577685335367, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.6565305934720959, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.6551412290042901, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.6541476045375894, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.6533255126084351, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.6526277657451961, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.6520335603210731, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.6514881024581287, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.6509788040923261, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.6504565225855403, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.64993106266573, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.6494950645660391, Time: 17 Seconds\n", - "Done with 8/10! Total time: 521\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 5e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.0301489074085346, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8814828962596548, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.8319113607238466, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8060958716525601, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.7900223474324285, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7792984211152172, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.7709705883948414, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.7628029260521945, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.7542031374203901, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.7491451754146574, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.7454933308354424, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.7419740010856419, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.7392133373058141, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.7368275015653778, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.734762479208252, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.7328745898324096, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.7311239958872938, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.7294470505889156, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.7276018039039213, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.7256510317861257, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.7233097131980532, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.7216899401497405, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.7204421380447336, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.7193771509115203, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.7182970589854603, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.717297234531093, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.7163944611681639, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.7155494194900364, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.7148058366514399, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.7141392263232371, Time: 17 Seconds\n", - "Done with 9/10! Total time: 512\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 5e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.0488032403331338, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8753436739858613, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.8101906569927726, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7856918831145904, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.770878407657035, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7603754359330324, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.7496893076277338, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.740859616712574, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.7358931868223947, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.7316010001728322, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.7281106525605864, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.72521815106694, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.7227933752107949, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.7206609051498328, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.7187065568157593, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.7169396697163374, Time: 18 Seconds\n", - "training_step 16/30,Loss: 0.7151988144199851, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.7134136791885336, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.7115252940791621, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.7095626074905415, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.7081903493347494, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.7070926091993874, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.7061576339283927, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.7052796525610245, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.704343536313657, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.7035551826961794, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.702830591255112, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.70215070857367, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.7015208302350162, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.7009295906103199, Time: 17 Seconds\n", - "Done with 10/10! Total time: 520\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.0001,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.0710028536597322, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.9272533240685601, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.8871303780658435, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8659071460006909, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.8519914253205725, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.8418000965016657, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.8339841657490454, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.8278423818432433, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.8230905321559758, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.8194231822390863, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.8165072122537879, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.814271097967542, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.8125973558109776, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.8112157881904055, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.8100531899867289, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.809065425861986, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.8082399342076081, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.8075536728205767, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.8069728869711577, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.8064725921519781, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.8060387770583584, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.8056738117039688, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.8053987019399054, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.8051975120036422, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.8050488842489194, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.8049277325915496, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.8048242241711646, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.8047561444353504, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.8047561469785109, Time: 8 Seconds\n", - "training_step 29/30,Loss: 0.8047561416586488, Time: 8 Seconds\n", - "Done with 11/10! Total time: 493\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.0001,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.105118551072002, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.9214784279548643, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.8777185896716494, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8488670490839356, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.8253149782540141, Time: 18 Seconds\n", - "training_step 5/30,Loss: 0.8144529545935955, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.8074847481290137, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.8019760209215097, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.7978052667868804, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.7944655507812542, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.7918328692552002, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.7896310491639691, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.7878058501271108, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.7862480843200061, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.7848903466979735, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.783706094030978, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.7826961402819297, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.7818464455768005, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.7810956670687091, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.7804276473864248, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.7798464431872437, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.7793456168284726, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.7789229377761374, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.7785592555437937, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.7782403243799398, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.7779732812643934, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.7779732794152913, Time: 8 Seconds\n", - "training_step 27/30,Loss: 0.7779732754393336, Time: 8 Seconds\n", - "training_step 28/30,Loss: 0.7779732545002062, Time: 8 Seconds\n", - "training_step 29/30,Loss: 0.7779732458470086, Time: 8 Seconds\n", - "Done with 12/10! Total time: 482\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.0005,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.260790670167503, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.9591817432874664, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.9152207706194297, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8958393731846424, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.8847774219598153, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.8771388675771862, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.871604680598868, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.8671787856953397, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.86295654697443, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.8595400229311561, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.8570449017057934, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.8550095309997527, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.853229635942459, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.8514523649770078, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.8498203000608489, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.8483146387749771, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.8470333702457044, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.8470333423308939, Time: 8 Seconds\n", - "training_step 18/30,Loss: 0.8456955114136565, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.8456954910713248, Time: 8 Seconds\n", - "training_step 20/30,Loss: 0.8456954762717659, Time: 8 Seconds\n", - "training_step 21/30,Loss: 0.8456954521196871, Time: 8 Seconds\n", - "training_step 22/30,Loss: 0.8456954412935006, Time: 8 Seconds\n", - "training_step 23/30,Loss: 0.8456954159690919, Time: 8 Seconds\n", - "training_step 24/30,Loss: 0.8456953983651515, Time: 8 Seconds\n", - "training_step 25/30,Loss: 0.8456953874984139, Time: 8 Seconds\n", - "training_step 26/30,Loss: 0.8456953621849683, Time: 8 Seconds\n", - "training_step 27/30,Loss: 0.845695344612227, Time: 8 Seconds\n", - "training_step 28/30,Loss: 0.8456953337040725, Time: 8 Seconds\n", - "training_step 29/30,Loss: 0.8456953084018886, Time: 8 Seconds\n", - "Done with 13/10! Total time: 401\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.0005,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.1129877654379086, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.9576904772259396, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.9154177122077596, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8954528159100025, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.8826456836761875, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.8738895415497575, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.8678674830848935, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.8631852016297108, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.8592923704190718, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.856068205368557, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.8533649237211887, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.8510324658103617, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.8488985079484156, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.8467727251378079, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.8449412938146786, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.8435677765471077, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.8423967385138377, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.8413400932450386, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.8403120259829661, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.8392535175521084, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.8392535015503193, Time: 8 Seconds\n", - "training_step 21/30,Loss: 0.8381735913841794, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.8381735661336341, Time: 8 Seconds\n", - "training_step 23/30,Loss: 0.8381735495612981, Time: 8 Seconds\n", - "training_step 24/30,Loss: 0.8381735210222258, Time: 8 Seconds\n", - "training_step 25/30,Loss: 0.8381735018573719, Time: 8 Seconds\n", - "training_step 26/30,Loss: 0.8381734848408026, Time: 8 Seconds\n", - "training_step 27/30,Loss: 0.8381734564494945, Time: 8 Seconds\n", - "training_step 28/30,Loss: 0.838173437622868, Time: 8 Seconds\n", - "training_step 29/30,Loss: 0.8381734201205366, Time: 8 Seconds\n", - "Done with 14/10! Total time: 435\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.001,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.7003381661760741, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.9936700786708972, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.9145926861906877, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8899795237469192, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.878741086187927, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.8710912969958748, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.8658846555858415, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.8623780041551086, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.8592528742892954, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.8564333612819667, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.8539668966303096, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.8519398562733687, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.8501624132606327, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.8485726179305347, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.8470032300266048, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.8470032063730433, Time: 8 Seconds\n", - "training_step 16/30,Loss: 0.8470031885507137, Time: 8 Seconds\n", - "training_step 17/30,Loss: 0.8470031609023305, Time: 8 Seconds\n", - "training_step 18/30,Loss: 0.8458326372447792, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.8458326230465535, Time: 8 Seconds\n", - "training_step 20/30,Loss: 0.8458326127671693, Time: 8 Seconds\n", - "training_step 21/30,Loss: 0.8458325985207821, Time: 8 Seconds\n", - "training_step 22/30,Loss: 0.845832588291104, Time: 8 Seconds\n", - "training_step 23/30,Loss: 0.8458325739954639, Time: 8 Seconds\n", - "training_step 24/30,Loss: 0.8458325638167038, Time: 8 Seconds\n", - "training_step 25/30,Loss: 0.845832549470497, Time: 8 Seconds\n", - "training_step 26/30,Loss: 0.8458325393439324, Time: 8 Seconds\n", - "training_step 27/30,Loss: 0.8458325249459995, Time: 8 Seconds\n", - "training_step 28/30,Loss: 0.8458325148728886, Time: 8 Seconds\n", - "training_step 29/30,Loss: 0.8447098128067998, Time: 17 Seconds\n", - "Done with 15/10! Total time: 391\n", - "------------------------------------------\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 0.001,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.067255084146299, Time: 21 Seconds\n", - "training_step 1/30,Loss: 0.9379927931029655, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.9056464083824038, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8884359761251179, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.8771505390487915, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.869614283858527, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.8640081708018755, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.8595309250936951, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.8559375587440375, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.8530319257173358, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.8502731162399977, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.8480639282152509, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.8463942553823061, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.8448746359178987, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.8433701591319093, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.8419845251136339, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.8406835659018096, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.8394963381633823, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.8384647577470552, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.8384647379280572, Time: 8 Seconds\n", - "training_step 20/30,Loss: 0.83846472200163, Time: 8 Seconds\n", - "training_step 21/30,Loss: 0.8384646981873964, Time: 8 Seconds\n", - "training_step 22/30,Loss: 0.837334955784605, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.8373349332535582, Time: 8 Seconds\n", - "training_step 24/30,Loss: 0.8373349174892963, Time: 8 Seconds\n", - "training_step 25/30,Loss: 0.8373349018502734, Time: 8 Seconds\n", - "training_step 26/30,Loss: 0.8373348817508238, Time: 8 Seconds\n", - "training_step 27/30,Loss: 0.8373348705306773, Time: 8 Seconds\n", - "training_step 28/30,Loss: 0.83733484878986, Time: 8 Seconds\n", - "training_step 29/30,Loss: 0.8373348425661542, Time: 8 Seconds\n", - "Done with 16/10! Total time: 425\n", - "------------------------------------------\n" - ] - } - ], + "outputs": [], "source": [ - "# all models created will be referenced through this dataframe, tying each model to it's respective hyperparams\n", - "models = pd.DataFrame()\n", - "\n", - "# the lasso strength coefficients we will test\n", - "shrinkage_sweep = [0.0, 1e-06, 1e-05, 2e-05, 5e-05, 0.0001, 0.0005, 0.001]\n", - "\n", - "# choose fitting hyper-parameters\n", "fit_params = {\n", - " 'init_beta_naught' : 0.0,\n", - " 'epistatic_model' : \"Sigmoid\",\n", - " 'output_activation' : \"Identity\",\n", - " 'warmup_beta':False,\n", - " 'gamma_corrected':False,\n", - " 'alpha_d': True,\n", - " 'scale_coeff_lasso_shift':lasso,\n", - " 'scale_coeff_ridge_beta':0,\n", - " 'scale_coeff_ridge_shift':0,\n", - " 'scale_coeff_ridge_gamma':1e-3,\n", - " 'scale_coeff_ridge_ch':1e-3,\n", - " 'tol':1e-4,\n", - " 'save_model_at':[30000],\n", - " 'num_training_steps': 30,\n", - " 'iterations_per_step':1000\n", + " 'scale_coeff_lasso_shift': scale_coeff_lasso_shift,\n", + " 'alpha_d': [alpha_d],\n", + " 'scale_coeff_ridge_alpha_d':[scale_coeff_ridge_alpha_d],\n", + " 'scale_coeff_ridge_beta': [scale_coeff_ridge_beta],\n", + " 'num_training_steps': [num_training_steps],\n", + " 'iterations_per_step':[iterations_per_step],\n", "}\n", - "fit_iter = 0\n", - "for lasso in shrinkage_sweep:\n", - " for replicate, dataset in enumerate(datasets):\n", - "\n", - " # update lasso param\n", - " fit_params['scale_coeff_lasso_shift'] = lasso\n", - " \n", - " start_t = time.time()\n", "\n", - " # Create and fit model\n", - " model = multidms.utils.fit_wrapper(dataset, **fit_params)\n", - " model['replicate'] = replicate\n", - "\n", - " # append model and attributes to the final DataFrame\n", - " models = pd.concat([models, model], ignore_index=True)\n", - " end_t = time.time()\n", - " fit_iter += 1\n", - " print(f\"Done with {fit_iter}/{len(shrinkage_sweep)*2}! Total time: {round(end_t - start_t)}\")\n", - " print(\"------------------------------------------\")\n", - "\n", - " # each time we fit both replicates to a lasso, re-write the binary to include the latest models\n", - " pickle.dump(models, open(f\"{OUTDIR}/models.pkl\", \"wb\"))" + "fit_params[\"dataset\"] = datasets\n", + "_, _, models = multidms.fit_models(fit_params, n_threads=-1)\n", + "pickle.dump(models, open(f\"{output_dir}/full_models.pkl\", \"wb\"))" ] }, { @@ -3505,8 +2244,18 @@ }, { "cell_type": "code", - "execution_count": 131, - "id": "f90f3d89", + "execution_count": 31, + "id": "cb41b672", + "metadata": {}, + "outputs": [], + "source": [ + "models[\"replicate\"] = models.dataset_name.str.split(\"-\").str[-1].astype(int)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "151ebbac-2b80-4219-bf08-a3e1d47b1f66", "metadata": { "editable": true, "slideshow": { @@ -3518,12 +2267,20 @@ }, "outputs": [], "source": [ - "models = pickle.load(open(f\"{OUTDIR}/models.pkl\", \"rb\"))" + "# set some global variables\n", + "# columns name\n", + "model_name = \"model\"\n", + "\n", + "# the number of times a mutation must be seen in each condition to be included in downstream analysis\n", + "times_seen_threshold = 1\n", + "\n", + "# The chosen lasso strength for our final spike model results\n", + "chosen_lasso_strength = 4e-5" ] }, { "cell_type": "markdown", - "id": "bc406dd3-22d8-44f6-bae2-1f3fbd5f7a7a", + "id": "cd8b5620-89bc-48ed-8227-d957189eafc2", "metadata": { "editable": true, "slideshow": { @@ -3532,306 +2289,26 @@ "tags": [] }, "source": [ - "We have now fit 8 models per replicate, each with a different lasso strength. These data are organized into a dataframe, where the column \"model_30000\" contains a reference to the respective `multidms.Model` Object." + "Plot the model loss over training steps, as provided by `fit_wrapper`." ] }, { "cell_type": "code", - "execution_count": 132, - "id": "1b4d816e-9eda-4b84-b1a0-0dee14028d7a", + "execution_count": 33, + "id": "1503f9d3", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ - "hide-output" + "hide-input" ] }, "outputs": [ { "data": { - "text/html": [ - "
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epistatic_modeloutput_activationstep_lossmodel_30000replicate
0SigmoidIdentity[0.9395107515646628, 0.7935431678910877, 0.740...<multidms.model.Model object at 0x7fed3020cf10>0
1SigmoidIdentity[0.9531235360436874, 0.7824949636183749, 0.726...<multidms.model.Model object at 0x7fed59943c10>1
2SigmoidIdentity[0.9411085084349053, 0.7951353346883032, 0.738...<multidms.model.Model object at 0x7fed3020ed90>0
3SigmoidIdentity[0.9539601906094174, 0.7860932644613358, 0.723...<multidms.model.Model object at 0x7fed3020fed0>1
4SigmoidIdentity[0.9529916694713718, 0.8109438266595337, 0.749...<multidms.model.Model object at 0x7fed30264d50>0
5SigmoidIdentity[0.9665988520714643, 0.7995667254358467, 0.733...<multidms.model.Model object at 0x7fed30265990>1
6SigmoidIdentity[0.9716740948127651, 0.8299453454175213, 0.770...<multidms.model.Model object at 0x7fed30266f10>0
7SigmoidIdentity[0.9829587868024998, 0.8184428455574099, 0.757...<multidms.model.Model object at 0x7fed30268250>1
8SigmoidIdentity[1.0301489074085346, 0.8814828962596548, 0.831...<multidms.model.Model object at 0x7fed30269690>0
9SigmoidIdentity[1.0488032403331338, 0.8753436739858613, 0.810...<multidms.model.Model object at 0x7fed3026ab10>1
10SigmoidIdentity[1.0710028536597322, 0.9272533240685601, 0.887...<multidms.model.Model object at 0x7fed3026c390>0
11SigmoidIdentity[1.1051185510720019, 0.9214784279548643, 0.877...<multidms.model.Model object at 0x7fed3026d510>1
12SigmoidIdentity[1.260790670167503, 0.9591817432874664, 0.9152...<multidms.model.Model object at 0x7fed3026e410>0
13SigmoidIdentity[1.1129877654379086, 0.9576904772259396, 0.915...<multidms.model.Model object at 0x7fed3026f110>1
14SigmoidIdentity[1.7003381661760741, 0.9936700786708974, 0.914...<multidms.model.Model object at 0x7fed30274710>0
15SigmoidIdentity[1.067255084146299, 0.9379927931029655, 0.9056...<multidms.model.Model object at 0x7fed30275790>1
\n", - "
" - ], - "text/plain": [ - " epistatic_model output_activation \\\n", - "0 Sigmoid Identity \n", - "1 Sigmoid Identity \n", - "2 Sigmoid Identity \n", - "3 Sigmoid Identity \n", - "4 Sigmoid Identity \n", - "5 Sigmoid Identity \n", - "6 Sigmoid Identity \n", - "7 Sigmoid Identity \n", - "8 Sigmoid Identity \n", - "9 Sigmoid Identity \n", - "10 Sigmoid Identity \n", - "11 Sigmoid Identity \n", - "12 Sigmoid Identity \n", - "13 Sigmoid Identity \n", - "14 Sigmoid Identity \n", - "15 Sigmoid Identity \n", - "\n", - " step_loss \\\n", - "0 [0.9395107515646628, 0.7935431678910877, 0.740... \n", - "1 [0.9531235360436874, 0.7824949636183749, 0.726... \n", - "2 [0.9411085084349053, 0.7951353346883032, 0.738... \n", - "3 [0.9539601906094174, 0.7860932644613358, 0.723... \n", - "4 [0.9529916694713718, 0.8109438266595337, 0.749... \n", - "5 [0.9665988520714643, 0.7995667254358467, 0.733... \n", - "6 [0.9716740948127651, 0.8299453454175213, 0.770... \n", - "7 [0.9829587868024998, 0.8184428455574099, 0.757... \n", - "8 [1.0301489074085346, 0.8814828962596548, 0.831... \n", - "9 [1.0488032403331338, 0.8753436739858613, 0.810... \n", - "10 [1.0710028536597322, 0.9272533240685601, 0.887... \n", - "11 [1.1051185510720019, 0.9214784279548643, 0.877... \n", - "12 [1.260790670167503, 0.9591817432874664, 0.9152... \n", - "13 [1.1129877654379086, 0.9576904772259396, 0.915... \n", - "14 [1.7003381661760741, 0.9936700786708974, 0.914... \n", - "15 [1.067255084146299, 0.9379927931029655, 0.9056... \n", - "\n", - " model_30000 replicate \n", - "0 0 \n", - "1 1 \n", - "2 0 \n", - "3 1 \n", - "4 0 \n", - "5 1 \n", - "6 0 \n", - "7 1 \n", - "8 0 \n", - "9 1 \n", - "10 0 \n", - "11 1 \n", - "12 0 \n", - "13 1 \n", - "14 0 \n", - "15 1 " - ] - }, - "execution_count": 132, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "models[['epistatic_model', 'output_activation', 'step_loss', 'model_30000', 'replicate']]" - ] - }, - { - "cell_type": "code", - "execution_count": 133, - "id": "151ebbac-2b80-4219-bf08-a3e1d47b1f66", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-cell" - ] - }, - "outputs": [], - "source": [ - "# set some global variables\n", - "# columns name\n", - "model_name = \"model_30000\"\n", - "\n", - "# the number of times a mutation must be seen in each condition to be included in downstream analysis\n", - "times_seen_threshold = 1\n", - "\n", - "# The chosen lasso strength for our final spike model results\n", - "chosen_lasso_strength = 5e-5" - ] - }, - { - "cell_type": "markdown", - "id": "cd8b5620-89bc-48ed-8227-d957189eafc2", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "Plot the model loss over training steps, as provided by `fit_wrapper`." - ] - }, - { - "cell_type": "code", - "execution_count": 134, - "id": "1503f9d3", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-input" - ] - }, - "outputs": [ - { - "data": { - "image/png": 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j9/uD2xLmhBBC9DSGoUNDXfc/OCEJRYm+PmndunVs3rwZr9cbtitTJBdffDEAa9asYffu3W2O19bWMnv2bN577z1cLheTJ0/miSeewG63h73fs88+y6OPPkpeXh4Ac+fO5fbbb2fevHkA3HPPPcybNy8Y4NLT00lPT4+6vB0lYa6LmM1mXC5XcFvCnBBCiB6noQ79rzd3+2PVGY9BYkpU565du5ZFixbh8/nYvHkzI0aMAGDhwoWsWLGC999/v8PluPrqqzGZTKxduxaz2cz06dOZNWsWL774Yptzq6qq2L17N0VFRcF9RUVFlJSU4HA4MJlMfPvtt5x33nkcffTROJ1OTj/9dP7nf/4nGP66ijSzdhGZa04IIYToHMMwmDFjBvPmzWPgwIEhTa2zZ8/uVJArLy/nrbfe4qmnniItLY2kpCR+//vf89prr4W0rDWpra0FIC0tLbiv6XNNTQ1VVVUYhsG7777Lxx9/zJYtW7BarUybNq3DZYyWhLku0jrMte4gKYQQQoj2PfPMM7hcLm666SYKCws71G8ukh07dqDrOoMGDSItLY20tDRGjx6Nqqq8+uqrJCcnk5ycHKwJTE5OBsDhcATv0fQ5JSUlePzGG29kwIABJCcnc//99/PZZ59RV9e1TdnSzNpFpGZOCCGE6Ljy8nLmzp3L4sWL0TSNwsJCNmzYELf7FxQUoKoqe/fuJTExsc3xK664ImQ7PT2dfv36sWbNGoYMGQIE+uIVFBQE+9j1798/7LO6euEACXNdpPX0JBLmhBBC9DgJSYH+a4fguQdzxx13cPnllzN69GgACgsLef3112N6jM/nC750XcflcqGqKhaLhdzcXKZOncqsWbP44x//SGZmJvv27WPlypX89Kc/DXu/q666igceeIBx48YBsGDBAqZPnx48fu211/LEE08wefJkMjIy+P3vf8/EiRODtXZdRcJcF5GaOSGEED2doqhRD0ToTsuWLeOTTz6huLg4uK+wsJCtW7ficrmw2WwsWLCA5cuXs2TJkoj3mT9/Pvfff39wOyEhgfHjx7N06VIAnn/+ee69915Gjx5NRUUFOTk5XH755RHD3D333ENFRQXDhw8HYNq0adx1113B47Nnz6ayspLjjz8egDPPPDPsYIp4U4wO1v3V1dWxf/9+Ghoa6NOnD7m5ufEuW7dwOp3Y7XYcDgepqalxu++2bdtC/hL26dOHU045JW73F0IIIYSAGGvm1q1bx/PPP8/HH39McXFxSBuw3W7n1FNP5dJLL+XSSy8N2/58JJEBEEIIIYToDlHVzK1cuZI5c+awbNkyTj75ZE499VSOP/54MjMzsVqtVFdXs2PHDr755hs++eQT/H4/t99+OzfffDNJSQdvFz+Uuqpmbt++fXzzzTfB7cTERM4666y43V8IIYQQAqKsmfvJT37CjTfeyAsvvBBxpEYTn8/Hhx9+yCOPPIKu69xzzz1xKWhvIwMghBBCCNEdogpzO3fujHokhslk4vzzz+f888/v8nlVerJwAyAMw0BRlENUIiGEEEIcjqKaNLhlkKuuro765j29ibUrhVs7TvrNCSGEECLeYl4BIi8vj2nTpvGf//ynK8pz2JAwJ4QQQojuEHOYe+SRR9i8eTOTJk1i8ODB/OEPf2DXrl1dUbZerXWfOZB+c0IIIYSIv5jD3HXXXcdXX33F2rVrmTp1Kk8++SSDBg3i3HPP5Y033pDA0khRFJk4WAghhBBdLuYw1+S4447jkUceYc+ePbzxxhvU1tby85//nLy8PG6++WZ+/PHHeJazV5IwJ4QQQoiu1uEwB6DrOv/+97958cUX+frrr8nNzeWSSy7hvffeY8SIEfzv//5vvMrZK8n0JEIIIUTnjB8/nszMTD788MNDXZQeq0Nh7scff2TOnDkUFBTw05/+FK/Xy5tvvklJSQl//etf2bp1K7fccssRO8dcE6mZE0IIITpn6dKlTJ48meeeey7ma5988klGjRqF1Wpl6tSpnS6L1+tl1qxZpKenk5GRwQ033BAyuPHKK6/EYrGQnJwcfK1cubLTzz2YmMPcaaedxrBhw3jllVeYMWMGO3bs4F//+hcXXnghmqYBgf5il1xyCWVlZXEvcG8iYU4IIYToHEVRmDRpEuvXr4/52vz8fO6++26uueaauJRl/vz5rFixguLiYjZs2MDy5ctZsGBByDkzZ86ktrY2+OqOddljWpsVIDc3lw8++IBzzjmn3Qlwi4qK2L59e6cK19vJ+qxCCCF6MsMwaHB3/8+mBKsppkn0161bx+bNm/F6vWGn/ork4osvBmDNmjXs3r27zfHa2lpmz57Ne++9h8vlYvLkyTzxxBPY7faw93v22Wd59NFHycvLA2Du3LncfvvtzJs3L+oydYWYw9yNN97IiSeeGPYPoba2ltWrV3PGGWdgNpsZMGBAXArZW0nNnBBCiJ6swe3jr6993+3PnXH58STaogtla9euZdGiRfh8PjZv3syIESMAWLhwIStWrOD999/vcDmuvvpqTCYTa9euxWw2M336dGbNmsWLL77Y5tyqqip2795NUVFRcF9RURElJSU4HI5gAHzhhRd44YUXyMvL4+qrr+aWW25BVTs1ROGgYr77mWeeSXFxcdhjmzZt4swzz+x0oQ4XMgBCCCGE6DjDMJgxYwbz5s1j4MCBIU2ts2fP7lSQKy8v56233uKpp54iLS2NpKQkfv/73/Paa6/h9/vbnF9bWwtAWlpacF/T55qaGiBQ4bVp0ybKy8tZtGgRjz/+OI8//niHyxitmMOcYRgRj9XV1ZGQkNCpAh1OpGZOCCGE6LhnnnkGl8vFTTfdRGFhYYf6zUWyY8cOdF1n0KBBpKWlkZaWxujRo1FVlVdffTU4gKGpJrBpaVOHwxG8R9PnlJQUAE488USysrLQNI2xY8cye/ZsXnvttbiVOZKomllXrVrFF198Edx++eWXWbFiRcg5LpeLf/7znwwfPjy+JezFJMwJIYQQHVNeXs7cuXNZvHgxmqZRWFjIhg0b4nb/goICVFVl7969JCYmtjl+xRVXhGynp6fTr18/1qxZw5AhQ4BAX7yCgoKIfey6unm1SVRh7sMPP+T+++8HAqNK/ud//qfNOWazmeHDh/P000/Ht4S9mAyAEEII0ZMlWE3MuPz4Q/Lcg7njjju4/PLLGT16NACFhYW8/vrrMT3H5/MFX7qu43K5UFUVi8VCbm4uU6dOZdasWfzxj38kMzOTffv2sXLlSn7605+Gvd9VV13FAw88wLhx4wBYsGAB06dPDx5//fXXmTx5MikpKXz77bcsXLiQ66+/PqYyd4RitNduGoaqqqxatYqTTz65q8rUrZxOJ3a7HYfDQWpqalzvXVlZGVKjaTKZmDx5clyfIYQQQhxuli1bxi9/+UuKi4uDP5uLi4spLCykrq4Om83GggULWL58OUuWLIl4n/vuuy9YGdVk/PjxLF26FAj0dbv33nt55513qKioICcnh8svv5z58+eHvZ/X6+Xmm2/m5ZdfBmDatGk8+uijwT7yZ5xxBmvXrsXn89G3b19++9vfcvvtt3d5DV3MYe5w05Vhzul0smzZspB95513XrdVuwohhBDi8BdVM+vq1atjuumJJ57YocIcbsLNhePz+bBYLIegNEIIIYQ4HEUV5kaNGhXV5H6GYaAoStghvZFs2bKFhx9+mFWrVrF+/XqGDRsW82iVxx57jFtuuYXzzz+/U8OU4y1cmPN6vRLmhBBCCBE3UYW5zz77rMsKsGHDBhYvXsyYMWPQdR1d12O6ft++fdx///1kZ2d3UQk7TtM0FEUJmc5FRrQKIYQQIp6iCnPjx4/vsgJccMEFXHTRRUBggdpvvvkmpuv/3//7f1x44YXs3LmzK4rXKYqiYDab8Xg8wX0yolUIIYQQ8XTIe+J3ZjDAihUrePfdd1m4cGEcSxRfMtecEEIIIbpSh5LUiy++yGmnnUZ2djapqaltXt3B7/cza9Ys5s6dG1zwtieSJb2EEEII0ZViDnP/93//xzXXXMNxxx3HgQMHuOyyy/jZz36GxWIhOzub22+/vSvK2cbTTz9NXV0dt9xyS0zXud1unE5nyKsrSc2cEEIIIbpSzGHuz3/+M/fccw9PPfUUADNnzuS5555j+/btZGVlBdcu60plZWXMmzePRx55JOaRoQ8++CB2uz34Kigo6KJSBkiYE0IIIURXijnM/fjjj4wbNw5N09A0LVizlZKSwp133hl2qa94mzdvHiNHjuT000+nurqa6urq4HIdTZ8jmTNnDg6HI/jatWtXl5ZVwpwQQgghulJUo1lbstvtuN1uAPr27UtxcTETJkwAAv3YKioq4lrAcDZu3MiyZctIT09vcyw9PZ0lS5ZEXDbLarVitVq7uohBEuaEEEII0ZViDnOjRo1i7dq1nHvuuVx44YXcf//96LqO2Wxm4cKFjB07tivKGeKxxx6juro6ZN/NN99MQkICDz74ICNHjuzyMkSrdZiTqUmEEEKI6I0fP54NGzbw0ksvce655x7q4vRIMTezzpkzh/79+wPw+9//nrFjx3LzzTdz3XXXkZ2dzd/+9reY7ldfX8+bb77Jm2++yc6dO3E6ncHt8vJyACZOnMhRRx0VvKaoqIgJEyaEvNLS0ujTpw8TJkwgIyMj1i+ry0jNnBBCCNFxS5cuZfLkyTz33HMxXed2u7nmmmsYNGgQKSkpDBs2jGeffbZTZfF6vcyaNYv09HQyMjK44YYbQipprrzySiwWC8nJycHXypUrO/XMaMRcMzd27Nhg7VtaWhr//Oc/cbvduN3uDk1LUlZWxqWXXhqyr2n7s88+Y8KECfj9/l5boyVTkwghhOipDMPAaOj+n69KgimqZUIhMAH/pEmTePjhh2N6hs/nIy8vj08++YTBgwfz5ZdfMmXKFPr168c555zTkWIzf/58VqxYQXFxMQBTpkxhwYIFzJs3L3jOzJkzeeyxxzp0/46KOcyF05l+aAMHDgxZ7iqcpUuXHvQ+0ZxzKEjNnBBCiJ7KaPBR9tSX3f7c7OvHoCS2Xb88knXr1rF582a8Xm/Ydc/DSUpK4ve//31we+zYsZx55pmsWLEiGOZqa2uZPXs27733Hi6Xi8mTJ/PEE09gt9vD3vPZZ5/l0UcfDc5vO3fuXG6//faQMHcodGjS4I8++ohrr72W8847j7POOivkNXHixHiXsVeTMCeEEEJ03Nq1a1m0aBE+n4/NmzcH9y9cuJCf/OQnUd/H5XLx1VdfhfSrv/rqq6msrGTt2rVs37492IwaTlVVFbt376aoqCi4r6ioiJKSEhwOR3DfCy+8QEZGBiNGjODPf/5zzGvOd0TMYe5Pf/oTkydP5pNPPkFRlJA52+x2e7etANFbtA5zuq7j9/sPUWmEEEKI3sMwDGbMmMG8efMYOHAg69evDx6bPXs277//ftT3mT59OkOHDuXiiy8GoLy8nLfeeounnnqKtLS0YE3ea6+9FvbndG1tLRDoYtak6XNNTQ0AN954I5s2baK8vJxFixbx+OOP8/jjj3fkS49JzM2sTz31FLNmzeqW+eQOB+Gqg30+H5qmHYLSCCGEEL3HM888g8vl4qabbuK///0v69ev5/LLL4/pHoZhMHPmTDZt2sQnn3wSXBN+x44d6LrOoEGDQs5XVZVXX32V3/3udwAMGDCADRs2BBdFcDgcZGZmBj9DYK5dgBNPPDF4n7FjxzJ79mxeeOGFmFerilXMYa6yspKpU6d2QVEOT60HQECgqbU757oTQgghwlESTGRfP+aQPPdgysvLmTt3LosXL0bTNAoLC9mwYUNMzzEMg+uvv54vv/ySTz/9NKQvXEFBAaqqsnfvXhITE9tce8UVV4Rsp6en069fP9asWcOQIUMAWLNmDQUFBRH72DUFx64W81MuuOACVqxY0RVlOSxpmtbmD1P6zQkhhOgJFEVBTTR3+yuakax33HEHl19+OaNHjwagsLAwpJk1GrNmzeLzzz/n448/brPQQG5uLlOnTmXWrFkcOHAAgH379vHOO+9EvN9VV13FAw88wL59+9i3bx8LFixg+vTpweOvv/46TqcTwzD45ptvWLhwIT/72c9iKnNHxFwzd9VVV3HdddfR0NDA2WefHdJ23KRlNaMINLU2rZoBEuaEEEKI9ixbtoxPPvkkOAUIBMLc1q1bcblc2Gw2FixYwPLly1myZEnYe+zcuZOnn34aq9XKgAEDgvunTZvGX//6VwCef/557r33XkaPHk1FRQU5OTlcfvnl/PSnPw17z3vuuYeKigqGDx8evNddd90VPP7kk09y7bXX4vP56Nu3LzNnzuS2227r9PfjYBTjYPOCtNK6lqllujYMA0VRelUHf6fTid1ux+FwdNngjaVLlwY7TkIg7Obn53fJs4QQQghxZIm5Zu6zzz7rinIc1mR6EiGEEEJ0lZjD3Pjx47uiHIc1WQVCCCGEEF2lwytA/PDDD3zzzTfs2rWLq6++mtzcXLZs2UJOTk5wiK4IkJo5IYQQQnSVmMNcfX0906dP57XXXkNVVXRdZ/LkyeTm5jJnzhwGDRrEH//4x64oa68lYU4IIYQQXSXmqUluv/12/vOf/7BkyZLg8Nsm5513Hv/+97/jWsDDgYQ5IYQQQnSVmGvm3nzzTf70pz9xzjnntBm1OnDgQHbs2BGvsh02Woc5n893iEoihBBCiMNNzDVztbW15OXlhT1WV1fX6QIdjqRmTgghhBBdJeYwN3LkSN56662wxxYvXsyoUaM6XajDjYxmFUIIIURXibmZ9Z577uGiiy6ivr6eSy+9FEVR+Oqrr3jllVd49tln+eCDD7qinL2a1MwJIYQQoqvEXDN3/vnn8+qrr7JixQqmTp2KYRjMnDmT1157jZdeeomJEyd2RTl7tXBhLsaFN4QQQogj0vjx48nMzOTDDz881EXpsWIOcwCXXHIJ27dvZ+PGjaxYsYLi4mJKSkq45JJL4l2+w0LrMGcYBrquH6LSCCGEEL3H0qVLmTx5Ms8991zM11555ZVYLBaSk5ODr5UrV3a4LF6vl1mzZpGenk5GRgY33HBDyKDGeD8vWh2eNBjg6KOP5uijj45XWQ5brcMcBP5CaJp2CEojhBBCBBiGjttf0+3PtWopKEp09UmKojBp0iQefvjhDj1r5syZPPbYYx26trX58+cHK7EApkyZwoIFC5g3b16XPC9aHQpzGzZsYMGCBXz55ZeUlpaSl5fH2LFjmTNnDiNGjIh3GXu91gMgIBDmbDbbISiNEEIIEeD21/DO1und/tyfDnkGm8ke9fnr1q1j8+bNeL3esBUkHVVbW8vs2bN57733cLlcTJ48mSeeeAK7PXzZnn32WR599NHgrB5z587l9ttvDwlzh0LMzayLFy/mxBNPZNWqVVx00UXce++9XHTRRaxcuZITTzyRxYsXd0U5ezVVVdvUwskgCCGEEOLg1q5dy6JFi/D5fGzevDm4f+HChfzkJz856PUvvPACGRkZjBgxgj//+c8h3ZyuvvpqKisrWbt2Ldu3bw82o4ZTVVXF7t27KSoqCu4rKiqipKQEh8MR1fO6imLE2BP/2GOPZejQobzzzjuoanMW1HWdiy66iK1btwarH3sDp9OJ3W7H4XCQmpraZc/55JNPcLlcwe3Ro0eTk5PTZc8TQgghDsblc/TomjnDMBg3bhyXXHIJTz75JA8++CCXX3551M9ZvXo1BQUFZGRk8PXXX3PZZZdxyy23cMstt1BeXk5ubi4HDhwgPT0dgB9//JERI0bQ0NDQphJm165d9O/fn/LycjIzMwEoLy8nOzubXbt20a9fv3af15Virpnbvn071113XUiQg0Dt0/XXX8/27dvjVrjDiUxPIoQQQsTmmWeeweVycdNNN1FYWMj69etjuv7EE08kKysLTdMYO3Yss2fP5rXXXgNgx44d6LrOoEGDSEtLIy0tjdGjR6OqKq+++mpwAENT97Hk5GSAkFq4ps8pKSkHfV5XirnP3MiRIyMGtu3bt3Pcccd1ulCHIwlzQgghehqrlsJPhzxzSJ57MOXl5cydO5fFixejaRqFhYVs2LChU89tWRFVUFCAqqrs3buXxMTENudeccUVIdvp6en069ePNWvWMGTIEADWrFlDQUFBxD52rSu+ukrMT3nqqaf485//zD/+8Y9gInU4HDz//PP8+c9/5umnn457IQ8Hsj6rEEKInkZRVGwme7e/ohnJescdd3D55ZczevRogA7VzL3++us4nU4Mw+Cbb75h4cKF/OxnPwMgNzeXqVOnMmvWLA4cOADAvn37eOeddyLe76qrruKBBx5g37597Nu3jwULFjB9enMzdXvP60ox95lLSUnB6/UGa5bMZnPIZ4vF0nxzRQmpjuyJuqvP3Jo1a9i9e3dwe/DgwRx77LFd9jwhhBCit1q2bBm//OUvKS4uDv5sLi4uprCwkLq6Omw2GwsWLGD58uUsWbIk4n3OOOMM1q5di8/no2/fvvz2t7/l9ttvD9aY1dTUcO+99/LOO+9QUVFBTk4Ol19+OfPnzw97P6/Xy80338zLL78MwLRp03j00UeDs1Yc7HldJeYwd99996EoStTn33vvvTEXqjt1V5hbv349O3bsCG4XFBRw/PHHd9nzhBBCCHFkiLnP3H333dcFxTj8SZ85IYQQQnSF7umZJyTMCSGEEKJLSJjrJjIAQgghhBBdQcJcN5GaOSGEEEJ0BQlz3aT1+qwS5oQQQggRDxLmuknLKVsgEOZiHEgshBBCCNGGhLk4MwwdX4MDv7chZH/rmjmQfnNCCCGE6Ly4hrl///vfDB48OJ637DUc2z+nbPXLlK78G2Wr/w/Xga0hx1v3mQMJc0IIIYTovLiGubq6Onbu3BnPW/YauqcOX0MVGDoAvobqkOPhauak35wQQgghOiuqSYMfeeSRqG62du3aThWmN9MSQhfZ9bmqQ7YVRQlZ+gwkzAkhhBAHM378eDZs2MBLL73Eueeee6iL0yNFFeZuv/12FEWJqsN+LEt9HU5MtrSQbV9DVZtzJMwJIYQQsVm6dCm/+tWveO6552IOc16vl1tuuYWXXnoJRVG44oorQtZSjfX89o4f7Nonn3yS559/nnXr1jFlyhTefffdTn1fWoqqmbVv37787ne/Q9f1dl+vv/563ArW25gS0kK2/a4aDN0feo5MTyKEEELERFEUJk2axPr162O+dv78+axYsYLi4mI2bNjA8uXLWbBgQYfPb+/4wa7Nz8/n7rvv5pprron56ziYqMLcmDFj+PLLLw963pFaKwdtwxwY+FzOkD0ycbAQQogexdDBV9n9r8b+5dFat24dmzdvjvnn5rPPPsvdd99NXl4eeXl5zJ07l0WLFnX4/PaOH+zaiy++mKlTp5KZmRnT1xCNqJpZL7vsMt58882Dnnfssccyb968TheqN1JNVlRzAnqLKUn8DdWYE9OD2xLmhBBC9Cj+ath2Vvc/d/B/wJQR1alr165l0aJF+Hw+Nm/ezIgRIwBYuHAhK1as4P333w97XVVVFbt376aoqCi4r6ioiJKSEhwOB3a7PabzdV2PeHznzp0xPSveoqqZu+yyy6JqQh0+fDj33ntvpwvVW7WunWs9CELWZxVCCCGiZxgGM2bMYN68eQwcODCkqXX27NkRgxxAbW0tAGlpacF9TZ9rampiPr+946qqxvSseIvr1CSbNm1qty36cNd2EER1yLbUzAkhhBDRe+aZZ3C5XNx0000UFhbG1G8uOTkZAIfDEdzX9DklJSXm89s7rut6TM+Kt7iGufXr13PPPffE85a9ita6Zu4gc81JmBNCCCHCKy8vZ+7cufztb39D0zQKCwvZsGFD1Nenp6fTr18/1qxZE9y3Zs0aCgoKwjZ7Huz89o4PGDAgpmfFW1R95kR02jSzSs2cEEKInkxLC/RfOxTPPYg77riDyy+/nNGjRwNQWFgY86wZV111FQ888ADjxo0DYMGCBUyfPr3D57d3/GDX+ny+4EvXdVwuF6qqtlm7vSMkzMVR6zCne+vRfR5UU+APSsKcEEKIHkVRox6I0J2WLVvGJ598QnFxcXBfYWEhW7duxeVyYbPZWLBgAcuXL2fJkiUR73PPPfdQUVHB8OHDAZg2bRp33XVX8PiMGTMA+Otf/xrV+e0dP9i18+fP5/777w9uJyQkMH78eJYuXRr7N6gVxYhmJuAovfXWW1x22WX4/f6Dn9xDOJ1O7HY7DoeD1NTUTt3L0P2UrvxryL7M4y/DkpwFwP79+/n666+Dx2w2G5MmTerUM4UQQghxZIuqZq6ysjKqm3XHiI2eTFE1NGsqfnfz/HK+hqpgmJPRrEIIIYSIt6jCXGZmZlQTAhuGcURPHAyBptaWYc7fot9cuDCn63pwSLMQQgghRKyiCnPPPvtsl4W0LVu28PDDD7Nq1SrWr1/PsGHDDjr0uLS0lEcffZSPPvqIrVu3YrfbOeOMM3jwwQcZMGBAl5QzWqYEO+7q5u2WgyDCrQXn8/ni0vlRCCGEEEemqMLclVde2WUF2LBhA4sXL2bMmDHBNV4P5ttvv+Xtt9/m6quvZuzYsRw4cIA//OEPnHzyyaxfv56srKwuK+/BtJ04uHnOmdY1cxAYBCFhTgghhBAddchHs15wwQVcdNFFQCA0fvPNNwe95rTTTmPjxo0hNV2nnnoq/fv354UXXuC2227rsvIejBZm4uCm5mdN01AUhZZjTmREqxBCCCE645B31upIf7G0tLQ2TZb9+vUjKyuLvXv3xqtoHdK6Zs7we4LrtSqKIoMghBBCCBFXhzzMxcvmzZspKysLzu9yqGjWFFC0kH2+dgZBSM2cEEIIITrjkDezxoNhGNx4443k5+fzi1/8ot1z3W43brc7uO10Ots5O3aKomBKsOOrb57OxeeqxmrPB2RJLyGEEELE12FRM3fffffx6aef8sILL5CUlNTuuQ8++CB2uz34KigoiHt5Wje1tjc9iYQ5IYQQQnRGh8NcVVUVH374Ia+88goffvghVVVV8SxX1P73f/+X3//+9/ztb39j4sSJBz1/zpw5OByO4GvXrl1xL5MpzCCIJhLmhBBCiOiNHz+ezMxMPvzww0NdlB4r5jBnGAb/7//9P/Lz85kyZQpXXHEFU6ZMIT8/nzvvvLMryhjRO++8w3XXXcfvf/97rr766qiusVqtpKamhrzirc30JBLmhBBCiA5ZunQpkydP5rnnnov5Wq/Xy6xZs0hPTycjI4Mbbrih3YGHBzu/veMHu/bKK6/EYrGQnJwcfK1cuTLmrymcmMPcggULePTRR7n11ltZs2YNpaWlrFmzhltvvZVHHnmEBx98MC4FO5ilS5fyi1/8gmuuuYZ77rmnW54ZLS3MXHOGEZg/T8KcEEIIET1FUZg0adJBFxQIZ/78+axYsYLi4mI2bNjA8uXLWbBgQYfPb+94NM+aOXMmtbW1wdcpp5wS89cUTswDIJ555hnuuece5s2bF9yXk5PDyJEjsVqt/P3vf2fOnDlR36++vp4PPvgAgJ07d+J0OnnzzTeBQNVqVlYWEydOZOfOnWzZsgWAH374galTpzJ06FB+9atfsWrVquD9srKyGDJkSKxfVly1rpnD0PG7azDZ7DI1iRBCiB7DMAx0n6vbn6uabDGtLLVu3To2b96M1+sNOwF/JM8++yyPPvooeXl5AMydO5fbb789JMPEcn57x2N9VjzFHOZKS0s59dRTwx475ZRT2k284ZSVlXHppZeG7Gva/uyzz5gwYQJ+vz8k9Hz55ZfBPm/jxo0LufY3v/kNzz//fExliDfVZEPRrBj+5lGzvobqsGFOauaEEEIcKrrPxf6vnu325+acfDWaOSGqc9euXcuiRYvw+Xxs3ryZESNGALBw4UJWrFjB+++/H/a6qqoqdu/eTVFRUXBfUVERJSUlOBwO7HZ7TOfruh7x+M6dO6N61gsvvMALL7xAXl4eV199Nbfccktc1meP+Q4DBw5k8eLFYY998MEHDBw4MOb7GYYR9jVhwgQg0KS6Y8eO4DVXXnllxGsOdZCD5ulJWmrqNydTkwghhBDRMQyDGTNmMG/ePAYOHBjS1Dp79uyIQQ6gtrYWCCw00KTpc01NTcznt3e8KZC196wbb7yRTZs2UV5ezqJFi3j88cd5/PHHI5Y/FjGHuVtuuYXHH3+cadOm8e6777Jy5Ur++c9/Mm3aNP7nf/6HW2+9NS4F6+3aDoIIrNEqNXNCCCFEdJ555hlcLhc33XQThYWFMfWbS05OBsDhaF4jvelzSkpKzOe3d7xpXfn2nnXiiSeSlZWFpmmMHTuW2bNn89prr0X99bQn5mbW3/3ud3g8Hv7whz/w8ssvB9cazcrK4vHHH+faa6+NS8F6O1NCesi231UNSJgTQggholFeXs7cuXNZvHgxmqZRWFjIhg0bor4+PT2dfv36sWbNmmBf+jVr1lBQUNCmiTXa8yMdHzBgQEzPgo4tZxpJh1aAuOGGG7j++uvZuHEjVVVVZGRkcMwxx8S1YL1dpGbW1mFO13X8fj+aFroEmBBCCNHVVJONnJOjm9or3s89mDvuuIPLL7+c0aNHA1BYWMjrr78e03OuuuoqHnjggWD/+gULFjB9+vQOn9/e8YNd+/rrrzN58mRSUlL49ttvWbhwIddff31MX08kUYW5s88+mwsuuIDzzz8/mDhVVeXYY4+NSyEOR60nDva7azD8vrCjcHw+n4Q5IYQQ3U5RlKgHInSnZcuW8cknn1BcXBzcV1hYyNatW3G5XNhsNhYsWMDy5ctZsmRJxPvcc889VFRUBNdtnzZtGnfddVfw+IwZMwD461//GtX57R0/2LVPPvkk1157LT6fj759+zJz5kxuu+22jn+TWlAMwzAOdtJdd93F+++/z/r16xk2bBg/+clP+MlPfsJpp53W62vjnE4ndrsdh8MR1wmEdb+Hfav+N2RfVtHPUW1pbf7iTZgwIdgWL4QQQggRi6iS2IIFC1i7di07duxg1qxZrFu3jnPPPZesrCyuuOIKXnnlFaqrq7u4qL2LqllQLaHrxPpc1Wia1iYAS785IYQQQnRUTNVq/fv3Z+bMmSxZsoSKigoWLVpEQkICt912G9nZ2UyYMIGHH36YjRs3dlV5e5VIy3rJIAghhBBCxEuH20gTExOZOnUqzzzzDHv37uXzzz9n/PjxvPLKK8EJ/Y50rfvNRQpzsgqEEEIIIToq5jAXqYvd6NGjuf/++/n222/ZvXt3pwt2OJCaOSGEEEJ0tZinJklPT2fcuHGcccYZnHHGGYwePbrNqgZN65Id6VqHOb+EOSGEEELEWcw1cw899BBpaWk89dRTjBs3DrvdzllnncV9993Hf/7zHxoaGrqinL1S6zCn+1zoXpcs6SWEEEKIuIlqapJItm/fzrJly1i2bBnLly9n69atmM1mXC5XPMvYpbpqahIAQ/dTuurvYOjBfZkjf8amHeXs3LkzuK9///6MHDkyrs8WQgghxJGhU5PE+Xw+fD4fHo8Hl8uFYRgMHjw4XmXr9RRVQ7OGBkRfg0OaWYUQQggRNzGHub/85S/84he/oG/fvgwfPpwnnniC9PR0Hn30Ufbv3x8yW7MIPwhCRrMKIYQQIl5iHgBx/fXXk5CQwPTp0/l//+//0bdv364o12HDlGDHXdW87WuoxpwYOkBEauaEEEII0VEx18z96U9/YtKkSfzf//0fgwcP5tRTT2X27NksWbKEmpqarihjr9amZs5VLQMghBBCiCiNHz+ezMxMPvzww0NdlB4r5jB322238c9//pOKigq+/vprrrjiCrZv38706dPJyMhg1KhRXVHOXqv1xMH+MM2sEuaEEEKI8JYuXcrkyZN57rnnYr7W6/Uya9Ys0tPTycjI4IYbbmi3a9PBzm/v+JNPPsmoUaOwWq1MnTo15rJ2RqcGQGRmZpKRkUF6ejqpqan4/X7Wrl0br7IdFlrXzBm6D43Qv0herzfiZMxCCCFEVzEMA7fb3e2vWH7mKYrCpEmTWL9+fcxf3/z581mxYgXFxcVs2LCB5cuXs2DBgg6f397x/Px87r77bq655pqYy9lZMfeZe+6554LTkezYsQOTycSoUaOYOnUqZ5xxBqeddlpXlLPXUi1JKKoJQ28OcIqvPuQcwzDQdR1N07q7eEIIIY5gHo+Hjz/+uNufe/bZZ2O1WqM+f926dWzevBmv19umdas9zz77LI8++mhwMYO5c+dy++23M2/evA6d397xiy++GIA1a9Z0+0pYMYe5WbNmMWbMGH71q19xxhlncMopp5CQkNAVZet1fC4n7qoSXFU7UTUz6cecg6IoaAlp+OoOBM9TfLVtrvV4PPJ9FEIIIVpZu3YtixYtwufzsXnz5uD67wsXLmTFihW8//77Ya+rqqpi9+7dFBUVBfcVFRVRUlKCw+HAbrfHdL6u6zHdrzvFHOaqq9v2+RLQULGNqo1LgtuB2jg/iqphsoWGObzONtfL9CRCCCFEKMMwmDFjBvPmzePJJ59k/fr1wTA3e/bsdq+trQ1UnKSlpQX3NX2uqalpE74Odn5T03C09+tOMfeZkyAXniU1dLoRQ/fhdu4FwqzR6nLIiFYhhBDiIJ555hlcLhc33XQThYWFMfWbS05OBsDhcAT3NX1OSUmJ+fxY79edoqqZGzNmDHPmzOHCCy9EVQ+e/3bt2sXjjz9Ofn4+t956a6cL2Rto3h8wW+rwepKC+9yVO7GlFYSdONhkym0zQkYIIYToThaLhbPPPvuQPPdgysvLmTt3LosXL0bTNAoLC9mwYUPUz0hPT6dfv36sWbOGIUOGAIH+bAUFBWFr0aI5P5b7daeowtyvf/1rZs6cybXXXstFF13EuHHjGDlyJFlZWVitVqqrq9m+fTvffvstS5YsYdWqVVx44YVcd911XV3+nkNRsJl+wOtpnprFVbUdO6eFqZlzYjYXhKxhK2FOCCFEd1MUJaaBCN3pjjvu4PLLL2f06NEAFBYW8vrrr8d0j6uuuooHHniAcePGAbBgwQKmT5/e4fPbO960xKnP50PXdVwuF6qqRhVcOyuqMHf99ddz9dVX8+qrr/LCCy/wwgsvtOnjZRgGeXl5XHLJJTz99NMUFhZ2SYF7LOsIrNZ91LQYqOp3OQO1cAmtE7uBSVNC9kiYE0IIIQKWLVvGJ598ErJEaGFhIVu3bsXlcmGz2ViwYAHLly9nyZIlEe9zzz33UFFRwfDhwwGYNm0ad911V/D4jBkzAPjrX/8a1fntHZ8/fz73339/8NyEhATGjx/P0qVLO/OtiIpidGCCM5fLxZo1aygtLcXlcpGRkcExxxzDwIEDu6CIXcvpdGK323E4HKSmpnbqXkbJdPbvPgbdSAzuSx10Osn5I9n31bPo3obg/hKO40BV84oZxxxzDEOHDu3U84UQQghx5Il5NCuAzWZj7Nix8S5Lr6cknoTV8gMN7mOC+9xVO0nOH4nJloanRZjTlLYTBwshhBBCxKpTK0CIVhJPwmbdFbLL7diN7veitWpqVY3Q8CZhTgghhBAdIWEunmyFWM37Ab15n6HjcexpMwhC1T0h2xLmhBBCCNEREubiSU1ATRyKxbw/ZLeramfbMOcPXdJLwpwQQgghOkLCXLz4HeB8H/zVWC2tmlqrdqJZWzWz6q6QbVkBQgghhBAd0aEBEKIVQ4cdU8FfBYDN4qSm7uTgYb+7BggdNKwpesi21MwJIYQQoiNirpnbuXMn69atC2673W4eeOABpk2bxvPPPx/PsvUeigqJpwY3TVoVilIbcorHsQfN2rzch4Q5IYQQQsRDzGHummuu4cUXXwxu33nnndx///1s3LiRa6+9lqeffjquBew1ks/Er5vZW3Mc3+z9JTvq+4Qc9tTsC+k3Fy7MdWDKPyGEEEIc4WIOc2vWrOH0008HAv28/vGPf/DQQw/xzTffcN999/GXv/wl7oXsDSrcx/LR1jmsLv05++uOpdKVhaIeICXxGzJzN5J+zLnthjmQfnNCCCGEiF3MYa6mpia4oOyXX36J0+nk5z//OQCnnXYa27Zti28Je4lUexYGWnDbQMOj7SIl6Tss+lcohhfNlhY8blLbhjlpahVCCCFErGIOc/369WPVqlUAvP322xx77LHk5eUBUFVVRWJiYnuXH7bMZjPZGaHrre6tGQlaBiSNB70mpGZOxaD1oAipmRNCCCFErGIezfrb3/6Wu+++mzfeeIPvvvuORx99NHhs1apVwcVnj0R9C4azr2JTcLuiYSAu+zxsmRMAMCWYg8cUJdDU6jeaa/OkZk4IIYQQsYo5zM2ePZv8/Hy+/vprZs6cyZVXXhk8VlVVxfTp0+NZvl4lO28wprXr8elNoU1l754fGNwY5jRrcmDkqxFoYpUwJ4QQQojOUowjfAil0+nEbrfjcDhITU3t8H3qfZXsqf2Gfeu34KjuH9yfZivltIlXgxIIbWWrX8bXEJiP7gdnLg1+a/Dc448/noKCgg6XQQghhBBHHplnLk6qXNv4Zv//Up24IWR/tSuPusrVeOurqN2zBkP3B4+ZZK45IYQQQnRSzM2s11xzDUVFRfzxj38EAvPMPf3004wcOZLXX3+d+vp6Zs6cGfeC9nRZCcNRUKhNLCddrcenNw8E2bx2IzmWr9pcIxMHCyGEEKKzZJ65OLFoSWTYhoBikJCyOeRYRUNS2Gs0RUazCiGEEKJzZJ65ODAMnXUH3qDOWw5AfUpJyHGXbqHBb25zndTMCSGEEKKzZJ65OFAUlT21X+PyOwCotlViNTlCzqn0tK2dkzAnhBBCiM6KOcw1zTM3evRoHn/8ca699trgsSN5nrm+ySc1bygKicmhTa1VnkRajxuWMCeEEEKIzpJ55uKkb/Io1le8GdxuSNkB1aOD2x7dTL3fQpLJE9wnYU4IIYQQnSXzzMVpnjnDMPjntt/R4AvMIacYBtk7f0K9NxMAi+qiX4KTNEtD8BqHJ4GtddnBbZvNxqRJkzpcBiGEEEIceWJuZoVAcFm8eDFz5szhd7/7HXPmzOGDDz6gI7lwy5YtzJgxg6KiIkwmE8cdd1zUZVi4cCH9+/cnISGBU045JdiX71BQFIX8pOamVkNRSLWvpb/9a8b2W8QZBc+FBDkATQ2tmZPRrEIIIYSIVczNrFVVVZx33nl8+eWXpKWlkZOTw/79+3nooYcYO3YsH3zwAWlpaVHfb8OGDSxevJgxY8ag6zq6rh/8IuChhx7i3nvvZeHChYwcOZKnnnqKc845hzVr1jB48OBYv6y46Js8iq2OT4LbrvRiRin7ADAMFQUvBs2jWls3s/p8PnRdR1U7lLGFEEIIcQSKOTXcfvvtbN26lQ8//JDKykp++OEHKisr+fDDD9m6dSu33357TPe74IIL2LVrF2+++SYnnnhiVNe4XC4efPBBbrvtNm655RYmTpzIq6++SkZGBg8//HCsX1Lc5CQeh6ZYgtulJOE3FAAURcdq2RNyfuswB1I7J4QQQojYxBzm3nvvPR566CHOPvvskP1nn302Dz74IP/85z9jK0AHaqG++OILnE4nl112WXCfxWLh4osv5oMPPoj5fvFiUq3kJo0MbvtQ2UdCcNtq2RVyfrgwJ4MghBBCCBGLmJNUXV0dOTk5YY/l5uZSV1fX6UIdzMaNGwEYNmxYyP7hw4dTUlJCQ0NDuMu6Rd+kUSHbu0kOfra1CnMqBgqh/QwlzAkhhBAiFjGHuRNOOIEnn3wSv98fsl/XdZ544omom0o7o6qqCqvVis1mC9mfnp6OYRhUVVVFvNbtduN0OkNe8ZSfHPr17yUpGNc0rQ6TVtGi6TV8vzkhhBBCiGjFPADiwQcf5JxzzuGoo47ioosuIicnh7KyMt5991327dvHRx991BXljJsHH3yQ+++/v8vun2BKp4/tKCpcWwBwYaJWy8PqqWJf7QhKnAU4PX0YmbYbVTHQFB2foQWv93g8kW4thBBCCNFGzGHujDPO4PPPP+eBBx7g5ZdfpqqqioyMDE477TTmzp3bLTVz6enpuN1uXC5XSO1cVVUViqKQnp4e8do5c+Zw6623BredTicFBQVxLV9+8qhgmAPY4Uti17Zr0I3mwRFOv0qayd+mZk7CnBBCCCFi0aE5ME466STefvttysrK8Hq97N+/n7feeotBgwbxxRdfxLuMbTT1ldu0aVPI/o0bNwbnnYvEarWSmpoa8oq31v3mduAlI6EkZF9NY3OqWQ1trt6+fXvU07MIIYQQQsR1QrP//Oc/nH766fG8ZVinnnoqqampvPHGG8F9Xq+Xt99+m/POO6/Ln38wadb+JJoyg9u1WMhO3RZyzoGGfvh0hXRL6ICRuro6duzY0R3FFEIIIcRhIOZm1nirr68PTieyc+dOnE4nb74ZWON0/PjxZGVlMXHiRHbu3MmWLYGmS5vNxpw5c7jvvvvIysqisLCQp59+moqKipjnuesKiqLQN/kkfqz+MLjPn1qOut+HbgS+5QYmHN4kMiy1lGlu6v3W4Lk//vgj/fr1w2KxtLm3EEIIIURLhzzMlZWVcemll4bsa9r+7LPPmDBhAn6/v80ozzvvvBPDMHj44YcpLy+nqKiIDz/88JCt/gDgq2rAs7Ma945q7PY8yG8+ts2oIytxM/vrjg3uq/Kl0MdaS7/EKjbX5Ab3e71eNm/eHPXSZkIIIYQ4cilGRxZUjeCtt97isssuazNtSU/mdDqx2+04HI5O9Z9zbTpA9Xsbg9uG1WDF5L/jM1xNezilNoX1pT9rcZVBoX03ZlVne20mVd6k4BFFUTjjjDNISUnpcJmEEEIIcfiTRUDjwNANPKU1IfsUt0KOOqLlHlyJJWiKO2RflScQ4PITqlCVFvc0DH744YeuK7QQQgghDgtRNbMWFhaiKMpBz3M4HJ0uUG+kqAqeHW0nKs6sPoo9Kd8Gt0tVKznJG9lbc3xwX5UnkWxbDVbNT06Sm9La5r5zZWVllJWVkZ2d3bVfgBBCCCF6rajC3EknnRRVmDuSWYf2wVdeH7IvfWs+FDVvl5HI0SnrQsJcnd+G269h1fxkm8uptA7B7W6uvSsuLiYzM7NDa9gKIYQQ4vAXVZh7/vnnu7gYvZ9taB/qvghde1XZpZNx8hAqPVsB0FFwJ5ZiVuvx6onB86q8SeRqTjT8DB0yiPXFzX3vamtrKSkpYeDAgd3ydQghhBCid5HqnjjZXuemtnXlpQF5nsKQXXuVBPJSNoTsa+o3B5BjN7UZiLF582a8Xm9cyyuEEEKIw4OEuTjJy05hl01rsz9j78CQ7VKSyEtZG7KvwW+hwR+oJK3e8inHDB0Uctzj8fDjjz/Gt8BCCCGEOCxImIsDwzD46Isd7LK2DXPmTSZsmj247UPFYtuDVXOGnNdUO2f4XOg7PyQnKzPk+Pbt26mrC10tQgghhBBCwlwcKIqCruscMCu4WjW1GjVe8s0nhuzboySSn7I+uG1VvSFrtBp+N5m+DSGDTmSqEiGEEEKEI2EuTjIoBUVhl6XttzS3ekTI9o+k0Tf1OwanL+f0/k8xJvefZFlrQ86x4iLbGlp7t2/fPg4cOBD/wgshhBCi15IwFydDBgXmgtsdpt9c0o9pqC0GDtdjJslWxrFZH2K3lZKavIZUe9s+cTnWKkxK6GoaxcXFxHHRDiGEEEL0clFNTXLjjTdGfUNFUXj88cc7XKDeyK/7yfzoL+QkTGG/JRsfod9YX0kdfUYPpdzV3Ex6wLCQpzQEt5MtK1CGXINj69LgPpNqkJdQza76PsF9TqeTXbt20b9//y78ioQQQgjRW0QV5v71r39FfcMjMcxpqsbWjByGVG9nf1IOpRaFAk+L2jO/ToE+hnKaw9x2UsijocVdfCSl1KIcfQ5Vmz6iqbtcpqWWclcKLt0SPHPTpk3k5+djMkX1xyeEEEKIw1hUaWD79u1dXY5ezzd4JENWLeOLpLHssJko8ITOC5e5ZxBkNW/vJgWDMkLGSzjewps0lx89x9BP206iyYOiQL/EKrbU5gRPc7vdbNmyhWHDhnXtFyWEEEKIHk/6zMVJ3+GnkKw7SPNVUWpR0VsdT0jrQ6KpOc35UWnAHHKOv/ZbvvvuO2rrXWyqzWe/KxXDgFSzi1RT6FJh27Zto74+dJ8QQgghjjwdCnMHDhxg9uzZTJw4kaOPPpoNGwIrGjz++OOsWrUqrgXsLXJSs9iekc1Rnu34VIVSc+gcJe4tleQnnRCyr4zkkO0N+0+jtjYwqtUwDPY0pLO1oS9eXaVvYhXQ3HSr6zobN25ECCGEEEe2mMPc6tWrGTp0KK+++ir9+vVj69atwYXh9+zZw6OPPhr3QvYGiqJQ1/9Yhni2AbRZDcK9vYqhKeeE7Nth2IKf/boZhyuvzX2dbhM/1PTDo5vIstaEHNu7dy+VlZXx+hKEEEII0QvFHOZuueUWTjnlFH788UcWLVoUMk3GmDFjjtiaOYA+x55Clr+cRH8de6xaaFOrT8e2N5lUS9/grnISg3VtmuplXP//ZUj6f6FVI61PV9ham4NhKKiETlWybs23MlWJEEIIcQSLOcx9/fXX3HjjjZjN5pAVCgCysrIoKyuLW+F6m4E5g9idZOcozzbcqkJ5q6ZW148V5CedFNz2oeIgJbitKn6GZ33M2H7Pt1nuC+CAJwVNCQ1uNfVutqz5DF33tzlfCCGEEIe/mMNcUlISTmfboAFQUlJCnz59wh47EqiKSkXB0QzxBEb/7m61Vqt7a2VImAPYZCS0uU9m4jbGD3ySnKS2y3d5DRMt+84B/Linlu8+e4Xy4iX43LJ+qxBCCHEkiTnMnXvuucyfP5+KiorgPkVRaGho4PHHH+e8886LawF7m+SjT6avrxSL7mJXqzBnuHwkrEvEojXXxm0jlaqEUyB7LqT/JrjfotUzKv8ljst+D1VpXesWWuOno1LakMbq7W6KP3+D/d+9jtuxN+5fmxBCCCF6HsWIscPVnj17GDduHE6nkzPPPJN3332XyZMnU1xcjKIorFq1iuzs7K4qb9w5nU7sdjsOh4PU1NRO38/t8+L46018ax7HD7ZjuPCAi+QWXeA0u5UtF6xih3NZcF+6dTCTBz4U2Kh6CcofpmXtm9OdzXf7f0ONyx5VGWyqh76JVaQlaqQUjCIpd0SbJnEhhBBCHB5irpnr27cva9as4YYbbqC0tJQhQ4ZQUVHBFVdcwTfffNOrglxXsJrMlOQOCo5qrTCHfov9Djdp5gEh+6rc2/D6G+eMS78C8haC0jwHXaq1jNP6PcrAjOIwT2ybxV26ha21OWyuTGLf5pWUrvo71VuXovs8nfvihBBCCNHjxFwzd7iJd80cwPdrP+OYT17l7xlXkuFVmVQduhqE91yVFdbQKVxOyv4tR6dPbt5R/zXsvQX02pDz9jeMYc2+qXi9gabXnJwcPPXVVNW4I5Yn3VJHvq0Kq6ZjTS8gbciZaNbkiOcLIYQQoveQFSC6wKCjT8ZtUhjg2UWZufVkIpCwPhGV0P50O5zLQ09KHA1Zt7e5d07Cl4zv/ziZ6YG1WocMGcK48WczZswYkhNtbc4HqPIkscHZl931duoqdrP/mxeo3Phv6vYX42uolqlNhBBCiF4sqrVZBw0aFFOfq23btnW4QIeDVFsS32f2ZUjldrZaB1NlUsj0NQcm37467Nb+VLmb17ytcm9DN/yoSmPI8x2Asj+Gvb9N28eYrLmU5f+B9PR0IDAtzPgzJ7J79242bdyIy926pk6hzG3ngDuZvAQHWQe24qrYCoBqScKSkos5ORtbxiBMCWnSx04IIYToJaIKcxdddFHID/c333wTp9PJpEmTyMnJYf/+/XzyySfY7XYuueSSLitsb+IbXMhR+z8EQ2eHTSOz1td80G+QZxRRRXOY0w0fB+o3kZ10bGCHKRMyb4Dyh8LeX8FLjncOVFdC+i8D+xSFgoIC8vPz+e6779i3b1+b63Q09jRksK/Bjt1Sj93sIllvQPcEwl3NzpWgmrAk52DrMxhrWl9MCRkS7oQQQogeKqow99hjjwU//+lPf6KgoIB///vfIX3MHA4HU6ZMIScnJ+6F7I3yh5+KtnIxdn8NW20pnFQbOqFI5uYBMDD0mu01/20OcwDpvwgMhCibH+EpBpT/EVzF0OcasAQGVmiahsfT/mAHPxqVnhQqPYFpUsyKjxRzQyDcmVzg3IPHuQcARTVhsedjTeuPJSUXU2IGqmZu7/ZCCCGE6CYxD4AoKCjg6aef5oILLmhz7L333mPmzJns3r07bgXsal0xAALAMAw2/mMuZQ0D+TbxRC464CKp5SpdCRrLz/0LPr0huMum2fnpUc+0vZnjXdh/P+FGrjZTIHkSZPwWbMPweDzs3buXXbt24XA4Yi6/VfGQanGRbHKTbHJhVkOXGFMtSZgSM7Ek98GUkIE5qU+geVaN6vcDIYQQQsRJzD95KysrI4YDh8NBVVVVpwt1OFAUhbr+wzl+7dd8m3giey0qQ10tAlGDn0zT0ezzfB/c5fI7cLh3Y7f2C72ZfWqghm7fPbRet7WZAbUfB16Jp2LJuJqBA05i4MCBOJ1Odu3axa5du/D5fBGuD+U2LJS7LZQ3dr2zqR5SzC6STG5sqhebUYfuqcNTvbPlV40pwY4pMQNTYgbmxD6BzzY7iqqFfY4QQgghOifmmrkLL7yQb7/9lpdffpnx48cH9y9dupQrrriCk046iffeey/uBe0qXVUzB7CtdCv9X1nA39KvItFvZkpV6BQllRP28X3qayH7Usx9OXvAH7C2WCUiqOZDKL0L2oyPjcA2MlBTl3Q6KCp+v5/9+/ezY8cOqqur0fVIwTAaBibFj03zkqy5STB5SdA8WFUfbbvXKWi2VDRrCqbG96aXyZaCaklCUWRgtRBCCNERMYe50tJSLrzwQlavXo3dbicrK4vy8nIcDgcnnHAC7733Hvn5+V1V3rjryjCnGzoVT97AF9Yz2GoZzGXl7pCqUG+OhxVj/tLmusyEYziz3z2YVGvbm9b8B0r/HxBdDRsAlqMg4ypIOReUQAkMw8DpdFJeXs7+/ftxOBydDHdNDMzBkOdqDHleLGFDXiNFRbMkBwKeLQVTi7CnWZJQLUmoJkscyiaEEEIcfjo8afC///1vvvrqK0pLS8nLy+Pkk09m8uTJB7+wh+nKMAfw9WsPkrW/nrftFzGxyk2ON/Tb/dVPX6HOX9bmur5JJ3Fa3zuapyppqXYZlN4GhrftsfaY+wbWf029CFoFRcMwcDgcHDhwgLS0NKqrq6moqKCyshK/P8qawHYFavKsqg+L6sei+rCoPszBz340RY8Y+BTVhGpJQrMkBt7NSaiWRLSW+yyJKJpVRt4KIYQ4osgKEF0c5r75YSUnLHmGJzKuZaDLYGxNaI3arvOK2WL6OOy1g+1ncXLOjPDhpG4llM4GvWX/RRXSfwU1H4GvNHKhtD6B6UxSpoC5/VpUXddxOBxUVFSwb98+qqur2z2/MxR0TIofs+rHpnqxan5Mqh+TEthvUhvf2wl9qFpz0DMnhr5bElHNze/Sj08IIcThoENhzjAMPvjgA1asWEFlZSUZGRmcfvrpTJkypdfVinR1mHP7vPievJ53kqfiVLO4uCJ0Ml+lwMKXo5+nzlce9voRGRczMusX4W/uqwxMTVLz78B2+q8gq7HGruZDqHwWPAeZwNl6DCRNgOQzA5/b+fNzuVwcOHCA6upqHA4HtbW1eL0x1g7GidoY/DRFx6y1Dnw6mtJ83KQGtlWMkC9PMVnbBD7VZAu8zE3vCcFtCX9CCCF6opjDXFVVFeeddx5ffvklaWlpwUmDq6urGTt2LB988AFpaWldVNz46+owB7Bx0Z043X1ZkXRq2ylKNAV+m8Jn++YTaeqRk7Kv5uj0KZEfULsMqv4BfZ8ENaF5v6FD3X8Doc617uAFNeVB8oRAsEs4ITCC9iB8Ph+1tbXU1NQEQ15dXd0hC3ntM4Khr2XIawp/mtJiWw3dp2KgauZWIc+Kak5AMVlQNSuKZkE1mQPvmqVxvwWl6dXLftERQgjRO8Qc5n7729/yr3/9i5deeomzzz47uP/jjz9m2rRpXHDBBTzzTJi50nqo7ghzy5a+zEnfLedv6VeT4dM5p8obsihu2oXDKE5fzKaq98lOGEFZw4ZWd1AYl3cz/VNP7VgBdC/smQl6HbiLo7tGTQmMgk0+E5JOBTUppkf6fD5qamqoqanB4XBQX19P//79cblcNDQ0NL7qaahvwH2QCY57BqNN6At9Gc3BL+Rzi2OaCTUk4JlRNTOKZkZRTY3v5lb7zSha4JiqttqnmkBRJSQKIcQRLuYwl5WVxR//+EeuuuqqNseeffZZ7rzzTsrLwzcZ9kTdEeZKayvJ/PsdLEr/DfVqImdVecj1NlfP2YZnkXLeIPbVr6Nv8klsqf6Er/f/LeQeKhrj+80lN6kw9gJU/gMOPBr4nDwRFEugz51eHd31ihkSTm4MdqeDOb6rfJSXl7N9+3bq6+txuVxRz4XX+xiotA19qhLY3xT8VCXwuenc0G0Dpek8DFQFVE1rDH+BgBd4tdhuCouqqXGfucXn0HPUMOehahIYhRCiB4t50uC6urqIS3bl5uZSV1fX6UIdbvKSMyi1JdLfs4uNtmPYZVVDwpx7WyV2Yyh9k08C4Ki0Sbj8DtYdeDV4jo6f5Xv/xMSC+8iwDY7+4Z5dUNFi+pPaT8GUDTnzQEuF2qVQ9xl490S+h+GF+s8DLwg0xyYcD7aiwLt1aHDKk47IysoiKysruO3z+YK1d263G5fL1ebl8Xho+j3kqMH98bhdgZfHjcfrw+fT8fh0dKMnhRAFHQXdUPHGediRQlM4NFAwUBU/quJrDHyNr8ZzlJB9Rth9SlPTctM+VUPVVDRVQw0JgS0DpAlF1UK2CW5rYc7Rwp+jaBIghRAiBjHXzI0bNw673c6//vUvNK25Q7iu65x//vnU1NSwYsWKuBe0q3RHzRzAl2/9iZw9Tt62X0SC3+CnrQZCpF8yAuug9OC2YRh8W7aIH6s/DDnPqtk5u/98Uiy50T247CGofiX8scRTIfMGsA4Dzxao/SwQ7qJtim2i2MBW2BjwjoeEkaDZY7tHjAzDwOv14na7SUkJM8EygTkR169fHxL8ROcptA5/OkqLYKgq8fteBwKd0jgwRwm/3YnQpyoKqqqiqo3vioqiBd5VVUXTAiFWVTVUVUPTTChqYxmEOAhVVYJ/xxRFCW43fw783WvabvkLjDWtQH6hEVGLOcwtW7aMc845h7y8PC666CJycnIoKyvj3XffZd++fXz00UecfvrpXVXeuOu2MLdlNUXv/YWnM67BUFTOqXST6Wv+1iccn4v9nKNCrtENP1/sfYxdtatC9iebc5jUfz4JprSDP9jwB8LcgSfBcIU/J3kSZF4PlkGBbe8+qFsaCHb13xDTBMVNLIMbg93xkFAE5v5wiFZ5MAwDn8+H2+0OBkCPxxP25fP58Hq9eL1ezp54Fj5vAx5XHR53Ax53A163i0pHHXsPSA20ECLemn9RmjjpXCxW26EukOglOjQ1ybfffssDDzzAihUrqKqqIiMjg9NOO425c+dy4okndkU5u0x3hTm3z4vnqespNhfyedIpHFvno6iuOSQpiSayZ45p85tYjWc/H+2cjUevDdmfbh3ExIL7MGuJ0RXAuwf2z4f6lRFOUCH1Aujzu9C55/xOqPs8UGtX/wW0KkfUlESwHgWWIYFmWetRgZUpTBkdu18XMwwj4m/FtbW17N27NyT4eb3ekG2fzxexNvCY/nYU3Y/P78Pv8+H3+/H5/bg8OpUNHW+uFkIcPiafew4ms6x8I6IjkwZ3U5gDKH5uNkOqKvlbxlUMbFA4uTa0xivjlyOx9G0uw07n53yz/3/x6OFrgXISCxnfdw6aevApRAAwDKh5H8ofB/+B8OcoZrBfAhnTwdSn1fV+8GyHhjXg+j7w7t0V3bMj0fo0Bzvr0Mawd1ToFCu9kGEY+P3+sEEvPz8fVW1bS+lwOFi/fj0+ny/48vt86FH+Lzok14pF1fH7/fj9vsZ3Px6fwf763v39FOJIM2XyuWimKP9tF0c8CXPdGOaW/vcVTv/2E95PPpdsdz8GuULXQk0c3ZfUCYGmTsMwWLp7Pvvq17Z7z/4pp3Bq3s2xLVSvN0D1q1D5HOjO8OcoNsieA/aL2r+Xr7Ix2H0feHdtAKOzU40ogaXHLEeBpT+YC8Dcr/E9t1ODLXojXdcDwc7vD743vXRdD37Ozc3FYmn7m3xDQwPr169vca4P3e/HrxvBfU3v4QzLN5NsMRoDog/d78Pv1/F4dbY6kjv8daWZ60jQws9HWOqy09F+aSmmBpJN7rDH9rtS0elYc39g9RE/RphyeXRT2P3RUNExq+G/9x5dw+hgedu7r1fXOvx9UNCxRLivT1fx07HJtRUMLGr4Lh0+Q8VvdHTSbgNrhPv6DQWf0fF/TyyKN2yXzc7eFwzOP+88mahcRC2qMHf11VdHf0NFYdGiRZ0qVHfqzjC3rXIvBc/fwybL0Ww2T+BUZ+gPMtVuJeuaUcHmvXpvBR/suA1vSM2cQuvJhQeknM5J2VdiNcVYfr8Tql6Eqv8Do6Ht8YJ/BPq8xcLwgmsjuNYEAl7Dmsi1gB1iAnNeY7hrDHiWfs2Br5fX6B1KhmEEaxRbhjybzYbJ1PYHk8/nY9euXc3BsrHZWAf0MEFR9/vxeV3ouo6uGxzdP4OMFDOG7g+8DD/ogft8vqnjfRL7JVSSbasJe2xtdT98HQwFubZq8hMcYY/94Myjwd+xJrE+lhoGJFWGPfZjTTY1vo79nU4z1zE4Ofz/e9trM6nyxjZ3ZJMkzcUxqfvDHttVn065u2P/jlpVLyPse8MeK21IpdSVHvbYwWiKzvFp4VsQDriTKanvE/ZYNE5I2xk2zFV7EthWlx3z/VR0Tj3tDHRdJyOjZ3ZBET1TVL86PP/886SkpDBkyJCDjgqU0TeRDUzP5ct+Qxm5ZwcrEtt+H3WHG9/+Osy5gdqORHMfRuX8lpWl/9PiLAMFFYPmWr2dNcvZW7ea4/pcytHp56JGW3OlpQYGPqT9HCoXgeONQBgDSBofe5CDxjnpCgOv9F8FmnZ9ZYHRsu4fG9+3BJYZ61ANni/QtBupeVfLDNTqmXICU7C0eWWBau3Acw9/SnCUXXQ1NiaTiUGDBsW9HIZhMLGfKxgEW76i2ZednU16mr0xHOoYhh/D0EH3k7G2GK/HGzzXMAwMFHSD4HbIsRb/3llT80nOHtIcPA0dQw+8q3UeCF9ZdVCKZkazhh+RrdR1vHanvX+JdRmN2zMp9KoVlETPEVXN3Lhx41i1ahXHHXccv/zlL/n5z3/OgAEDuqN8Xa47a+YANmz5lmHvPc3bKT/huJps0v2h335TViJ9rjgexRyoPTAMg89LH2VXTejABQUFI8zyXymWfE7MupL85BNiL5y3FCr+Bs73YcDLYD06/HllfwLLAEg4KTBqtSMB3vAHApm7KeRtDbx7dwH6QS/vFC09EOpaBz0ts/FYRuBdSejUtBei92sZ7pqmKgnH5XJ1ePobTdPCNo8DuN1udD36/x98LieG7sPQ/aiqitUSvs9VtaOGBrcHQzfQG79GQzGhaOHLoXtdGHqgqdJqNZOfkxn2vIoqJ86a0FpVRTWhmsOPytR9Lgx/4L5mk0a//PC1WdWOGqocrQZfqSqaOfwAMN3nxvB7G09TGNAv/FROztp6Kipb1bYqCpolfK2l7vdg+Jp/CR1YkBu2AqOu3kXZgapW9wXNEr5bgu73YvjcqKrK0OEjw54jRHui7jNXUlLCq6++yssvv8y6des45ZRT+OUvf8lll11GZmb4/7F7g+4Ocy6fh6q/3cr32slY/EM5tr7tr/MJI3Ownzs0uO321/DB9ltx+auD+1TFDAbohO9zlJd0Aidm/YZUa9/YC+k7AKYIf6a+Ctg2sXlbSw9MHpx4YiDcWY/uXJ823RUYZOH+ETw7GmvhdgfeOzqStqMUa+Dra/0yNX1Oa35XUwNLoKky+kwIIUT36tAAiOLiYl555RVee+01duzYwcSJE7nxxhuZMqWdxeB7qO4OcwDfvvUwa6uPx6qnclZ1+DBmP/9oEo5t/i11b+13/HfPgpBzMqxDSDbnUFL7Rdh7KGgMTT+Xwj6XYtE63lE9RM3HUHpH5ONqUotwdyJYR8Qn4BgG6I7Aihbe3Y2vksC7Zzf4e8gScootEOq0lEDA0xpDXvC9aX8KqMmgJgambVGTAp/VRFCk07MQQojodWo0q8vlYt68eTzyyCNceOGFvP322/EsW7c4FGHu++//Q+XKbay1Hc/Pyt1hOy4qZpU+vyrC1Ke5GeHrfX9ni+PjkPOOz5xGVsIxrC57jkr3trDPs2gpjOxzOUPSJqF2Nii0t6JEOIo1sDqE7VgwDwD71K4JK3pDYC49767ApMe+shav/YH3SJMm9zSKrTHYJTW/KwmN20mg2gLf16Z3JSHQD1CxNb8rtlbn2QJr8irWQL9GaT4WQojDRsxhzu/389FHH/Hqq6/yz3/+E5PJxM9+9jOmT5/O6NGjO1SIjRs3csMNN/DFF1+QkpLCr3/9a+bPnx+xH0mTiooK5s6dywcffEBFRQWDBg1i1qxZzJgxI+pnH4ow53DVsmvRo3yUPIUJ1R7yPeH7xJgyE+kzrbn/nFdv4N877qDW2zySTFVMnNN/IWnWArY7/8v35S+HNMe2ZLcUcGL2VeQmFXa88DX/Cazv2vAt+PbFdq2aAkOWhQ8SvnLQ6wKDF5QumFvJMECvaRXyykPDnq8C/FV0aMWL3kaxNoY7S3PIUy0t9rc+bm58hfvcel/Ttqn5HVPbfYq5xf6m8zQJmkIIEaOoOzctW7aMV155hTfeeAO3281FF13ESy+9xLnnnht22oJoVVVVcdZZZzF06FDefvtt9uzZw6233kp9fT1PPvlku9deeumlbNy4kQULFtC/f38++OADrrvuOjRN45prrulwmbpasiWBJHMNquHnh0QtYpjzHajH+clW7FMCAxHMagJjc2fx6a55wcEPuuHjv3se4PjMKxiUOp6ClLEUV7zDxqp/oRuhocTh2cVnu39Pv+TRFGX9ihRLXuyFTzkr8ALw7oWG1VD/beDdu7P9ay2DIv+gdrwLFU8BJrAUgHkgWAYGwp05PzAdiSkvUMvUEYoSaOrUUgOTEkdiGIFQ6a+K8KoEX6t9vaXGryXDHXj1SKbGsGdq8Vlrsa21OtYUArXGd1OLz1qLa7RW57V8V9vZVsPsb/EeDKBN57Y8pra4Xm21r9W54Y4H9ykttsN8Dq5XK4Q4EkVVM1dQUMCBAweYMmUKv/jFL7jggguw2eKzZtyDDz7IAw88QElJSXBenb///e/MnDmTkpIS8vPzw163b98+8vLyeO6557jyyiuD+8ePH4/JZOLTTz+N6vmHomauyl2P/vfb+DRhMrvNfTm+1suIMAMhmtinDCXhuJzg9pryl/ih8t2QczKsgzlnwIPByYNrPfv5rvxFdtd+GfaeKhr5yaMYmHo6+UknRr+KRHt8BwKhrmE11K8Gz4+EzImXeiHk/j78taV3B1anOBgtIxDqmgKeOT8wojbx5M6Xv6N0T2Bwhu4MzN2n1zS+O8Ff0+K9pvm47gS9PvDqsaFK9C4tg11TCITm4Eer40qLa2i1rykcNr1a3F9pva/lNYS5puVnwty31XkHOx42uIZ5TsvrlXaOhd3X6tihCMp5D9ElrRTisBRVldqePXswm818/PHHfPLJJ+2eqygKDkf4iTXDWbJkCZMmTQqZIPGyyy5jxowZfPTRRyFBrSWvNzBwwG63h+y32+3U1nbzqMcYpVsT+TIjlwLnbnab+7I2yUS2RyfLFz5XOz7eiik3GXNmYLh8YZ/LKK37jmp3c03Y8VnTQlaBSLbkcHrf29lfv4HVZc+FnAug42d37Zfsrv0Ss5pE/5SxDEw9nayE4bGtJtGSKRNSzgm8APyOxqW/1gVGpia0s26vZ3t0z/BXBl7uDc37bEXQP0KYq/0s0JdOywwsT6b1CZRTTYnfP9CqBdQMoIOTfBreQJ8/va454Ol1YLT4HLLfDbo7UCOoNzTWsrla7HMF3g13HFbjEL2HQXCyu9b/lBzR6/wIcfiLKszde++9XVaAjRs3tllhIi0tjby8PDZu3BjxuoKCAs455xwWLFjAMcccQ0FBAUuWLOGjjz7ipZde6rLyxour/3COWr2alYljMBSFz+0Wzqt0Ywn3j65Pp/q9jfSZVoRq0dBUMxP6zWVl6f+wv349eUknROwHl5M4gnMHPMQ2x39Ye+AV3P62M+N79Tq2Oj5lq+NTEk19GJB6OgNTTyfN2r9zX6Rmh+TxgdfB6OFn7I+KuZ3mYudiqA3zC4hibhHwMhvnlssIlFlLA9UeqPVrr0k2XhQzaOZAE3C8Gf5AoNMbAqGxKeA1vetN257QY3rTtrfFcW+L7dafw+zD12KfL/A6EvojCiFENzvkYa6qqirsjNfp6elUVoZf4qbJ22+/zeWXX86IESOAwOSbTzzxBD/72c8iXuN2u3G7m5u1nM4Ia5N2sbQhRWR+/RFW3YVbtVGvKaxKNXOGI1Dj6CP0D8df0YDz4y3YzzsaRVFIMKVzZr95lNZ9R5I5K+Jzyup/YE/t1xzb56f0TzmV9RVv8mP1h+hNKz20Uu+r4IfKd/mh8l3SrAMYmHoGA1LGkWju+JI3URn0XqAmz7Oj+eUtCUxk7CttHJgQgTl8UzwQaPoNx/AG7usrjXxt0njo+3j4Y1UvgXtjYJ45tXGaES25cbqR5Lb7DtV6sopGYLRrD1nmzDBoDnmtwh4tQl9T8At+9of57G1xnt5ivx/QW5zrb3WsaV/TdU3n6o3bLe/XdK+m6/Tw7xgtzg23r3Ebf+P3oGlbCCE6r9euWG4YBldddRU//vgjL7/8Mnl5eXz88cfcfPPNpKen8/Of/zzsdQ8++CD3339/N5e2raOyBrI3MZkB3l1stgYmCN5t1diUoJPqN1iVYmJirZ9Ud3NfOldxOZb+dhILA7OZK4pCfnLkpkvDMFhT/gIVri1sdfyHEX0u5vjMX3Bcn5+xq+ZLdjiXUdZQHPH6avdO1pS/yJry/yMncQQDU8+gX/LJWLSOrel4UJo9sIRYuGXE9IbAgAtfaeDdWwq+xnfLkMj39Fd0rjyR1H8Jdcuiv1dw/rlkSBwL2XdGuO9Xga+p5bxzracnUSy9t7O7ogBm6QsEjaGuKUw2vgcDYFPwa9zX5pwIn9ucZ7Q4Fm67xeeQbZrvh9G4ywjzavo6Wu0LeR5RHKPVeS2OGbS9ltb7Wn5PI53fUutntry29fFDpYPdXcQR6ZCHufT09LB97KqqqtpdaHjx4sW88cYbrF27lsLCQBPjhAkTKCsr47bbbosY5ubMmcOtt94a3HY6nRQUFHTyq4hdktnC7qx+jN69mq2Wwfgb515bnWwK/DOiKCxNgvN9OlqLJb+cn2zDnJuCOevggWpX7SoqXFuAQFPqmvIX2Vy1hJGZP2ew/UyGpE2kzlvOTufn7HAuw+GJsN4pBvvr17O/fj1f8RfSrAPJTjyWrIThZCUMw2ZqJ/TEi5oA1iGBVywSTgys0+qvCNTSxdKcq6VFPhZh+peIDBf4XYHJjdsLn9VvQu1HB7mZ2hgOE5rnkFMTAvP5RQqJdSsDtZ2KpcX8dC3mqlOtzftC5rCTCYy7TNMIWLTwfe+FECJKhzzMDRs2rE3fOIfDQWlpKcOGDYt4XXFxMZqmcdxxx4XsP+GEE3jmmWeor68nMbHtun1WqxWrtWcstG70H07mzh8YW/8VnyedEtjXosal1qTyRZKJ050tmkSb+s/96nhUS+Q/PsMwWHfgtTb7630HWLXvSTZW/Ysh9on0SxnDsX2mMjzjIqrdO9nhXM7OmhU0+MI3cRsYVLm3U+XezqaqxUBgPdjshOGBcJc4nCRTVtj1Cg+J3Fa1sLq7MdhVNAe84HtVoKnX7wC9OtCXLpJYw1xLajurceh1kY81nwRGPfjrQxd3V9vpc1fzb3D+M9oStmCChEIoeC78Ycc7gXkHQ+anaz3fXLh3S2AVjKRx4e/rdwZGCAfnn2uai87cYmSmEEII6AFhbsqUKSxYsIDq6upg37k33ngDVVU555xzIl43YMAA/H4/a9eu5fjjm5vlvv32W7Kzs8MGuZ4ma9DxuD9/lxNd37PNMohSc9vFoHfZNLbpMLi2OdD5KxtwfrQV+/lHRwxNiqJwRt/ZrD3wCiU1bZf7qnbv5NuyZ/m27DmyEo6hIGUsBcljOSH7Vxyf9UvK6ovZWbOcXTWr8OoN7X4dNZ691Hj2stURmA4m0dSHrIRhZCUeS3bCcFItfTs+QjbeVCuo+e33s4tG2qWBlSb8jsZpSZqmHqlt3K4l0EQVrgzthDmj/e91u9qbg6/D05809TOLwL0F6lZ07NbmAhj0r/DHql+HikjzTKotgl3TxMMtXmoq9P9H+EvrvgDH27Sds06jzVx2wTnrWhxP+0X4MOndD+7i5vNC7tdyX9P8cSZC5pgzZYevBQ02mcpkykKIyA55mJsxYwZPPPEEU6dO5a677mLPnj3ccccdzJgxI2SOuYkTJ7Jz5062bAk0G5533nn079+fSy65hHvvvZe8vDw++ugjnn/++R7RJy4aQ9Jz+SE1g+OqD3B27X94Oe1SfGH6En2VoJLt00h2teg/90M5lgI7ice3DYBNUiy5jMu/hWENF7Cm/MUI/eMMyhs2Ut6wkdVlz5NpOzoQ7FLGMiZ3Jidl/5a9davZ4VxOae1qdNr5wd6o3lfBzprP2VnzOQAWNZkM2xDSbQNJsw4k3TqQFEte55cWO5TSf9X+ccMIBDN/TXO4a3qZ22nWNw9oMU1JQ/MUJdFQ2hnkoHdiYmOlnZrszkx90l6/uQgDdAJ02p30WE2LfKm3JPzo5mil/TL8ftf3UPr/On7fwf8JjKhureFb2N00AXq0ExO3OKfvU2AJMyrdsxv2zQncM3ifps/h5qtrNUlxnxlgHdz2vv5aOPBI8/Uh1ymh90BtMS9d4/6Uc8N3pTB0qHqhxT1ilDgGrEeHP1b9Wsf/HtuKAjXX4TjejX2UvmKGtPBdhIRozyEPc+np6Xz66afccMMNTJ06lZSUFKZPn84DDzwQcp7f78fna57WICUlhU8//ZS5c+dy5513Ul1dzaBBg3jkkUeYNWtWd38ZHWLRTGw86gSO/eZj0nUHp9WtZGnyGRzfsJZqzc5OywAANANq/Dqt63Ocn27FnJuMOaedmh6gT8JRnFVwH3vrVvN9+Uvt9I2DA67NHHBtpta7n1E50zGpVvqnnEL/lFPw6W4qXFsor/+BsoZiKho244uixsej17Kv/nv21X8f3KcpZuzW/qRbmwLeANKsAzBrPb9GNSqKAkrj4AVyDnp6UG6YkeOGHuhzF5xnrnEuOb2B5rnmXIHVMiKxDg0EyaYQpLtbfG6cky5STaLSzrJ6nZnwuN1BEO2FuYPdt51/1tqrZTyodmrHOnVf2umb2PLPpGkkcIvNg4rwZ2rUB+Z/7Kj0X0S4b0Og5rOjrMdE6Berw4HHOn7f7Lsjh7kDTzTWpHdAn+sjh7nKZwO/PMRCTZYwJzrkkIc5gOHDhx90MuKlS5e22XfUUUfx2mtt+4X1JoWF4/loz2Yml+5kpHsDOb4ycv3lNCg2Xkq7jHolkXOqPNj9Yf7l9huB/nO/LkK1tv9HqSgKfZNPIi+piNK67yip+YI9td9EbEItSDmlzT6TaiU74ViyE47lOOUSdMNHlWsH5Q0/UN7wA2UNG/GEmccuHL/hpdK1lUrX1pD9yeac5nBnG0iadUDP6oN3KChqi2DYTj++9mRe3/7xpilDgiGvaRJiT/vNtynnBpZpizg/Xcu555pevsC7uZ15DFstRReTdsNcZ+7bXk1yhNAUtQi1TZ0NiZFGVhidLW8X3Tfi/+c9YXSpED1XjwhzR7Jj0/PYMuYn7Pj4RQbWOcn1lwOQYLg4t+ZT3k69gB8SNcbWhP8h5K92UfVOMalnDcac3X4NHYCqaPRNHkXf5FH4dS/76teyq2Ylu2u/xqsHmvNsmp2shPCDTypdW/nvngcDfeIaX0enT2FYxgUYhoHTsycQ7OoDAa8+0jxvEdR691Pr3R+yDJlZTSTNOoA0a/9g0LNbCzB1dJ1W0VbTlCGaGdrUAbcjaVzkQQydkXlDoCkvZC661hMRt5yrrsW8dO3VJCYcDxm/IzjvXJv569rZ317znmILNJ8H56uLNLddUx+41tdHUzPXEZHK3FX37axIIVHCnBDtkTDXA/xk0An83wm7yf3ifWx682/iBb49jGr4jm8STiDHozPIHf4fYO8uJxX/WIP16D4kn9o/qmlLADTVTN/kk+ibfBJ+w8v+uvWU1KwkwZQWsT9becNG3H4nu2u/YnftV4H7KBb6JAwNhrsBKeM4Ku1sAOq85Rxo2Ey1eyfV7h1UuXfQ4GtnAuBwX59eH6z9a6aQYs4NhDxbczNtoinzyK7FO1woXTQXXUJR4BVvKRMDr2g0TRrccmLiSP0dE06Cge8QOiGxHhoMW09M3PKYKUJNrjkPcu5tMcCi9WTHLeejazrW4rMpO/x91YTAIJGw9zCaP4fcs8W8c5HuqyiQ2PRLQweCqKmdrg6JJwe6KnSEuV/kYwkntN/1IRxFfkEVHaMYxpH9K4/T6cRut+NwOEhN7YLllKLU4POw+MNn+Mnm79hw7Fiyt68nv96JH5U3U6dyQMtmcpWH1HDNra3YhmWSfGp/TH3i3/9s+Z6HQ2rNwlFQsFsHhNTetVxBwuVzUO3eSZV7J9Xu7VS5duL07MGIYnDFwZjVJNIa++Kl2waRbh2E3doP9VCtwCCEEEJ0MQlzPSTMAeyrq2Z/2U6OH3Q8Zft3YH1tIck+L7tMebyTeiF2H5xb5SHaMaC24VmBUJcRn6WcDMPgna3X4Pa3neT5YJLMWfRNGsVJOVeHPe7XvTg8u4O1d9WuHVS5d+KNat619qmKCbulIBjuAu8DpJlWCCHEYUHCXA8Kc61tX/85Vf/9khVJpwSnLBla72N0bav+cwqR+wcrYDs2m+RTCjCldy7UGYZBnbcsOJVJecNGnJ7dUV/fN+kkzug3O6bn1fsqGptom5ppd1LrKcXodIdohRRLXiDcWQc1TpvSH5tm7zlz4gkhhBBRkDDXg8McwGtv/Ic99S3KZRic5vTSP1z/uYOEuoTjckg6pQCTPX41Um5/DQcaNgXCXf1GKl1bIs5FV5Q1jeEZF4U99sXe/8Hlrw6sJJE4nD62oZjU8POb+XQ3DveuYMircu+g2l0St1q8BFMGiaY+JJoySTT3IcmUSYI5g0RTJkmmPli0FOmXJ4QQoseQMNfDw1yDy8tzr32Ji+YAZtYNplR6SNbD/NEpBDoLhzsGoCokHJdD8in90FLj38zo091UurZR3rCRAw0/UN6wKThK9uz+D5CZ0HauJ8PQeXvLb/G0mOtJRSPdNpg+tqNItw0mwzaYVEvfiAMzArV4BwLhzrUjuORYnbc87l+jplgCYc/chwRTHxJMaVg1OzYtFauWitWU2vg5RZpyhRBCdDkJcz08zAF8t3Iln20OHdmX4tM53eElLdyACFUhoTAbV3E5hjfSklIKlgI7tqF9sB6VgZbSNevVGoaOw7OL8vqNDE47Cy3MCEWHexcf7Lj1oPfSFDNp1oFk2AY3No0Oxm7tF/aeTTz+WqrcO6hyBcJdlWsHTs/uODTTRkdTLFi1xnBnagx7WkqL8JfS+Ap8NmtJvXtlDCGEEN1OwlwPD3O7P3uZnO8+5bOkM1hvGxFyTDEMhjT4GVnnw9biT9FyfC4Z5xyFXu+l7qvd1H1XCr72h/Ob85KxDu2D7ag+XTIKtj0/Vn/EN/v/t0PXqoqJ0/Jvo2/yqKiv8eluqt0ljeEuEPIc7hL87S4h1V0ULFpym6BnCQa+ZCxqMhYtEbOahFlLxKImYVYTpK+fEEIcoWS+hh5OT81ABU6v+4Jd5n44NHvwmKEobEk0sdOmMaLexzH1fnwKvLvfwXGrd3PSiFxSJgwicVRf6r7aTf33+yKGOm9pLd7SWmqX7UTLSGisseuDOS+5y/uH9U85BZtmD8wlV/8DVe7tUdec6YaPZHP4OaQc7l2sPfAaieY+jX3g+gSbRzNsg8hMGNriPn5cvmrqfRWBl/dA43vjtu8ADb5qun4megOPvybqlTSaKZjVBMxqIhYtKfS9MfQ1HTepNsxqYNukJjTuD7xUxSz9AYUQopeRmrkeXjMHsOutR8jfuYE9pjzeTL0odMkbwwhuJ/l1Un0GpdZAM53FrDFqRA4nDM/BatHwVdVT/d4mfBX1EMV8dQBqsgXrURnYjuqDpb8dRev62h+v3sCBhs1UNPxIlXsbla7tEVeS0BQLlwx9IWzT5K6aL1mx9+EIT1GwafaQoJdgyiDBlI7NlEaCKY1US7+Q++qGjwZfVUjAq/dW4PI7cPtrcPuduH1OXH5nXObMOxRUtEDA05qDn0mxBd5VG2bVhqZYMavN+1qfY1KtmBRr8LOmWKTWUAghupCEuV4Q5nR3A47n5pBaX8PyxFNY3WoG+z6+A1Rq6RgR+lrZrCZGH5fL0Q43DV/sQjGrWAdnYOgGnpJqDHd0wUOxalgHpWMdlI5lYDpacjvLJsWZy+do7Pu2jUrXNqrc26n17ifTdjRnD3gg7DWbqj5gddlzHX7mz456HovWdjWNWm8ZpbXfBYOfTbNjNaViUmwoioJhGHj1etz+QLBz+5yBoNe0HXw1BcAafIarw+XsDTTF0hjybGiqtUXgs6KptubPIe+WwLmKFU21NL5bMSlt90uNohDiSCZhrheEOQD3nh9RXn8Iw1B5xX4JlaaMkONp/mpS/U52mfthhKkFsfkNLqx0Y2r5p62ApcCOKTMR3ePHs70avc4TdZlM2UnBcGfOT+mWWruWPP5a3P4aUix5YY9/V/YiG6ve69C9NcXMpUNfChsQdjo/54vSx9rsVxUTVjUl0L/NlNJisEPLz6nkJI5osyKFX/c0hrua5pDX5nPg3avX4/XX4dXru20gR8+nNAZGC1pj2NMUS4vA12Jf43tTEDSptsb9tsZ9tsb7BN5bHpfBKUKInkj6zPUS1r5DqRlzPomr3uec2k953X4xeosfLNVaGtVaGmPqvqbKlMZm69CQ64+r94UGOQADPCUOPCWOwOjW/nbMI3MwPH7c26vwV7a/XqGvrA5fWR11X+5GsWhY+tsDtXaD0uM6l10kFi0ZixZ5Ufi8pONRFY16X2Wgz5s38B7NQAebKS1iTY/LXx12v274aPBX0eCvgnYy8WVDX2qznrimWqh17Wd9xZuBr0sNDHCwaMnYLf2waMktBjs093cDA6/egFevw+uvx6PX4/HX4dXr8LQIfYF9Dfh0F169Pvju1RswOr3oek9g4Dfc+P3uLn2KihaoSWzVlGxqrF1se8wW8rm5n6KtuRlbQqIQopMkzPUiyWMvonZHMTn7tnF6/Ur+m3RayHGr7qLIvQ6by82ohtV8mTiarZbBAKxPNKEaMMTlb50jAnQDz45qPDuqQVOwDkonsTAH3efHs60ab2n7HfINjx/3lkrcWyoB0DISmptk+6WimLv/h1Vu0khyk0aGltMw8Oi1Lfq9VdDgraDOV4HLV0WDrxqXv4oELSPCXaHBV9XhMgWaGcM3T9d697O/fl2Md1Qa+68lcP6gxzCrbVf5qPGUsqvmqzb93AL93wJBwmhc6NxvePEZLnx6Q4vw58KnB/b5dBc+w9247QrZbjrPb3RtoDqUdPzoel1cJqhuKRD4mgeiNAU+k5oQUpMYbH5WLCG1i1qYfapiQlPMqKoZVTGhYpKmaCEOUxLmehFFVUm+4Drc/7iHItc6+vgqWJ50KuWmLABObvgGW+MP0ix/JT+p+ZB9WhZfJJ3MLnN/vko1szlRY3idj34eHXOkFjq/0RzMTCrWwen0ObcI795a3Nur8OysxvC038/OX9lAfWUD9d/uBZOKpW8qlgFpWAekYcpOQlEPzQ8VRVGCTZ/pDIx4nmFErq1KMGXQxzYUl7+aBl81egxTmlhNKRGPefwdCQhNNXMNaEr4kFjtLuH7A/8X1d0U1BY1SIFapQkFd2PV2pa7znuAkpqVwb5wTTVUmmIODHgwmkoY+K9f96Ljwae78Rlu/Lq7RRhs3G7ab3habHta7Xcdds3LPsONz++OWOsbHwqaYkJVzKiKOfhZa3ypihlVDYQ+TTWjYgqEwDAvrc2+5sCohdsf8TpT8DpV0WSgjBAdJGGul1FSMrCccxXG+3+hwLeXnzveYqP1aH6wHkOBvoXSxBTy6ptr0XL95VzsXMwPlqGsSRpJmSmblXYLmmGQ79YZ4PaT79Yj/0Xw6Xh2OTH1ScKclUzi8bkYfh1vaQ3u7VW4t1fh23+QEOLT8eysxrOzmlpAsZkCTbL907AMSENLt/W4GoP2fqgck34ex6SfBwRq+nyGK7R/my/w2RPS7y1wLNHcJ+J9O1PbY1IiN9U1rcARDQO9sfm1+RqF8N8Lp2cPa8pfiPreCgpa0yAG1cJZ/e4l2dJ2Wpl6bwUbq/7Von+bNVg7ZVKtqARCR8tyNa1kZ2BgGL5gCPQbHny6J9AE2yIkBva78RtufLoHn+FqDI2uwPm6C5/hoeunoulOgZrXnjGfYngKamPA01oFvcBLUTS0xvemABgIgU3nasFrA+e0uE/TeaiN5zcfVxrvo6I1fm48P3i92vhZC95XUdQWnxuPobY5R4juIGGuF1KPHoW/6ExY8xkqBse6N3GsexMApWoSXx0/nmM3fEGyL/CPdp2SwGfJ48n0HWB8/TK2pBVS6k9nl01jl03DpBv09egMcPnJ8+i0jgTbzQobV+9maP908rKSUDQVSz87ln52bMMCtYK+srpAuNtRhdHga7f8hsuHe3MF7s0Vga8nxYp1gB1LU7jrxlGynaUoCmYl0DSWbM7u1L3ykk7ArCbi0evw+Oua+7756/DodXgb3/1G2w55Zq1t82oTr95+38eDibQkmU+PbQSuQSD4+vwu3H5QIoTPel8lm6oWx1zOJmf3X0B+wolt9jf4qvl6318bB0JYsZnsjTWJ1pB+bk2DIDTFEqwtMjAwKTYMfIGaRd3dGPyaQqKrcX/LZmh3sNnZp7sbm60b8B7mTdGdYaDjNzzRzpzUCyiNAS8QBgOhr+mzGiYUqsFAeFbBfRHXpxaiNQlzvZR65i8x7Fn4l7+FqgeaPHWgePS5nDP6fByjz2PDv59h+O4fWZk4Bq9iptScR6k5j2PqNnOp+z8cGDCWEusQdhzwsFNV2GnTMOsG/dx+Brh1cj06KvCjCuUb9vPthv3YrCbys5LIz06mb3Yytv9sx7vbiTk/BdvQPiSdUgAeP+4dVbi3V+Pd6zxo5YZe46ZhfRkN68sAMPVJxNIY7kxZSWgplm4fKXsoZCYcHXbt2tZ0wx/s0xYY2dr+IIZEUwZ5SUUtAkXL/m7tB7JAM1n40OXTOxdIIv2gijUktr1v+F8GvP469tR92+H7ju93F/lJJ7TZ79PdfLbrD80DIRqbna3m1GC/RFPjdCxNzZoKGoF468empaEoaouw1xDyubmZ2dMYdJpqFT3N+3RPoNbR8MTU7C+6WuDP2G/4Ae/hVdErehQJc72UoqgoJ52LMmgk9e//FduB3aweOIKJo6YAYE/NpPDSO/ni2y/YsD70h9sm69FssQxm4L4Shnr+xckpOs7BE9hGLlv31LBdVdieAFbdoK/bT7m5uQnU5faxbbeDbbsdWHSDiw+4UQHv3hq8e2vgvzsw9UnEOjSD1DMHoabZ8JY4cJdU49npwF918FoiX0U9vop66leXNn6xoKVa0dIS0Ow2tDQbprTAu5ZmQ7UeWX+NVUU76EjelgpSxlKQMjbsMcMI1IR4Ww5w0F14jcC7bkSuZbWZUslNHBmxlupgo2Qj9fELV/MYC5MSoSaxk7Vhke7r1Rs44NrU4fueln87BSlj2uzXDT+vb76i3X5qJtWKRUkK7aPWWMMzIPV0+tiG4De86IYXv+5Db/y83bkcw/C36HvY1LOx8d1oarTWG/uP6hiGgY4euL+qohu+Fi8vuuHDp3uD+wz8bY7rvXQy7UNBRjiLWBxZPwUPQ0pGHonT5lGz+mOOO+50tBZ9NBRFYUC/kRTv2EZNXehv637FxFbrYLZaB6MZPgZuLGGQ7wtG9c+kbuQ4ttba2FJSzTY18g/Wvm49bG+qpjBWt2o3JJlJGNoH25AMUsYPCjSxllQ39qFzRDevnQF+hxu/I/wPY8Vmag53jWFPS7Wh2a1oKVYU0+Ffq9dRiqIGV2+AtJiuzUsqIi+pKOLxwA/3loMdPMEmR7/hiRjmEkwZDLafFcVACHfY4BdptLC/h9Yktp5zsElTIPIbfvyGm1jr2/KSikgwpYc99tnuBzrc1Ht85hUc22dq2GPvbZtJnbccUEL6pGmqDXNTX7SQpkUVUFEUlfykE+iXfHJzAGwRBnc6V+DyO1o8SQmOyg+MxAaUxihqAOjBeKopVqxaErrhR8ePYfjQDR0dH15/HX7Dh2HojcHVj44Oho7eGGQNw4eO0Rh+/d02lU+kvqpChCNh7jCgqBqpoyaHPdYvN4UrLxrB16+9yjf6UfiMtn/kfsXEVstgtloGo5X7GLD3ewaYDvCL446mtl8RW/e52FJSRUV16A8tq2HgVYg8KhagzkvDmn00rNmHoQDZSSQdlUHiCXmkTh6KXuVqDncljoOOkg3HcPnw7qvFu6827HE12RKo2bPbAu+tPh+KaVOOBKpiwqKZsNB2FY32ZNgGMSb3uqjObapZbNkUadXCT/6daM5kZOYvGwc3NIVKd0gfOL/uaTXC1hWsTYoc5joXEruqhjJSSAQw2qlxPfh9I///ohtN//8ajYHMB1GGxpzE40i3DQx7bN2B16hyb4+xpAGD7WcyJndm2GOf7ZrPvvrvO3TfvKQTOC3/VnTD3xgC/cHP3x94hdK6NSioKIqC0th3jjCfofldVUwMz7gQHb8MnhAxkTB3BKj/6l+MKfuMkcpKVmRM4AcGYoSfbQ6/YmKbZRDbGMSyDT4uX/UQxw8axKmjJuFMPYq95XXsLatlb1ktG2lgc4JGjkenn1unn8dPQju/tCoGsL+O+v111H++i51n9Cevfxp5hTkknZiPoRt499XiaQx33v21US811h691oNe6wk0A4ehJprRUq2oKVbUJDNaogU1yYyaaEZNsjS+m1HMWo8bdXuka1mzeLCu4knmLEb0+WnMz2iqYYw0ECTBlMaonGuC4c8bHPTgCtZMBgZCeALTszSOKA00f3oi1yR2su+b2mYoU0CgubTj/1+1FxKbw1xH7htNSIydEuH7AHSqlk1TTBH/TkDHRqebFCuD7OM7XCZx5JIwd5ir37cd21cfAJBguDi74t+cakpi27Cf8q07DUeljzbLETRK0BvI9FagbK5A3/wNamofhhx3OsMGjICTh+HxGZSW17GnMdytKa/F7vLTz+2nn1sntZ0haVUmhc83lsHGMlRFIbtPIn1zkumXnULu0D7YC3PQkizoDV78Dhe+ahf+ahd+R+DdV+1Cr3HHpUOxXu9Fr/dChJq9IJOKlmRGbRn2Ei2oiSZUmxk1wYRiM6EmmFFtJhSr6ZDNpyfip6mGMRKbyc7QtHPi/lyblsrkAX8MNjX6W/ZRo2mfl3B91/yGl1Rr37D3NdDJTzqpRb+2ln3b/C36ujXVOPkazwk0UbYf5jpe49d+6OqakGh0KiRGrjnraEiMNMJbiIORMHeYW/39fxjTagLcJF8dhev/j8LkdNwjJrA6YSjrd1ZR7wz0X2lylGdbSMxLdFbAF++if/Euy5NOoSIxn359bAwc2JeTzxyEZjJTXlXPnrJaNu+vwbnHSYbDQ77HT6bXCPmnb5+5eUs3DPYdqGPfgTq+3bCfE2u8DGvw40o0o/RJICErieTsZCz97GjH5QRqyRQFw6/jd7oDIa+6KfA1BPrXOV1xqdUL4dPb7bsXjmIzoTYGvEDQa7FtNaFatcC7zYRi0QLnWBs/SxA8oqmKiXTboC64r8b4frPjfl+AyQMeagyYfgyaA2IwMOLDMPyN/dT8jYFSRzf89LENiXjfgamn0+Crwmjs66YberAPm27owVBqBPvF6cHPSeasiPc1qTYsalJj/zh/sN9cNJNStxe8OhoSpZ+c6CjFCAxbOmI5nU7sdjsOh4PU1PB9bf5/e28eX1V17v+/93SGnMxhCmOYhwiCWhW1IohwFa04FGv1amu15ed0La3VW61Andqr9taq/Xr1WmtrHUorVQG94IDVqlSr1iKgIoMkBAiZkzPtYf3+2OecnJOzTwJhDFnv12u/9t5rePY6KzvJ5zxrPWv1ZOpjbTz/zlJmr1tD/6j34rFC1VBHH0vb+FN5o16w7YtdRCN5nN/yPIPNHZ51niyaR53evgCuJiz6qi0MKtYZPLQ/A8eMIBD009IWp3pXKzXVzUS+bCTUEGVA3OHDfJ0av/cfwzPrYpR04tUTuopW5McozUuLbA0mAh/8KRHkxKyUsMs8J8ReF+vhHWoUn9ZB8GkovjSx59dQfBpqolz7tVtO8WkohiqHhiWSvSQZEJEUiMmo3pRQxEFTfAT0Is/6TbFtRO3mtMAKV3B2tJHxnESk8Mji0w/yp5UcCUgxd4SLOYC4bfH79W8x5J+rmb5zW6ff/ZyyQWhTTmf7wPF8XLsRse5vHLNjK/1i7UuKRBUf/1P6nS6fW6y0MqhAYfDgMgaMGEppaQHRmEX1rlaqd7ZStbOFXfVh0t/AgC04v677E8rzjh1I4YwRnnl2a8z1iCXWrHPiNnZzFKfZ9bbZbXGctrg77Npm4oTda2H24I3olYQo9GnunD+fhmpoKD7VvTfS89rT1KQQTJZJXbtnNEWKRIlEIjlMkGKuF4g5cCc9L/9yLes/+Stzt33BiLamTsvbhh91ykyUk+eytq6aTevfpmTrJ4xubiBi9+GFwjl73QZDmJTpYU7sH2P4sH7QZzDxUBk76iJU72qhamcrVlUTX22Idx4h2wnr+gSIjCylKN9HYchPQciXOpoe/wCnOeZGtxb43aVLEoEPWlEALd+XCnhIH+J04na7yAubGYLPDscREQsnauJELJyoBVYPFn97ikJOoZclAnMIw0zB2J4vhaJEIpHsHVLM9RIxl+Sj3dtYsvkDgnU1TNtVxXF1O/Hl2FT+yxGTGD73P1L3UctkY3MtX1RtoWlTDaIZTLuQZtV7LatczG1+kWFmFQC2pmMW90PrOwSj71B2+sqx8vtQXx0ntr0ZqzFKIGaTbwvybdHJFGmX14sMz+FbRQguqo3t8YwUJaijJSNZ8wyCEwfgryjeo7rCtHGiVkLcmQmxZ+FETJyohUicnZiFiNmImIWTOMsV4gFVyRR/vkwhqCY9iRliUUvzQKqoPt2tl54nBaJEIjlCkQEQvYzJfYYwqWwwm5prWbNrCy/VbGTyzq2cuquavrHM3RkKE7tJJAnoBkeVDqSyuD9UCmJCuOJu+1ZaNm2DRhvHKqRBLcPuJOKtn7U7da3ZFlrddqjbTtNn63im5FJUUUWp00gfI0L//gqFBSGsvCI223nUNwiidVH8MSsl8AoSZ5+AVi1XZC57NbVYRCystDl1u4M6mqEQChqEggZBv46a8N7t+vUa0NREcIMb1doe8OBGtmoFPvR+obTgh2xxIYRAmDYiaieEXrvIc6IWIm4johZO3Hav44n8ePvhxCx6/MaWjkiI3P0bwJISiOnDzoaKoqvZ13r7NV7puuqKTl1F0RTQVBQtca3LeYoSieTgIsVcL0RVFEYV9WNUUT/MkcfySUMNz+/chLnpY07Z+SWVTXVUF/elYrD3PqHbN7xL2arfEe03jDHDJ1I5dAKM/0pK3G3asZWWzZ+j1MdRzQKalDLaVHfh2AK7hWCO/UB36W7UmaNo7NbK2O3AhmagGRThUGJX08+uZRjN+PN0nLwSGvUyvrBC1LYp6A7Ec/wPzdtHgfP+pjq2Vzdm2gzohPw6ZyR213Ca92Kun+JGuhZOH0Gwsp+bpCgoPh18Ohp+wh/WgK6g+nT0srxUIEQy0CGXaBCW4wq7hOBzRZ7tCkXTRphuvjATItB0UteOaSPiTlqem4/TwwUiJD6nA+GDsHepqmSKPD1xrSruMLKqJs7JMkqijpqqm1kmka8qoKbbSU9vr59KyyijZqRn1EtvV/JeIpH0GKSY6+UYqsbkssFMLhtMeMyJfLh7G09sWcvkgjIqctRp+uIjBtgWRs0XUPMFztt/wdINRPlIJlQcReXgsTDueKKOwxfNtWyp307L9irM2haC4TDrC0sZGG6lyMpc4T4p5rwQikq9Xkq9XppIANqgyG6in7WJ4VYdg8zt1Pr70RDoT6teRJuaT4vjI2xr7PapLOnjJ2QLQo4gZAvyEudkWsDJteIeRD3+uYWjFqKtm8JAuN6/TdVN2IZCwKfh9+kE/Bp+Q8Pn02h+bVPnIio9uCEZyZrwPOUdPQD/iFLParEtjaC6c97U9Plqvtzz1YTtCiFhpYtBJ1MgWo63YEyUc8x04dhetsd7Er1wBMIRYDo9d+S8o6BMClQ1XXymicuUMASUNJGoeAjHRHpGWUVx3efJayVZjsw6Cmn13fys+w7X7TaT97Q/Q0k+M5GXVRegQ5qC9L5KDivknLleNmduTxFC5PxjteXRHzKkpaHT+rbhRx00GnXoeJTB46DfEBRVI2zFqWprpLqtgdr6GsxdX2I07KB/Wwu7zKPYpudea6ozNGHz/9X/L5rHYp0R/ITVIGE1jxatgCZfKS2+Etr0IlqVPFpsA9NRUITALyDgiMTRfr0+TyfmIeiKLIc59d3fdml1kcF2jzl+WmKOX3fRvzqMvMkD8BkaupY5wLzzV+/kHsLMFdigqyiGSrCyP4GxfTyrRjbUgi1SZdGTXin3XtESaUZySNJtl3BEtpfQQxA68RzexbRrJ83jeESKRMnhRYZYpF0cpgs+zzQyRSXt90nBWvqNSXJfackeIz1zEk9yCbna5jrKWxu7rK+ZMdiyFrFlLQIQmo7SZxCBcScy5thZjCnqBwPHAuAIh12RVkJtDWiN9dRX78KqC0NEw7HziYp86GKfwjK7zlPIAawPjOVveSdSbDfRx66jzKpnZHQdfew6Ch13i6+Y4qdNzSOs5NGm5tFqFNLmKyKsF1CvhSgggOYYhG13D8UkrZrCqmIfPiHwO+68Pb8j8Duk0tqvyQrgiOfoZ2MfA2Lf+Od2tn66EwBNVTAMDZ+uYhgqZ8Ts3PMHBan5d57Z/fIRw4oxDBVNzfTitbyxZe+HmnVX4IWOHUj+1KGexVr+ugW7JdY+X01TUfIMlEJ/SiyiKyi65g5PJmyiKKg+DTWoJ4ac04aPk4eV5m1MeRbTrq1MjyRWIs92pFiUuCMEQrie2BzZEsnBQIo5yV4RCIR455z5NG/+FwU7tzKquZ6B0a73IFRsC3ZuZUdpOQM75KmKyoC8Qvq3NnBs+XCU0VMAN3q2NtrKjrZmqmqb2V3XRqw+ih1WsK0g6SENfdKCKjqyWyvDUbTMYdoEhohTZjVQZtdRajeS77RS6DQzKLKdUFsYtcOfYweFiBIgrOYRVvNoVUOu6PMVENXyCWt51OEn7BhEbBUnfeBWCHRBSvAZQtCke4s5BXeXDEO4AtFwBIbIFoO5sNLM2o7AjllEY6AKsU9rzP/tXzV8/kVt6t7QVXRdxdBUZrXF8d5lNAfCnceG6VBfH6FuezO6pqBpKrqmomkKuqYS2ViHUxfp2p4HwUn9KZo92rPfGp5bR7yqqT2gQWv3JJIQhWpARwm13ye9i0a/EIHxfcEWKWEnbFfoWbvDOBGz3fsiEh+WhEdGCPfWFggnWTfzGsdJnBP2k8O2jkilt6ellU1PT9rskCbpIchRXMleIMWcZK8o8AU4bdRxMOo4IpbJ+sYdvFOzkdiX6xhcv5PRLQ2U59hpAkD0HeKZ7giHtr/8irzWRkReIUrfofj6DWFQ6QAGF/fnuBEVUJmf8gRFTZNNu+r5sraZnXVhavLH8Tu1FNG4C721gaJYhJJ4jNJ4lB2q97AggKn42GH0Z4fRPytPEQ6j4ps4q3VVKk1FEBIRQnaEqNPKIGGix7zdaALX4xdWgkTUIGE1SJsSpM1XSEQvJKYHCSgBYqqfuNCJCY2oo+IIhYim8FpJB2kk3KVZ9IS40wUYAgyRvG5Pa8oR1asKaFVdG7rY+z8AVgezpuVgWg4RQN0HobBuawPrdrd45p3TGKOgm3a37mxl+1ub0VRXJLpn97q8Pkygm1Gz2ogS7IpiVFVBUxVUn4qqamiKQuubW4l+mvvLhWtASfMqunPQFE3FGFhA0ezRnlUi63Zhbm9pD3RID6BIBjCkBVC0BzaoqH4d32B3GkmG4HMEdmvMXRYHAAWEQAhQECRXLRJCoAjahWVKPCYEqCPaPVQO7QJSZD4rdS0SNpLC1ulgI5GGSKaTYS9Zr72O28bktfsZkmXJtJN85uGOnJMn2QukmJN0m6BucEyfIRzTZwjiqNPY1tbAP+u3s7TmC/w1mxjT0sDolgYGpIm7ksFjPW3VNtXSJzF8q4SbYetaxNa1QPvfXeELopT0Rynpj6+4P+NK+jN+QH8YNxolkJey5QhBqxmlPhamPtpG08u76M6+10JR0TvZOPzV0DQ2+kfid6IERZSgEyEoogScKEERIZhIDyTOfa3dDBVRfLF4zi/dArDQial+YoqPmOInqviJakEiRj4xPYSpBzG1IKbqJ674iCs6YaETdzTijkLczh03YakKL/QJpO4VIdCSwi4hBjOucefv6QI0AfVGbr9evaG43kPh1tESnkRNdL0sjNPJ/y11H6b17m6Jsu6LOs+82S0xAp45XbOxuol3lnzsmTetKY73Fvdp2AJhZw9n18Ut3nzjC1ckKgqq2n6Uf1pH8Y6uveBeOCUBrDlj3KHxpABV3GFy8UEN9j+9t+3LIBkokBbUoBX66XP5FM/ikbU7aftge2YwQ3KOWLqddLuqCgqouppT1Jo7Wol+trt9DlqqPV5BDR0CJBQITOiX8JCSIQqdtjjmrrZ2ZyrtzjGhKO2/s0rKz5pRSPEbrv5K2kzZbo8Gd0UyKXHqprWLVURiuDZVUCLZM6SYk+wXFEVhaH4pQ/NLYehRtJpRPmmo4aX67VTtrqKgqZaxsRhzcnjm6qo+Jbf/LPGMeAR2bkHs3JJKS/2b/7fvoE04CXCXXin0BSn0BRmWX8qEC/tT32KyuzHC7oYIuxvC7G6IEM0xLyydqnwfqwqGUmjGE0eMQjNOgWXSmlhuJaYGiBGgUSvu0h6AKmzGxT7jjLbV2Z8R2GYMIqIG8Is4ASdGgdNKH7sOfyyGT5hd/o0XgI1GTPERV3xE9SBRPY+4L0Rcz8MyXDFoawEsLYCt+ogrBhY6ptCICxXTUYjYYDkCyxKYloPThah6pcSfM0/pIO4yxZ6gVcst9z4L6viT5QVoCNTUdbsttcO9BlideDe0ffDO2J3Z3Yf5ji1Ri8+2eAcXBZriFHfTbn1LjJUrP/PMm9JiMn5PjCSHhtM8sM2WzfN//rhddKYJ0GG7I4zYmdtL3xmOpvDpwPwsm6qiEPiyifwParplF0BUlKD5tJRXVVFd8RjfFqHphQ3dttv3u8ehFWV/PYhvb6H+D//MTOwgMFPC1KfTb/5Xut0GSe9FijnJASHfCHBCv+Gc0G84AM3xCI3xCIrm/co1Ne4kqmoEnO4tFBvOK/QcijPbmtAf+SH984vpX1CKUlgKBWWI/mWE/SXspoDdcR91rTbNrTFawiatbXHsxLfmY445lSEVZ9IUj9AUj7AzHqEpHqU52kbDBzrkdtzlxFE01E5chR8GJ1FlDPbMU4SDX8Txixh+EccnYvidOAERwy9i9LNqGRvfiI6NLiKERATiTRAHK+w+t+M8wK6wVQ3T8GP6AsSMEKYvhGmEsIw8bCMPx8jD0YMIPYCjBXA0P5ZiYCkaFhqWULEdsGwHy3Lcc+paYNkOuu2QZznYiXs7zbW4PnRg/ky9XWRgOO7QuZYmDtU0MagmhSekCUZBrZFbzFmKu95h0sbe0KmHci9tpSMOkF1bQFOrdzR3aVs3fjkSWI7grQ+qPfNGRixO6LZleORP/8TpIMZVVWFwzOaUfbC7as2X2H7N9XwmljdRFYVQa5zhHQsnhDFkBk7YtuBfn9WiqgrjRpSiqTKaVbJnSDEnOSgkPWW5aBs+kf8OhjAbaihva2ZIuJXySCv9omH6xCIYXXiFQjk8fp9uW88EBLQ2QGsDouaLVF4eMDRx4AtAfgnkF0NZMdG8UlqMYvL76uQHC+gXzJSKjiO4/71/7NmH9+CzogJqy8YQskxCtuWeE0ebmnvwTygqUSVANMcA4djYZ4yNb/TMW1Ewi82+CnRh4hMmhjDxiXji3H7dfm+m7gvtFga11FBAfZZdG5UOoR5ZmKpGXDewdB+W4R6O4ccxAgifHxEIgi+A6gui+gIoviCKLw+MIIoRQNGDqEYeQvUhFM0VfLYrBu2E+LPTri3bwUmkWY4rEm3HwbEFltNeznGEe7Yd4snrpC3HSeUn0509WDz5r8Vpcx3ThKA73JwpHDt6FSOdLNa7w6cSVxR3KbZEIIuaGMJWE7ZT94k0JXHuzO6+jOZ15oTcF7ud9fK+jj562XYcgbOPwSGbqpqIesxV7Rt3ssVcDizbYdU7WwEYU1FCJw5riSQDKeYkhwUzB41j5qBxWI5NTbiZL1vr+SLcxNuRZnaFm3GadtMn2ka/aJh+0TB9YxH6RcOUxaJYmkYwz3uNwFjjrj1rQDwK9TXuAQQShzp6JHgNAEeamd/nX7T6SwkbhUS0PKJqkAg+Io5OxFKIxmzCMZNI1CIStTK8TVMnncSEMefQZsUIW3HazDhtVoxqK07rX5sh2s1/LIqd08NpKgZAwmtm7JXZkbFNDGr1HtpamT+Dz/yj0YWJISx0YaGTOAsLXdhp9zaaZaGb7nWJ08iE2EeedhvVQiJqEF1YaAkbmrBBcbBVsDQNU9exNANLdw9b9+EYPgzdhzB8CN0Pht8V6z4/ajCA6gug+oNoviBa4uwz/Biqjk/TMFT30JXsHTaEyBR2TroAzEhzPNIEjsiulzoStod72E7Wa+lw3zE/85qM+6DIfp4Q8I98nQ/zdZSEEEwKQHcRHtEuCiGjjCI69yRW+VXaVAMFgZJl162fusYdik8+pzP/fIumsNmvdqib1q4M2yLrWbl+sxwFwmp7WTXLlktOfbUf5rilt02VARCSvUCKOclhha5qDMkvYUh+SUa67TjURlvZGWlmZ6SFjyPN7Ay3sLutkcnBAr6R4w+f3dxFVGFXhIo9k7/c/jlDNrxFKeC5z4KiQLAA8grdo7QQK1hI2FdE1Cggf4CfoG4Q1LNFVVO/jTS3xonFbaJxi9gezO1L0jBmEq9WHE00HsWOtCJibYhoGCUapm5XcbeGhQH0TipaiX14uyMSh8SrmBD71DPvH8EprA1M6LS+lhSIwkaLJw5hU2bXc2brK551vjAq2GYMRsMt63oVHRxFIBRwFIGtCBwVHEXB0RSEquAktuXy+2PYhg9b9yEMP0L3IXx+HNUVjqovgOL3oxt+DE1HVzV8ekIgqiqGquFT00RjIs1Q2tOSwQkHGiFyiz/HQ/x1JhY7ikzhCOxcNtLEqhCkhG6qniMY7ilQ3evP9rC9exM7s92v8RePBbw9Oi1LSCqAmePHVW8ovFjqS2k9TyELHaIq5A4Tkr1DijlJj0BT3bXoBnh44GyRe7Dn/X6DWSmOpzQepTQepSQepTTWfl1s5t69wUFBzfNeFGNX7Ta8B3YTCAHhZvdIoAOFiUMduRgoya7WuIs5tc9BIIRSWADBfEQgRNxXQEzPI6blEVN9xPARExoxUxAzbWJx9xg5pJjRw7LtAjy+9F807M2ivmns6DOA/xt5Kmo8ihaPoJkxDDOOz4zR4OR1bSAHnYvErv+x2oqOrWT/GdM68e1sN8r5Z3DinjUwieMeBdEWrqh60rPI+4HJ/C00NVVBFa0poeieBYq7bgYgUBSRmDElQLHpG/iQuKoSUzVMTcfWdGzdwLaLcCJliWhQNbGvquYuOZJYbsWNflXTlmBxr3VVpWyAgU93RaWhqO5Z1XAsiLY5+DR3lxCfpmFoCbGpaRi6e2iqirtla/s8MDdo9PAXG8JD6NkdBF8uT2u2OMwWj0nh6T7HW1y6K6Rk1uloq72dMCBx3wO6V3IYIcWcpMejdbI7xHePnklDLExdtI26WCt10TbWxtrc+2gbrdFWCuMxyuIRisw4RfEYRaZ7lOoBRuewbbc17luj84o8kzdUbWBMleupSncq+BJHlrQ0/ODPc49AHmrltz3tiniUCyfqRJU8TMVPXNUxhY7pQNx0iJt24nAwTZu45aZZiXXkxlQM4viJMzxtb1qxHmq7t2RGa16IfxWOQrfi6GYcwzIxbBOfbRFV987Ll44ucou5Tva/6BK1E5HodHhXHEXD2cMQCJ8d47wq77mO//KP57X8UZ55Nl5DkiIjdfTHTyEUMFV3zl1YUbFVhXpRzpdO9yMn/UM3owRUFFVH0Q0UXUdRDZyoQXSjP7FUiCv63NVIEiJQVRLbuLaLw1TEqqIw7qgiCkI+dFVFU9TU2Yw5fLK+PrGsiruotCtg1ZRtVW0Xmmr6c1WF4YNcu1l9aDtsrm5KeUOTdjRFQcGNdk23lyyjoKCqEAr68Pu8f86RmNVeNhG1qqbbkIpNsp+QYk5yRGOoGv08AhiSWI5NQyzM7mgbDfEwjbEwu+MRNsbCjCjsg/dKV1AVCNHSfwjF8RgFlrtsSb4ZJ9/uehzTAdRgyDOvsanWMz0nZsw9Wr2Xs0jStGsLBS/cS5YPTTPAHwRfMHEOgD8PxRdw7/PcNGWE98ppwnE4e+pAokJPRaaaVlrUqiVS0aum5WRGtFqC8r5DmDzhTE/bgb9uwtjWiGU7ezVcBmD6/WwbUIFqxdEsE90yMSwT3bYw90kk5vYC23sdu9pOZ9HNzj7Fm8KkplrP6Vyf+/x82d3VmIF//+gNN1q6A9V6OX8qmutRQ3Q4ezNgx3LCSiu2omCpKraiYCsqYZHPNvOr3W6vMWgHan4cVB1F1UHX3LPQiHyU3227oyaF6Dco4ApLRUVTlNT1Sy9UdVk/XSD6dI2r5k1E85ivKZF0hhRzkl6Nrmr0DRbQN4fYy0XpiEls7juIj2MRms0oLWaEsGWiOQ75lkmBGafQilNgJo6E4Csw4xTqPobl8PiJSOu+faCAt0hcv2Mzx3tl2CaEzYzhYMj+d6tUHAWhbG+i1bCDvCd+4opE3eeKQcMNNsDwp64VI3mfOALuWRl6tGd7hXA484QBcPJQFE3HSUSoJiNY3et2oZiMPk1GtAYDYxg2cJan7WGb6tB2tGCbJrZtY1s2tmVhWXbClp2KjnUcQfvuWQqaT6WxfASKGUO14qhmUizG90l0dSrmutiXuDMUkTvKeF9FYq4277P4bKylzM7+crJbK+UPxd23+7V1axhsbc9KDytBHi39Vrft+j58Bf2jamxFwVSS4lPBQgXO6bK+SC4wDETsKI+9+CtsReGK2fMJ+Lu7rLWktyHFnETSDU4fNC4rzXJsWswYLWaU5njUFXmJ83YzyoZ4lBYzyvjiAQzLYffLgmK2Dh1DvhUnZJnkm+1LluQnzr5OvEP4veevObHuLd6awvD+p/LB9s85Lnljxd2D5qxyuXwxyryB7pIwHYi3NKD/74/cG1UDw4em+9B0Pz7DB4bPFY+GH0X3gW6497oBhg9l/FTc2Ykd2iEcxgUaGDfKAD3f9UzqiUMzQNP3wCMy0zP1+JjJ0eEIdiyGHYvhmDGceBw7Hscx49imiWNZ2KaFYyWuLRvbttBsE6twApgxhBkHM4ZixVHMOH1EI5MjH+Moamr2Xfu12sl1559DQeBz4tiK6s7m24M5iunkWq+wq+d2aTfH+y32MVxUydHefbU7PNzEqHi2R91B4eOyvbPlc2yu/MLd+caZ1b01NyW9EynmJJL9hK5qlPjzKMkhqPaE0SOmUNW/ghYrTo0Zo82K0WrGaDPjtFoxTMdGd2zybIs8yyJoW+RZJnm2RYU/xMwci4yatkmbphOwbbTubEzp897dwY5nD7PtD7sf79zEMckbx4ZYxD088Po0onwkWml5VnpzuJn8Z+7O2RyBgqK7oi4lDtPEnnrC2SjDvYMnfP9YgU9R2oWhrrvngI6Sb4AWSNhN2Nf0lIAkmO96Lz2oAIYJ4faDZSZEs+l6VZPXaekiee3YYFtgX+CeHQts261n24y1Lcban4BjIayEwLQt1zNp2wjHxrEdHNtB2HZq8n5yeypDmJ7t7Wvt5pzmFQmBmBCKqKl7NxRETbtWMsoGRdTTrl/EOCr6SYatVF1UhJK8Ttp0Ba1IlPeJXME/giK7qb1uWp2ULaXdpiDhfUyIViXHHIDuiMR0gazmWGBdIvHisHhbNmzYwHXXXcfbb79NQUEBl112GXfccQc+X/Zk1Y5UV1fz4x//mBUrVtDa2kpFRQW33norl1xyyUFouUSyfzm271CO7Ts0Z37ctojYJhErTtgyCVtx99o2KcrhPQOoKh/BnzQF07bwOQ4B2xWC7Wc7532xojI6x4LP++7x8xYwTrx7UbdJFN37b8fm+h10FseqINo9jB6fLRpuwqsndkaaKXv3xU68P50jTp2Hftxszzz7ycUQDacJwOxDyRCHmntWNZRhlSjDvJd3EVvWup9TdeurmgZq0o7mntUOaWoiXVHd8cGEMMQ2U+Ix37YYlRKSVla+SAnLRF5KZCbT+yau7dRZ2CYFlsV0uwFhW4hEfeHYaTYslNS9jZJ+dDLpMiQifKvxqS5+Qh79R0L85/jpqjhcWf9EQlC6C5Cki9d2gdh+pL8pinpY/HuW9BAO+dvS0NDAjBkzGD16NM899xzV1dUsWLCAcDjMgw8+2Gndmpoapk6dytixY3nkkUcoLCzkk08+IRbbt38EEsnhik/T8Wk6RZ3spuHFpaOP59LRx2M5NlHbImqbRCyTiG0StczMe9uk3jKJ2nGitkXfQD5jPNbDA6gqG8gtk04m4Fj4bZtAQgj6HBu/Y+O3288d00JCUJFrWNj09s7sKbnEnH2A7NaFm+nTHY9ngjYcvOKbq9oaKKyvIWR5e8GS5HpyWFHI9xBzMdvCfPX3BJu6uQ7j0dPRTr8UVD90eDWclx9D7PqyXQymC8GEcHTTE0Ixda1Bv6Go47w36xLbPkW0NqCkbGlpYrNDWod7oemu5zMpHNOEYuqckZZ5L5L5qXKuSHTXI0mIyfT7RH6+Y4NwXHvCRthuGeG0C9Gk7eTZcvqD4+DXuh9QI+l9HHIx9/DDD9Pc3MzSpUspLXWXX7Usi6uvvpof//jHDBw4MGfdH/3oRwwZMoSXX34ZLfHin3766Qel3RJJT0RXNfJVjfwcHrG95dyRx3D60KOI2iYx20wJxZhtEXcsYrZN3LZodizitkXMsdw826LIF2R4jp07dheVccukkzEcG5/j4HdcMehznERaUiA6qTKGcM8BAceGvO3aVpyIquETDtrehsgCek6RuG9fIFXN227cttGczjbN6pwY4BWn2WJGMaNtnl7GPaEuHqWfR3rctthetYEhzdnbviXprNfDIydTkEPM1b/7PMXbPu2WZBZDxqF//UaylCfgvP4UYt07aZ5IzV3PL10YKukCsT1PKe6HOu0i72du/hei6lO3fKK+orh1lQw7afZUDWXMcZ72JJLOOORi7qWXXmLmzJkpIQcwb9485s+fz8qVK/nWt77lWa+5uZk//vGP/OY3v0kJOYlEcnAJ6j6COQTOvjB76ESmDRpH3LGJ2zZxx0pcJ86O1Z5u20QdixbHJu7Y6KrKcUV9Pe2ahWX8dOqZmI6FZZkotoXuOBjCwXDSDmFjOA664+BzHHTh4HNsvpljD2DTcXivtL9bRzgZNvXkOS1PF07GfsNqDs+nJVw73UXJMe/KTrSh2+SwawkHpwsvYmeEhZO9lmKC6uY6irtpt970Fp8AH9Vs5OhuThdoKy2nIIeY+3LDOwxev2av7NmagSHFnKQbHHIxt2HDBq644oqMtOLiYsrLy9mwYUPOeh988AHxeBzDMJg2bRpvv/02ZWVlXH755dxxxx0YRvfXkpJIJIeW5HDy/ubkASM5ecDI1L0QAks4mI6dOuK2jSWyry3HQS30Dk8sKSjhrZPPzbBjOU7i7IpMSzhYiXRL2JiJeWKacLh79LGedi3H5tejj0YXDpojMsSgLkTadXt+UkBqQjC2dIC3XeHQ4g9iKqprRzhojmtT6yA0vVByfIG2nO55PFOo3naFEDmjXPcEkcMugL0P4jPWifisaqlj8F7aiwvHw3cokXTNIRdzDQ0NFBcXZ6WXlJRQX5/bVb9jxw4ArrzySq666ioWLVrE3//+d2677TZUVeXuu70j1mKxWMacuubm7GUUJBJJ70BRlNSeqPvC8II+DC/os9f1knuj5tpUfVh+GWedMi8lOC3HwU5eJ8WhcFLCMZIhGB2OqvBex09TFJYce3qqnOXYCbuufdt253ppSaGXEnzu+duVJ+Pl+7SFw1+GjCKUWHMxvb7WwU4yTU/LG5jD8+kIwW5/gOpgPppwUIXIsJlp30NMdvLz7Sw4ois6E4lKN4bH7RzR6BJJVxxyMdddnMQvysyZM7nvvvsAmD59Oi0tLdx7773cdtttBIPZM0LuvvtuFi9efFDbKpFIJF4oirttVC5Cho8xxf33+3MH5BXxk2PO6rSMIxxsIRICsl0g2o6Tc/mdkO7jlBPOxRJJ4SlSdW3hHpbjEE/YsUXCpnAXfR7ksX4jgIPgzcqprBYC27ETdp0Mu8k0hLuASLvIE3x95HHk6sWXBo/k9b7lmaLQSbeRLh5F4toVjsPLR3uKWoDq/CLWlA3wrK8KgYZIPSdpM64bHqsjSiRdc8jFXElJCU1NTVnpDQ0NGfPovOoBzJiRuV/k6aefzp133snGjRuZODF7EYL//M//ZMGCBan75uZmhgzpdMt0iUQi6XWoioqqkPBa7tngn0/TO11ap7sYqtal+IR2T2e7wHNFXkDL3f6Ljj0rISiTAlNkCUTbybxPCt28Yu9hbABz3Al8FI9gO+3l0+06GWf3OqgZLOxWD0l6O4dczI0bNy5rblxTUxM1NTWMG+f9LQ1gwgTvtZOSRKM5Fp70+/H7908kn0QikUgOH5KeTm0vthQ7EJ5PgG+O+soBsSuReHHIB+jPPPNMXnnlFRobG1NpS5YsQVVVZs3y3lsRYNiwYUycOJFXXnklI33VqlUEg8EuxZ5EIpFIJBLJkcAhF3Pz58+noKCAuXPnsnLlSh5//HFuvPFG5s+fn7HG3Omnn86oUaMy6t5555288MIL3HDDDaxatYq77rqLe++9lwULFhAKeW84LpFIJBKJRHIkoQixL3Hk+4f169dnbed15513Zmznddppp7Flyxa2bNmSUffZZ5/l9ttv5/PPP6e8vJzvfe973HzzzXuwWbZLc3MzRUVFNDU1UVgop55KJBKJRCLpWRwWYu5QIsWcRCKRSCSSnswhH2aVSCQSiUQikXQfKeYkEolEIpFIejBSzEkkEolEIpH0YKSYk0gkEolEIunBSDEnkUgkEolE0oORYk4ikUgkEomkByPFnEQikUgkEkkPRoo5iUQikUgkkh6MFHMSiUQikUgkPRj9UDfgUJPcAKO5ufkQt0QikUgkkv1PQUHBHm9xKemZ9Hox19LSAsCQIUMOcUskEolEItn/yO0qj3x6/d6sjuOwffv2rG8uzc3NDBkyhG3btslfggSyT7KRfZKN7JNsZJ9kI/skmwPVJ9Izd+TT6z1zqqoyePDgnPmFhYXyD00HZJ9kI/skG9kn2cg+yUb2STayTyR7iwyAkEgkEolEIunBSDEnkUgkEolE0oORYi4Hfr+fhQsX4vf7D3VTDhtkn2Qj+yQb2SfZyD7JRvZJNrJPJN2l1wdASCQSiUQikfRkpGdOIpFIJBKJpAcjxZxEIpFIJBJJD6ZXi7kNGzZwxhlnEAqFGDBgAD/60Y+Ix+MZZSoqKrj22msz0nbt2sWECRMYNmwYW7ZsOYgtPrD89re/RVGUrOPmm29OlTnS+2Pjxo3Mnz+fyZMno+s6Rx11lGe5xx57jDFjxhAIBDj66KNZtmxZRv7q1atRFIX3338/I/25557DMAy+/e1v4zjOAfsc+5M96ZPTTjvN893ZsGFDqsyR0idLlizh3HPPZfDgwYRCISZPnsxvfvMbOs5Y6U3vyJ70SW96RwBWrFjBtGnT6Nu3L36/nxEjRrBgwQKampoyyr344oscffTRBAIBxowZw+OPP56Rv2XLFhRF4U9/+lNG+ttvv01BQQGzZ88mGo0e8M8jObzptevMNTQ0MGPGDEaPHs1zzz1HdXU1CxYsIBwO8+CDD+asV1tby4wZM2hpaeGNN96goqLi4DX6IPHyyy9TVFSUuh80aFDOskdaf3zyyScsX76cE044AcdxPP9xPPPMM1x11VXccsstzJgxg2effZbzzjuPN998kxNPPDGn7RdeeIFvfOMbXHzxxTz22GOoas/4LrUnfQJw8sknc++992akdfU+9MQ++cUvfkFFRQX33Xcfffv2ZdWqVVx11VVs27aNhQsXAr3vHdmTPoHe844A1NfXc8IJJ3D99ddTVlbG2rVrWbRoEWvXrmXlypUAvPXWW5x33nlceeWV/PKXv+S1117jO9/5DgUFBVx44YU5ba9Zs4YzzzyTE044gb/85S8EAoGD9bEkhyuil3LXXXeJUCgk6urqUmn/8z//IzRNE9XV1am0YcOGiWuuuUYIIURdXZ2YNGmSGDRokPj8888PepsPNI8//rgARG1tbc4yR3p/2Ladur788stFZWVlVpkxY8aIiy++OCNt6tSp4swzz0zdv/766wIQ7733nhBCiOXLlwufzye++c1vCsuyDlDrDwx70ifTpk0Tc+bM6dTOkdInXr8fV111lSgsLEz1VW97R/akT3rTO5KLRx55RACp/zGzZs0SJ510UkaZiy++WIwfPz51v3nzZgGIJUuWCCGEeO+990RRUZGYPn26CIfDB6/xksOanvEV5wDw0ksvMXPmTEpLS1Np8+bNw3Gc1LemdBoaGpg5cya1tbW89tprjBo16mA297DjSO2Prr71b9q0ic8++4x58+ZlpH/jG9/g1VdfJRaLZdX5v//7P84//3zOO+88fve736Fp2n5t84HmQHhCenKf9OnTJyttypQpNDc309bW1ivfka76pDv09D7xoqysDIB4PE4sFuP111/n61//ekaZb3zjG6xfv95zysqHH37IrFmzUsP2wWDwYDRb0gPotWJuw4YNjBs3LiOtuLiY8vLyjDkc4G5SPGvWLGpqanj99dcZM2bMwWzqQaeyshJN0xgxYgR33303tm1n5Pe2/kgn+W50fHfGjx9PPB5n8+bNGemvvvoqc+fO5ZxzzuHJJ588Iv4h5eKNN94gFAoRCASYNm0af/3rXz3LHYl98tZbbzFo0CAKCgrkO5IgvU+S9MZ3xLZtotEoH3zwAT/96U/52te+RkVFBV988QWmaXq+J0DW/6GPP/6YM844g8rKSpYvX05eXt5B+wySw59ePWeuuLg4K72kpIT6+vqMtCeffBJw/ziNHTv2YDTvkFBeXs7ixYs54YQTUBSFF154gVtvvZXq6uqMeYS9pT+8aGhoAMh6d0pKSgCy3p2bb76Z8ePH8/TTT6PrR+6v27Rp07jssssYPXo027dv595772XmzJm88cYbTJ06NaPskdYnb731Fs888wz33XcfIN8RyO4T6L3vyLBhw6iurgbg3/7t33jqqaeAvX9Pbr/9dsrKyli+fDn5+fkHuNWSnkav9cztDSeffDL5+fnceOONhMPhQ92cA8bs2bO57bbbmD17NrNmzeLBBx9kwYIFPPzww9TU1KTK9Zb+2B/Mnj2b9evXdxpUcySwePFirrjiCr761a9y0UUXsXr1agYOHMjtt9+eVfZI6pOqqiouuugipk+fzvXXX98tG0dSf0DuPumt78iKFSt4++23efTRR1m/fj3nnHNO1mjHnjB79mzq6uq47bbbDkArJT2dXivmSkpKskLEwf22lD6PDmDy5MksXbqUf/zjH1xwwQWYpnmwmnnImTdvHrZt89FHH6XSenN/JL81d3x3kt+yO747d9xxB1dccQULFizg97///cFp5GFAKBRizpw5/OMf/8jKO1L6pLGxkTPPPJOysjL+/Oc/p+YW9uZ3JFefeNEb3hGASZMmMXXqVK688kqef/55Xn/9dZYuXbrX78mVV17J4sWLuf/++z0FsKR302vF3Lhx4zznxtXU1GTNYQCYOXMmf/jDH1i5ciWXX3551ppSvY3e2h/Jd6Pju7NhwwZ8Ph8jRozIqvPII48wd+5crrjiCl588cWD0s7DnZ7eJ5FIhLPPPpumpiZeeumljKV8eus70lmfdIcjoU86MmnSJAzDYOPGjYwcORLDMDzfE8iecwlw2223cd1113Hbbbfx8MMPH5Q2S3oGvVbMnXnmmbzyyis0Njam0pYsWYKqqsyaNcuzzoUXXsj/+3//j6effprrrrvuILX00PLMM8+gaRpTpkzJyuuN/TFixAjGjBnDkiVLMtKfffZZTj/9dHw+X1YdTdN4+umnU8NLb7755sFq7iGjra2NZcuW8ZWvfMUzvyf3iWVZzJs3j/Xr1/Pyyy9nrcPYG9+RrvrEiyP5HcnFmjVrME2TESNG4Pf7mT59etZiwM8++yzjx4/Puf7e/fffzyWXXMI111zDs88+exBaLekJ9OyZpfvA/PnzeeCBB5g7dy4//vGPqa6u5sYbb2T+/PkMHDgwZ73vfve77N69m1tuuYWysjIWL158EFt9YJk9ezYzZsxg4sSJgLtY5yOPPMJ//Md/MGDAAM86R1p/hMNhVqxYAcDWrVtpbm5O/bFNrua+aNEiLrnkEkaOHMn06dN59tlnWbNmTc7IPAC/38/zzz/P9OnTOeecc1i9ejWTJ08+GB9pn+mqTzZs2MA999zDeeedR0VFBdu3b+e+++5jx44dWYImnZ7aJ1dffTXLli3jvvvuo7m5mXfffTeVN2XKFPx+f697R7rqk7///e+96h0BOP/88znuuOOYNGkSwWCQf/7zn9xzzz1MmjSJuXPnAvCTn/yE0047jauvvpp58+bx+uuv89RTT3Uq0hRF4be//S0NDQ1cdtlllJSU5HRASHoRh3qhu0PJunXrxOmnny6CwaDo16+f+OEPfyhisVhGmfRFctP5/ve/LwDxq1/96mA194Bz/fXXi9GjR4tgMCj8fr+YOHGiuP/++4XjOKkyR3p/JBfo9Dpef/31VLn//d//FaNGjRI+n09MnDhRvPjiixl2Oi5+mmTXrl1i7Nixon///j1moeWu+uTzzz8Xs2fPFgMGDBCGYYji4mJx1llniTVr1mTYOVL6ZNiwYTn7Y/Pmzalyvekd6apPets7IoQQd999t5g8ebIoKCgQoVBIVFZWip/85Ceiqakpo9zzzz8vJk6cKHw+nxg1apR47LHHMvI7LhqcJBwOi5NPPlmEQiHxzjvvHPDPIzm8UYToJZOdJBKJRCKRSI5Aeu2cOYlEIpFIJJIjASnmJBKJRCKRSHowUsxJJBKJRCKR9GCkmJNIJBKJRCLpwUgxJ5FIJBKJRNKDkWJOIpFIJBKJpAcjxZxEIpFIJBJJD0aKOYlEIpFIJJIejBRzEkkn/OEPf+Ckk06ioKCA/Px8pk6dyu9///tu2/vlL3+Z2hornYqKCq699tp9aWqK0047jbPPPnu/2ErS2NjIokWLWLduXUb6li1bUBQla3/JA4miKNx7772p+9/+9rc89dRTB+356axevZq77rorK33RokXk5+cfghZJJJLeiNwBQiLJwXXXXcdDDz3EFVdcwYUXXpgSLY899hjXXHMNDzzwwF7brKio4Oyzz+bBBx/MSP/www8pKSnJubn23rBu3To0TWPs2LH7bCvJli1bGD58OEuWLOHCCy9MpcdiMT788EPGjBlDaWnpfnteZ7z77rsMGzaM8vJywBWv+fn5LFu27KA8P51FixZx77330trampFeVVVFTU1Nzk3kJRKJZH+iH+oGSCSHIy+88AIPPvggCxcuZNGiRan02bNnM3DgQH76058ya9YszjnnnP3yvClTpuwXOwATJkzYb7a6wu/3c+KJJx605wEH/HmRSIRgMLhPNgYPHszgwYP3U4skEomkCw7t1rASyeHJ9OnTRUlJiWhpacnKa2lpESUlJWLGjBmptMsvv1xUVlaKFStWiMrKSuH3+8UxxxyTsQG212bkjz/+eCrvmmuuybK3atUqMXHiRBEIBMSpp54qNm/eLOrq6sTXv/51UVBQIEaMGCGeeeaZjPZNmzZNzJkzJ3Xf8ZnJY+HChUIIIdavXy8uuugiMXjwYBEMBsX48ePFvffeK2zbFkK0b/Td8di8ebPnJuC2bYvbb79dDBs2TPh8PjF27Fjx8MMPZ7Rx4cKFIhQKiY8//licfPLJIhgMisrKSvHyyy93+bMBxD333JP6rLk+lxBCLFu2TBx//PEiEAiIPn36iPnz54vW1tZUfnJj92XLlokLLrhAFBQUpPruiSeeECeffLIoKSkRxcXFYtq0aRkbwy9cuDDr2dOmTcv4fOls2bJFXHDBBaKwsFDk5eWJWbNmiY8//jijTPI9ePDBB8XQoUNFYWGhOPfcc8WuXbtSZeLxuPjhD38ohgwZInw+nxgwYIA4++yzRWNjY5d9J5FIjkykZ04i6YBlWbz99tvMmTPHc95Tfn4+06dPZ8WKFViWha67v0Y1NTVcffXVLFq0iJKSEn72s58xe/ZsPv/8c/r168fSpUs566yzOOWUU/jBD34AwMiRI3O2Y8eOHfzgBz/glltuwTAMrr/+ei655BLy8vI49dRTueqqq3j00Ue59NJLOfHEExk2bJinnXfeeSfjfuXKlSxcuDA1DFtdXc3YsWO55JJLKCgo4KOPPmLhwoW0traycOFCysvLee655zj//PO56667mD59OgDl5eXU1NRkPe/GG2/k/vvv59Zbb+Wkk05i2bJlzJ8/H9M0M+YFmqbJJZdcwvXXX89PfvITfv7zn3PBBRewdetWysrKOvsRpfj1r3/NpZdeSl5eXmoeXdIj9qc//YmLLrqIb3/72yxevJiamhpuvvlmGhoaeOaZZzLsfPe73+XSSy9l6dKlaJoGuEPLl112GSNHjiQej/P0009z6qmn8vHHHzNmzBiuvPJKqqqqeOqpp3jttdcAKCws9GxnS0sLp512Gqqq8vDDDxMIBLjzzjtT9oYMGZIq+8ILL/D555/z0EMPsXv3br7//e9z3XXXpdp899138/DDD/Pzn/+cyspKdu/ezcqVK4nFYnvUZxKJ5AjkUKtJieRwo6amRgDihhtuyFnmhhtuEIDYsWOHEML1pAHi1VdfTZVpbGwUBQUF4uabb06ldfTA5Uq//PLLhaIoYu3atam0Bx54QADipptuSqU1NDQITdPEL3/5y1RaR89cOp999pkoLi4WV155pWe+4zjCNE1x5513ivLy8lS6lwfOK722tlYYhpHxmYUQ4uKLLxZ9+/YVlmUJIdq9WsuXL8+y9fvf/96zbUlI88zl+ryO44hhw4aJiy++OCP9pZdeyujXpGdu/vz5nT7Ttm1hmqYYO3as+M///M9UupcHziv9/vvvF4qiiHXr1qXS6urqRCgUEgsWLEilDRs2TAwePFhEo9EMW4ZhpDylc+bMEeeff36n7ZVIJL0LGc0qkewnioqKmDFjRsb9zJkzWbNmTbfsDRw4kMrKytT9mDFjAJg5c2Yqrbi4mH79+rFt27Yu7TU3N3Puuecyfvx4HnrooVR6NBpl4cKFjBo1Cr/fj2EY3HLLLdTU1GRN7O+KNWvWYJomX//61zPSL7roImpra/nss89SaaqqZnyWiooKgsEgVVVVe/VMLz777DO2bt3KvHnzsCwrdUybNg1VVXn//fczys+ZMyfLxvr16znvvPPo378/mqZhGAaffvppxmfYU958802OOuooxo8fn0orLS3ljDPO4K233sooO23aNPx+f+p+woQJmKbJrl27ADjmmGNYsWIFixYt4r333sNxnL1uj0QiObKQYk4i6UCfPn3w+/18+eWXOct8+eWXBAKBjOHAvn37ZpXr37+/51DknlBcXJxx7/P5cqZHo9FObTmOwyWXXEJTUxN//vOfU7YAbrrpJu655x6uuuoqVqxYwXvvvcett94K0KXdjjQ0NADu504neV9fX59KCwaDGe3Y08+yJ+zevRuA8847D8MwUkdeXh62bWeJ347tbWlpYdasWWzdupVf/OIXvPnmm7z33nscffTR3WpfQ0ND1jOSz03vE8j9c08+95ZbbuGmm27iiSee4Pjjj2fAgAEsXrwYIRcmkEh6LXLOnETSAV3XOemkk1i9ejVtbW2EQqGM/La2NlavXs1JJ52Umi8HUFtbm2Vr586dqSU0DiW33HILq1atYvXq1VntWbJkCd/73ve46aabUmnLly/v1nOSy5Ps2rWLQYMGpdJ37tyZkX+gST7nwQcf5IQTTsjKHzhwYMa9oigZ9++88w5VVVUsW7aMo48+OpXe1NTUrSjV0tJSPv3006z0nTt37nWf+P1+Fi1axKJFi9i4cSO/+c1vWLRoESNGjODf//3f97ptEomk5yM9cxKJBzfccAP19fXcd999WXn33Xcf9fX13HDDDRnpTU1NqYnwyftXXnklQ0zsL8/T3vDMM8/ws5/9jIceeshzWY9IJJLhIbNtOytAoKN3KBfHH388hmGwZMmSjPQ//vGP9OvXLzVUvD/x6tNx48YxePBgNm3axHHHHZd1dBRzHYlEIinbSd5++222bNmS9ew9CTw45ZRT+Ne//pUh6BoaGnjllVc45ZRTuqyfi1GjRnHXXXdRWlrK+vXru21HIpH0bKRnTiLx4Gtf+xrXXnstixYtYtu2bak5YH/+85959NFHufbaa7PWmCstLeU73/kOixcvpri4mJ/97GcIITJE3/jx43nttddYtWoVJSUlDB8+fI8jN7vDpk2buOKKK5g+fTqVlZW8++67qbzkWmhnnHEGjz76KBMmTKBPnz78+te/zhIoAwYMoLi4mKeffprhw4fj9/uZNGlS1vP69OnDddddxz333EMgEODEE09kxYoVPPXUUzzwwAOpSNH9yfjx43niiSd48cUXKS8vZ+DAgQwcOJBf/OIXfPOb36StrY05c+YQCoXYunUry5cv56677upUWJ544onk5+dzzTXXcPPNN1NdXc3ChQszvI3JZ1uWxf33389JJ51EYWGh52LN3/72t/nv//5v5syZwx133JGKZtV1PetLQVfMnTuXY489lilTphAKhXjxxRdpaGjImK8pkUh6GYc6AkMiOZx58sknxdSpU0UoFBKhUEiceOKJ4ne/+11WueS6cMuWLRPjx48XPp9PTJkyRfztb3/LKLd27Vrx1a9+VRQUFOzROnPpJCMv33vvvYz0jnXTozuTdbyO5HpsO3bsEHPnzhUFBQWif//+4qabbhKPPvqoAERtbW3K7tKlS8X48eOF3+/vcp25n/70p2Lo0KHCMAwxevTonOvMdaSoqChjnTgv6BDNWlVVJc466yxRXFyctc7cypUrxbRp01I/v8rKSvGDH/wgtSZbrj4Vwo18raysFIFAQEyaNEmsWLEiK3LWNE1x9dVXi/79+wtFUbpcZ+78888XBQUFIi8vT5xxxhk515lLZ+nSpan+FkKI//qv/xLHHXecKCoqEqFQSBxzzDHiqaee6rTPJBLJkY3czksi2Q9861vf4v3332ft2rWHuikSiUQi6WXIOXMSiUQikUgkPRgp5iQSiUQikUh6MHKYVSKRSCQSiaQHIz1zEolEIpFIJD0YKeYkEolEIpFIejBSzEkkEolEIpH0YKSYk0gkEolEIunBSDEnkUgkEolE0oORYk4ikUgkEomkByPFnEQikUgkEkkPRoo5iUQikUgkkh6MFHMSiUQikUgkPZj/H38KySU3RuxCAAAAAElFTkSuQmCC", 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" ] @@ -3842,7 +2319,7 @@ ], "source": [ "saveas=\"convergence_all_lasso_lines\"\n", - "cmap=plt.get_cmap(\"Set2\")\n", + "cmap=plt.get_cmap(\"tab20\")\n", "\n", "\n", "fig, ax = plt.subplots(1,figsize=[6.4,4.5])\n", @@ -3851,7 +2328,7 @@ " if i%2 == 0: color_idx += 1\n", "\n", " ax.plot(\n", - " [1000 * (s+1) for s in range(len(model_row.step_loss))],\n", + " [(1000 * s) for s in range(len(model_row.step_loss))],\n", " model_row.step_loss,\n", " c=cmap.colors[color_idx],\n", " lw=3,\n", @@ -3886,1845 +2363,710 @@ "sns.despine(ax=ax)\n", "ax.set_ylim()\n", "plt.tight_layout()\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "dd5f15ae-bcbb-4aa6-a2dc-c6e9ad6e846b", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, + "id": "ddfe76d8", + "metadata": {}, "source": [ - "Next, we'll wrangle the results of all models into tall-style a dataframe where each row is a single mutation - lasso strength combination" + "## Model Evaluation and Selection" ] }, { "cell_type": "code", - "execution_count": 135, - "id": "54b2b871-a051-48c8-91cc-c513bab4e2d7", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-input" - ] - }, + "execution_count": 34, + "id": "3dac6610", + "metadata": {}, + "outputs": [], + "source": [ + "model_collection = multidms.ModelCollection(models)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "3ec54100", + "metadata": {}, "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cache miss - this could take a moment\n", + " dataset_name scale_coeff_lasso_shift mut_type mut_param sparsity\n", + "0 rep-1 0.000000 nonsynonymous shift_Delta 0.234082\n", + "1 rep-1 0.000000 stop shift_Delta 0.247678\n", + "2 rep-1 0.000005 nonsynonymous shift_Delta 0.312857\n", + "3 rep-1 0.000005 stop shift_Delta 0.396285\n", + "4 rep-1 0.000010 nonsynonymous shift_Delta 0.381122\n" + ] + }, { "data": { "text/html": [ - "
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\n", + "" + ], + "text/plain": [ + "alt.FacetChart(...)" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "chart, sparsity_df = model_collection.shift_sparsity(return_data=True, height_scalar=100) # TODO raise issue to fix height scalar\n", + "print(sparsity_df.head())\n", + "chart" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "a1931818", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " datasets mut_param correlation scale_coeff_lasso_shift\n", + "0 rep-1,rep-2 beta 0.837209 0.000000\n", + "0 rep-1,rep-2 beta 0.839758 0.000005\n", + "0 rep-1,rep-2 beta 0.838824 0.000010\n", + "0 rep-1,rep-2 beta 0.838579 0.000020\n", + "0 rep-1,rep-2 beta 0.837910 0.000040\n" + ] + }, + { + "data": { + "text/html": [ + "\n", + "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
mutationSscale_coeff_lassosenseconditionreplicate
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7504Y170--0.2499031e-06nonsynonymousOmicron_BA11
109112F86S-0.7411661e-06nonsynonymousOmicron_BA20
31092F1109Y0.2253765e-05nonsynonymousOmicron_BA10
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\n", + "" ], "text/plain": [ - " mutation S scale_coeff_lasso sense condition \\\n", - "53706 G485D 0.598320 0.0 nonsynonymous Delta \n", - "58872 I233L -0.972775 1e-06 nonsynonymous Delta \n", - "109322 K1181N -0.516587 0.0 nonsynonymous Omicron_BA2 \n", - "145884 F1075S 0.000000 0.0005 nonsynonymous Omicron_BA2 \n", - "56057 G842C 0.425078 0.0 nonsynonymous Delta \n", - "93964 G880C -0.000000 0.0005 nonsynonymous Delta \n", - "152946 D848Y -0.000000 0.001 nonsynonymous Omicron_BA2 \n", - "7504 Y170- -0.249903 1e-06 nonsynonymous Omicron_BA1 \n", - "109112 F86S -0.741166 1e-06 nonsynonymous Omicron_BA2 \n", - "31092 F1109Y 0.225376 5e-05 nonsynonymous Omicron_BA1 \n", - "\n", - " replicate \n", - "53706 0 \n", - "58872 0 \n", - "109322 1 \n", - "145884 0 \n", - "56057 1 \n", - "93964 0 \n", - "152946 1 \n", - "7504 1 \n", - "109112 0 \n", - "31092 0 " + "alt.FacetChart(...)" ] }, - "execution_count": 135, + "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "tall_mut_df = pd.DataFrame()\n", - "for replicate, rep_models in models.groupby(\"replicate\"):\n", - " fit_dict = {f\"l_{float(row.scale_coeff_lasso_shift)}\":row[model_name] for _, row in rep_models.iterrows()}\n", - " \n", - " mut_df = multidms.utils.combine_replicate_muts(\n", - " fit_dict, \n", - " times_seen_threshold=times_seen_threshold, \n", - " how=\"outer\"\n", - " )\n", - " mut_df.rename(\n", - " {\n", - " bc : f\"{bc}_Omicron_BA1\"\n", - " for bc in mut_df.columns\n", - " if \"beta\" in bc\n", - " }, \n", - " axis=1, \n", - " inplace=True\n", - " )\n", - "\n", - " mut_df = pd.melt(\n", - " mut_df.reset_index(), \n", - " id_vars=[\"mutation\"],\n", - " value_vars=[\n", - " col for col in mut_df.columns \n", - " if (\"_shift_\" in col or \"beta\" in col) and \"avg\" not in col\n", - " ],\n", - " value_name=\"S\"\n", - " )\n", - " \n", - " mut_df = mut_df.assign(\n", - " scale_coeff_lasso=[ \n", - " v.split(\"_\")[1]\n", - " for v in mut_df.variable\n", - " ],\n", - " sense=[\n", - " \"stop\" if \"*\" in mut else \"nonsynonymous\"\n", - " for mut in mut_df.mutation\n", - " ],\n", - " condition=[\n", - " \"_\".join(v.split(\"_\")[3:])\n", - " for v in mut_df.variable\n", - " ],\n", - " replicate=replicate\n", - " )\n", - " \n", - " mut_df.drop(\"variable\", axis=1, inplace=True)\n", - " tall_mut_df = pd.concat([tall_mut_df, mut_df])\n", - " \n", - "tall_mut_df.sample(10, random_state=23)" + "chart, corr_df = model_collection.mut_param_dataset_correlation(width_scalar=200, return_data=True)\n", + "print(corr_df.head())\n", + "chart" ] }, { "cell_type": "markdown", - "id": "c5d292f5-536a-4d8c-adf1-0a51ae811eff", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, + "id": "2c3825bc", + "metadata": {}, "source": [ - "Compute summary stats of each model at each lasso strength." + "## Cross Validation" ] }, { "cell_type": "code", - "execution_count": 136, - "id": "49a9b89c-17fd-4e2a-bbe8-7a0137d4f2cf", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-cell" - ] - }, + "execution_count": 37, + "id": "1099a2ab", + "metadata": {}, "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "inferring site map for Delta\n" + ] + }, { "data": { - "text/html": [ - "
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lassoDelta-replicate-correlationDelta-0-stop-sparsityDelta-0-nonsynonymous-sparsityDelta-1-stop-sparsityDelta-1-nonsynonymous-sparsityOmicron_BA1-replicate-correlationOmicron_BA1-0-stop-sparsityOmicron_BA1-0-nonsynonymous-sparsityOmicron_BA1-1-stop-sparsity...Omicron_BA2-0-stop-sparsityOmicron_BA2-0-nonsynonymous-sparsityOmicron_BA2-1-stop-sparsityOmicron_BA2-1-nonsynonymous-sparsityDelta-0-lossOmicron_BA1-0-lossOmicron_BA2-0-lossDelta-1-lossOmicron_BA1-1-lossOmicron_BA2-1-loss
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8 rows × 22 columns

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" - ], + "application/vnd.jupyter.widget-view+json": { + "model_id": "f1408b8f3ddc4e2396bfd818fe5f6887", + "version_major": 2, + "version_minor": 0 + }, "text/plain": [ - " lasso Delta-replicate-correlation Delta-0-stop-sparsity \\\n", - "0 0.0 0.546623 0.000000 \n", - "1 1e-06 0.559236 1.604278 \n", - "2 1e-05 0.657253 43.850267 \n", - "3 2e-05 0.687851 80.748663 \n", - "4 5e-05 0.697926 97.860963 \n", - "5 0.0001 0.672756 100.000000 \n", - "6 0.0005 NaN 100.000000 \n", - "7 0.001 NaN 100.000000 \n", - "\n", - " Delta-0-nonsynonymous-sparsity Delta-1-stop-sparsity \\\n", - "0 0.000000 0.000000 \n", - "1 1.064688 3.791469 \n", - "2 14.566866 44.075829 \n", - "3 25.504114 77.725118 \n", - "4 48.281981 96.682464 \n", - "5 92.030973 100.000000 \n", - "6 100.000000 100.000000 \n", - "7 100.000000 100.000000 \n", - "\n", - " Delta-1-nonsynonymous-sparsity Omicron_BA1-replicate-correlation \\\n", - "0 0.000000 0.927772 \n", - "1 1.153107 0.928948 \n", - "2 17.120436 0.929408 \n", - "3 28.219090 0.924362 \n", - "4 50.416400 0.914043 \n", - "5 87.363869 0.913354 \n", - "6 100.000000 0.910521 \n", - "7 100.000000 0.908683 \n", - "\n", - " Omicron_BA1-0-stop-sparsity Omicron_BA1-0-nonsynonymous-sparsity \\\n", - "0 0.0 0.0 \n", - "1 0.0 0.0 \n", - "2 0.0 0.0 \n", - "3 0.0 0.0 \n", - "4 0.0 0.0 \n", - "5 0.0 0.0 \n", - "6 0.0 0.0 \n", - "7 0.0 0.0 \n", - "\n", - " Omicron_BA1-1-stop-sparsity ... Omicron_BA2-0-stop-sparsity \\\n", - "0 0.0 ... 0.000000 \n", - "1 0.0 ... 3.743316 \n", - "2 0.0 ... 57.754011 \n", - "3 0.0 ... 87.700535 \n", - "4 0.0 ... 99.465241 \n", - "5 0.0 ... 100.000000 \n", - "6 0.0 ... 100.000000 \n", - "7 0.0 ... 100.000000 \n", - "\n", - " Omicron_BA2-0-nonsynonymous-sparsity Omicron_BA2-1-stop-sparsity \\\n", - "0 0.000000 0.000000 \n", - "1 2.274560 3.317536 \n", - "2 22.471366 59.715640 \n", - "3 39.425714 91.943128 \n", - "4 64.462010 99.526066 \n", - "5 93.950637 100.000000 \n", - "6 99.983868 100.000000 \n", - "7 100.000000 100.000000 \n", - "\n", - " Omicron_BA2-1-nonsynonymous-sparsity Delta-0-loss \\\n", - "0 0.000000 0.20909000580973827 \n", - "1 2.274183 0.20917665394134038 \n", - "2 23.398463 0.21720514216870665 \n", - "3 39.509930 0.2246265603265015 \n", - "4 62.796284 0.24265752051095138 \n", - "5 90.486867 0.2782585505749827 \n", - "6 99.983985 0.29449662651546876 \n", - "7 100.000000 0.2940877706231391 \n", - "\n", - " Omicron_BA1-0-loss Omicron_BA2-0-loss Delta-1-loss \\\n", - "0 0.22839310471511234 0.18636279787848137 0.24426963039574864 \n", - "1 0.22596427021589502 0.1864740986183709 0.24575726872194636 \n", - "2 0.2338510968877193 0.1934875377057383 0.25515255109651935 \n", - "3 0.24097466572774723 0.19974765745469986 0.2642087677227236 \n", - "4 0.2598475229546153 0.21163418285767038 0.28439700602671786 \n", - "5 0.29664621933526747 0.2298513717483986 0.31238377515420235 \n", - "6 0.30750704920451805 0.24369163268190178 0.33535281397087024 \n", - "7 0.30689114259362715 0.24373089959003352 0.3353392198202194 \n", - "\n", - " Omicron_BA1-1-loss Omicron_BA2-1-loss \n", - "0 0.18240780094215583 0.17515822800558498 \n", - "1 0.18343952479741535 0.17608967670574516 \n", - "2 0.18879111257186482 0.18289102765146906 \n", - "3 0.19616986638389988 0.18911643045941567 \n", - "4 0.2162986939022897 0.20023389068131223 \n", - "5 0.248831860960126 0.21675760973268016 \n", - "6 0.26575349005736537 0.23706711609230102 \n", - "7 0.26477229982899697 0.23722332291693782 \n", - "\n", - "[8 rows x 22 columns]" + " 0%| | 0/27342 [00:00" + " 0%| | 0/57528 [00:00" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=35445), Label(value='0 / 35445')))…" ] }, "metadata": {}, "output_type": "display_data" - } - ], - "source": [ - "saveas=\"global_epistasis_and_prediction_correlations\"\n", - "fig, ax = plt.subplots(2,2, figsize=[6.4,6], sharey='row') \n", - "\n", - "row=0\n", - "for replicate, data in replicate_data.items():\n", - "\n", - " iter_ax = ax[row, replicate]\n", - " sns.scatterplot(\n", - " data=data[\"variants_df\"].sample(frac=0.2),\n", - " x=\"predicted_latent\",\n", - " y=f\"func_score\",\n", - " hue=\"condition\",\n", - " palette=model.data.condition_colors,\n", - " ax=iter_ax,\n", - " legend=False,\n", - " size=5,\n", - " alpha=0.1,\n", - " lw=3\n", - " )\n", - " \n", - " for condition, values in data[\"wildtype_df\"].iterrows():\n", - " iter_ax.axvline(\n", - " values.predicted_latent,\n", - " label=condition,\n", - " c=model.data.condition_colors[condition],\n", - " lw=2,\n", - " )\n", - " \n", - " iter_ax.plot(*data[\"epistasis_shape\"], color=\"k\", lw=2)\n", - " \n", - " xlb, xub = [-1, 1] + np.quantile(data[\"variants_df\"].predicted_latent, [0.05, 1.0])\n", - " ylb, yub = [-1, 1] + np.quantile(data[\"variants_df\"].func_score, [0.05, 1.0])\n", - " iter_ax.set_xlim([xlb, xub])\n", - " iter_ax.set_ylim([ylb, yub])\n", - " iter_ax.set_title(f\"replicate {replicate+1}\")\n", - " iter_ax.set_ylabel(\"observed\\nfunctional score\")\n", - " iter_ax.set_xlabel(\"predicted latent phenotype ($\\phi$)\")\n", - "\n", - "row=1\n", - "for replicate, data in replicate_data.items():\n", - "\n", - " iter_ax = ax[row, replicate]\n", - " sns.scatterplot(\n", - " data=data[\"variants_df\"].sample(frac=0.1),\n", - " x=\"predicted_func_score\",\n", - " y=f\"func_score\",\n", - " hue=\"condition\",\n", - " palette=model.data.condition_colors,\n", - " ax=iter_ax,\n", - " legend=False,\n", - " size=5,\n", - " alpha=0.1\n", - " )\n", - " \n", - " for condition, values in data[\"wildtype_df\"].iterrows():\n", - " iter_ax.axvline(\n", - " values.predicted_latent,\n", - " label=condition,\n", - " c=model.data.condition_colors[condition],\n", - " lw=2,\n", - " )\n", - " \n", - " iter_ax.set_ylabel(\"observed\\nfunctional score\")\n", - " iter_ax.set_xlabel(\"predicted functional score\")\n", - "\n", - " start_y = 0.9\n", - " for c, cdf in data[\"variants_df\"].groupby(\"condition\"):\n", - " r = pearsonr(\n", - " cdf[\"predicted_func_score\"],\n", - " cdf[\"func_score\"]\n", - " )[0]\n", - " iter_ax.annotate(\n", - " f\"$r = {r:.2f}$\",\n", - " (0.1, start_y),\n", - " xycoords=\"axes fraction\",\n", - " fontsize=12,\n", - " c=model.data.condition_colors[c],\n", - " )\n", - " start_y += -0.1\n", - "\n", - "\n", - "elements = [\n", - " mlines.Line2D([], [], color=color, marker='o', linestyle='None',markersize=5, label=condition)\n", - " for condition, color in replicate_data[0][\"condition_colors\"].items()\n", - "]\n", - "\n", - "\n", - "ax[0, 0].legend(\n", - " handles=elements, \n", - " bbox_to_anchor = (0., .99), \n", - " loc='upper left', \n", - " frameon=False, \n", - " fontsize=9\n", - ")\n", - " \n", - " \n", - "plt.tight_layout()\n", - "fig.subplots_adjust(wspace=0.05)\n", - "\n", - "ax[0,0].text(\n", - " -0.1, 1.00, \n", - " f\"A\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=ax[0,0].transAxes\n", - ")\n", - "ax[1,0].text(\n", - " -0.1, 1.00, \n", - " f\"B\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=ax[1,0].transAxes\n", - ")\n", - "\n", - "\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "a5dc5e8b-f236-4b17-8104-eeaa4b53a63f", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "## Shifted mutations (interactive altair chart)\n", - "\n", - "The easiest way to view shifted mutations is to create an interactive `altair` chart using `multidms.plot.mut_shift_plot`. This function can take a single model, or a collection of models in a dictionary if you want to visualize the aggregated (mean) results of shared mutations between models. Toggle the drop down for the cell below to see details on using this function. " - ] - }, - { - "cell_type": "code", - "execution_count": 140, - "id": "5c3ffdf7-acdc-4028-ae11-80628782da5b", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" }, - "tags": [ - "hide-output" - ] - }, - "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Help on function mut_shift_plot in module multidms.plot:\n", - "\n", - "mut_shift_plot(fit_data, biochem_order_aas=True, times_seen_threshold=3, include_beta=True, **kwargs)\n", - " Make plot of mutation escape values for one or more replicate fits.\n", - " You may either pass a single `multidms.Data` object for\n", - " visualizing a single set of parameters or a collection of replicate\n", - " fits in the form of a dictionary where key's are the replicate\n", - " name (i.e. rep1, rep2) and values are the respective model objects.\n", - " \n", - " Parameters\n", - " ----------\n", - " fit_data : multidms.Data or dict\n", - " Either a single `multidms.Data` object or a dictionary of\n", - " replicate fits where the keys are the replicate names and the values\n", - " are the respective model objects.\n", - " biochem_order_aas : bool\n", - " Biochemically order amino-acid alphabet :attr:`PolyclonalCollection.alphabet`\n", - " by passing it through :func:`polyclonal.alphabets.biochem_order_aas`.\n", - " times_seen_threshold : int\n", - " Set a threshold for the number of genetic backgrounds each mutant must be seen\n", - " within each condition in order to be used in the visualization.\n", - " include_beta : bool\n", - " If True, include the beta values as another category in the figure.\n", - " If False, only include beta's in the tooltip.\n", - " **kwargs\n", - " Keyword args for :func:`polyclonal.plot.lineplot_and_heatmap`\n", - " \n", - " Returns\n", - " -------\n", - " altair.Chart\n", - " Interactive heat maps.\n", - "\n" + "unknown cond wildtype at sites: [144, 143, 69, 145, 70, 211, 25, 26, 24, 157, 158, 898],\n", + "dropping: 9793 variantswhich have mutations at those sites.\n" ] - } - ], - "source": [ - "help(multidms.plot.mut_shift_plot)" - ] - }, - { - "cell_type": "markdown", - "id": "54c5f17c-4e75-4a6c-8e11-703ddbdd9ffb", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "Here, we create the interactive chart by feeding the function a dictionary containing the two replicate models, and specifying:\n", - "\n", - "1. times_seen_threshold = 1, meaning for a mutation to be included, it must be seen at least once in every condition\n", - "2. inlcude_beta = False, we only wish to see the shifted parameters visualized, not the respective _effect_ (beta) parameters. (note that respective effect values will be added as a tooltip when hovering over any shift mutation).\n", - "\n", - "To view the chart, toggle the output of the cell below." - ] - }, - { - "cell_type": "code", - "execution_count": 141, - "id": "6d450c2b-2f9e-4313-ad40-6c8221beb8f2", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" }, - "tags": [ - "hide-output" - ] - }, - "outputs": [ { "data": { - "text/html": [ - "\n", - "\n", - "
\n", - "" - ], + "application/vnd.jupyter.widget-view+json": { + "model_id": "49edfbc26b5e47b5b69d4328f25e3a1a", + "version_major": 2, + "version_minor": 0 + }, "text/plain": [ - "alt.VConcatChart(...)" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=32996), Label(value='0 / 32996')))…" ] }, - "execution_count": 141, "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "chart = multidms.plot.mut_shift_plot(\n", - " {\n", - " f\"rep_{row.replicate}\":row[model_name] \n", - " for idx, row in chosen_replicate_models.iterrows()\n", - " },\n", - " include_beta = False,\n", - " times_seen_threshold=1\n", - ")\n", - "chart.save(f\"{OUTDIR}/interactive_chart_wo_beta.html\")\n", - "chart" - ] - }, - { - "cell_type": "markdown", - "id": "49e626f6-9cbe-4d40-ad9c-d7e8d56538d2", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" + "output_type": "display_data" }, - "tags": [] - }, - "source": [ - "## Shifted mutations (manually queried)\n", - "\n", - "While the interactive chart is a nice quick view of the shift parameters, one may instead wish to query the mutation parameters directly. While all individual mutation parameters for any given model are accessible via the `Model.get_mutations_df` method, `multidms.utils.combine_replicate_muts` provides a way to easily combine data from multiple models. For example, the cell below inner-merges the mutations dataframes from each of the replicates, and returns a single dataframe to summarize the indivual replicate parameters, as well as the average between the models. The output shows a subset of the resulting dataframe as an example." - ] - }, - { - "cell_type": "code", - "execution_count": 142, - "id": "909ecc05-9ce2-446c-b84e-e128ad64d990", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" + { + "name": "stdout", + "output_type": "stream", + "text": [ + "invalid non-identical-sites: [371], dropping 1732 variants\n", + "Converting mutations for Delta\n" + ] }, - "tags": [] - }, - "outputs": [ { "data": { - "text/html": [ - "
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0_beta1_betaavg_beta0_shift_Delta1_shift_Deltaavg_shift_Delta
mutation
G482S-0.339788-0.569853-0.4548200.1524940.4268780.289686
G769R-0.195456-0.214381-0.204918-0.0000000.1248690.062434
T307P-3.341723-5.070430-4.2060760.0000000.0000000.000000
S673R0.1887000.1335380.161119-0.000000-0.203490-0.101745
A653S-2.630253-7.092575-4.8614140.2309240.0000000.115462
G476D-0.466555-0.378945-0.4227500.2776730.2643000.270986
V1065A-0.231540-0.255227-0.2433830.1093680.1258770.117623
G838R-0.073420-0.128242-0.100831-0.3186400.000000-0.159320
M902I-1.992020-2.799488-2.3957541.3795722.5146091.947090
K786E-0.190493-0.118602-0.154547-0.0000000.0000000.000000
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" - ], + "application/vnd.jupyter.widget-view+json": { + "model_id": "c692bb55298f4414b0fe320c3b27a15f", + "version_major": 2, + "version_minor": 0 + }, "text/plain": [ - " 0_beta 1_beta avg_beta 0_shift_Delta 1_shift_Delta \\\n", - "mutation \n", - "G482S -0.339788 -0.569853 -0.454820 0.152494 0.426878 \n", - "G769R -0.195456 -0.214381 -0.204918 -0.000000 0.124869 \n", - "T307P -3.341723 -5.070430 -4.206076 0.000000 0.000000 \n", - "S673R 0.188700 0.133538 0.161119 -0.000000 -0.203490 \n", - "A653S -2.630253 -7.092575 -4.861414 0.230924 0.000000 \n", - "G476D -0.466555 -0.378945 -0.422750 0.277673 0.264300 \n", - "V1065A -0.231540 -0.255227 -0.243383 0.109368 0.125877 \n", - "G838R -0.073420 -0.128242 -0.100831 -0.318640 0.000000 \n", - "M902I -1.992020 -2.799488 -2.395754 1.379572 2.514609 \n", - "K786E -0.190493 -0.118602 -0.154547 -0.000000 0.000000 \n", - "\n", - " avg_shift_Delta \n", - "mutation \n", - "G482S 0.289686 \n", - "G769R 0.062434 \n", - "T307P 0.000000 \n", - "S673R -0.101745 \n", - "A653S 0.115462 \n", - "G476D 0.270986 \n", - "V1065A 0.117623 \n", - "G838R -0.159320 \n", - "M902I 1.947090 \n", - "K786E 0.000000 " + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=6380), Label(value='0 / 6380'))), …" ] }, - "execution_count": 142, "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# could add a 'min' column of 0, and 1\n", - "chosen_replicate_models = models.query(\"scale_coeff_lasso_shift == @chosen_lasso_strength\")\n", - "mut_df_replicates = multidms.utils.combine_replicate_muts(\n", - " {\n", - " row.replicate:row[model_name] for idx, row in chosen_replicate_models.iterrows()\n", - " },\n", - " times_seen_threshold=times_seen_threshold,\n", - " how=\"inner\"\n", - ")\n", - "mut_df_replicates.to_csv(f\"{OUTDIR}/mutations_df.csv\")\n", - "mut_df_replicates[[\"0_beta\", \"1_beta\", \"avg_beta\", \"0_shift_Delta\", \"1_shift_Delta\", \"avg_shift_Delta\"]].sample(10, random_state=23)" - ] - }, - { - "cell_type": "markdown", - "id": "0bb4df58-4301-4356-874d-544b1f6d6837", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" + "output_type": "display_data" }, - "tags": [] - }, - "source": [ - "We need the sitemap of inferred wildtype amino acids at each site, for each condition. This is easily accessible via the `Model.data` attribute " - ] - }, - { - "cell_type": "code", - "execution_count": 99, - "id": "acd8e8e4-2270-4d4d-a9b6-49ace3ae67bc", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Converting mutations for Omicron_BA1\n", + "is reference, skipping\n", + "Converting mutations for Omicron_BA2\n" + ] }, - "tags": [] - }, - "outputs": [ { "data": { - "text/html": [ - "
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DeltaOmicron_BA1Omicron_BA2
10LLL
11VVV
12SSS
13SSS
14QQQ
15CCC
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dataset_namescale_coeff_lasso_shiftconditionlosssplit
16VVV0rep-10.0Delta0.217511training
17NNN1rep-10.000005Delta0.222574training
18LLL2rep-10.00001Delta0.227321training
19RTI3rep-10.00002Delta0.235090training
20TTT4rep-10.00004Delta0.249183training
\n", "
" ], "text/plain": [ - " Delta Omicron_BA1 Omicron_BA2\n", - "10 L L L\n", - "11 V V V\n", - "12 S S S\n", - "13 S S S\n", - "14 Q Q Q\n", - "15 C C C\n", - "16 V V V\n", - "17 N N N\n", - "18 L L L\n", - "19 R T I\n", - "20 T T T" + " dataset_name scale_coeff_lasso_shift condition loss split\n", + "0 rep-1 0.0 Delta 0.217511 training\n", + "1 rep-1 0.000005 Delta 0.222574 training\n", + "2 rep-1 0.00001 Delta 0.227321 training\n", + "3 rep-1 0.00002 Delta 0.235090 training\n", + "4 rep-1 0.00004 Delta 0.249183 training" ] }, - "execution_count": 99, + "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "site_map = model.data.site_map\n", - "site_map.loc[10:20, :]" + "cross_validation_df = mc.get_conditional_loss_df()\n", + "cross_validation_df.head()" ] }, { "cell_type": "code", - "execution_count": 100, - "id": "253b1f06-f9a2-4d89-ae66-9df6fa3e8356", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-input" - ] - }, + "execution_count": 41, + "id": "99afacd2", + "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] }, "metadata": {}, @@ -5732,378 +3074,388 @@ } ], "source": [ - "# some renaming and wrangling\n", - "mut_df_replicates[\"sense\"] = [\"stop\" if mut == \"*\" else \"nonsynonymous\" for mut in mut_df_replicates.muts]\n", - "rename_omicron = {\n", - " c:\"_\".join(c.split(\"_\")[:2]+[c.split(\"_\")[3]])\n", - " for c in mut_df_replicates.columns if \"Omicron\" in c\n", - "}\n", - "mut_df_replicates.rename(rename_omicron, axis=1, inplace=True)\n", - "site_map = site_map.reset_index().rename(\n", - " {\"index\":\"sites\", \"Omicron_BA2\": \"BA2\", \"Omicron_BA1\":\"BA1\"}, axis=1\n", - ").set_index(\"sites\")\n", - "\n", - "saveas = \"shift_by_site_heatmap_zoom\"\n", - "\n", - "site_ranges = {\n", - " \"zoom1\" : [137, 142],\n", - " \"zoom2\" : [416, 421],\n", - " \"zoom3\" : [568, 573],\n", - " \"zoom4\" : [843, 856],\n", - " \"zoom5\" : [1019, 1029]\n", - "}\n", + "saveas=\"shrinkage_analysis_trace_plots_beta\"\n", "\n", - "# heatmap ax width ratios\n", - "width_ratios = [(end-start) for key, (start, end) in site_ranges.items()]\n", + "fig, ax = plt.subplots(3, figsize=[4.5, 7.5], sharex=True)\n", + "\n", + "# replicate correlation\n", + "iter_ax = ax[0]\n", + "sns.lineplot(\n", + " data=(\n", + " corr_df\n", + " .query(\"mut_param.str.contains('shift')\")\n", + " .rename({\"mut_param\":\"shift params\"}, axis=1)\n", + " # .replace({\"Data-1\":\"rep-1\", \"Data-2\":\"rep-2\"})\n", + " .replace({\"shift_Delta\":\"Delta\", \"shift_Omicron_BA2\":\"BA.2\"})\n", + " .assign(\n", + " scale_coeff_lasso_shift = [\n", + " f\"{l:.1e}\" \n", + " for l in corr_df.query(\"mut_param.str.contains('shift')\").scale_coeff_lasso_shift\n", + " ],\n", + " correlation = lambda x: x.correlation**2\n", + " )\n", + " .reset_index(drop=True)\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"correlation\",\n", + " style=\"shift params\",\n", + " markers=True,\n", + " ax=iter_ax,\n", + " linewidth=3,\n", + " color=\"black\"\n", + ")\n", + "iter_ax.set_ylabel(\"rep1 v. rep2\\nshift $(R^2)$\")\n", + "# move legend outside of plot\n", + "iter_ax.legend(\n", + " bbox_to_anchor = (1, 1), \n", + " loc='upper left', \n", + " frameon=False\n", + ")\n", "\n", - "# make the first one a little bigger for the color bar\n", - "width_ratios[0] += width_ratios[0] * 0.5\n", "\n", "\n", - "# Plot domain architecture in primary sequence\n", - "# based on structure papers (Gobeil et al., 2022, Molecular Cell)\n", - "# (Duan et al., 2020, Frotiers in Immunology)\n", - "domain_dict = {\n", - " 'NTD' : [13, 293],\n", - " 'RBD' : [330, 528],\n", - " 'SD1' : [528, 590],\n", - " 'SD2' : [590, 685],\n", - " 'FP' : [815, 834],\n", - " 'HR1' : [907, 985],\n", - " 'CH' : [985, 1035],\n", - " 'CD' : [1075, 1162],\n", - " 'HR2' : [1162, 1211],\n", - " 'TM' : [1211, 1234],\n", - "}\n", + "# plot loss\n", + "iter_ax = ax[1]\n", + "sns.lineplot(\n", + " data = (\n", + " cross_validation_df.query(\"condition=='total'\")\n", + " .assign(\n", + " # lasso_strength = [f\"{l:.1e}\" for l in sparsity_df.scale_coeff_lasso_shift]\n", + " # lasso_strength = lambda x: f\"{x.scale_coeff_lasso_shift:.1e}\"\n", + " lasso_strength = lambda x: x['scale_coeff_lasso_shift'].apply(lambda y: f'{y:.1e}')\n", + " )\n", + " ),\n", + " x=\"lasso_strength\",\n", + " y=\"loss\",\n", + " ax=iter_ax,\n", + " hue=\"split\",\n", + " style=\"dataset_name\",\n", + " palette={\"training\":\"slategrey\", \"validation\":\"#2CA02C\"},\n", + " markers=True,\n", + " linewidth=3\n", + ")\n", + "# move legend outside of plot\n", + "iter_ax.legend(\n", + " bbox_to_anchor = (1, 1), \n", + " loc='upper left', \n", + " frameon=False\n", + ")\n", "\n", - "sort_order = [\n", - " \"R\",\"K\",\"H\",\"D\",\"E\",\"Q\",\"N\",\"S\",\n", - " \"T\",\"Y\",\"W\",\"F\",\"A\",\"I\",\"L\",\"M\",\n", - " \"V\",\"G\",\"P\",\"C\",\"-\",\"*\",\n", - "]\n", "\n", - "fig = plt.figure( figsize=[6.4, 9])\n", - "axs = fig.subplot_mosaic(\n", - " [\n", - " [\"Annotation\"]*5,\n", - " [\"Delta\"]*5,\n", - " [f\"{k}_Delta\" for k in list(site_ranges.keys())],\n", - " [f\"{k}_Delta\" for k in list(site_ranges.keys())],\n", - " [\".\"]*5,\n", - " [\"BA2\"]*5,\n", - " [f\"{k}_BA2\" for k in list(site_ranges.keys())],\n", - " [f\"{k}_BA2\" for k in list(site_ranges.keys())]\n", - " ],\n", - " \n", - " height_ratios=[\n", - " 1.5, \n", - " 2, \n", - " 2, \n", - " 2,\n", - " 0.3,\n", - " 2,\n", - " 2, \n", - " 2\n", - " ],\n", - " empty_sentinel=\".\",\n", - " # set the width ratios between the columns\n", - " width_ratios=width_ratios,\n", - " gridspec_kw={\n", - " \"wspace\": 0.20,\n", - " \"hspace\": 0.4,\n", - " }\n", + "# plot sparsity\n", + "iter_ax = ax[2]\n", + "sns.lineplot(\n", + " data=(\n", + " sparsity_df\n", + " .rename({\"dataset_name\":\"replicate\"}, axis=1)\n", + " .rename({\"mut_param\":\"shift params\", \"mut_type\":\"mutation type\"}, axis=1)\n", + " # .replace({\"Data-0\":\"rep-1\", \"Data-1\":\"rep-2\"})\n", + " .replace({\"nonsynonymous\":\"nonsynonymous\", \"stop\":\"stop\"})\n", + " .replace({\"shift_Delta\":\"Delta\", \"shift_Omicron_BA2\":\"BA.2\"})\n", + " .assign(\n", + " scale_coeff_lasso_shift = [f\"{l:.1e}\" for l in sparsity_df.scale_coeff_lasso_shift],\n", + " sparsity_percent = lambda x: x.sparsity * 100,\n", + " )\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"sparsity_percent\",\n", + " hue=\"mutation type\",\n", + " style=\"replicate\",\n", + " palette={\"nonsynonymous\":\"grey\", \"stop\":\"#E377C2\"},\n", + " markers=True,\n", + " legend=True,\n", + " ax=iter_ax,\n", + " linewidth=3\n", + ")\n", + "# move legend outside of plot\n", + "iter_ax.legend(\n", + " bbox_to_anchor = (1, 1), \n", + " loc='upper left', \n", + " frameon=False\n", + ")\n", + "# rotate x labels\n", + "iter_ax.set_xticklabels(\n", + " iter_ax.get_xticklabels(), \n", + " rotation=90, \n", + " ha='center'\n", ")\n", + "iter_ax.set_ylabel(\"sparsity\\n$(\\%\\Delta=0)$\")\n", + "iter_ax.set_xlabel(f\"lasso regularization strength ($\\lambda$)\")\n", + "\n", + "for axes in ax:\n", + " axes.axvline(\n", + " f\"{chosen_lasso_strength:.1e}\", \n", + " color=\"grey\",\n", + " linewidth=10,\n", + " alpha=0.35\n", + " )\n", "\n", - "# derived from\n", - "# https://matplotlib.org/stable/gallery/subplots_axes_and_figures/axes_zoom_effect.html\n", - "def connect_bbox(bbox1, bbox2,\n", - " loc1a, loc2a, loc1b, loc2b,\n", - " prop_lines, prop_patches=None):\n", - " if prop_patches is None:\n", - " prop_patches = {\n", - " **prop_lines,\n", - " \"alpha\": prop_lines.get(\"alpha\", 1) * 0.2,\n", - " \"clip_on\": False,\n", - " }\n", + "sns.despine(fig)\n", + "plt.tight_layout()\n", + "# plt.tight_layout()\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", + "# plt.show()\n", "\n", - " c1 = BboxConnector(\n", - " bbox1, bbox2, loc1=loc1a, loc2=loc2a, clip_on=False, **prop_lines)\n", - " c2 = BboxConnector(\n", - " bbox1, bbox2, loc1=loc1b, loc2=loc2b, clip_on=False, **prop_lines)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "298ecafb-3806-4cf9-a4d2-e390e8c5b2d4", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "## Global epistasis fits\n", "\n", - " bbox_patch1 = BboxPatch(bbox1, **prop_patches)\n", - " bbox_patch2 = BboxPatch(bbox2, **prop_patches)\n", + "Here, we take a look at the fit of the sigmoidal global epistasis function (at the chosen lasso coefficient of 5e-5) to the data." + ] + }, + { + "cell_type": "markdown", + "id": "b7ef04f4-6905-4c6f-8150-8fa2149d3ec0", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "For each replicate at the chosen lasso strength, we get the training data predictions using `model.get_variants_df`, and use `model.get_condition_params` paried with `model.model_components` for visualizing the global epistasis function with the current model parameters. See the function docs strings for the relevant details of each." + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "641e76a5-0c30-48c9-ab3a-e60fd6532ee0", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "chosen_replicate_models = models.query(\"scale_coeff_lasso_shift == @chosen_lasso_strength\")\n", + "replicate_data = {}\n", + "for row_idx, replicate_row in chosen_replicate_models.iterrows():\n", + " model = replicate_row[model_name]\n", "\n", - " p = BboxConnectorPatch(bbox1, bbox2,\n", - " loc1a=loc1a, loc2a=loc2a, loc1b=loc1b, loc2b=loc2b,\n", - " clip_on=False,\n", - " **prop_patches)\n", + " # get training data variants and their respective \n", + " mut_df_replicates = model.get_variants_df(phenotype_as_effect=False)\n", "\n", - " return c1, c2, bbox_patch1, bbox_patch2, p\n", + " # find the low/high bound of the training data and use those to make\n", + " # global epistasis predictions across the range for plotting\n", + " xlb, xub = [-1, 1] + np.quantile(mut_df_replicates.predicted_latent, [0.05, 1.0])\n", + " additive_model_grid = np.linspace(xlb, xub, num=1000)\n", "\n", - "def zoom_effect03(ax1, ax2, xmin, xmax, **kwargs):\n", + " # make predictions on hypothetical data points between lower, and upper bound\n", + " current_params = model.get_condition_params(model.data.reference)\n", + " latent_preds = model.model_components[\"g\"](current_params[\"theta\"], additive_model_grid)\n", + " shape = (additive_model_grid, latent_preds) \n", "\n", - " mybbox1 = ax1.bbox\n", - " \n", - " bbox = Bbox.from_extents(xmin, 0, xmax, 1)\n", - " mybbox2 = TransformedBbox(bbox, ax2.get_xaxis_transform())\n", + " # save and organize the data for plotting\n", + " replicate_data[replicate_row.replicate] = {\n", + " \"variants_df\" : mut_df_replicates,\n", + " \"wildtype_df\" : model.wildtype_df,\n", + " \"epistasis_shape\" : shape,\n", + " \"condition_colors\" : model.data.condition_colors\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "f09023eb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_keys([1, 2])" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "replicate_data.keys()" + ] + }, + { + "cell_type": "markdown", + "id": "0348eef2-a50e-4b71-a277-848a0b480b4a", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "Plot the observed functional scores of a random sample of all variants (20%), as function of both latent phenotype prediction (top), and functional score phenotype prediction (bottom)." + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "ba43db23-d144-445e-8962-fe9faa887440", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "saveas=\"global_epistasis_and_prediction_correlations\"\n", + "fig, ax = plt.subplots(2,2, figsize=[6.4,6], sharey='row') \n", "\n", - " prop_patches = {**kwargs, \"ec\": \"none\", \"alpha\": 0.2}\n", - "\n", - " c1, c2, bbox_patch1, bbox_patch2, p = connect_bbox(\n", - " mybbox1, mybbox2,\n", - " loc1a=2, loc2a=3, loc1b=1, loc2b=4,\n", - " prop_lines=kwargs, prop_patches=prop_patches)\n", - "\n", - " ax2.add_patch(c1)\n", - " ax2.add_patch(c2)\n", - " ax2.add_patch(p)\n", - "\n", - " return c1, c2, bbox_patch1, bbox_patch2, p\n", - "\n", - "#############\n", - "# sitewise\n", - "#############\n", - "\n", - "\n", - "pal = sns.color_palette('colorblind')\n", - "cs = ['darkviolet', 'orange']\n", - "cs = {\n", - " 'BA2' : 'darkviolet', \n", - " 'Delta' : 'orange'\n", - "}\n", - "\n", - "# Plot per-site metric\n", - "metric_prefix = 'max_abs_shift_'\n", - "for (i, homolog) in enumerate(['BA2', 'Delta']):\n", + "row=0\n", + "for replicate, data in replicate_data.items():\n", "\n", + " iter_ax = ax[row, replicate-1]\n", " sns.scatterplot(\n", - " x='sites', \n", - " y=f'avg_shift_{homolog}',\n", - " data=mut_df_replicates, \n", - " s=15,\n", - " alpha=0.7,\n", - " edgecolor=\"grey\",\n", - " linewidth=0.05,\n", - " ax=axs[homolog], \n", - " color=cs[homolog],\n", - " label=\"\"\n", + " data=data[\"variants_df\"].sample(frac=0.2),\n", + " x=\"predicted_latent\",\n", + " y=f\"func_score\",\n", + " hue=\"condition\",\n", + " palette=model.data.condition_colors,\n", + " ax=iter_ax,\n", + " legend=False,\n", + " size=5,\n", + " alpha=0.2,\n", + " # lw=3\n", " )\n", " \n", - " nis = site_map.query(f\"{homolog} != BA1\")\n", - " sns.scatterplot(\n", - " x='sites', \n", - " y=np.repeat(2.9, len(nis)),\n", - " data=nis, \n", - " s=30,\n", - " ax=axs[homolog],\n", - " marker='v',\n", - " facecolor=cs[homolog], \n", - " edgecolor=\"k\"\n", - " )\n", - "\n", - " axs[homolog].grid()\n", - " axs[homolog].set(\n", - " xlim=[-10,1260],\n", - " ylim=[-2, 3],\n", - " yticks=[-2, -1, 0, 1, 2],\n", - " )\n", - " sns.despine(ax=axs[homolog])\n", + " for condition, values in data[\"wildtype_df\"].iterrows():\n", + " iter_ax.axvline(\n", + " values.predicted_latent,\n", + " label=condition,\n", + " c=model.data.condition_colors[condition],\n", + " lw=2,\n", + " )\n", " \n", - " axs[homolog].tick_params(\n", - " axis='x', \n", - " bottom=False,\n", - " labelbottom=False,\n", - " labeltop=True if homolog == \"Delta\" else False,\n", - " top=True if homolog == \"Delta\" else False,\n", - " size=9\n", - " )\n", - " axs[homolog].set_xlabel(None)\n", - " axs[homolog].set_ylabel('shift ($\\Delta_{d,m}$)', size=10)\n", - "\n", + " iter_ax.plot(*data[\"epistasis_shape\"], color=\"k\", lw=2)\n", + " \n", + " xlb, xub = [-1, 1] + np.quantile(data[\"variants_df\"].predicted_latent, [0.05, 1.0])\n", + " ylb, yub = [-1, 1] + np.quantile(data[\"variants_df\"].func_score, [0.05, 1.0])\n", + " iter_ax.set_xlim([xlb, xub])\n", + " iter_ax.set_ylim([ylb, yub])\n", + " iter_ax.set_title(f\"replicate {replicate}\")\n", + " iter_ax.set_ylabel(\"observed\\nfunctional score\")\n", + " iter_ax.set_xlabel(\"predicted latent phenotype ($\\phi$)\")\n", "\n", - "axs[\"BA2\"]._shared_axes['x'].join(axs[\"BA2\"], axs[\"Delta\"])\n", + "row=1\n", + "for replicate, data in replicate_data.items():\n", "\n", - "plot_rectangles = True\n", - "for zoom, site_range in site_ranges.items():\n", - " if not plot_rectangles:\n", - " continue\n", - " (site_i, site_j) = site_range\n", - " for (i, homolog) in enumerate(['BA2', 'Delta']):\n", - " rect = patches.Rectangle(\n", - " (site_i-5, -2), site_j-site_i+11, 4,\n", - " edgecolor='none', facecolor='0.75', zorder=0\n", + " iter_ax = ax[row, replicate-1]\n", + " sns.scatterplot(\n", + " data=data[\"variants_df\"].sample(frac=0.1),\n", + " x=\"predicted_func_score\",\n", + " y=f\"func_score\",\n", + " hue=\"condition\",\n", + " palette=model.data.condition_colors,\n", + " ax=iter_ax,\n", + " legend=False,\n", + " size=5,\n", + " alpha=0.2\n", + " )\n", + " \n", + " for condition, values in data[\"wildtype_df\"].iterrows():\n", + " iter_ax.axvline(\n", + " values.predicted_latent,\n", + " label=condition,\n", + " c=model.data.condition_colors[condition],\n", + " lw=2,\n", " )\n", - " axs[homolog].add_patch(rect)\n", - " \n", - " \n", - "#############\n", - "# Annotation\n", - "#############\n", + " \n", + " iter_ax.set_ylabel(\"observed\\nfunctional score\")\n", + " iter_ax.set_xlabel(\"predicted functional score\")\n", "\n", - "for (domain, (start, end)) in domain_dict.items():\n", - " rectangle = patches.Rectangle((start, 1), end-start, 2, edgecolor='0.25', facecolor='white')\n", - " axs[\"Annotation\"].add_patch(rectangle)\n", - " rx, ry = rectangle.get_xy()\n", - " cx = rx + rectangle.get_width()/2.0\n", - " cy = ry - 0.05 + rectangle.get_height()/2.0\n", - " if domain in ['FP', 'TM']:\n", - " cy += 2\n", - " axs[\"Annotation\"].annotate(\n", - " domain, (cx, cy), color='black', ha='center', va='center',\n", - " fontsize=7\n", - " )\n", + " start_y = 0.9\n", + " for c, cdf in data[\"variants_df\"].groupby(\"condition\"):\n", + " r = pearsonr(\n", + " cdf[\"predicted_func_score\"],\n", + " cdf[\"func_score\"]\n", + " )[0]\n", + " iter_ax.annotate(\n", + " f\"$r = {r:.2f}$\",\n", + " (0.1, start_y),\n", + " xycoords=\"axes fraction\",\n", + " fontsize=12,\n", + " c=model.data.condition_colors[c],\n", + " )\n", + " start_y += -0.1\n", "\n", - "axs[\"Annotation\"].set(ylim=[-0.5,4], yticks=[])\n", - "sns.despine(left=True, bottom=True, ax=axs[\"Annotation\"])\n", "\n", - "axs[\"Annotation\"].sharex(axs[\"BA2\"])\n", - "axs[\"Annotation\"].axhline(2, c='0.25', zorder=0)\n", - "axs[\"Annotation\"].xaxis.set_tick_params(which='both', bottom=False, labelbottom=False, labeltop=False)\n", + "elements = [\n", + " mlines.Line2D([], [], color=color, marker='o', linestyle='None',markersize=5, label=condition)\n", + " for condition, color in replicate_data[1][\"condition_colors\"].items()\n", + "]\n", "\n", - "#############\n", - "# Heatmap\n", - "#############\n", "\n", - "for (i, homolog) in enumerate(['Delta', 'BA2']):\n", + "ax[0, 0].legend(\n", + " handles=elements, \n", + " bbox_to_anchor = (0., .99), \n", + " loc='upper left', \n", + " frameon=False, \n", + " fontsize=9\n", + ")\n", " \n", - " df_shifts_wide = mut_df_replicates.pivot(\n", - " index='muts', \n", - " columns='sites', \n", - " values=f'avg_shift_{homolog}'\n", - " ).loc[sort_order, :]\n", + " \n", + "plt.tight_layout()\n", + "fig.subplots_adjust(wspace=0.05)\n", "\n", - " for zoom, (start, end) in site_ranges.items():\n", - " \n", - " iter_ax = axs[f\"{zoom}_{homolog}\"]\n", - " iter_ax.set_facecolor(\"lightgrey\")\n", - " sites = [s for s in list(range(start, end+1)) if s in df_shifts_wide.columns]\n", - " \n", - " sns.heatmap(\n", - " df_shifts_wide.loc[:, sites], \n", - " cbar=True if zoom == \"zoom1\" else False,\n", - " cbar_kws={\n", - " \"shrink\": 0.5, \n", - " \"location\":'left',\n", - " 'anchor': (-1.5, 0.5),\n", - " 'label' : None\n", - " },\n", - " ax = iter_ax,\n", - " linewidth=.5, \n", - " linecolor=\"darkgrey\",\n", - " center=0,\n", - " cmap='RdBu',\n", - " vmin=-2.0,\n", - " vmax=2.0,\n", - " xticklabels=False,\n", - " yticklabels=False,\n", - " )\n", + "ax[0,0].text(\n", + " -0.1, 1.00, \n", + " f\"A\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=ax[0,0].transAxes\n", + ")\n", + "ax[1,0].text(\n", + " -0.1, 1.00, \n", + " f\"B\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=ax[1,0].transAxes\n", + ")\n", "\n", - " for i, site in enumerate(sites):\n", - " for j, mut in enumerate(sort_order):\n", - " \n", - " is_ref_wt = True if mut == site_map.loc[site,\"BA1\"] else False\n", - " if is_ref_wt:\n", - " iter_ax.scatter(\n", - " [i+0.5], \n", - " [j+0.5], \n", - " marker=\"x\", \n", - " s=8, \n", - " c=\"black\"\n", - " )\n", - "# hom = homolog if homolog == \"Delta\" else \"Omicron_BA2\"\n", - " is_nis = (\n", - " True \n", - " if mut == site_map.loc[site,homolog] and\n", - " mut != site_map.loc[site,\"BA1\"]\n", - " else False\n", - " )\n", - " \n", - " if is_nis:\n", - " iter_ax.scatter(\n", - " [i+0.5], \n", - " [j+0.5], \n", - " marker=\"o\", \n", - " s=12, \n", - " facecolors=cs[homolog],\n", - " edgecolors=\"black\"\n", - " )\n", "\n", - " if zoom != \"zoom1\":\n", - " axs[f\"{zoom}_{homolog}\"].tick_params(axis='y', left=False, labelleft=False)\n", - " sns.despine(left=True, bottom=True, ax=axs[f\"{zoom}_{homolog}\"]) \n", - " else:\n", - " axs[f\"{zoom}_{homolog}\"].set_yticks(\n", - " [s+0.5 for s in range(len(sort_order))],\n", - " labels=sort_order, \n", - " va=\"center\",\n", - " size=6\n", - " )\n", - " \n", - " axs[f\"{zoom}_{homolog}\"].set_ylabel(None)\n", - " \n", - " if homolog != \"Delta\":\n", - "# axs[f\"{zoom}_{homolog}\"].tick_params(axis='x', bottom=False, labelbottom=False) \n", - "# else:\n", - " axs[f\"{zoom}_{homolog}\"].sharex(axs[f\"{zoom}_Delta\"])\n", - " axs[f\"{zoom}_{homolog}\"].set_xticks(\n", - " [s+0.5 for s in range(len(sites))],\n", - " labels=sites, \n", - " ha=\"center\",\n", - " rotation=90,\n", - " size=7\n", - " )\n", - " axs[f\"{zoom}_{homolog}\"].set_xlabel(None)\n", - "\n", - "for zoom, (start, end) in site_ranges.items():\n", - " for homolog in ['Delta', 'BA2']:\n", - " zoom_effect03(axs[f\"{zoom}_{homolog}\"], axs[homolog], start, end, alpha= 0.2)\n", - "\n", - "fig.text(\n", - " 0.5, 0.05, 'sites',\n", - " ha='center'\n", - ")\n", - "\n", - "axs[\"Delta\"].text(\n", - " -0.1, 1.25, \n", - " f\"A\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"Delta\"].transAxes\n", - ")\n", - "axs[\"Delta\"].text(\n", - " 0.035, 1.15, \n", - " f\"Delta\", \n", - " ha=\"left\", va=\"center\", \n", - " size=12,\n", - " transform=axs[\"Delta\"].transAxes\n", - ")\n", - "\n", - "axs[\"BA2\"].text(\n", - " -0.1, 1.25, \n", - " f\"B\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"BA2\"].transAxes\n", - ")\n", - "axs[\"BA2\"].text(\n", - " 0.035, 1.15, \n", - " f\"BA.2\", \n", - " ha=\"left\", va=\"center\", \n", - " size=12,\n", - " transform=axs[\"BA2\"].transAxes\n", - ")\n", - "\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "9187c02e-51a5-4c66-9d62-5422319dc433", + "id": "a5dc5e8b-f236-4b17-8104-eeaa4b53a63f", "metadata": { "editable": true, "slideshow": { @@ -6112,15 +3464,15 @@ "tags": [] }, "source": [ - "## Comparison of results to the naive approach (independent-condition fits)\n", + "## Shifted mutations (interactive altair chart)\n", "\n", - "here we fit a model to each homolog individually, so that we may compare the results to our joint fitting process" + "The easiest way to view shifted mutations is to create an interactive `altair` chart using `multidms.plot.mut_shift_plot`. This function can take a single model, or a collection of models in a dictionary if you want to visualize the aggregated (mean) results of shared mutations between models. Toggle the drop down for the cell below to see details on using this function. " ] }, { "cell_type": "code", - "execution_count": 104, - "id": "dc7b6777-c3ca-4455-b9d9-a68c8cc3d7f1", + "execution_count": 45, + "id": "5c3ffdf7-acdc-4028-ae11-80628782da5b", "metadata": { "editable": true, "slideshow": { @@ -6135,668 +3487,2576 @@ "name": "stdout", "output_type": "stream", "text": [ - "inferring site map for Delta\n" + "Help on function mut_param_heatmap in module multidms.model_collection:\n", + "\n", + "mut_param_heatmap(self, query=None, mut_param='shift', aggregate_func='mean', inner_merge_dataset_muts=True, times_seen_threshold=0, phenotype_as_effect=True, **kwargs)\n", + " Create lineplot and heatmap altair chart\n", + " across replicate datasets.\n", + " This function optionally applies a given `pandas.query`\n", + " on the fit_models dataframe that should result in a subset of\n", + " fit's which make sense to aggregate mutational data across, e.g.\n", + " replicate datasets.\n", + " It then computes the mean or median mutational parameter value\n", + " (\"beta\", \"shift\", or \"predicted_func_score\")\n", + " between the remaining fits. and creates an interactive altair chart.\n", + " \n", + " \n", + " Note that this will throw an error if the queried fits have more\n", + " than one unique hyper-parameter besides \"dataset_name\".\n", + " \n", + " \n", + " Parameters\n", + " ----------\n", + " query : str\n", + " The query to apply to the fit_models dataframe. This should be\n", + " used to subset the fits to only those which make sense to aggregate\n", + " mutational data across, e.g. replicate datasets.\n", + " For example, if you have a collection of\n", + " fits with different epistatic models, you may want to query\n", + " for only those fits with the same epistatic model. e.g.\n", + " `query=\"epistatic_model == 'Sigmoid'\"`. For more on the query\n", + " syntax, see the\n", + " `pandas.query `_\n", + " documentation.\n", + " mut_param : str, optional\n", + " The mutational parameter to plot. The default is \"shift\".\n", + " Must be one of \"shift\", \"predicted_func_score\", or \"beta\".\n", + " aggregate_func : str, optional\n", + " The function to aggregate the mutational parameter values\n", + " between dataset fits. The default is \"mean\".\n", + " inner_merge_dataset_muts : bool, optional\n", + " Whether to toss mutations which are _not_ shared across all datasets\n", + " before aggregation of group mutation parameter values.\n", + " The default is True.\n", + " times_seen_threshold : int, optional\n", + " The minimum number of times a mutation must be seen across\n", + " all conditions within a single fit to be included in the\n", + " aggregation. The default is 0.\n", + " phenotype_as_effect : bool, optional\n", + " Passed to `Model.get_mutations_df()`,\n", + " Only applies if `mut_param=\"predicted_func_score\"`.\n", + " **kwargs : dict\n", + " Keyword arguments to pass to\n", + " :func:`multidms.plot._lineplot_and_heatmap`.\n", + " \n", + " Returns\n", + " -------\n", + " altair.Chart\n", + " A chart object which can be displayed in a jupyter notebook\n", + " or saved to a file.\n", + "\n" ] + } + ], + "source": [ + "help(multidms.ModelCollection.mut_param_heatmap)" + ] + }, + { + "cell_type": "markdown", + "id": "54c5f17c-4e75-4a6c-8e11-703ddbdd9ffb", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b84e4d3dde934e0d94d4bd58f0190750", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/28515 [00:00\n", + " #altair-viz-ce1749a4061e4bbe9e62383aa2c63d5b.vega-embed {\n", + " width: 100%;\n", + " display: flex;\n", + " }\n", + "\n", + " #altair-viz-ce1749a4061e4bbe9e62383aa2c63d5b.vega-embed details,\n", + " #altair-viz-ce1749a4061e4bbe9e62383aa2c63d5b.vega-embed details summary {\n", + " position: relative;\n", + " }\n", + "\n", + "
\n", + "" + ], "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3565), Label(value='0 / 3565'))), …" + "alt.VConcatChart(...)" ] }, + "execution_count": 47, "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "unknown cond wildtype at sites: [],\n", - "dropping: 0 variantswhich have mutations at those sites.\n" - ] + "output_type": "execute_result" + } + ], + "source": [ + "chart = mc.mut_param_heatmap(query=f\"scale_coeff_lasso_shift == {chosen_lasso_strength}\", times_seen_threshold=times_seen_threshold)\n", + "chart.save(f\"{output_dir}/interactive_shift_chart.html\")\n", + "chart" + ] + }, + { + "cell_type": "markdown", + "id": "49e626f6-9cbe-4d40-ad9c-d7e8d56538d2", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" }, + "tags": [] + }, + "source": [ + "## Shifted mutations (manually queried)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "50d97f84", + "metadata": {}, + "outputs": [], + "source": [ + "def combine_replicate_muts(fit_dict, predicted_func_scores = False, how=\"inner\", **kwargs):\n", + " \"\"\"\n", + " Take a dictionary of fit objects, with key's as the prefix for individual\n", + " replicate values, and merge then such that all individual and average mutation\n", + " values are present in both.\n", + " \"\"\"\n", + " # obtain and curate each of the replicate mutational dataframes\n", + " mutations_dfs = []\n", + " for replicate, fit in fit_dict.items():\n", + " fit_mut_df = fit.get_mutations_df(**kwargs)\n", + " # drop all \"predicted_func_score\" and \"times seen\" columns\n", + " fit_mut_df = fit_mut_df.drop(\n", + " [c for c in fit_mut_df.columns if \"times_seen\" in c], \n", + " axis=1\n", + " )\n", + "\n", + " new_column_name_map = {c: f\"{replicate}_{c}\" for c in fit_mut_df.columns}\n", + " fit_mut_df = fit_mut_df.rename(new_column_name_map, axis=1)\n", + "\n", + " mutations_dfs.append(fit_mut_df)\n", + "\n", + " # merge each of the replicate mutational dataframes\n", + " mut_df = reduce(\n", + " lambda left, right: pd.merge(\n", + " left, right, left_index=True, right_index=True, how=how\n", + " ),\n", + " mutations_dfs,\n", + " )\n", + "\n", + " column_order = []\n", + " # now compute replicate averages\n", + " for c in fit.mutations_df.columns:\n", + "\n", + " if not predicted_func_scores and \"predicted_func_score\" in c:\n", + " continue\n", + "\n", + " if c == \"mutation\" or \"times_seen\" in c: # or \"predicted_func_score\" in c:\n", + " continue\n", + " \n", + " cols_to_combine = [f\"{replicate}_{c}\" for replicate in fit_dict.keys()]\n", + "\n", + " # just keep one replicate wt, site, mut .. as they are shared.\n", + " if c in [\"wts\", \"sites\", \"muts\"]:\n", + " mut_df[c] = mut_df[cols_to_combine[0]]\n", + " mut_df.drop(cols_to_combine, axis=1, inplace=True)\n", + "\n", + " # take the average.\n", + " else:\n", + " mut_df[f\"avg_{c}\"] = mut_df[cols_to_combine].mean(axis=1)\n", + " column_order += cols_to_combine + [f\"avg_{c}\"]\n", + "\n", + " return mut_df.loc[:, [\"wts\", \"sites\", \"muts\"] + column_order]" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "dfc964eb", + "metadata": {}, + "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d2dc8eaecd9c4827bb8ddf96dd37fea0", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3565), Label(value='0 / 3565'))), …" + "text/html": [ + "
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wtssitesmuts1_beta2_betaavg_beta1_shift_Delta2_shift_Deltaavg_shift_Delta1_shift_Omicron_BA2...avg_shift_Omicron_BA21_predicted_func_score_Delta2_predicted_func_score_Deltaavg_predicted_func_score_Delta1_predicted_func_score_Omicron_BA12_predicted_func_score_Omicron_BA1avg_predicted_func_score_Omicron_BA11_predicted_func_score_Omicron_BA22_predicted_func_score_Omicron_BA2avg_predicted_func_score_Omicron_BA2
mutation
M1IM1I-2.924932-4.256726-3.5908290.0000000.0000000.000000-0.000000...0.000000-3.162696-3.348626-3.255661-3.009065-3.236155-3.122610-3.085516-3.409368-3.247442
F2LF2L0.2009280.2071150.204021-0.000000-0.0000000.000000-0.204654...-0.1023270.2876890.3666440.3271670.4059550.4872420.446598-0.2001090.107339-0.046385
F2SF2S0.194773-0.0743430.060215-0.0000000.0000000.0000000.000000...0.0000000.275053-0.286178-0.0055620.393345-0.1663550.1134950.195843-0.525584-0.164871
F2VF2V0.239144-0.0306720.104236-0.086489-0.153066-0.1197780.000000...0.0000000.188819-0.521577-0.1663790.484417-0.0692160.2076010.286191-0.431950-0.072880
V3AV3A-0.007044-0.047157-0.027101-0.000000-0.0000000.000000-0.000000...-0.001301-0.133532-0.225989-0.179760-0.013975-0.106083-0.060029-0.206590-0.473092-0.339841
..................................................................
S1252TS1252T-0.132241-0.189524-0.160882-0.0000000.0000000.000000-0.074971...-0.037485-0.379343-0.533716-0.456529-0.258642-0.414259-0.336450-0.586871-0.763869-0.675370
S1252VS1252V0.1616720.1770890.1693810.262923-0.1853480.038788-0.044192...-0.0809980.750125-0.1387380.3056930.3256930.4146060.3701490.039893-0.233608-0.096858
S1252WS1252W0.0464940.2832810.1648870.0000000.0000000.0000000.018787...-0.015843-0.0264140.5534410.2635130.0927330.6742090.383471-0.0642180.1683650.052073
S1252YS1252Y0.3492030.4646810.406942-0.103307-0.228062-0.165685-0.029801...-0.1070360.3802130.4385520.4093830.7116871.1328730.9222800.4508060.2827060.366756
S1252*S1252*-0.069944-0.002437-0.0361910.0000000.0712980.0356490.113153...0.020770-0.2579140.038034-0.109940-0.137814-0.005529-0.071672-0.107910-0.524964-0.316437
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5934 rows × 21 columns

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" + ], + "text/plain": [ + " wts sites muts 1_beta 2_beta avg_beta 1_shift_Delta \\\n", + "mutation \n", + "M1I M 1 I -2.924932 -4.256726 -3.590829 0.000000 \n", + "F2L F 2 L 0.200928 0.207115 0.204021 -0.000000 \n", + "F2S F 2 S 0.194773 -0.074343 0.060215 -0.000000 \n", + "F2V F 2 V 0.239144 -0.030672 0.104236 -0.086489 \n", + "V3A V 3 A -0.007044 -0.047157 -0.027101 -0.000000 \n", + "... .. ... ... ... ... ... ... \n", + "S1252T S 1252 T -0.132241 -0.189524 -0.160882 -0.000000 \n", + "S1252V S 1252 V 0.161672 0.177089 0.169381 0.262923 \n", + "S1252W S 1252 W 0.046494 0.283281 0.164887 0.000000 \n", + "S1252Y S 1252 Y 0.349203 0.464681 0.406942 -0.103307 \n", + "S1252* S 1252 * -0.069944 -0.002437 -0.036191 0.000000 \n", + "\n", + " 2_shift_Delta avg_shift_Delta 1_shift_Omicron_BA2 ... \\\n", + "mutation ... \n", + "M1I 0.000000 0.000000 -0.000000 ... \n", + "F2L -0.000000 0.000000 -0.204654 ... \n", + "F2S 0.000000 0.000000 0.000000 ... \n", + "F2V -0.153066 -0.119778 0.000000 ... \n", + "V3A -0.000000 0.000000 -0.000000 ... \n", + "... ... ... ... ... \n", + "S1252T 0.000000 0.000000 -0.074971 ... \n", + "S1252V -0.185348 0.038788 -0.044192 ... \n", + "S1252W 0.000000 0.000000 0.018787 ... \n", + "S1252Y -0.228062 -0.165685 -0.029801 ... \n", + "S1252* 0.071298 0.035649 0.113153 ... \n", + "\n", + " avg_shift_Omicron_BA2 1_predicted_func_score_Delta \\\n", + "mutation \n", + "M1I 0.000000 -3.162696 \n", + "F2L -0.102327 0.287689 \n", + "F2S 0.000000 0.275053 \n", + "F2V 0.000000 0.188819 \n", + "V3A -0.001301 -0.133532 \n", + "... ... ... \n", + "S1252T -0.037485 -0.379343 \n", + "S1252V -0.080998 0.750125 \n", + "S1252W -0.015843 -0.026414 \n", + "S1252Y -0.107036 0.380213 \n", + "S1252* 0.020770 -0.257914 \n", + "\n", + " 2_predicted_func_score_Delta avg_predicted_func_score_Delta \\\n", + "mutation \n", + "M1I -3.348626 -3.255661 \n", + "F2L 0.366644 0.327167 \n", + "F2S -0.286178 -0.005562 \n", + "F2V -0.521577 -0.166379 \n", + "V3A -0.225989 -0.179760 \n", + "... ... ... \n", + "S1252T -0.533716 -0.456529 \n", + "S1252V -0.138738 0.305693 \n", + "S1252W 0.553441 0.263513 \n", + "S1252Y 0.438552 0.409383 \n", + "S1252* 0.038034 -0.109940 \n", + "\n", + " 1_predicted_func_score_Omicron_BA1 \\\n", + "mutation \n", + "M1I -3.009065 \n", + "F2L 0.405955 \n", + "F2S 0.393345 \n", + "F2V 0.484417 \n", + "V3A -0.013975 \n", + "... ... \n", + "S1252T -0.258642 \n", + "S1252V 0.325693 \n", + "S1252W 0.092733 \n", + "S1252Y 0.711687 \n", + "S1252* -0.137814 \n", + "\n", + " 2_predicted_func_score_Omicron_BA1 \\\n", + "mutation \n", + "M1I -3.236155 \n", + "F2L 0.487242 \n", + "F2S -0.166355 \n", + "F2V -0.069216 \n", + "V3A -0.106083 \n", + "... ... \n", + "S1252T -0.414259 \n", + "S1252V 0.414606 \n", + "S1252W 0.674209 \n", + "S1252Y 1.132873 \n", + "S1252* -0.005529 \n", + "\n", + " avg_predicted_func_score_Omicron_BA1 \\\n", + "mutation \n", + "M1I -3.122610 \n", + "F2L 0.446598 \n", + "F2S 0.113495 \n", + "F2V 0.207601 \n", + "V3A -0.060029 \n", + "... ... \n", + "S1252T -0.336450 \n", + "S1252V 0.370149 \n", + "S1252W 0.383471 \n", + "S1252Y 0.922280 \n", + "S1252* -0.071672 \n", + "\n", + " 1_predicted_func_score_Omicron_BA2 \\\n", + "mutation \n", + "M1I -3.085516 \n", + "F2L -0.200109 \n", + "F2S 0.195843 \n", + "F2V 0.286191 \n", + "V3A -0.206590 \n", + "... ... \n", + "S1252T -0.586871 \n", + "S1252V 0.039893 \n", + "S1252W -0.064218 \n", + "S1252Y 0.450806 \n", + "S1252* -0.107910 \n", + "\n", + " 2_predicted_func_score_Omicron_BA2 \\\n", + "mutation \n", + "M1I -3.409368 \n", + "F2L 0.107339 \n", + "F2S -0.525584 \n", + "F2V -0.431950 \n", + "V3A -0.473092 \n", + "... ... \n", + "S1252T -0.763869 \n", + "S1252V -0.233608 \n", + "S1252W 0.168365 \n", + "S1252Y 0.282706 \n", + "S1252* -0.524964 \n", + "\n", + " avg_predicted_func_score_Omicron_BA2 \n", + "mutation \n", + "M1I -3.247442 \n", + "F2L -0.046385 \n", + "F2S -0.164871 \n", + "F2V -0.072880 \n", + "V3A -0.339841 \n", + "... ... \n", + "S1252T -0.675370 \n", + "S1252V -0.096858 \n", + "S1252W 0.052073 \n", + "S1252Y 0.366756 \n", + "S1252* -0.316437 \n", + "\n", + "[5934 rows x 21 columns]" ] }, + "execution_count": 49, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" + } + ], + "source": [ + "mut_df_replicates = combine_replicate_muts(\n", + " {\n", + " f\"{fit.dataset_name}\".split(\"-\")[-1]: fit.model\n", + " for fit in models.query(f\"scale_coeff_lasso_shift == {chosen_lasso_strength}\").itertuples()\n", + " },\n", + " predicted_func_scores=True,\n", + " how=\"inner\",\n", + " times_seen_threshold=times_seen_threshold\n", + ")\n", + "mut_df_replicates" + ] + }, + { + "cell_type": "markdown", + "id": "0bb4df58-4301-4356-874d-544b1f6d6837", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "invalid non-identical-sites: [], dropping 0 variants\n", - "Converting mutations for Delta\n", - "is reference, skipping\n", - "Finished, time: 7\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': False,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 3,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [3000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0,\n", - " 'scale_coeff_ridge_gamma': 0,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0.]),\n", - " 'tol': 1e-06,\n", - " 'warmup_beta': False}\n", - "training_step 0/3,Loss: 0.31203029678950267, Time: 8 Seconds\n", - "training_step 1/3,Loss: 0.23625210580935843, Time: 4 Seconds\n", - "training_step 2/3,Loss: 0.2177170512535205, Time: 4 Seconds\n", - "Done! Total time: 18\n", - "------------------------------------------\n", - "inferring site map for Omicron_BA1\n" - ] + "tags": [] + }, + "source": [ + "We need the sitemap of inferred wildtype amino acids at each site, for each condition. This is easily accessible via the `Model.data` attribute " + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "acd8e8e4-2270-4d4d-a9b6-49ace3ae67bc", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" }, + "tags": [] + }, + "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "257ac27ebce5478abfd6a6b990614106", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/70597 [00:00,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 3,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [3000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0,\n", - " 'scale_coeff_ridge_gamma': 0,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0.]),\n", - " 'tol': 1e-06,\n", - " 'warmup_beta': False}\n", - "training_step 0/3,Loss: 0.24738580498232585, Time: 8 Seconds\n", - "training_step 1/3,Loss: 0.22392991691351716, Time: 5 Seconds\n", - "training_step 2/3,Loss: 0.2188506098576127, Time: 5 Seconds\n", - "Done! Total time: 19\n", - "------------------------------------------\n", - "inferring site map for Omicron_BA2\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "2e47ad625e57411b8fa8cbc1b033a9b1", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/60397 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
DeltaOmicron_BA1Omicron_BA2
10LLL
11VVV
12SSS
13SSS
14QQQ
15CCC
16VVV
17NNN
18LLL
19RTI
20TTT
\n", + "" + ], "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=7550), Label(value='0 / 7550'))), …" + " Delta Omicron_BA1 Omicron_BA2\n", + "10 L L L\n", + "11 V V V\n", + "12 S S S\n", + "13 S S S\n", + "14 Q Q Q\n", + "15 C C C\n", + "16 V V V\n", + "17 N N N\n", + "18 L L L\n", + "19 R T I\n", + "20 T T T" ] }, + "execution_count": 50, "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "invalid non-identical-sites: [], dropping 0 variants\n", - "Converting mutations for Omicron_BA2\n", - "is reference, skipping\n", - "Finished, time: 11\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': False,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 3,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [3000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0,\n", - " 'scale_coeff_ridge_gamma': 0,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0.]),\n", - " 'tol': 1e-06,\n", - " 'warmup_beta': False}\n", - "training_step 0/3,Loss: 0.215951267970427, Time: 8 Seconds\n", - "training_step 1/3,Loss: 0.19288537791487256, Time: 5 Seconds\n", - "training_step 2/3,Loss: 0.1881276456144402, Time: 5 Seconds\n", - "Done! Total time: 19\n", - "------------------------------------------\n", - "inferring site map for Delta\n" - ] + "output_type": "execute_result" + } + ], + "source": [ + "site_map = model.data.site_map\n", + "site_map.loc[10:20, :]" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "253b1f06-f9a2-4d89-ae66-9df6fa3e8356", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" }, + "tags": [ + "hide-input" + ] + }, + "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "6c46e2bdd10c4a028cfd750ef2f45f10", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", "text/plain": [ - " 0%| | 0/29158 [00:00" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "INFO: Pandarallel will run on 8 workers.\n", - "INFO: Pandarallel will use Memory file system to transfer data between the main process and workers.\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "507b4799d14b4c3db3a0ef0620829728", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3645), Label(value='0 / 3645'))), …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "unknown cond wildtype at sites: [],\n", - "dropping: 0 variantswhich have mutations at those sites.\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "7816043afe1c4becbf073f170ee8003d", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3645), Label(value='0 / 3645'))), …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "invalid non-identical-sites: [], dropping 0 variants\n", - "Converting mutations for Delta\n", - "is reference, skipping\n", - "Finished, time: 7\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': False,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 3,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [3000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0,\n", - " 'scale_coeff_ridge_gamma': 0,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0.]),\n", - " 'tol': 1e-06,\n", - " 'warmup_beta': False}\n", - "training_step 0/3,Loss: 0.29486979266750474, Time: 7 Seconds\n", - "training_step 1/3,Loss: 0.25160339956684524, Time: 4 Seconds\n", - "training_step 2/3,Loss: 0.24226085800695712, Time: 4 Seconds\n", - "Done! Total time: 17\n", - "------------------------------------------\n", - "inferring site map for Omicron_BA1\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e9eb4eba7b5f4548a73e61fccb0b731e", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/62129 [00:00,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 3,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [3000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0,\n", - " 'scale_coeff_ridge_gamma': 0,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0.]),\n", - " 'tol': 1e-06,\n", - " 'warmup_beta': False}\n", - "training_step 0/3,Loss: 0.20166395891098232, Time: 8 Seconds\n", - "training_step 1/3,Loss: 0.17722954987222425, Time: 5 Seconds\n", - "training_step 2/3,Loss: 0.1726756323537792, Time: 5 Seconds\n", - "Done! Total time: 19\n", - "------------------------------------------\n", - "inferring site map for Omicron_BA2\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "4a0e78f558954b649f332c870f9fc93a", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/57719 [00:00,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 3,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [3000],\n", - " 'scale_coeff_lasso_shift': 2e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0,\n", - " 'scale_coeff_ridge_gamma': 0,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0.]),\n", - " 'tol': 1e-06,\n", - " 'warmup_beta': False}\n", - "training_step 0/3,Loss: 0.20598509065865608, Time: 8 Seconds\n", - "training_step 1/3,Loss: 0.18326607028080533, Time: 5 Seconds\n", - "training_step 2/3,Loss: 0.17864514377953863, Time: 5 Seconds\n", - "Done! Total time: 19\n", - "------------------------------------------\n" - ] } ], "source": [ - "naive_models = pd.DataFrame()\n", - "fit_params = {\n", - " 'init_beta_naught' : 0.0,\n", - " 'epistatic_model' : \"Sigmoid\",\n", - " 'output_activation' : \"Identity\",\n", - " 'warmup_beta':False,\n", - " 'gamma_corrected':False,\n", - " 'alpha_d':False, # no non-reference conditions for which these apply\n", - " 'scale_coeff_ridge_beta':0,\n", - " 'scale_coeff_ridge_shift':0,\n", - " 'tol':1e-6,\n", - " 'save_model_at':[3000], # single condition fits (with no shift params) converge much faster\n", - " 'num_training_steps': 3,\n", - " 'iterations_per_step':1000\n", + "# some renaming and wrangling\n", + "mut_df_replicates[\"sense\"] = [\"stop\" if mut == \"*\" else \"nonsynonymous\" for mut in mut_df_replicates.muts]\n", + "rename_omicron = {\n", + " c:\"_\".join(c.split(\"_\")[:2]+[c.split(\"_\")[3]])\n", + " for c in mut_df_replicates.columns if \"Omicron\" in c\n", "}\n", + "mut_df_replicates.rename(rename_omicron, axis=1, inplace=True)\n", + "site_map = site_map.reset_index().rename(\n", + " {\"index\":\"sites\", \"Omicron_BA2\": \"BA2\", \"Omicron_BA1\":\"BA1\"}, axis=1\n", + ").set_index(\"sites\")\n", "\n", - "for (replicate, condition), condition_fsdf in func_score_df.groupby([\"replicate\", \"condition\"]):\n", - " start = time.time()\n", - " data = multidms.Data(\n", - " condition_fsdf,\n", - " collapse_identical_variants=\"mean\",\n", - " alphabet=multidms.AAS_WITHSTOP_WITHGAP,\n", - " reference=condition,\n", - " assert_site_integrity=False,\n", - " verbose=True,\n", - " nb_workers=8 \n", - " )\n", - " data.condition_colors = cc \n", - " \n", - " end = time.time()\n", - " prep_time = round(end-start)\n", - " print(f\"Finished, time: {prep_time}\")\n", - " \n", - " start_t = time.time()\n", - " model = multidms.utils.fit_wrapper(data, **fit_params)\n", - " model['replicate'] = replicate-1 # TODO fix this in all fits i.e. make sure we refer to 1-indexed replicate ID\n", - " model['condition'] = condition\n", - " \n", - " naive_models = pd.concat([naive_models, model], ignore_index=True)\n", - " end_t = time.time()\n", - " print(f\"Done! Total time: {round(end_t - start_t)}\")\n", - " print(\"------------------------------------------\")\n", + "saveas = \"shift_by_site_heatmap_zoom\"\n", + "\n", + "site_ranges = {\n", + " \"zoom1\" : [137, 142],\n", + " \"zoom2\" : [416, 421],\n", + " \"zoom3\" : [568, 573],\n", + " \"zoom4\" : [843, 856],\n", + " \"zoom5\" : [1019, 1029]\n", + "}\n", + "\n", + "# heatmap ax width ratios\n", + "width_ratios = [(end-start) for key, (start, end) in site_ranges.items()]\n", + "\n", + "# make the first one a little bigger for the color bar\n", + "width_ratios[0] += width_ratios[0] * 0.5\n", + "\n", + "\n", + "# Plot domain architecture in primary sequence\n", + "# based on structure papers (Gobeil et al., 2022, Molecular Cell)\n", + "# (Duan et al., 2020, Frotiers in Immunology)\n", + "domain_dict = {\n", + " 'NTD' : [13, 293],\n", + " 'RBD' : [330, 528],\n", + " 'SD1' : [528, 590],\n", + " 'SD2' : [590, 685],\n", + " 'FP' : [815, 834],\n", + " 'HR1' : [907, 985],\n", + " 'CH' : [985, 1035],\n", + " 'CD' : [1075, 1162],\n", + " 'HR2' : [1162, 1211],\n", + " 'TM' : [1211, 1234],\n", + "}\n", + "\n", + "sort_order = [\n", + " \"R\",\"K\",\"H\",\"D\",\"E\",\"Q\",\"N\",\"S\",\n", + " \"T\",\"Y\",\"W\",\"F\",\"A\",\"I\",\"L\",\"M\",\n", + " \"V\",\"G\",\"P\",\"C\",\"-\",\"*\",\n", + "]\n", + "\n", + "fig = plt.figure( figsize=[6.4, 9])\n", + "axs = fig.subplot_mosaic(\n", + " [\n", + " [\"Annotation\"]*5,\n", + " [\"Delta\"]*5,\n", + " [f\"{k}_Delta\" for k in list(site_ranges.keys())],\n", + " [f\"{k}_Delta\" for k in list(site_ranges.keys())],\n", + " [\".\"]*5,\n", + " [\"BA2\"]*5,\n", + " [f\"{k}_BA2\" for k in list(site_ranges.keys())],\n", + " [f\"{k}_BA2\" for k in list(site_ranges.keys())]\n", + " ],\n", " \n", - " pickle.dump(naive_models, open(f\"{OUTDIR}/naive_models.pkl\", \"wb\"))" - ] - }, - { - "cell_type": "code", - "execution_count": 105, - "id": "02851cf4-9899-4b54-a005-09f1799badd8", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-cell" + " height_ratios=[\n", + " 1.5, \n", + " 2, \n", + " 2, \n", + " 2,\n", + " 0.3,\n", + " 2,\n", + " 2, \n", + " 2\n", + " ],\n", + " empty_sentinel=\".\",\n", + " # set the width ratios between the columns\n", + " width_ratios=width_ratios,\n", + " gridspec_kw={\n", + " \"wspace\": 0.20,\n", + " \"hspace\": 0.4,\n", + " }\n", + ")\n", + "\n", + "# derived from\n", + "# https://matplotlib.org/stable/gallery/subplots_axes_and_figures/axes_zoom_effect.html\n", + "def connect_bbox(bbox1, bbox2,\n", + " loc1a, loc2a, loc1b, loc2b,\n", + " prop_lines, prop_patches=None):\n", + " if prop_patches is None:\n", + " prop_patches = {\n", + " **prop_lines,\n", + " \"alpha\": prop_lines.get(\"alpha\", 1) * 0.2,\n", + " \"clip_on\": False,\n", + " }\n", + "\n", + " c1 = BboxConnector(\n", + " bbox1, bbox2, loc1=loc1a, loc2=loc2a, clip_on=False, **prop_lines)\n", + " c2 = BboxConnector(\n", + " bbox1, bbox2, loc1=loc1b, loc2=loc2b, clip_on=False, **prop_lines)\n", + "\n", + " bbox_patch1 = BboxPatch(bbox1, **prop_patches)\n", + " bbox_patch2 = BboxPatch(bbox2, **prop_patches)\n", + "\n", + " p = BboxConnectorPatch(bbox1, bbox2,\n", + " loc1a=loc1a, loc2a=loc2a, loc1b=loc1b, loc2b=loc2b,\n", + " clip_on=False,\n", + " **prop_patches)\n", + "\n", + " return c1, c2, bbox_patch1, bbox_patch2, p\n", + "\n", + "def zoom_effect03(ax1, ax2, xmin, xmax, **kwargs):\n", + "\n", + " mybbox1 = ax1.bbox\n", + " \n", + " bbox = Bbox.from_extents(xmin, 0, xmax, 1)\n", + " mybbox2 = TransformedBbox(bbox, ax2.get_xaxis_transform())\n", + "\n", + " prop_patches = {**kwargs, \"ec\": \"none\", \"alpha\": 0.2}\n", + "\n", + " c1, c2, bbox_patch1, bbox_patch2, p = connect_bbox(\n", + " mybbox1, mybbox2,\n", + " loc1a=2, loc2a=3, loc1b=1, loc2b=4,\n", + " prop_lines=kwargs, prop_patches=prop_patches)\n", + "\n", + " ax2.add_patch(c1)\n", + " ax2.add_patch(c2)\n", + " ax2.add_patch(p)\n", + "\n", + " return c1, c2, bbox_patch1, bbox_patch2, p\n", + "\n", + "#############\n", + "# sitewise\n", + "#############\n", + "\n", + "\n", + "pal = sns.color_palette('colorblind')\n", + "cs = ['darkviolet', 'orange']\n", + "cs = {\n", + " 'BA2' : 'darkviolet', \n", + " 'Delta' : 'orange'\n", + "}\n", + "\n", + "# Plot per-site metric\n", + "metric_prefix = 'max_abs_shift_'\n", + "for (i, homolog) in enumerate(['BA2', 'Delta']):\n", + "\n", + " sns.scatterplot(\n", + " x='sites', \n", + " y=f'avg_shift_{homolog}',\n", + " data=mut_df_replicates, \n", + " s=15,\n", + " alpha=0.7,\n", + " edgecolor=\"grey\",\n", + " linewidth=0.05,\n", + " ax=axs[homolog], \n", + " color=cs[homolog],\n", + " label=\"\"\n", + " )\n", + " \n", + " nis = site_map.query(f\"{homolog} != BA1\")\n", + " sns.scatterplot(\n", + " x='sites', \n", + " y=np.repeat(2.9, len(nis)),\n", + " data=nis, \n", + " s=30,\n", + " ax=axs[homolog],\n", + " marker='v',\n", + " facecolor=cs[homolog], \n", + " edgecolor=\"k\"\n", + " )\n", + "\n", + " axs[homolog].grid()\n", + " axs[homolog].set(\n", + " xlim=[-10,1260],\n", + " ylim=[-2, 3],\n", + " yticks=[-2, -1, 0, 1, 2],\n", + " )\n", + " sns.despine(ax=axs[homolog])\n", + " \n", + " axs[homolog].tick_params(\n", + " axis='x', \n", + " bottom=False,\n", + " labelbottom=False,\n", + " labeltop=True if homolog == \"Delta\" else False,\n", + " top=True if homolog == \"Delta\" else False,\n", + " size=9\n", + " )\n", + " axs[homolog].set_xlabel(None)\n", + " axs[homolog].set_ylabel('shift ($\\Delta_{d,m}$)', size=10)\n", + "\n", + "\n", + "axs[\"BA2\"]._shared_axes['x'].join(axs[\"BA2\"], axs[\"Delta\"])\n", + "\n", + "plot_rectangles = True\n", + "for zoom, site_range in site_ranges.items():\n", + " if not plot_rectangles:\n", + " continue\n", + " (site_i, site_j) = site_range\n", + " for (i, homolog) in enumerate(['BA2', 'Delta']):\n", + " rect = patches.Rectangle(\n", + " (site_i-5, -2), site_j-site_i+11, 4,\n", + " edgecolor='none', facecolor='0.75', zorder=0\n", + " )\n", + " axs[homolog].add_patch(rect)\n", + " \n", + " \n", + "#############\n", + "# Annotation\n", + "#############\n", + "\n", + "for (domain, (start, end)) in domain_dict.items():\n", + " rectangle = patches.Rectangle((start, 1), end-start, 2, edgecolor='0.25', facecolor='white')\n", + " axs[\"Annotation\"].add_patch(rectangle)\n", + " rx, ry = rectangle.get_xy()\n", + " cx = rx + rectangle.get_width()/2.0\n", + " cy = ry - 0.05 + rectangle.get_height()/2.0\n", + " if domain in ['FP', 'TM']:\n", + " cy += 2\n", + " axs[\"Annotation\"].annotate(\n", + " domain, (cx, cy), color='black', ha='center', va='center',\n", + " fontsize=7\n", + " )\n", + "\n", + "axs[\"Annotation\"].set(ylim=[-0.5,4], yticks=[])\n", + "sns.despine(left=True, bottom=True, ax=axs[\"Annotation\"])\n", + "\n", + "axs[\"Annotation\"].sharex(axs[\"BA2\"])\n", + "axs[\"Annotation\"].axhline(2, c='0.25', zorder=0)\n", + "axs[\"Annotation\"].xaxis.set_tick_params(which='both', bottom=False, labelbottom=False, labeltop=False)\n", + "\n", + "#############\n", + "# Heatmap\n", + "#############\n", + "\n", + "for (i, homolog) in enumerate(['Delta', 'BA2']):\n", + " \n", + " df_shifts_wide = mut_df_replicates.pivot(\n", + " index='muts', \n", + " columns='sites', \n", + " values=f'avg_shift_{homolog}'\n", + " ).loc[sort_order, :]\n", + "\n", + " for zoom, (start, end) in site_ranges.items():\n", + " \n", + " iter_ax = axs[f\"{zoom}_{homolog}\"]\n", + " iter_ax.set_facecolor(\"lightgrey\")\n", + " sites = [s for s in list(range(start, end+1)) if s in df_shifts_wide.columns]\n", + " \n", + " sns.heatmap(\n", + " df_shifts_wide.loc[:, sites], \n", + " cbar=True if zoom == \"zoom1\" else False,\n", + " cbar_kws={\n", + " \"shrink\": 0.5, \n", + " \"location\":'left',\n", + " 'anchor': (-1.5, 0.5),\n", + " 'label' : None\n", + " },\n", + " ax = iter_ax,\n", + " linewidth=.5, \n", + " linecolor=\"darkgrey\",\n", + " center=0,\n", + " cmap='RdBu',\n", + " vmin=-2.0,\n", + " vmax=2.0,\n", + " xticklabels=False,\n", + " yticklabels=False,\n", + " )\n", + "\n", + " for i, site in enumerate(sites):\n", + " for j, mut in enumerate(sort_order):\n", + " \n", + " is_ref_wt = True if mut == site_map.loc[site,\"BA1\"] else False\n", + " if is_ref_wt:\n", + " iter_ax.scatter(\n", + " [i+0.5], \n", + " [j+0.5], \n", + " marker=\"x\", \n", + " s=8, \n", + " c=\"black\"\n", + " )\n", + " is_nis = (\n", + " True \n", + " if mut == site_map.loc[site,homolog] and\n", + " mut != site_map.loc[site,\"BA1\"]\n", + " else False\n", + " )\n", + " \n", + " if is_nis:\n", + " iter_ax.scatter(\n", + " [i+0.5], \n", + " [j+0.5], \n", + " marker=\"o\", \n", + " s=12, \n", + " facecolors=cs[homolog],\n", + " edgecolors=\"black\"\n", + " )\n", + "\n", + " if zoom != \"zoom1\":\n", + " axs[f\"{zoom}_{homolog}\"].tick_params(axis='y', left=False, labelleft=False)\n", + " sns.despine(left=True, bottom=True, ax=axs[f\"{zoom}_{homolog}\"]) \n", + " else:\n", + " axs[f\"{zoom}_{homolog}\"].set_yticks(\n", + " [s+0.5 for s in range(len(sort_order))],\n", + " labels=sort_order, \n", + " va=\"center\",\n", + " size=6\n", + " )\n", + " \n", + " axs[f\"{zoom}_{homolog}\"].set_ylabel(None)\n", + " \n", + " if homolog != \"Delta\":\n", + " axs[f\"{zoom}_{homolog}\"].sharex(axs[f\"{zoom}_Delta\"])\n", + " axs[f\"{zoom}_{homolog}\"].set_xticks(\n", + " [s+0.5 for s in range(len(sites))],\n", + " labels=sites, \n", + " ha=\"center\",\n", + " rotation=90,\n", + " size=7\n", + " )\n", + " axs[f\"{zoom}_{homolog}\"].set_xlabel(None)\n", + "\n", + "for zoom, (start, end) in site_ranges.items():\n", + " for homolog in ['Delta', 'BA2']:\n", + " zoom_effect03(axs[f\"{zoom}_{homolog}\"], axs[homolog], start, end, alpha= 0.2)\n", + "\n", + "fig.text(\n", + " 0.5, 0.05, 'sites',\n", + " ha='center'\n", + ")\n", + "\n", + "axs[\"Delta\"].text(\n", + " -0.1, 1.25, \n", + " f\"A\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"Delta\"].transAxes\n", + ")\n", + "axs[\"Delta\"].text(\n", + " 0.035, 1.15, \n", + " f\"Delta\", \n", + " ha=\"left\", va=\"center\", \n", + " size=12,\n", + " transform=axs[\"Delta\"].transAxes\n", + ")\n", + "\n", + "axs[\"BA2\"].text(\n", + " -0.1, 1.25, \n", + " f\"B\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"BA2\"].transAxes\n", + ")\n", + "axs[\"BA2\"].text(\n", + " 0.035, 1.15, \n", + " f\"BA.2\", \n", + " ha=\"left\", va=\"center\", \n", + " size=12,\n", + " transform=axs[\"BA2\"].transAxes\n", + ")\n", + "\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "9187c02e-51a5-4c66-9d62-5422319dc433", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "## Comparison of results to the naive approach (independent-condition fits)\n", + "\n", + "here we fit a model to each homolog individually, so that we may compare the results to our joint fitting process" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "45cfc79e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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func_scoreaa_substitutionsconditionreplicaten_subs
2726760.4616N87T L517F T1006ADelta13
2727871.5096D80LDelta11
272779-0.7202A1026V D1168YDelta12
2727861.1890G75W K1154EDelta12
272781-1.2116T307S S803L A893VDelta13
..................
930492-3.5000K182R N405L S408* T941S D1163YOmicron_BA225
930493-0.7129P82S S112T D138T K1038NOmicron_BA224
930494-0.8500L179P A222T G261H N405DOmicron_BA224
930495-2.3933S27F G413EOmicron_BA222
9304970.6685A222V S1242IOmicron_BA222
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689433 rows × 5 columns

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" + ], + "text/plain": [ + " func_score aa_substitutions condition replicate \\\n", + "272676 0.4616 N87T L517F T1006A Delta 1 \n", + "272787 1.5096 D80L Delta 1 \n", + "272779 -0.7202 A1026V D1168Y Delta 1 \n", + "272786 1.1890 G75W K1154E Delta 1 \n", + "272781 -1.2116 T307S S803L A893V Delta 1 \n", + "... ... ... ... ... \n", + "930492 -3.5000 K182R N405L S408* T941S D1163Y Omicron_BA2 2 \n", + "930493 -0.7129 P82S S112T D138T K1038N Omicron_BA2 2 \n", + "930494 -0.8500 L179P A222T G261H N405D Omicron_BA2 2 \n", + "930495 -2.3933 S27F G413E Omicron_BA2 2 \n", + "930497 0.6685 A222V S1242I Omicron_BA2 2 \n", + "\n", + " n_subs \n", + "272676 3 \n", + "272787 1 \n", + "272779 2 \n", + "272786 2 \n", + "272781 3 \n", + "... ... \n", + "930492 5 \n", + "930493 4 \n", + "930494 4 \n", + "930495 2 \n", + "930497 2 \n", + "\n", + "[689433 rows x 5 columns]" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "func_score_df" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "dc7b6777-c3ca-4455-b9d9-a68c8cc3d7f1", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "inferring site map for Delta\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ca840a2158e14e43a41f84ab4ddc3741", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/28515 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
modeldataset_namestep_lossepistatic_modeloutput_activationscale_coeff_lasso_shiftscale_coeff_ridge_betascale_coeff_ridge_shiftscale_coeff_ridge_gammascale_coeff_ridge_alpha_d...gamma_correctedalpha_dinit_beta_naughtlock_beta_naught_attolnum_training_stepsiterations_per_stepn_hidden_unitslower_boundPRNGKey
0Model(Model-0)1-Delta[1.6401410102844238, 0.3213399648666382, 0.238...SigmoidIdentity0.000020000...FalseFalse0.0None0.000001310005None0
1Model(Model-0)1-Omicron_BA1[1.498695969581604, 0.2580853998661041, 0.2273...SigmoidIdentity0.000020000...FalseFalse0.0None0.000001310005None0
2Model(Model-0)1-Omicron_BA2[1.3041640520095825, 0.21561458706855774, 0.19...SigmoidIdentity0.000020000...FalseFalse0.0None0.000001310005None0
3Model(Model-0)2-Delta[1.4836487770080566, 0.2918327748775482, 0.251...SigmoidIdentity0.000020000...FalseFalse0.0None0.000001310005None0
4Model(Model-0)2-Omicron_BA1[1.414493441581726, 0.19964061677455902, 0.177...SigmoidIdentity0.000020000...FalseFalse0.0None0.000001310005None0
5Model(Model-0)2-Omicron_BA2[1.3287856578826904, 0.20366378128528595, 0.18...SigmoidIdentity0.000020000...FalseFalse0.0None0.000001310005None0
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6 rows × 21 columns

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wtssitesmuts1-Delta_beta1-Omicron_BA1_beta1-Omicron_BA2_beta2-Delta_beta2-Omicron_BA1_beta2-Omicron_BA2_betaavg_beta
mutation
M1IM1I-1.870671-4.543005-5.079311-6.021095-4.960052-6.756710-4.871808
F2LF2L0.7194240.616395-0.3452331.5483750.8097050.4159780.627441
F2SF2S0.8866820.2278161.413247-0.468354-0.126621-0.3548020.262995
F2VF2V1.3214431.4973290.099748-0.062049-0.1622070.6661500.560069
V3AV3A0.1527840.079664-0.049184-0.0235620.038327-0.1349610.010511
.................................
S1252TS1252T-0.340671-0.268261-0.571357-0.691662-0.331198-0.534978-0.456354
S1252VS1252V0.5425260.4368430.3088910.2429650.5447520.2268680.383807
S1252WS1252W1.1421030.2119320.3122702.3293600.8285800.8785380.950464
S1252YS1252Y0.9907680.9696470.8793571.0862191.2311610.9107761.011322
S1252*S1252*-0.159378-0.1995200.032886-0.1866060.224432-0.334765-0.103825
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5635 rows × 10 columns

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" + ], + "text/plain": [ + " wts sites muts 1-Delta_beta 1-Omicron_BA1_beta \\\n", + "mutation \n", + "M1I M 1 I -1.870671 -4.543005 \n", + "F2L F 2 L 0.719424 0.616395 \n", + "F2S F 2 S 0.886682 0.227816 \n", + "F2V F 2 V 1.321443 1.497329 \n", + "V3A V 3 A 0.152784 0.079664 \n", + "... .. ... ... ... ... \n", + "S1252T S 1252 T -0.340671 -0.268261 \n", + "S1252V S 1252 V 0.542526 0.436843 \n", + "S1252W S 1252 W 1.142103 0.211932 \n", + "S1252Y S 1252 Y 0.990768 0.969647 \n", + "S1252* S 1252 * -0.159378 -0.199520 \n", + "\n", + " 1-Omicron_BA2_beta 2-Delta_beta 2-Omicron_BA1_beta \\\n", + "mutation \n", + "M1I -5.079311 -6.021095 -4.960052 \n", + "F2L -0.345233 1.548375 0.809705 \n", + "F2S 1.413247 -0.468354 -0.126621 \n", + "F2V 0.099748 -0.062049 -0.162207 \n", + "V3A -0.049184 -0.023562 0.038327 \n", + "... ... ... ... \n", + "S1252T -0.571357 -0.691662 -0.331198 \n", + "S1252V 0.308891 0.242965 0.544752 \n", + "S1252W 0.312270 2.329360 0.828580 \n", + "S1252Y 0.879357 1.086219 1.231161 \n", + "S1252* 0.032886 -0.186606 0.224432 \n", + "\n", + " 2-Omicron_BA2_beta avg_beta \n", + "mutation \n", + "M1I -6.756710 -4.871808 \n", + "F2L 0.415978 0.627441 \n", + "F2S -0.354802 0.262995 \n", + "F2V 0.666150 0.560069 \n", + "V3A -0.134961 0.010511 \n", + "... ... ... \n", + "S1252T -0.534978 -0.456354 \n", + "S1252V 0.226868 0.383807 \n", + "S1252W 0.878538 0.950464 \n", + "S1252Y 0.910776 1.011322 \n", + "S1252* -0.334765 -0.103825 \n", + "\n", + "[5635 rows x 10 columns]" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fit_dict = {row.dataset_name:row.model for _, row in naive_models.iterrows()}\n", + "naive_mut_df = combine_replicate_muts(fit_dict,how=\"inner\",times_seen_threshold=times_seen_threshold)\n", + "naive_mut_df" + ] + }, + { + "cell_type": "markdown", + "id": "74209b8d-e99d-4c11-a0b0-786e4c6657c0", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ - "# entry_point\n", - "naive_models = pickle.load(open(f\"{OUTDIR}/naive_models.pkl\", \"rb\"))" + "Using BA.1 as a reference fit, compute the difference of betas. Which is the naive approach to computing \"shifts\" in mutation effect between experiments without using the multidms joint modeling infrastructure. " ] }, { "cell_type": "code", - "execution_count": 115, - "id": "3b691b07-81ce-4552-b2fc-0b9fb2572fb2", + "execution_count": 58, + "id": "e85041f5-30de-4722-aad3-61e2b6b63cec", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ - "hide-input" + "hide-output" ] }, "outputs": [ @@ -6821,1454 +6081,1879 @@ " \n", " \n", " \n", - " step_loss\n", - " model_3000\n", - " replicate\n", - " condition\n", + " wts\n", + " sites\n", + " muts\n", + " 1-Delta_beta\n", + " 1-Omicron_BA1_beta\n", + " 1-Omicron_BA2_beta\n", + " 2-Delta_beta\n", + " 2-Omicron_BA1_beta\n", + " 2-Omicron_BA2_beta\n", + " avg_beta\n", + " 1-Delta_S\n", + " 2-Delta_S\n", + " 1-Omicron_BA2_S\n", + " 2-Omicron_BA2_S\n", + " \n", + " \n", + " mutation\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " 0\n", - " [0.31203029678950267, 0.23625210580935843, 0.2...\n", - " <multidms.model.Model object at 0x7fef75395010>\n", - " 0\n", - " Delta\n", + " M1I\n", + " M\n", + " 1\n", + " I\n", + " -1.870671\n", + " -4.543005\n", + " -5.079311\n", + " -6.021095\n", + " -4.960052\n", + " -6.756710\n", + " -4.871808\n", + " 2.672334\n", + " -1.061042\n", + " -0.536307\n", + " -1.796658\n", " \n", " \n", - " 1\n", - " [0.24738580498232585, 0.22392991691351716, 0.2...\n", - " <multidms.model.Model object at 0x7fef6aa3f010>\n", - " 0\n", - " Omicron_BA1\n", + " F2L\n", + " F\n", + " 2\n", + " L\n", + " 0.719424\n", + " 0.616395\n", + " -0.345233\n", + " 1.548375\n", + " 0.809705\n", + " 0.415978\n", + " 0.627441\n", + " 0.103029\n", + " 0.738670\n", + " -0.961628\n", + " -0.393727\n", " \n", " \n", - " 2\n", - " [0.215951267970427, 0.19288537791487256, 0.188...\n", - " <multidms.model.Model object at 0x7feef83d3190>\n", - " 0\n", - " Omicron_BA2\n", + " F2S\n", + " F\n", + " 2\n", + " S\n", + " 0.886682\n", + " 0.227816\n", + " 1.413247\n", + " -0.468354\n", + " -0.126621\n", + " -0.354802\n", + " 0.262995\n", + " 0.658866\n", + " -0.341734\n", + " 1.185431\n", + " -0.228181\n", " \n", " \n", - " 3\n", - " [0.29486979266750474, 0.25160339956684524, 0.2...\n", - " <multidms.model.Model object at 0x7fed88147550>\n", - " 1\n", - " Delta\n", + " F2V\n", + " F\n", + " 2\n", + " V\n", + " 1.321443\n", + " 1.497329\n", + " 0.099748\n", + " -0.062049\n", + " -0.162207\n", + " 0.666150\n", + " 0.560069\n", + " -0.175887\n", + " 0.100159\n", + " -1.397581\n", + " 0.828358\n", " \n", " \n", - " 4\n", - " [0.20166395891098232, 0.17722954987222425, 0.1...\n", - " <multidms.model.Model object at 0x7fed88146910>\n", - " 1\n", - " Omicron_BA1\n", + " V3A\n", + " V\n", + " 3\n", + " A\n", + " 0.152784\n", + " 0.079664\n", + " -0.049184\n", + " -0.023562\n", + " 0.038327\n", + " -0.134961\n", + " 0.010511\n", + " 0.073120\n", + " -0.061889\n", + " -0.128848\n", + " -0.173288\n", " \n", " \n", - " 5\n", - " [0.20598509065865608, 0.18326607028080533, 0.1...\n", - " <multidms.model.Model object at 0x7fed88146b90>\n", - " 1\n", - " Omicron_BA2\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " ...\n", + " \n", + " \n", + " S1252T\n", + " S\n", + " 1252\n", + " T\n", + " -0.340671\n", + " -0.268261\n", + " -0.571357\n", + " -0.691662\n", + " -0.331198\n", + " -0.534978\n", + " -0.456354\n", + " -0.072410\n", + " -0.360464\n", + " -0.303095\n", + " -0.203781\n", + " \n", + " \n", + " S1252V\n", + " S\n", + " 1252\n", + " V\n", + " 0.542526\n", + " 0.436843\n", + " 0.308891\n", + " 0.242965\n", + " 0.544752\n", + " 0.226868\n", + " 0.383807\n", + " 0.105683\n", + " -0.301787\n", + " -0.127952\n", + " -0.317884\n", + " \n", + " \n", + " S1252W\n", + " S\n", + " 1252\n", + " W\n", + " 1.142103\n", + " 0.211932\n", + " 0.312270\n", + " 2.329360\n", + " 0.828580\n", + " 0.878538\n", + " 0.950464\n", + " 0.930171\n", + " 1.500780\n", + " 0.100338\n", + " 0.049959\n", + " \n", + " \n", + " S1252Y\n", + " S\n", + " 1252\n", + " Y\n", + " 0.990768\n", + " 0.969647\n", + " 0.879357\n", + " 1.086219\n", + " 1.231161\n", + " 0.910776\n", + " 1.011322\n", + " 0.021121\n", + " -0.144942\n", + " -0.090290\n", + " -0.320385\n", + " \n", + " \n", + " S1252*\n", + " S\n", + " 1252\n", + " *\n", + " -0.159378\n", + " -0.199520\n", + " 0.032886\n", + " -0.186606\n", + " 0.224432\n", + " -0.334765\n", + " -0.103825\n", + " 0.040142\n", + " -0.411038\n", + " 0.232406\n", + " -0.559197\n", " \n", " \n", "\n", + "

5635 rows × 14 columns

\n", "" ], "text/plain": [ - " step_loss \\\n", - "0 [0.31203029678950267, 0.23625210580935843, 0.2... \n", - "1 [0.24738580498232585, 0.22392991691351716, 0.2... \n", - "2 [0.215951267970427, 0.19288537791487256, 0.188... \n", - "3 [0.29486979266750474, 0.25160339956684524, 0.2... \n", - "4 [0.20166395891098232, 0.17722954987222425, 0.1... \n", - "5 [0.20598509065865608, 0.18326607028080533, 0.1... \n", + " wts sites muts 1-Delta_beta 1-Omicron_BA1_beta \\\n", + "mutation \n", + "M1I M 1 I -1.870671 -4.543005 \n", + "F2L F 2 L 0.719424 0.616395 \n", + "F2S F 2 S 0.886682 0.227816 \n", + "F2V F 2 V 1.321443 1.497329 \n", + "V3A V 3 A 0.152784 0.079664 \n", + "... .. ... ... ... ... \n", + "S1252T S 1252 T -0.340671 -0.268261 \n", + "S1252V S 1252 V 0.542526 0.436843 \n", + "S1252W S 1252 W 1.142103 0.211932 \n", + "S1252Y S 1252 Y 0.990768 0.969647 \n", + "S1252* S 1252 * -0.159378 -0.199520 \n", + "\n", + " 1-Omicron_BA2_beta 2-Delta_beta 2-Omicron_BA1_beta \\\n", + "mutation \n", + "M1I -5.079311 -6.021095 -4.960052 \n", + "F2L -0.345233 1.548375 0.809705 \n", + "F2S 1.413247 -0.468354 -0.126621 \n", + "F2V 0.099748 -0.062049 -0.162207 \n", + "V3A -0.049184 -0.023562 0.038327 \n", + "... ... ... ... \n", + "S1252T -0.571357 -0.691662 -0.331198 \n", + "S1252V 0.308891 0.242965 0.544752 \n", + "S1252W 0.312270 2.329360 0.828580 \n", + "S1252Y 0.879357 1.086219 1.231161 \n", + "S1252* 0.032886 -0.186606 0.224432 \n", + "\n", + " 2-Omicron_BA2_beta avg_beta 1-Delta_S 2-Delta_S 1-Omicron_BA2_S \\\n", + "mutation \n", + "M1I -6.756710 -4.871808 2.672334 -1.061042 -0.536307 \n", + "F2L 0.415978 0.627441 0.103029 0.738670 -0.961628 \n", + "F2S -0.354802 0.262995 0.658866 -0.341734 1.185431 \n", + "F2V 0.666150 0.560069 -0.175887 0.100159 -1.397581 \n", + "V3A -0.134961 0.010511 0.073120 -0.061889 -0.128848 \n", + "... ... ... ... ... ... \n", + "S1252T -0.534978 -0.456354 -0.072410 -0.360464 -0.303095 \n", + "S1252V 0.226868 0.383807 0.105683 -0.301787 -0.127952 \n", + "S1252W 0.878538 0.950464 0.930171 1.500780 0.100338 \n", + "S1252Y 0.910776 1.011322 0.021121 -0.144942 -0.090290 \n", + "S1252* -0.334765 -0.103825 0.040142 -0.411038 0.232406 \n", "\n", - " model_3000 replicate condition \n", - "0 0 Delta \n", - "1 0 Omicron_BA1 \n", - "2 0 Omicron_BA2 \n", - "3 1 Delta \n", - "4 1 Omicron_BA1 \n", - "5 1 Omicron_BA2 " + " 2-Omicron_BA2_S \n", + "mutation \n", + "M1I -1.796658 \n", + "F2L -0.393727 \n", + "F2S -0.228181 \n", + "F2V 0.828358 \n", + "V3A -0.173288 \n", + "... ... \n", + "S1252T -0.203781 \n", + "S1252V -0.317884 \n", + "S1252W 0.049959 \n", + "S1252Y -0.320385 \n", + "S1252* -0.559197 \n", + "\n", + "[5635 rows x 14 columns]" ] }, - "execution_count": 115, + "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "naive_models[[\"step_loss\", \"model_3000\", \"replicate\", \"condition\"]]" + "reference = \"Omicron_BA1\"\n", + "for i, condition in enumerate([\"Delta\", \"Omicron_BA2\"]): \n", + " for replicate in [1, 2]:\n", + " reference_betas = naive_mut_df[f\"{replicate}-{reference}_beta\"]\n", + " condition_betas = naive_mut_df[f\"{replicate}-{condition}_beta\"]\n", + " naive_mut_df[f\"{replicate}-{condition}_S\"] = condition_betas - reference_betas\n", + "naive_mut_df" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "753fe01e", + "metadata": {}, + "outputs": [], + "source": [ + "mut_df_replicates = combine_replicate_muts(\n", + " {\n", + " f\"{fit.dataset_name}\".split(\"-\")[-1]: fit.model\n", + " for fit in models.query(f\"scale_coeff_lasso_shift == {chosen_lasso_strength}\").itertuples()\n", + " },\n", + " predicted_func_scores=False,\n", + " how=\"inner\",\n", + " times_seen_threshold=times_seen_threshold\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "2b29adfb-24d3-4ddf-9459-cab064570d62", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "saveas=\"shift_distribution_correlation_naive\"\n", + "pal = sns.color_palette('colorblind')\n", + "fig = plt.figure(figsize=[6.4, 9])\n", + "\n", + "# the ratio of plot to divider between \n", + "dist_sf = 3\n", + "\n", + "# three rows of distributions\n", + "dist_rows = [[] for _ in range(3)]\n", + "for row, mut_type in enumerate([\"m\", \"i\", \"n\"]):\n", + " dist_rows[row].extend([f\"dist_{mut_type}_beta\"]*dist_sf)\n", + " dist_rows[row].append(\".\")\n", + " for param in [\"shift_Delta\", \"shift_Omicron_BA2\"]:\n", + " dist_rows[row].extend([f\"dist_{mut_type}_{param}\"]*dist_sf)\n", + "\n", + "# empty space row\n", + "number_of_rows = len(dist_rows[0])\n", + "empty_row = [\".\"] * len(dist_rows[0])\n", + "\n", + "# correlation plot row\n", + "corr_row = [\"corr_beta\"]*dist_sf+ [\".\"]\n", + "for param in [\"shift_Delta\", \"shift_Omicron_BA2\"]:\n", + " corr_row.extend([f\"corr_{param}\"]*dist_sf)\n", + " \n", + "# niave correlation plot row\n", + "naive_corr_row = [\"naive_corr_Omicron_BA1_beta\"]*dist_sf+ [\".\"]\n", + "for param in [\"Delta_S\", \"Omicron_BA2_S\"]:\n", + " naive_corr_row.extend([f\"naive_corr_{param}\"]*dist_sf)\n", + "\n", + "axs = fig.subplot_mosaic(\n", + " dist_rows+[empty_row, corr_row, empty_row, naive_corr_row],\n", + " height_ratios=[0.3, 0.3, 0.3] + [0.38, 0.7, 0.55, 0.7],\n", + " empty_sentinel=\".\",\n", + " gridspec_kw={\n", + " \"wspace\": 0.05,\n", + " \"hspace\": 0.05,\n", + " }\n", + ")\n", + "\n", + "query_dict = {\n", + " \"m\" : \"muts != '*' and muts != '-'\",\n", + " \"i\" : \"muts == '-'\",\n", + " \"n\" : \"muts == '*'\"\n", + "}\n", + "\n", + "bins_dict = {\n", + " \"beta\" : np.arange(-5.25, 1.0, 0.5),\n", + " \"shift_Delta\" : np.arange(-3.25, 3.25, 0.5),\n", + " \"shift_Omicron_BA2\" : np.arange(-3.25, 3.25, 0.5)\n", + "}\n", + "\n", + "#################\n", + "# DISTRIBUTIONS\n", + "#################\n", + "mut_df_replicates[\"sense\"] = [\"stop\" if mut == \"*\" else \"nonsynonymous\" for mut in mut_df_replicates.muts]\n", + "\n", + "prefix = \"avg\"\n", + "bins = np.arange(-5.25, 1.0, 0.5)\n", + "# df = mut_df_replicates.copy()\n", + "mut_df_replicates[\"avg_beta\"].clip(lower=-5, inplace=True)\n", + "\n", + "for col, param in enumerate([\"beta\", \"shift_Delta\", \"shift_Omicron_BA2\"]):\n", + " for row, mut_type in enumerate([\"m\", \"i\", \"n\"]):\n", + " \n", + " iter_ax = axs[f\"dist_{mut_type}_{param}\"]\n", + " sns.histplot(\n", + " mut_df_replicates.query(query_dict[mut_type]), \n", + " x=f\"{prefix}_{param}\", \n", + " ax=iter_ax,\n", + " stat='probability',\n", + " bins=bins_dict[param],\n", + " label=\"stop\",\n", + " color=\"red\" if mut_type == \"n\" else pal.as_hex()[row],\n", + " alpha=0.5\n", + " )\n", + " iter_ax.set_ylim(-0.05,1.05)\n", + " \n", + " # remove the ylabel from all but the first column\n", + " if col != 0: \n", + " iter_ax.tick_params(axis='y', labelleft=False)\n", + " iter_ax.set_yticks(\n", + " [0.0, 0.5], [0.0, 0.5], rotation=0, ha=\"right\",size=9\n", + " )\n", + " \n", + " if col != 0 or row != 1:\n", + " iter_ax.set_ylabel(None)\n", + " else:\n", + " iter_ax.set_ylabel(\"probability\")\n", + " \n", + " # remove the x labels from all but bottom\n", + " if row != 2:\n", + " iter_ax.tick_params(axis='x', labelbottom=False)\n", + " iter_ax.set_xlabel(None)\n", + "\n", + " iter_ax.set_xlabel(None)\n", + " \n", + " sns.despine(ax=iter_ax)\n", + " \n", + "axs[\"dist_n_beta\"].set_xlabel(r\"mut. effect $(\\beta_{m})$\")\n", + "axs[\"dist_n_beta\"].xaxis.set_label_coords(0.5, -.5)\n", + "\n", + "axs[\"dist_m_beta\"].text(\n", + " 0.1, 0.9, \n", + " f\"nonsynonymous\\nmuts\", \n", + " ha=\"left\", va=\"top\", \n", + " size=9,\n", + " transform=axs[\"dist_m_beta\"].transAxes\n", + ")\n", + "axs[\"dist_i_beta\"].text(\n", + " 0.1, 0.9, \n", + " f\"in-frame codon\\ndeletion muts\", \n", + " ha=\"left\", va=\"top\", \n", + " size=9,\n", + " transform=axs[\"dist_i_beta\"].transAxes\n", + ")\n", + "axs[\"dist_n_beta\"].text(\n", + " 0.1, 0.9, \n", + " f\"stop muts\", \n", + " ha=\"left\", va=\"top\", \n", + " size=9,\n", + " transform=axs[\"dist_n_beta\"].transAxes\n", + ")\n", + "\n", + "axs[\"dist_n_shift_Delta\"].set_xlabel('shift ($\\Delta_{d,m}$)')\n", + "axs[\"dist_n_shift_Delta\"].xaxis.set_label_coords(1.0, -.5)\n", + "\n", + "axs[\"dist_m_shift_Delta\"].set_title(\"Delta\")\n", + "axs[\"dist_m_shift_Omicron_BA2\"].set_title(\"BA.2\")\n", + "\n", + "#################\n", + "# CORRELATIONS\n", + "#################\n", + "\n", + "data = mut_df_replicates.dropna().copy()\n", + "data['1_beta'].clip(lower=-5, inplace=True)\n", + "data['2_beta'].clip(lower=-5, inplace=True)\n", + "# plot the correlations of parameters\n", + "for col, param in enumerate([\"beta\", \"shift_Delta\", \"shift_Omicron_BA2\"]):\n", + " iter_ax = axs[f\"corr_{param}\"]\n", + " x, y = data[f\"1_{param}\"], data[f\"2_{param}\"]\n", + " sns.scatterplot(\n", + " data = data,\n", + " x = f\"1_{param}\",\n", + " y = f\"2_{param}\",\n", + " ax=iter_ax,\n", + " s=60, \n", + " alpha=0.3, \n", + " c='0.25'\n", + " )\n", + " \n", + " # remove y labels from all but first column\n", + " if col != 0: \n", + " \n", + " if col == 2:\n", + " iter_ax.tick_params(axis='y', labelleft=False)\n", + " iter_ax.set_ylabel(None)\n", + " \n", + " lim = [-2.8, 2.8]\n", + " ticks = [-2, 0, 2]\n", + " \n", + " iter_ax.set_ylim(lim)\n", + " iter_ax.set_xlim(lim)\n", + " iter_ax.set_yticks(\n", + " ticks, ticks, size=12\n", + " ) \n", + " iter_ax.set_xticks(\n", + " ticks, ticks, rotation=0, size=12\n", + " )\n", + " # line of equivilence\n", + " iter_ax.plot(\n", + " lim, \n", + " lim,\n", + " linestyle=\"--\", \n", + " lw=2,\n", + " c='royalblue'\n", + " )\n", + " \n", + " else:\n", + " lim = [-6, 3]\n", + " ticks = [-4, -2, 0, 2]\n", + " \n", + " iter_ax.set_ylim(lim)\n", + " iter_ax.set_xlim(lim)\n", + " iter_ax.set_yticks(\n", + " ticks, ticks, size=12\n", + " ) \n", + " iter_ax.set_xticks(\n", + " ticks, ticks, rotation=0, size=12\n", + " )\n", + " # line of equivilence\n", + " iter_ax.plot(\n", + " lim, \n", + " lim,\n", + " linestyle=\"--\", \n", + " lw=2,\n", + " c='royalblue'\n", + " )\n", + " \n", + " iter_ax.set_ylabel(\"replicate 2\")\n", + " \n", + " iter_ax.set_xlabel(\"replicate 1\")\n", + " iter_ax.grid()\n", + "\n", + " \n", + " corr = pearsonr(x, y)[0]**2\n", + " iter_ax.annotate(\n", + " f\"$R^2 = {corr:.2f}$\", \n", + " (0.07, 0.8), \n", + " xycoords=\"axes fraction\", \n", + " fontsize=11\n", + " )\n", + " sns.despine(ax=iter_ax)\n", + " \n", + "#################\n", + "# NAIVE CORRELATIONS\n", + "#################\n", + "\n", + "data = naive_mut_df.dropna().copy()\n", + "data[\"1-Omicron_BA1_beta\"].clip(lower=-10, inplace=True)\n", + "data[\"2-Omicron_BA1_beta\"].clip(lower=-10, inplace=True)\n", + "\n", + "# plot the correlations of parameters\n", + "for col, param in enumerate([\"Omicron_BA1_beta\", \"Delta_S\", \"Omicron_BA2_S\"]):\n", + " iter_ax = axs[f\"naive_corr_{param}\"]\n", + " x, y = data[f\"1-{param}\"], data[f\"2-{param}\"]\n", + " sns.scatterplot(\n", + " data = data,\n", + " x = f\"1-{param}\",\n", + " y = f\"2-{param}\",\n", + " ax=iter_ax,\n", + " s=60, \n", + " alpha=0.3, \n", + " c='0.25'\n", + " )\n", + " \n", + " # remove y labels from all but first column\n", + " if col != 0: \n", + " \n", + " if col == 2:\n", + " iter_ax.tick_params(axis='y', labelleft=False)\n", + " iter_ax.set_ylabel(None)\n", + " \n", + " lim = [-8.2, 12.2]\n", + " ticks = range(-8, 12, 4)\n", + " \n", + " iter_ax.set_ylim(lim)\n", + " iter_ax.set_xlim(lim)\n", + " iter_ax.set_yticks(\n", + " ticks, ticks, size=12\n", + " ) \n", + " iter_ax.set_xticks(\n", + " ticks, ticks, rotation=0, size=12\n", + " )\n", + " # line of equivilence\n", + " iter_ax.plot(\n", + " lim, \n", + " lim,\n", + " linestyle=\"--\", \n", + " lw=2,\n", + " c='royalblue'\n", + " )\n", + " \n", + " else:\n", + " lim = [-11, 6]\n", + " ticks = range(-10, 6, 5)\n", + " \n", + " iter_ax.set_ylim(lim)\n", + " iter_ax.set_xlim(lim)\n", + " iter_ax.set_yticks(\n", + " ticks, ticks, size=12\n", + " ) \n", + " iter_ax.set_xticks(\n", + " ticks, ticks, rotation=0, size=12\n", + " )\n", + " # line of equivilence\n", + " iter_ax.plot(\n", + " lim, \n", + " lim,\n", + " linestyle=\"--\", \n", + " lw=2,\n", + " c='royalblue'\n", + " )\n", + " \n", + " iter_ax.set_ylabel(\"replicate 2\")\n", + " \n", + " iter_ax.set_xlabel(\"replicate 1\")\n", + " iter_ax.grid()\n", + "\n", + " \n", + " corr = pearsonr(x, y)[0]**2\n", + " iter_ax.annotate(\n", + " f\"$R^{2} = {corr:.2f}$\", \n", + " (0.07, 0.8), \n", + " xycoords=\"axes fraction\", \n", + " fontsize=11\n", + " )\n", + " sns.despine(ax=iter_ax)\n", + "\n", + "\n", + "\n", + "\n", + "# Add subpanel labels\n", + "axs[\"dist_m_beta\"].text(\n", + " -0.2, 1.05, \n", + " f\"A\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"dist_m_beta\"].transAxes\n", + ")\n", + "\n", + "\n", + "axs[\"dist_m_shift_Delta\"].text(\n", + " -0.15, 1.05, \n", + " f\"B\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"dist_m_shift_Delta\"].transAxes\n", + ")\n", + "\n", + "axs[\"corr_beta\"].text(\n", + " -0.2, 1.05, \n", + " f\"C\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"corr_beta\"].transAxes\n", + ")\n", + "\n", + "axs[\"corr_shift_Delta\"].text(\n", + " -0.15, 1.05, \n", + " f\"D\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"corr_shift_Delta\"].transAxes\n", + ")\n", + "\n", + "axs[\"naive_corr_Omicron_BA1_beta\"].text(\n", + " -0.2, 1.05, \n", + " f\"E\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"naive_corr_Omicron_BA1_beta\"].transAxes\n", + ")\n", + "\n", + "axs[\"naive_corr_Delta_S\"].text(\n", + " -0.15, 1.05, \n", + " f\"F\", \n", + " ha=\"right\", va=\"center\", \n", + " size=15,\n", + " weight=\"bold\",\n", + " transform=axs[\"naive_corr_Delta_S\"].transAxes\n", + ")\n", + "\n", + "# titles\n", + "axs[\"dist_m_beta\"].set_title(\"BA.1\")\n", + "axs[\"corr_beta\"].set_title(r\"mut. effect $(\\beta_{m})$\", size=10)\n", + "axs[\"corr_shift_Delta\"].set_title(\"shift ($\\Delta_{Delta, m}$)\", size=10)\n", + "axs[\"corr_shift_Omicron_BA2\"].set_title(\"shift ($\\Delta_{BA.2, m}$)\", size=10)\n", + "\n", + "axs[\"naive_corr_Omicron_BA1_beta\"].set_title(\"mut. effect in BA.1\", size=10)\n", + "axs[\"naive_corr_Delta_S\"].set_title(\"shift in mut. effect\\n(Delta - BA.1)\", size=10)\n", + "axs[\"naive_corr_Omicron_BA2_S\"].set_title(\"shift in mut. effect\\n(BA.2 - BA.1)\", size=10)\n", + "\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", + "\n", + "plt.show() " ] }, { "cell_type": "markdown", - "id": "4fe42406-43b4-413d-af53-fd33024c8049", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, + "id": "00006ef8", + "metadata": {}, "source": [ - "Combine the results of the individual models" + "## Comparison to linear model" ] }, { "cell_type": "code", - "execution_count": 117, - "id": "e5284e45-f066-408b-8f59-5e9bc2065137", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-output" - ] - }, + "execution_count": 61, + "id": "d5861707", + "metadata": {}, + "outputs": [], + "source": [ + "fit_params_linear = fit_params.copy()\n", + "fit_params_linear[\"dataset\"] = datasets\n", + "fit_params_linear[\"epistatic_model\"] = [\"Identity\"]\n", + "\n", + "_, _, linear_models = multidms.fit_models(fit_params_linear, n_threads=-1)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "093863d8", + "metadata": {}, + "outputs": [], + "source": [ + "model_collection_linear = multidms.ModelCollection(linear_models)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "1a4dd7f6", + "metadata": {}, "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cache miss - this could take a moment\n", + " dataset_name scale_coeff_lasso_shift mut_type mut_param sparsity\n", + "0 rep-1 0.000000 nonsynonymous shift_Delta 0.234082\n", + "1 rep-1 0.000000 stop shift_Delta 0.247678\n", + "2 rep-1 0.000005 nonsynonymous shift_Delta 0.320816\n", + "3 rep-1 0.000005 stop shift_Delta 0.318885\n", + "4 rep-1 0.000010 nonsynonymous shift_Delta 0.413163\n" + ] + }, { "data": { "text/html": [ - "
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wtssitesmuts0-Delta_beta0-Omicron_BA1_beta0-Omicron_BA2_beta1-Delta_beta1-Omicron_BA1_beta1-Omicron_BA2_betaavg_beta0-Delta_predicted_func_score0-Omicron_BA1_predicted_func_score0-Omicron_BA2_predicted_func_score1-Delta_predicted_func_score1-Omicron_BA1_predicted_func_score1-Omicron_BA2_predicted_func_scoreavg_predicted_func_score
mutation
M1IM1I-2.509346-4.717206-5.010637-5.183149-5.249604-6.347744-4.836281-1.422413-3.255797-3.008744-2.841881-3.368835-3.232376-2.855008
F2LF2L0.6954700.402694-0.3858841.0955390.6736610.4298050.4852140.0071420.226371-0.2067410.0203320.3477900.1550110.091651
V3AV3A0.1105190.084359-0.054072-0.0247720.028171-0.1134300.005129-0.0792430.044802-0.049399-0.1167680.013850-0.032863-0.036603
V3FV3F-0.621172-0.675041-0.6359970.185542-0.548449-0.430014-0.454189-0.270844-0.550415-0.349809-0.079418-0.423052-0.183361-0.309483
V3GV3G-0.3145780.0060680.0776590.8974830.1313360.0490730.141174-0.176478-0.0059610.0034610.0051980.0778000.031960-0.010670
......................................................
S1252RS1252R0.9742020.2324150.5926920.3867460.5733670.6259380.5642270.0345720.1341220.164979-0.0496760.3056840.2047750.132409
S1252TS1252T-0.248973-0.243054-0.571046-0.714395-0.347725-0.539059-0.444042-0.159119-0.184018-0.310579-0.298070-0.255794-0.243120-0.241783
S1252VS1252V0.4442670.3702090.3121380.0681580.5507190.2083300.325637-0.0244540.2096130.085326-0.0994090.2957160.0880580.092475
S1252YS1252Y0.8649890.9013910.9480300.6937551.2363660.9549690.9332500.0246690.4382760.242081-0.0136270.5297560.2713470.248750
S1252*S1252*-0.225282-0.2184350.029222-0.0170320.238550-0.392688-0.097611-0.153077-0.165302-0.015374-0.1152680.139794-0.163861-0.078848
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4171 rows × 17 columns

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" - ], - "text/plain": [ - " wts sites muts 0-Delta_beta 0-Omicron_BA1_beta \\\n", - "mutation \n", - "M1I M 1 I -2.509346 -4.717206 \n", - "F2L F 2 L 0.695470 0.402694 \n", - "V3A V 3 A 0.110519 0.084359 \n", - "V3F V 3 F -0.621172 -0.675041 \n", - "V3G V 3 G -0.314578 0.006068 \n", - "... .. ... ... ... ... \n", - "S1252R S 1252 R 0.974202 0.232415 \n", - "S1252T S 1252 T -0.248973 -0.243054 \n", - "S1252V S 1252 V 0.444267 0.370209 \n", - "S1252Y S 1252 Y 0.864989 0.901391 \n", - "S1252* S 1252 * -0.225282 -0.218435 \n", - "\n", - " 0-Omicron_BA2_beta 1-Delta_beta 1-Omicron_BA1_beta \\\n", - "mutation \n", - "M1I -5.010637 -5.183149 -5.249604 \n", - "F2L -0.385884 1.095539 0.673661 \n", - "V3A -0.054072 -0.024772 0.028171 \n", - "V3F -0.635997 0.185542 -0.548449 \n", - "V3G 0.077659 0.897483 0.131336 \n", - "... ... ... ... \n", - "S1252R 0.592692 0.386746 0.573367 \n", - "S1252T -0.571046 -0.714395 -0.347725 \n", - "S1252V 0.312138 0.068158 0.550719 \n", - "S1252Y 0.948030 0.693755 1.236366 \n", - "S1252* 0.029222 -0.017032 0.238550 \n", - "\n", - " 1-Omicron_BA2_beta avg_beta 0-Delta_predicted_func_score \\\n", - "mutation \n", - "M1I -6.347744 -4.836281 -1.422413 \n", - "F2L 0.429805 0.485214 0.007142 \n", - "V3A -0.113430 0.005129 -0.079243 \n", - "V3F -0.430014 -0.454189 -0.270844 \n", - "V3G 0.049073 0.141174 -0.176478 \n", - "... ... ... ... \n", - "S1252R 0.625938 0.564227 0.034572 \n", - "S1252T -0.539059 -0.444042 -0.159119 \n", - "S1252V 0.208330 0.325637 -0.024454 \n", - "S1252Y 0.954969 0.933250 0.024669 \n", - "S1252* -0.392688 -0.097611 -0.153077 \n", - "\n", - " 0-Omicron_BA1_predicted_func_score \\\n", - "mutation \n", - "M1I -3.255797 \n", - "F2L 0.226371 \n", - "V3A 0.044802 \n", - "V3F -0.550415 \n", - "V3G -0.005961 \n", - "... ... \n", - "S1252R 0.134122 \n", - "S1252T -0.184018 \n", - "S1252V 0.209613 \n", - "S1252Y 0.438276 \n", - "S1252* -0.165302 \n", + "
\n", + "" + ], + "text/plain": [ + "alt.FacetChart(...)" ] }, - "execution_count": 117, + "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "fit_dict = {f\"{row.replicate}-{row.condition}\":row.model_3000 for _, row in naive_models.iterrows()}\n", - "naive_mut_df = multidms.utils.combine_replicate_muts(fit_dict,how=\"inner\",times_seen_threshold=3)\n", - "naive_mut_df" - ] - }, - { - "cell_type": "markdown", - "id": "74209b8d-e99d-4c11-a0b0-786e4c6657c0", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "Using BA.1 as a reference fit, compute the difference of betas. Which is the naive approach to computing \"shifts\" in mutation effect between experiments without using the multidms joint modeling infrastructure. " + "chart, sparsity_df = model_collection_linear.shift_sparsity(return_data=True, height_scalar=100) # TODO raise issue to fix height scalar\n", + "print(sparsity_df.head())\n", + "chart" ] }, { "cell_type": "code", - "execution_count": 118, - "id": "e85041f5-30de-4722-aad3-61e2b6b63cec", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-output" - ] - }, + "execution_count": 64, + "id": "2801f2bd", + "metadata": {}, "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " datasets mut_param correlation scale_coeff_lasso_shift\n", + "0 rep-1,rep-2 beta 0.723252 0.000000\n", + "0 rep-1,rep-2 beta 0.742715 0.000005\n", + "0 rep-1,rep-2 beta 0.746827 0.000010\n", + "0 rep-1,rep-2 beta 0.737302 0.000020\n", + "0 rep-1,rep-2 beta 0.726406 0.000040\n" + ] + }, { "data": { "text/html": [ - "
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wtssitesmuts0-Delta_beta0-Omicron_BA1_beta0-Omicron_BA2_beta1-Delta_beta1-Omicron_BA1_beta1-Omicron_BA2_betaavg_beta...0-Omicron_BA1_predicted_func_score0-Omicron_BA2_predicted_func_score1-Delta_predicted_func_score1-Omicron_BA1_predicted_func_score1-Omicron_BA2_predicted_func_scoreavg_predicted_func_score0-Delta_S1-Delta_S0-Omicron_BA2_S1-Omicron_BA2_S
mutation
M1IM1I-2.509346-4.717206-5.010637-5.183149-5.249604-6.347744-4.836281...-3.255797-3.008744-2.841881-3.368835-3.232376-2.8550082.2078590.066455-0.293432-1.098140
F2LF2L0.6954700.402694-0.3858841.0955390.6736610.4298050.485214...0.226371-0.2067410.0203320.3477900.1550110.0916510.2927750.421879-0.788579-0.243856
V3AV3A0.1105190.084359-0.054072-0.0247720.028171-0.1134300.005129...0.044802-0.049399-0.1167680.013850-0.032863-0.0366030.026161-0.052943-0.138430-0.141601
V3FV3F-0.621172-0.675041-0.6359970.185542-0.548449-0.430014-0.454189...-0.550415-0.349809-0.079418-0.423052-0.183361-0.3094830.0538700.7339910.0390440.118434
V3GV3G-0.3145780.0060680.0776590.8974830.1313360.0490730.141174...-0.0059610.0034610.0051980.0778000.031960-0.010670-0.3206470.7661470.071591-0.082263
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S1252RS1252R0.9742020.2324150.5926920.3867460.5733670.6259380.564227...0.1341220.164979-0.0496760.3056840.2047750.1324090.741787-0.1866200.3602780.052571
S1252TS1252T-0.248973-0.243054-0.571046-0.714395-0.347725-0.539059-0.444042...-0.184018-0.310579-0.298070-0.255794-0.243120-0.241783-0.005918-0.366670-0.327992-0.191334
S1252VS1252V0.4442670.3702090.3121380.0681580.5507190.2083300.325637...0.2096130.085326-0.0994090.2957160.0880580.0924750.074058-0.482561-0.058071-0.342390
S1252YS1252Y0.8649890.9013910.9480300.6937551.2363660.9549690.933250...0.4382760.242081-0.0136270.5297560.2713470.248750-0.036402-0.5426110.046639-0.281397
S1252*S1252*-0.225282-0.2184350.029222-0.0170320.238550-0.392688-0.097611...-0.165302-0.015374-0.1152680.139794-0.163861-0.078848-0.006848-0.2555820.247657-0.631237
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4171 rows × 21 columns

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" - ], - "text/plain": [ - " wts sites muts 0-Delta_beta 0-Omicron_BA1_beta \\\n", - "mutation \n", - "M1I M 1 I -2.509346 -4.717206 \n", - "F2L F 2 L 0.695470 0.402694 \n", - "V3A V 3 A 0.110519 0.084359 \n", - "V3F V 3 F -0.621172 -0.675041 \n", - "V3G V 3 G -0.314578 0.006068 \n", - "... .. ... ... ... ... \n", - "S1252R S 1252 R 0.974202 0.232415 \n", - "S1252T S 1252 T -0.248973 -0.243054 \n", - "S1252V S 1252 V 0.444267 0.370209 \n", - "S1252Y S 1252 Y 0.864989 0.901391 \n", - "S1252* S 1252 * -0.225282 -0.218435 \n", - "\n", - " 0-Omicron_BA2_beta 1-Delta_beta 1-Omicron_BA1_beta \\\n", - "mutation \n", - "M1I -5.010637 -5.183149 -5.249604 \n", - "F2L -0.385884 1.095539 0.673661 \n", - "V3A -0.054072 -0.024772 0.028171 \n", - "V3F -0.635997 0.185542 -0.548449 \n", - "V3G 0.077659 0.897483 0.131336 \n", - "... ... ... ... \n", - "S1252R 0.592692 0.386746 0.573367 \n", - "S1252T -0.571046 -0.714395 -0.347725 \n", - "S1252V 0.312138 0.068158 0.550719 \n", - "S1252Y 0.948030 0.693755 1.236366 \n", - "S1252* 0.029222 -0.017032 0.238550 \n", - "\n", - " 1-Omicron_BA2_beta avg_beta ... \\\n", - "mutation ... \n", - "M1I -6.347744 -4.836281 ... \n", - "F2L 0.429805 0.485214 ... \n", - "V3A -0.113430 0.005129 ... \n", - "V3F -0.430014 -0.454189 ... \n", - "V3G 0.049073 0.141174 ... \n", - "... ... ... ... \n", - "S1252R 0.625938 0.564227 ... \n", - "S1252T -0.539059 -0.444042 ... \n", - "S1252V 0.208330 0.325637 ... \n", - "S1252Y 0.954969 0.933250 ... \n", - "S1252* -0.392688 -0.097611 ... \n", - "\n", - " 0-Omicron_BA1_predicted_func_score \\\n", - "mutation \n", - "M1I -3.255797 \n", - "F2L 0.226371 \n", - "V3A 0.044802 \n", - "V3F -0.550415 \n", - "V3G -0.005961 \n", - "... ... \n", - "S1252R 0.134122 \n", - "S1252T -0.184018 \n", - "S1252V 0.209613 \n", - "S1252Y 0.438276 \n", - "S1252* -0.165302 \n", - "\n", - " 0-Omicron_BA2_predicted_func_score 1-Delta_predicted_func_score \\\n", - "mutation \n", - "M1I -3.008744 -2.841881 \n", - "F2L -0.206741 0.020332 \n", - "V3A -0.049399 -0.116768 \n", - "V3F -0.349809 -0.079418 \n", - "V3G 0.003461 0.005198 \n", - "... ... ... \n", - "S1252R 0.164979 -0.049676 \n", - "S1252T -0.310579 -0.298070 \n", - "S1252V 0.085326 -0.099409 \n", - "S1252Y 0.242081 -0.013627 \n", - "S1252* -0.015374 -0.115268 \n", + "
\n", + "" + ], + "text/plain": [ + "alt.FacetChart(...)" ] }, - "execution_count": 118, + "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "reference = \"Omicron_BA1\"\n", - "for i, condition in enumerate([\"Delta\", \"Omicron_BA2\"]): \n", - " for replicate in [0, 1]:\n", - " reference_betas = naive_mut_df[f\"{replicate}-{reference}_beta\"]\n", - " condition_betas = naive_mut_df[f\"{replicate}-{condition}_beta\"]\n", - " naive_mut_df[f\"{replicate}-{condition}_S\"] = condition_betas - reference_betas\n", - "naive_mut_df" + "chart, corr_df = model_collection_linear.mut_param_dataset_correlation(width_scalar=200, return_data=True)\n", + "print(corr_df.head())\n", + "chart" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "41c62ccc", + "metadata": {}, + "outputs": [], + "source": [ + "fit_params_linear[\"dataset\"] = train \n", + "_, _, linear_models_cv = multidms.model_collection.fit_models(fit_params_linear, n_threads = -1)" ] }, { "cell_type": "code", - "execution_count": 121, - "id": "2b29adfb-24d3-4ddf-9459-cab064570d62", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-input" - ] - }, + "execution_count": 66, + "id": "3ab400e0", + "metadata": {}, + "outputs": [], + "source": [ + "linear_mc = multidms.model_collection.ModelCollection(linear_models_cv)\n", + "linear_mc.add_validation_loss(test, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "3ae9ba45", + "metadata": {}, "outputs": [ { "data": { - "image/png": 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j0aB///5o3rw5YmNjcfz4cXzxxRc6Azg+evQINjY2iImJweHDh7Fo0SI8f/4cADBnzhwMGDAAcrkcMTExWLRoEQBg6tSpOHr0KDIyMrh8du/ejSlTpnDvDx8+jJkzZ0Iul2P8+PE6QdJ7772HsLAwPHz4EA8ePEBISAgWLFigsz1nzpxBUFAQHj9+jL/++gsHDhzg1v1q0BMTE4OLFy9iwoQJOus+duwYYmNjERUVhXbt2qFHjx5ISUnBmDFjMHPmTIPKUpyvvvoKGo0GMTExSElJwc6dOyGR0BkRIYQQXRT0GNmsWbNQu3ZtWFlZYezYsbhz5w5u3ryJuLg4rFmzBlZWVmjWrBnmzJmjEzQ4OTlh4cKFsLCwQJcuXeDr64vg4GAAgIWFBV6+fInY2FiIRCJ07twZANCkSRM0atQIv/zyCwDg+vXrSEpKwsCBA7l8+/btiy5dukAgEGDy5Ml4+fIlUlJSoNVqceDAAaxbtw6Ojo5wcnJCYGAg9u7dC61Wyy2/fPlySCQSeHh4oHfv3rhz5w4AYOzYsfj3338RHh4OANi7dy/eeustuLu7c8u+++678PLyglQqRd++feHo6IghQ4ZAIBBg5MiRePjwIXJycvQuS3EsLCyQkpKCZ8+eQSAQwN/fHw4ODmX7AgkpB5VKBYVCoddLpVJVdnEJqXEo6DGyV59yLRaLkZ6ejujoaHh4eMDS0pKbV6dOHURHR3PvXV1ddfIpWBYAdu3aBZVKhVatWqFBgwbYunUrl27KlClc8LR7926MHTtW5/lLr5cHyL+UlJSUhJycHPj6+uqUSa1WIzk5ucTtAfJH0R40aBD27NkDANizZ49OC9Pr22RjY1PoPWMMWVlZepelOIsWLUKnTp0wYsQIuLm54b333tN57hshFaHgLhuZTKbXy8vHhwIfQioYdWSuAJ6enoiNjUVubi4sLCwA5PeZ8fT01Gt5Pz8/7N27F4wxXL16FT169ED79u3RqlUrjB49mnv20uHDh3Hx4kW98nR2doalpSUiIiK4YKTgCd1OTk6IjIwsNY+pU6dixowZ6NmzJ1JSUri+RoYqrSy2trbIzs4GYww8Hg8AEBcXB39/fwCAra0tPv/8c3z++ecIDw/HgAED8M0332DhwoVlKg8hZUF32RBi/qilpwK0bdsWrq6uWL58OdRqNR4+fIgtW7Zg4sSJei2/d+9eJCQkgMfjQSaTgc/nQyAQAADs7OwwdOhQjBkzBrVr10aLFi30ypPP52PMmDFYunQpUlNTkZKSgiVLlmD8+PHg8/WrFt27dwdjDLNmzcK4ceO4gM5QpZWlXr16sLCwwMGDB5GXl4dDhw4hKCiIW/7UqVMIDQ2FVquFnZ0dLCwsdB5gS0hFKrjLpqRXaUERIcQ0KOipABYWFjh16hTu3LkDNzc3DBw4EO+//z7GjBmj1/Lnz59H8+bNYWtri0GDBuHLL7/kWjmA/BaXe/fuYfLkyQaVa/PmzfD19UWjRo3QuHFjvPHGG9iwYYPey/N4PEyePLlM6zakLHZ2dtixYwc++ugjODo64urVq+jVqxe3bFhYGHr37g2JRIJGjRqhffv2ePfdd8tVHkIIIdUPj9FjnAEASqUSUqkUCoUCdnZ2lV0cg0RGRqJu3bqIjY2Fo6Njha577969+Prrr3H79u0KXS+pWFV5/6goCoUCMpkMi4/eKnU8FVVmOj4f2gZyuRxSqbSCSmheqE7ph+qVcVFLTxWXl5eHzz//HCNGjKjwgCcjIwNff/01taoQQgipEijoqcLCw8NhZ2eHv//+G2vXrq3Qde/btw+urq6oVauW3n2TCCGEkMpEvT2rsNq1a3OjFle08ePHY/z48ZWybkIIIaQsqKWHEEIIITUCBT2EEEIIqREo6DFTvr6+OHHiRGUXgxBCCKk2KOghhBBCSI1AQY8R+fr6Yt26dWjTpg3EYjH69OmD1NRUzJo1CzKZDHXr1sW1a9e4tK+25Jw4cYJ79tTw4cMRGRmJ0aNHw9bWFjNnzgRjDIsXL4abmxvs7OxQr149nDp1qhK2khBCCKmaKOgxssOHD+PYsWOIjY1FVFQU2rVrhx49eiAlJQVjxozBzJkzS83jyJEj8Pb2xqFDh5CRkYHt27fj3LlzOHjwIO7evQulUonz58+jXr16FbBFhBBCSPVg1kFPbm4u5syZA3t7ezg4OGDu3LnQaDRFpp00aRIsLS1ha2vLva5fv17BJQbeffddeHl5QSqVom/fvnB0dMSQIUMgEAgwcuRIPHz4EDk5OQbna2FhAZVKhUePHiE3Nxfe3t4U9BBCCCEGMOugZ82aNbhy5QoeP36MR48e4fLlywgMDCw2/axZs5CRkcG92rdvX4GlzVfwlHAAsLGxKfSeMYasrCyD8+3atStWrlyJZcuWwcnJCUOHDkV4eLhRylzdqVQqKBQKvV8qlaqyi0wIIcQEzDro2bVrFz755BO4u7vD3d0dS5cuxc6dOyu7WEZha2urE/zExcXpzC/qSeezZs3CjRs3EBkZCZFIhHnz5pm8nFWdSqWCl48PZDKZ3i8vHx8KfAghpBoy2xGZ09LSEB0drfM0cX9/f0RGRkKhUBT5MLW9e/di7969cHd3x5QpU7BgwYIigwcAUKvVUKvV3HulUmn0bShJy5YtcejQIQwZMgSxsbHYtm2bznxXV1c8f/6ce3/r1i3k5uaidevWsLa2hlgsRnZ2doWWuSpSq9VITkzE/L0XICrlYX0AoM5Mx6YJ3aBWq2FlZVUBJTRPlb1/kOqH6hQxB2bb0pORkQEAkMlk3LSC/9PT0wulnzdvHp4+fYqkpCTs3LkTmzdvxubNm4vNf926dZBKpdzLy8vLqOUvzZo1ayCXy+Hs7IwxY8ZgwoQJOvOXLFmCrVu3QiaTYdasWVAqlZg1axYcHR3h5uaG2NjYEreP6BKJJbDS46VPYFQTVPb+QaofqlPEHPAYY6yyC1GUtLQ0ODg4ICwsDH5+fgCAsLAw1K1bF3K5vMiWnld988032Lt3L27cuFHk/KLOOry8vKBQKGBnZ2e8DSGVSqFQQCaTYfHRW7DSI6BRZabj86Ft9Kpj1RntH4YzpK7VxHpGdapsqF4Zl9le3rK3t4enpyeCg4O5oCc4OJi7M6o0xV3WKiASiSASiYxSVkKqG9o/iLFRnSLmwGwvbwHA5MmTsXbtWsTHxyM+Ph6BgYGYNm1akWl//vlnKJVKMMZw+/ZtfPbZZxg6dGgFl5gQQggh5spsW3oAYNmyZUhJSUHDhg0BAOPGjcOSJUsAgBvkb/v27QCArVu3YsaMGdBoNKhVqxZmzZqFhQsXVk7BCSGEEGJ2zDrosbCwwLZt2wrd2QT8F+wU+OeffyqqWIQQQgipgsz68hYhhBBCiLFQ0EMIIYSQGoGCHkIIIYTUCBT0EEIIIaRGoKCHEEIIITUCBT2EEEIIqREo6CGEEEJIjUBBDyGEEEJqBAp6CCGEEFIjUNBDCCGEkBrBrB9DQUhxVCoV1Gp1qekUCkUFlIYQQkhVQEEPqXJUKhW8fHyQnJio9zIajcaEJSKEEFIVUNBDqhy1Wo3kxETM33sBIrGkxLTKpDh8O3Mg8vIo6CGEkJqOgh5SZYnEEliVEvSoMzMqqDSEEELMHQU9hBBSSfTtcyYSiWBlZWXi0hBS/VHQQwghFUyTowZ4fPj4+OiV3snFBVEvX1LgQ0g5UdBDCCEVLC83F2BavPvDGdjZO5WYVp2Zjk0TukGtVlPQQ0g5UdBDzAbdhk5qGpGNban90gghxmPWQU9ubi4WLFiAAwcOgMfjYezYsdi4cSOEwsLFNiQtKR99gxMAYIyBx+PplWeTps2QnES3oRNSFEOCfeoDZP7oJK9ymHVEsGbNGly5cgWPHz8GAPTp0weBgYFYvnx5udLWFOYQnPAEArC8PL3SAsCcXecglspKTFMRt6FTB1NSoLJ/nAzt/wNQHyBzZ+qxxuj4VTyzDnp27dqFjRs3wt3dHQCwdOlSfPDBB0UGMoakLQtTBBCmTGtOwYk+/RYK0gqtrCr1NnTqYEpeZQ4DYRrS/wf4rw9QYmIipFJpqekNOa7UxB9JfRnyG6FQKEwy1pihxy9HZ2c8evBAr++0unz3Zhv0pKWlITo6Gv7+/tw0f39/REZGQqFQ6OzMhqQtoFardSqoUqkstiyGHvgMCSBMlbbA9K3HIbYr+cCnTEnArgWjMfXrXyCROeiVNk9rmlYWdVYGVKKSdyx1VrpJ0gJAliIVYFq9Pgt1Vga+nTmwWnYwNXT/MMUJgaHpTZG24Mfp3e2/QmRjW2Lagn0jK11e6mX1stRhfWlycgz64TPkuFKeH0lD6hRQtU40y3J5HgA0mjyI9EyrT10x5PiVqUjFjnkj4Obmptf6DfnuTfV9AEYIvpiZioyMZABYUlISNy0xMZEBYFFRUWVOW2DFihUMQKGXQqEolDY7O5s5ubgUmb6oF08gqPS05lKOqpbW0PROLi4sOzvbSLXefBiyfxSXtqhXQECAQd+FIelNldZGbFvp9dJc9n1rGxu9065YsaLMdcqU9coc6om51BVTffem+oyLqleG4jHGGIwoJCQEDRo0KHc+aWlpcHBwQFhYGPz8/AAAYWFhqFu3LuRyeaGWHn3TFnj9rEOhUMDb2xtRUVGws7MrlL4qnXWYUzmqWlpD05d01iGRSAxarzkxZP+ozi09VTGtuZSjtJYerVYLHx+fanPMrYrfUVVLC5T/mGv0y1uNGjVC+/btMXXqVIwcORJisbhM+djb28PT0xPBwcFcIBMcHAwvL69CQYwhaQuIRCKIRP81LBY0tXp5eZWpvIS8TqFQFHkwrwpo/yCmVnDTCdUpYiz6HHON3tJz5swZ/Pjjj/j1119haWmJ4cOHY+rUqejQoYPBeS1fvhynTp3C77//DgDo27cvBg8eXGTnZEPSFkWr1SI2Ntags3OlUgkvL69iz1Sqsuq8bUDFbF9Vbul5XVn2D31RXavayrp9YrEYcXFxJttPqvPnXp23DSj79lVKS0+fPn3Qp08fpKamYv/+/di9ezfefPNN1KtXD1OnTsWECRPg6uqqV17Lli1DSkoKGjZsCAAYN24clixZAgCYOXMmAGD79u2lptUHn8+Hp6en3ulfZWdnVy0rHlC9tw2o/ttnLOXZP/RV3b8L2r7CTF2ngOr9uVfnbQNMs31Gb+kpSlBQEBYsWIDLly9DIBCgT58+mD9/Prp27WrqVZuUUqmEVCqt0pcxilOdtw2o/ttXlVT374K2r3KYa7mMoTpvG2Da7eMbNbfXyOVybN26FdOmTcM///yD1q1bY9WqVZDL5ejRowdWrlxpytUbhDEGpVKJCogBCalyaP8gxkZ1ilQGk7T0nDt3Drt27cLJkydhZWWFsWPHYvr06WjWrBmXZuPGjVi9ejVSU1ONvfoyqe6RMyHlQfsHMTaqU6QyGL1Pj4+PD6Kjo9GxY0d89913GD58eJG3l3Xu3BlyudzYqyeEEEIIKZLRg57hw4dj2rRppY7V06pVK2i1WmOvnhBCCCGkSEbv09OsWTM4OzsXOS81NRV79+419ioJIYQQQkpl9KBn8uTJeP78eZHzwsPDMXnyZGOvkhBCCCGkVEYPekrqF52WlgaJpOQnyhJCCCGEmIJR+vScOXMGZ86c4d6vX7++0ACEKpUKFy5c0HkSOiGEVCeGPC+q3E+LJoQYzChBT2hoKH777TcAAI/Hw+XLl3We2wMAlpaWaNKkCQIDA42xSrPUuHFjfP755+jfv3+Zln/27BnGjBmDkJAQzJgxA+vXrzdyCc3L/PnzIZfLsXv37souCiHlplKp4OvjhYTEZL3Su7o4IeJlFAU+hFQgowQ97733Ht577z0AQO3atXHixAk0b97cGFlXKY8ePSrX8p9//jmaNWuGW7duGalEhJCKolarkZCYjPvHFsDOtuRARpmhQrMhG6FWqynoIaQCGf2W9fDwcGNnWWOEh4djwIABxc7Pzc2FhYVFBZaIEGIoO1urUoMeQkjlMEpH5mPHjnEDDR47dqzUV3Xl6+uLEydOAAB2794Nf39/rF69Gi4uLnB1dcWmTZuKXbZt27a4dOkSFi9eDFtbW5w/fx6ffvop+vfvj3fffRcODg746KOPEBkZibfeegvOzs6wt7dHv379EBERweUzadIkTJ06FcOGDYOtrS0aN26Mhw8f4rvvvoOnpyecnZ3xzTff6Kz7p59+QrNmzSCTydCmTRtcu3at2HLm5ORg+fLl8PPzg0QiQdOmTXH37l0AQHp6OmbMmAF3d3e4u7tj5syZyMzM5Jb9559/0LRpU9ja2mLIkCFIT0/Xyfv27dvo2LEjZDIZGjVqhEOHDnHzPv30UwwYMABz5syBTCaDt7c3Dh8+XNpXQgghhPyHGQGPx2M3b97k/i/pxefzjbFKo1MoFAwAUygUZc7Dx8eHHT9+nDHG2I8//siEQiH76quvWE5ODrt48SITCoUsLCys2OUDAgLYxo0bufcrVqxgAoGA/fjjjyw3N5dlZmay8PBw9vvvv7Ps7GymUCjYsGHDWI8ePbhlJk6cyCQSCbty5QrLzc1lEydOZHXq1GGLFi1iarWanT9/nllaWrL4+HjGGGOnT59mtWrVYnfu3GF5eXns6NGjzMHBgSUnJxdZxgULFrBWrVqx0NBQptVqWUhICIuIiGCMMTZ58mTWtWtXlpyczJKSklhAQACbPn06Y4yx1NRUJpVK2fbt21lubi779ddfmaWlJZs4cSJjjLG0tDTm6OjIvv76a5aTk8MuXbrExGIxu3LlCvdZWFhYsMOHDzONRsP27NnDbG1tmVKpLNN3RQxjjP2jupPL5QwAizj7MUu9trLEV8TZjxkAJpfLK7vYlYbqFKkMRmnpCQ8P5+7KCg8PL/H14sULY6yySnBycsLChQthYWGBLl26wNfXF8HBwQbl0aRJE0yaNAlCoRA2Njbw9fVFnz59YGVlBTs7OyxduhSXL1/WGd26X79+6NixI4RCIUaMGIGIiAisXLkSlpaW6N69O6RSKR48eAAA2LZtGxYtWoSWLVuCz+djyJAhaNCgAX7//fdCZWGM4bvvvsOGDRtQt25d8Hg81K9fHz4+PtBqtThw4ADWrVsHR0dHODk5ITAwEHv37oVWq8WpU6fg4eGBd955B0KhEAMGDEC3bt24vE+fPg1nZ2fMnTsXFhYWCAgIwJgxY7Bnzx4uTcuWLTFixAgIBAKMHz8eOTk5CA0NNfBbIYQQUlMZpU+Pj49Pkf/XdK/fti8Wi7lLOra2ttz0M2fOoFOnTkXm4e3trfM+KSkJ7733Hi5fvgyFQgEgvwNleno6pFJpofXa2NhAIpHA2tpaZ1pGRgYAICIiAkuWLMGKFSu4+bm5uYiJiSlUlqSkJGRlZaFu3bpFzsvJyYGvry83rU6dOlCr1UhOTkZsbGyhuuHj4wOVSgUAiI6O1lm2YPl//vmHe+/m5sb9z+PxYG1tXegSGSGEEFIcowQ9hj4p3cHBwRirrdIKgo7S8Pm6jXEff/wxsrKycPfuXTg7OyM4OBgtWrQocVDIknh5eWHu3LmYOXNmqWmdnZ1hY2ODsLAwuLu7F5pnaWmJiIgILuiKiIiASCSCk5MTPDw88PLlS51lIiMj4eLiAgDw9PTU6ZtUsLynp2eZtosQQgh5nVEubzk5OcHZ2VnvFyk7pVIJGxsbyGQypKSkYOXKleXKb/bs2fjyyy9x584dMMaQlZWF8+fPIzo6ulBaHo+H6dOnY+HChQgLCwNjDE+fPsXLly/B5/MxZswYLF26FKmpqUhJScGSJUswfvx48Pl89OvXDzExMdixYwc0Gg1Onz6NCxcucHn37dsXiYmJ+Oabb6DRaHD58mUcOHAAEyZMKNf2EUIIIQWM0tKza9cu8Hg8Y2RFSrFy5UpMnDgR9vb28PT0xPvvv8/dMVYWAwYMgEqlwvTp0/HixQuIRCK0bdsW27ZtKzL9559/jk8//RQ9evRASkoKateujT179sDHxwebN2/G+++/j0aNGgEABg4cyA2w6ODggJMnT2LOnDlYsGAB3nrrLYwdOxZ5eXkAAHt7e5w5cwbz58/Hxx9/DA8PD3z77bd48803y7xthBBSHdBI38bDY2W9LlLNKJVKSKVSKBQK2NnZVXZxCDErtH+UTqFQQCaTIeLsx3oNTujbcx3kcjnXF6+moTqlHxrp27iMPjghIYQQQoyDRvo2LqMEPc2aNcPBgwfRpEkTNG3atMRLXTweD/fu3TPGagkhhJAagUb6Ng6jBD2tWrWCWCzm/qf+PYQQQggxN0YJen788Ufuf3piNjE3hnQCBKgjICGEVFdGuWW9OIwxJCUllXkMmaruxIkThQbcK05ERAR4PB73DLOysLW15UZaJvkKOgHKZDK9X74+XtygiYQQQqoPk3RkPnv2LFauXIk7d+5wTwZv1aoVli9fjl69eplilTWOr68vNm3ahMGDB3PT9B3w0BzweDwEBQVxjy8xFUM6AQLUEZAQQqozo7f0/Pjjj+jTpw8sLCzw5Zdf4tChQ/jyyy8hFArRt29f7Nq1y9irJKRUBZ0A9XkRQgipnowe9KxatQqTJk3CpUuXMHfuXIwYMQJz587F33//jQkTJmD16tXGXqXZiI6ORs+ePWFnZ4dWrVrh8ePHOvMzMjIwZ84ceHt7w8XFBRMmTOCen/U6xhi+/vprNGjQADKZDF26dMGTJ08AAMOHD0dkZCRGjx4NW1tb7hESPB6Pe6ApYwzr16+Hn58fHBwc0Lt3b52Hvfr6+uKLL75Au3btIJFIEBAQgKioqGK3jcfjYevWrWjUqBHEYjHGjx+PtLQ0jBw5EnZ2dmjRogVCQkJ00r/6cNVNmzahS5cuAIC2bdsCADp06ABbW1sEBgZCrVZjypQpcHJyglQqRZMmTXDr1i39PnhCCCFED0YPehITEzFq1Kgi540ePRqJiYnGXqXZGDNmDNzd3REfH48DBw5gx44dOvOnTJmC1NRU3L9/H+Hh4cjNzcWcOXOKzOvbb7/Fzp078dtvvyE5ORlDhgzBgAEDkJOTgyNHjsDb2xuHDh1CRkYGtm/fXmj5ffv2YcOGDThx4gRiY2PRuHFjDBgwABqNhkuzf/9+HDp0CElJSRCLxVi2bFmJ23fy5ElcuXIFz549w9mzZxEQEIC5c+ciNTUV/v7++PDDD/X6nP79918AwLVr15CRkYElS5Zgz549uHfvHsLCwiCXy3Hs2DGdB4wSQggh5WX0oKddu3a4e/dukfPu3r3LneVXN1FRUbh8+TK+/PJL2NjYoEGDBjoP8UxKSsLRo0exbds2yGQyiMVirFq1CocPH+YexfCqbdu2YdWqVahbty6EQiHmzZuH7Oxs3Lx5U6/y7Nu3D/PmzUPTpk1hZWWFwMBAREVFcQEHAMyaNQu1a9eGlZUVxo4dizt37pSY5wcffAAHBwd4eHggICAAjRs3xptvvgmhUIjhw4cX+73rw8LCAunp6Xjy5AkYY6hXrx68vLzKnB8hhBDyOqM/ZT0wMBCjR4+GSqXC4MGD4eLigsTERBw/fhx79+7FoUOH9M43NzcXCxYswIEDB8Dj8TB27Fhs3LgRQmHhYk+aNAkHDx6EpaUlN+3cuXNo3759+TZOT7GxsbCysuKeGg4APj4+3P8RERHQarWoXbu2znJ8Ph/x8fGF8ouIiMC4ceMgEAi4aTk5OUU+CLQo0dHROneOiUQieHh46Cz/akuKWCxGenp6iXkWPD0dAPfQ01ffl6cj9fjx4xEXF4eZM2ciKioKAwcOxFdffQUnJ6cy50kIIYS8yihBj5OTk86AhIwxrFy5EqtWrdKZBuT34yiqZaMoa9aswZUrV7i+MX369EFgYCCWL19eZPpZs2Zh06ZNZdyK8vHw8IBKpUJiYiIX+ERGRnLzvby8wOfzERsbCxsbm0LLR0RE6Lz38vLCpk2b0Lt37yLXx+eX3Ejn6empk2dOTg5iY2Ph6emp5xaVj1gsRlZWFvc+Li5OZ/7rA1gKhUIsWbIES5YsQUJCAkaPHo2VK1diy5YtFVJeQggh1Z9ZP2V9165d2LhxI9zd3QEAS5cuxQcffFBs0GMItVqtM2CdUqksV35eXl7o2LEjPvroI2zbtg2RkZH47rvvuPlubm4YPHgw5syZgy+++AJOTk6Ij4/H9evX8fbbbxfKb/bs2Vi+fDlq166N+vXrQ6lU4uLFi+jWrRskEglcXV3x/PnzYsszbtw4fPLJJxgwYAD8/PywbNky1KpVq8IuL7Zs2RL79u1D27Zt8fDhQ+zbtw/16tXj5heUv+CW9QsXLsDBwQFNmjSBWCyGlZVVkS16pGIYe/8ghOoUMQdG+VWZNGmSMbLRkZaWhujoaJ1xXPz9/REZGQmFQlHkk4n37t2LvXv3wt3dHVOmTMGCBQuKbRFZt24dVq5cadQyHzx4EFOnToWLiwvq1auHKVOm6HRm3r17N1asWIE2bdogJSUFrq6uGDlyZJFBz5w5cyAQCDBkyBBERUVBIpHgzTffRLdu3QAAS5Yswbx587B69WqMGTMG33zzjc7yEyZMQEJCAvr374+0tDS0bdsWv/32W4UFElu2bMHEiRMhk8nQsWNHTJw4EdevX+fmr169GvPmzcO0adOwePFi+Pj4YPbs2YiKioK1tTV69OiBFStWVEhZSWGm2D9IzUZ1ipgDHjPT4ZKjoqLg7e2NpKQkrl9HUlISXFxcEBUVVegyzd27d+Hl5QUHBwfcunULI0aMwIIFC7BgwYIi8y/qrMPLywsKhQJ2dnam2zBSoRQKBWQyGSLOfqz34IS+PddBLpcXGVjXFLR/GM6QulYT6xnVqbKhemVcJjnt/+eff/D9998jNDS0yOH879+/X2oetra2APK/8IKgp2BMG4lEUih9y5Ytuf/btWuHjz76CHv37i026BGJRBCJRKVvDCE1EO0fxNioThFzYPRb1v/8809069YNycnJuH37Nry8vODk5ISnT58iMzMTrVu31isfe3t7eHp66gxwFxwcDC8vL70i2NI6+hJCCCGkZjF6ZLBixQrMnz8fp0+fBpDfd+PChQsIDQ2FhYUF1ydFH5MnT8batWsRHx+P+Ph4BAYGYtq0aUWm/fnnn6FUKsEYw+3bt/HZZ59h6NChRtkmQgghhFR9Rg96njx5gj59+oDP54PH4yEzMxNA/pg1n376KdasWaN3XsuWLUP79u3RsGFDNGzYEB07dsSSJUsAADNnztQZ/G/r1q3w9vaGRCLB2LFjMWvWLCxcuNC4G0cIIYSQKsvofXqsrKyg1WrB4/Hg7u6O58+fo1OnTgDy++KU9Hyn11lYWGDbtm3Ytm1boXmvP3rhn3/+KV/BCSGEEFKtGT3oad68OZ4+fYq33noL3bt3x9q1a+Hk5AQLCwt88sknaNq0qbFXSQghhBBSKqNf3po/fz43UGFgYCAkEgkGDhyIPn36ICUlpchWG0IIIYQQUzN6S0/fvn25/2vVqoU7d+4gLCwM2dnZaNCggc6zsQghhBBCKorJh+fl8XioW7euqVdDCCGEEFIikwxm8+jRI4wdOxZvvPEGxGIx3njjDYwbNw4PHz40xeoIIYQQQkpl9Jae06dPY8iQIfD09MTgwYPh6uqKhIQEnDhxAq1atcKxY8fQr18/Y6+WEEIIIaRERg96Fi1ahN69e+P48eM6oyJ/+eWXGDRoEBYtWkRBDyGEEEIqnNEvb4WHh+Pdd98t9BgIPp+P2bNnIzw83NirJIQQQggpldGDnmbNmhUb2ISHh6NJkybGXiUhhBBCSKmMfnlr27ZtGDVqFGxsbDB48GBIpVIoFAocP34c69evx6FDh4y9SkIIIYSQUhkl6JFIJNyAhACQk5ODKVOmYMqUKbCwsEBubi6A/MdKdO/eHUql0hirJYQQQgjRm1GCnoULF+oEPYQQQggpnkqlglqtLjWdQqGogNLUHEYJej799FNjZEOI3uiAQQipqlQqFXx9vJCQmKz3MhqNxoQlqjlMNiIzYwyhoaFITU2Fg4MD6tWrR61BxCjogEEIqcrUajUSEpNx/9gC2NlalZg2JkGBjuO/gSYvr4JKV72ZJOj55ptvsGrVKiQlJYExBh6PBxcXFyxfvhzvvvuuKVZJahA6YBBCqgM7W6tSj2HKTFUFlaZmMHrQ8/3332POnDkYPXo0Ro4cyY3IfPjwYcyZMwcWFhaYNm2asVdLaiA6YBBCCDGE0YOejRs3Yt68edi0aZPO9IEDB8LZ2RlfffUVBT2EEEIIqXBGD3rCw8PRv3//Iuf169cP27dvN/YqCSGEkEql780VAN1gUZmMHvS4u7vj+vXr6NGjR6F5N27cgLu7u9555ebmYsGCBThw4AB4PB7Gjh2LjRs3QigsXGxD0tYUhuyEIpEIVlYlXyqqqmUoC30PSuZUZmIadKcgKU1Zbq4A6AaLymD0iGDq1KlYtWoV1Go1hg0bBldXVyQmJuLIkSP48ssvsXz5cr3zWrNmDa5cuYLHjx8DAPr06YPAwMAi8zAkbVmY6sfblPkashO6ODvi/oNHeuVf0DldnzI0a9oEiUnGLYMpf1xUORrweYCPj49e6V1dnBDxMooCn2rK1HcK6luX9d3nClAwbhyGBLz63lwBmP4GCzppK57Rg56lS5ciLS0NX375JdatW/ffioRCzJ07F0uXLtU7r127dmHjxo1c69DSpUvxwQcfFBnIGJIWyL8D6NXKXNIo0aYKIEwVFAD/7YRX9s2CnVhUYtqktEy8Ne17uLm56VUOoYAHTR7TKy0A/L37Hdjb2Ri1DACQqsgsNU16Rv53rMxUw0pUeqfmlLRMaBlwYdc0OMkkJaZVZqrx5vhvoFarq92Bw9D9Q9/A3dAfb0PSmyKtIftRbJISvd/ZiVRlVqktzEmpGQYF14buc6Y4iTE07es/qIbUKcB09cpUJ20ADA5i9DkuGXIMM7RemUM9qfCAnhmRVqtlKSkpLDs7myUnJ7PTp0+z/fv3s99//50lJycblFdqaioDwJ49e8ZNCw0NZQCYXC4vc9oCK1asYAAKvRQKRaG02dnZzNXFqcj0Rb3ENtZ6p7W1tTFJvobmLRTwKG0Z0ru6OLHs7GyD6nZVYMj+UVzaol4BAQEGfReGpDdV2qq2HwGGHStM9bmtWLGizHXKlPXKHL57c6kr5lBPDD0mvF6vDMVjjDEYSU5ODmxsbHDy5En069evXHlFRUXB29sbSUlJcHJyAgAkJSXBxcUFUVFR8PT0LFPaAkWddXh5eUGhUMDOzq5Q+so+6zA0rbmUo6qlNTR9dW0eNmT/qM4tPVUxrbmUQ5+Wnup0zK2K31FVSwuU/5hr1MtblpaW8PT0RJ4RrlPa2toCyG9eLghkCq5TSiSSMqctIBKJIBL911xdEPuV1OSq7xdjyBdoqrTmUo6qltbQ9Dk5OcjJySly3usP4q1KDN0/TLFvGJqe0ppXOUraN4D/jtvV5ZhbFb+jqpYWKP8x1+h9embPno0NGzagZ8+e5YrG7O3t4enpieDgYPj5+QEAgoOD4eXlBalUWua0xUlPTwcAeHl5lbnMhLyquDPYqoj2D2JsBTedUJ0ixqLPMdfoQU9kZCRCQ0Ph7e2NLl26wNXVVSfy4vF42Lx5s155TZ48GWvXrkXHjh0BAIGBgcUObGhI2qJ4eHggKirKoLPzgubZqKioavPjVqA6bxtQMdtXXCtjVVSW/UNfVNeqtrJun1gsNlmdKk+5qoLqvG1A2bdPn2Ou0YOeU6dOcU3jt27dKjTfkKBn2bJlSElJQcOGDQEA48aNw5IlSwAAM2fOBABusMOS0uqDz+cX2fdHH3Z2dtWy4gHVe9uA6r99xlKe/UNf1f27oO0rzNR1Cqjen3t13jbANNtn1I7MNY1SqYRUKq1WlzEKVOdtA6r/9lUl1f27oO2rHOZaLmOoztsGmHb7TDJccXJyMjZu3IibN28iLi4O7u7uaNeuHebPn891NDY3jDGkp6dX6c6nhJgK7R/E2KhOkcpg9Jaemzdvonfv3tBqtejRowf3lPXz588DAM6ePYv//e9/xlylUVT3yJmQ8qD9gxgb1SlSGYwe9LRu3RpWVlb4/fffdSqyQqFAnz59kJubW2Rfn8pGOyAhxaP9gxgb1Sn9VdVnGJojo1/eevToEY4cOVKoEkulUnz00UcYOXKksVdJCCFmgX6ciLGpVCr4enkhIVm/x2G4OjkhIoqeB1gcowc9b7zxBuRyeZHzFAoF6tSpY+xVEkJIpaMfJ2IKarUaCcnJeDl/PqSikp//plCr4bNpU7V8HqCxGD3o+fLLLzF79mx4eXkhICCAm37p0iV8+umn2Lp1q7FXSQghlY5+nIgpSUUiSKmulJvRg55FixZBoVCgW7dukEqlcHZ2RlJSEhQKBezt7bF48WIsXrwYQP6YPffu3TN2EQghpNLQjxMh5svoQU+rVq3o9kNCCCGEmB2jBz27d+82dpZV3u7du7Fp0yYEBwdXdlH0xuPxEBQUBH9//8ouCiGEEGIU/MouACGEEEJIRaCgx4g2bNgAb29vSCQS+Pr64ocffkBQUBBmzpyJBw8ewNbWFra2toiMjARjDOvXr4efnx8cHBzQu3dvvHjxgsvL19cXa9euRcuWLWFnZ4devXohNja22HXzeDxs3boVjRo1glgsxvjx45GWloaRI0fCzs4OLVq0QEhIiE76V1ueNm3ahC5dugAA2rZtCwDo0KEDbG1tERgYCLVajSlTpsDJyQlSqRRNmjQxy/GWCCGEkOJQ0GMkoaGh+OSTT3D27Fmkp6fj5s2baNu2LVq0aIHt27ejadOmyMjIQEZGBry9vbFv3z5s2LABJ06cQGxsLBo3bowBAwZAo9Fwef7www84ePAg4uPj4ebmhnHjxpVYhpMnT+LKlSt49uwZzp49i4CAAMydOxepqanw9/fHhx9+qNe2/PvvvwCAa9euISMjA0uWLMGePXtw7949hIWFQS6X49ixY3Bzcyv7B0YIIYRUMAp6jEQgEIAxhkePHiE7Oxuurq5o1qxZsen37duHefPmoWnTprCyskJgYCCioqK4gAMA3n33XTRo0AA2Njb44osvcPHiRURHRxeb5wcffAAHBwd4eHggICAAjRs3xptvvgmhUIjhw4fj7t27Zd4+CwsLpKen48mTJ2CMoV69evDy8ipzfoQQQkhFo6DHSPz8/LBnzx5s3boVrq6u6NmzZ4kdl6Ojo+Hr68u9F4lE8PDw0AlqfHx8uP9dXV0hEokQExNTbJ6urq7c/zY2NoXeZ2RkGLhV/xk/fjwmTZqEmTNnwsnJCZMmTUKynoOwEUIIIeaAgh4jGjFiBC5evIiEhAQ0b94c48ePBwDw+YU/Zk9PT0RERHDvc3JyEBsbC09PT27ay5cvuf8TExOhVqtRq1Yto5RVLBYjKyuLex8XF6cz//VhB4RCIZYsWYJ79+7hyZMniIyMxMqVK41SFkIIIaQiUNBjJE+fPsW5c+eQnZ0NS0tL2NraQijMHxHA1dUVcXFxyM7O5tKPGzcOW7duxePHj6FWq/HJJ5+gVq1aXCdiAPjuu+/w9OlTZGdnY/HixejcubNOUFQeLVu2xL59+6DRaBAcHIx9+/bpzHd1dcXz58+59xcuXEBwcDA0Gg3EYjGsrKy47SOEEEKqAgp6jCQnJwfLli2Dq6srHB0dceHCBW7Mom7duqFdu3aoVasWZDIZIiMjMWHCBMydOxf9+/eHm5sb7t27h99++00nkJgyZQpGjx4NV1dXxMTE4MCBA0Yr75YtW3D9+nXIZDIsXrwYEydO1Jm/evVqzJs3D/b29vjss8+QkJCA0aNHQyaToXbt2pBKpVixYoXRykMIIYSYGo8xxiq7EOZAqVRCKpVCoVAUekJ8ZfD19cWmTZswePDgyi4KIWa3f5gjhUIBmUwG+eLFpT6GQqFSQfb555DL5ZBKpRVUQvNCdUo/VK+Mi1p6CCGEEFIjUNBDCCGEkBqBeqKaqVfv7CKEEEJI+VFLDyGEEEJqBAp6CCGEEFIjUNBDCCGEkBqBgh5CCCGE1AgU9BBCCCGkRqCghxBCCCE1AgU9hBBCCKkRzDroyc3NxZw5c2Bvbw8HBwfMnTsXGo2myLSTJk3iHvRZ8Lp+/XoFl5gQQggh5sqsg541a9bgypUrePz4MR49eoTLly8jMDCw2PSzZs1CRkYG92rfvn0FlpYQQggh5sysg55du3bhk08+gbu7O9zd3bF06VLs3LmzsotFCCGEkCrIbIOetLQ0REdHw9/fn5vm7++PyMhIKBSKIpfZu3cvHBwc0LhxY6xfvx5arbbY/NVqNZRKpc6LEJKP9g9ibFSniDkw26AnIyMDACCTybhpBf+np6cXSj9v3jw8ffoUSUlJ2LlzJzZv3ozNmzcXm/+6desglUq5l5eXl1HLT0hVRvsHMTaqU8QcmG3QY2trCwA6rToF/0skkkLpW7ZsCWdnZwgEArRr1w4fffQRDh8+XGz+H3/8MRQKBfeKiooy8hYQUnXR/kGMjeoUMQdm+5R1e3t7eHp6Ijg4GH5+fgCA4OBgeHl5QSqVlro8n19yPCcSiSASiYxSVkKqG9o/iLFRnSLmwGxbegBg8uTJWLt2LeLj4xEfH4/AwEBMmzatyLQ///wzlEolGGO4ffs2PvvsMwwdOrSCS0wIIYQQc2W2LT0AsGzZMqSkpKBhw4YAgHHjxmHJkiUAgJkzZwIAtm/fDgDYunUrZsyYAY1Gg1q1amHWrFlYuHBh5RScEEIIIWbHrIMeCwsLbNu2Ddu2bSs0ryDYKfDPP/9UVLEIIYQQUgWZ9eUtQgghhBBjoaCHEEIIITUCBT2EEEIIqREo6CGEEEJIjUBBDyGEEEJqBAp6CCGEEFIjmPUt60SXSqWCWq3WO71IJIKVlZUJS0QIIYRUHRT0VBEqlQq+Xl5ISE7WexkXR0fcf/RIr8CHAiRCCCHVHQU9VYRarUZCcjJezp8PqR7Pr0nIzETDrVvh5uamV/6uTk6IiIqiwIcQQki1RUFPFSMViSDVIzBRqNXQAnj67rtwtbMrNa3Ppk1Qq9UU9BBCCKm2KOip5vQNkgghhJDqju7eIoQQQkiNQC09hKNQKPRKR52eCSGEVEUU9FQyfW9D1zcgKVMZNBrwAfj4+OiVnjo9E0IIqYoo6KlEZbkNXaPRGL0c6rw86vRMCCGk2qOgpxIZcht6lFKJpt9+C01ensnKQ52eCSGEVGcU9OjJkNGQDe3zok+woTBgJGZCCCGEFEZBjx4MvQxVE/q8UKdnQgghVY1ZBz25ublYsGABDhw4AB6Ph7Fjx2Ljxo0QCgsX25C0hjLkMlRBn5fExERIpdKS05qwc7KpUKdnQgghVZVZBz1r1qzBlStX8PjxYwBAnz59EBgYiOXLl5crbVnpcxnK0KAAME3nZFMpS6dnfQJAgFqFCCGEmJZZBz27du3Cxo0b4e7uDgBYunQpPvjggyIDGUPSmpIhQUFFdE42FVMEgKZqFaKn0xNzRZeJCalYZhv0pKWlITo6Gv7+/tw0f39/REZGQqFQ6LQcGJK2gFqt1vkhVCqVpZZJn87EyjJ0OFao1bBSqfTKV5+0hqY3VdqkrCxoAdyeMgXOpQSASrUaTb/9Vu9WIcYYeDxeqelUKhWaN2lCT6c3kCH7hyFBpb7fW1nSV3baggBGn+NEQmamQScEhtRJoPI/C6DwvmHoMddU9coc0hqS3pB6VZBG32DaHD4LQz+3ch9zmZmKjIxkAFhSUhI3LTExkQFgUVFRZU5bYMWKFQxAoZdCoSiUNjs7m7k6ORWZvqiXkMer9LTmUg5D0oqtrfVOGxAQoHdaiY2NQZ+bIeVYsWKFcSq8mTFk/ygubXm/N0PTm0NaQ+qaqfYNc/ksXt83DKlTpqxX5pDWlPXKVMdRc0hbVL0yFI8xxmCG0tLS4ODggLCwMPj5+QEAwsLCULduXcjl8kItPfqmLfD6WYdCoYC3tzeioqJgV0SrRFU76zCXclS1tIamL+msQyKRGLRec2LI/kEtPeaV1lzKUVpLj1arhY+PT7U55lbF76iqpQXKf8w128tb9vb28PT0RHBwMBfIBAcHw8vLq1AQY0jaAiKRCKJX7sQqaGr18vIyxeaQGkihUBR5MK8KaP8gplZw0wnVKWIs+hxzzTboAYDJkydj7dq16NixIwAgMDAQ06ZNK3faonh4eCAqKsqgs3OlUgkvL69iz1Sqsuq8bUDFbJ9EIjFJvpWhLPuHvqiuVW1l3T6xWGyyOlWeclUF1XnbgLJvnz7HXLMOepYtW4aUlBQ0bNgQADBu3DgsWbIEADBz5kwAwPbt20tNqw8+nw9PT88yldPOzq5aVjygem8bUP23z1jKs3/oq7p/F7R9hZm6TgHV+3OvztsGmGb7zLZPT1WgVCohlUqr9GWM4lTnbQOq//ZVJdX9u6DtqxzmWi5jqM7bBph2+/hGzY0QQgghxExR0FMOIpEIK1as0OnwWV1U520Dqv/2VSXV/bug7asc5louY6jO2waYdvvo8hYhhBBCagRq6SGEEEJIjUBBDyGEEEJqBAp6CCGEEFIjUNBDCCGEkBqBgh4DTJo0CTwer9Drjz/+KHVZhUKBqVOnwsHBARKJBMOGDUNcXFwFlLp0eXl5+OKLL9C5c2c4OTnBwcEBXbt2xeXLl0tdNiIiosjPpF27dhVQ8qKFhITgrbfeglgshpubGz788EPk5OSUuhxjDJ999hm8vb1hbW2N9u3b48aNGxVQ4pqD6lq+qlDXjhw5gkGDBsHT0xNisRj+/v7YtWsXSrv3xdfXt8jvSaVSmays1aleUZ0qzKh1qlyPK61hJk6cyOrUqcOuX7+u85LL5aUu26tXL+bp6ckOHz7MTp48yZo0acKaN2/OcnNzK6DkJUtPT2cymYzNnz+fnTp1ip05c4a9/fbbTCAQsL/++qvEZcPDwxkAFhgYqPOZPHz4sIJKrys1NZW5u7uzzp07sz/++IPt3LmTSaVSNnv27FKXXbduHbO0tGQbNmxg58+fZ2+//TaTSCTs+fPnFVDymoHqWr6qUNfatWvHRo0axX766Sf2119/sY8++ojx+Xz26aeflricj48PGzZsWKHjpFarNVlZq0u9ojpVNGPWKQp6DDBx4kTWuHFjg5e7du0aA8D+/PNPblpISAjj8Xjs8OHDxiximWg0GpaamlpoWoMGDVj//v1LXLbggHHkyBFTFlFvgYGBTCwWs5SUFG7ad999xwQCAYuJiSl2uezsbGZnZ8c+/vhjbpparWY+Pj7s3XffNWmZaxKqa1WnriUlJRWaNn36dGZnZ8fy8vKKXc7Hx0evH2ljqi71iupU0YxZp+jyVgU4c+YMZDIZ3nrrLW5a/fr14e/vj99//70SS5ZPIBDA3t6+0LRmzZohNja2kkpVNmfOnEGPHj3g4ODATRsxYgS0Wi3Onj1b7HLXrl2DUqnEiBEjuGmWlpYYMmSIWXxH1QXVtapT15ycnApNa9GiBZRKJTIzMyuhRMWrLvWK6pTpUdBjoLCwMEilUlhaWqJVq1Y4ceJEqcuEhISgfv36hZ4k3LBhQ4SEhJiopOWj0Whw48YN7gGupXn33XchEAjg4uKC6dOnIzU11cQlLFpISAgaNGigM00mk8Hd3b3Ez7pg3uvLNmzYEJGRkcjOzjZ+YQkAqmsFqkJdu3LlCmrVqlXq06wPHDgAkUgEW1tb9O3bFw8ePKigEv6nKtYrqlPFM1adMuunrJubFi1aoE2bNmjcuDHkcjm+/fZbvP322zhy5AiGDRtW7HJpaWmQyWSFptvb21faAbs0X3zxBWJiYrBgwYIS04lEIrz77rvo1asXZDIZbt68ibVr1+L27dv4999/YWFhUUElzlfWzzotLQ0ikQhWVlaFlmOMIS0tDdbW1sYuLgHVtVeXM+e6duXKFfz0009Yv359iekGDhyI//3vf/D29saLFy+wdu1avPnmmwgKCkKdOnUqqLRVs15RnSqaMetUjQ56FAqFXndQ1alTB5aWlnjvvfd0pg8cOBAdOnTA8uXLSwx6KoOh2/aqc+fOYcWKFVi+fDlatWpV4vLu7u745ptvuPcBAQFo3Lgx+vfvj+PHj+s0t5Lqiepa9RcdHY2RI0eia9eumDdvXolpv/76a+7/Tp06oWfPnmjQoAG++uorne+vNFSvqrfKqFNADQ96jhw5gunTp5ea7smTJ4WaDQGAz+dj6NCh+PDDD5GdnV1sJG1vb4+oqKhC09PS0nSu3RpTWbft7t27GDp0KMaMGYPly5eXad19+/aFWCzGnTt3KvyAYW9vD4VCUWh6aZ+1vb091Go1VCqVztlSWloaeDxeof4C5D9U13RVt7oml8vRp08fODo64ujRo+DzDesV4e7ujjfffBN37twxaLmaWK+oTumnrHUKqOF9eqZNmwaWfwdbia+iAh5DNGjQAE+fPi00FkFR12+NpSzbFhYWhj59+qBDhw744YcfTFIuU2vQoEGha98FZ4wlfdYF854+faozPSQkhBv3ghSN6tp/qltdy87ORv/+/aFQKHDmzBlIpdIKW3dNrFdUp0yvRgc95aXVanHkyBE0bty4xErVp08fpKWl4a+//uKmhYaGIigoCH379q2IopYqLi4OPXv2hLe3N3755ZdyXcc+deoUMjMz0aZNGyOWUD99+vTB+fPnIZfLuWlHjhwBn89Hz549i12uQ4cOsLOzw5EjR7hpubm5OHbsmNl8R9UF1bWqUdc0Gg1GjBiBJ0+e4I8//kCtWrXKlE9sbCyuXLli8u+oOtQrqlP6KVedMsqN7zVAREQECwgIYNu3b2fnz59nR44cYd26dWM8Ho8dO3ZMJ61AIGBTpkzRmdarVy/m5eXFfv75Z/brr7+ypk2bms3ghFlZWax58+ZMIpGwX3/9VWfwp7t37+qkfX3b3n//ffbBBx+wX375hZ0/f54FBgYyiUTCWrduXSnbVjC4V0BAAPvzzz/Zrl27mEwmKzTGQ7du3Zifn5/OtHXr1jGRSMQ2bdrE/vrrLzZ06FCzG9yrqqO6lq8q1LXp06czAGz9+vWFBoVTqVSMscLbdvDgQTZmzBi2f/9+duHCBfbDDz8wPz8/Zm9vz168eGGyslaXekV1yvR1ioIePaWkpLCBAwcyT09PZmlpyWxtbVmXLl3YH3/8USgtADZx4kSdaXK5nE2ZMoXJZDJma2vLhgwZUuJgUxWpYHCuol4+Pj46aV/fth9++IG1bNmS2dnZMaFQyHx8fNj8+fOZQqGo2I14xePHj1n37t2ZtbU1c3FxYR988AFTq9U6aQICAgptm1arZYGBgczT05OJRCL2v//9j127dq0CS179UV3LVxXqmo+PT7HfVXh4OGOs8LZdv36ddenShTk5OTGhUMicnJzYiBEjWEhIiEnLWp3qFdUp09YpHmOlPPSCEEIIIaQaoD49hBBCCKkRKOghhBBCSI1AQQ8hhBBCagQKegghhBBSI1DQQwghhJAagYIeQgghhNQIFPQQQgghpEagoIcQQgghNQIFPYQQQgipESjoIYSQGmTSpElo0qRJmdJt3LgR3t7eEAgEGDx4MADgxIkT+OabbwwqQ9u2bbFt27ZC05s3bw4ej4fLly8blJ8xTJ8+HdOnT6/w9ZKKRUFPFVGWA0tZFHVQK2qasRi6XcUdLENDQ/H222/DxcUFMpkMPXr0QGhoaJnKRAc/QoBly5bh4MGD3Ptnz55h4cKFGDt2LC5fvowvvvgCgOH78PHjxxEREYEpU6boTH/06BHu378PHo+ns96KsnjxYuzduxfPnj2r8HWTClTuJ4iRCjFx4kTWuHFjk64jNDSU8Xg89tFHH7GrV6+yp0+fFjnNmAzZrmPHjjFnZ2eWlZWlMz0pKYl5eHiwzp07s99++42dPHmS1a5dmw0bNqxMZXr27BmztLRkoaGhZVqeEHNW1mPJb7/9xgAUemq3ofl17tyZzZs3r9D0jz/+mInFYjZjxgzm6OjIcnJyDC5jeXXt2pW99957Fb5eUnGopYdwnj59CsYYpk+fjg4dOqBevXpFTqssmzZtwujRo2Ftba0zffv27cjLy8Pp06fRv39/DBw4ED179kR6enqZ1vPGG2+gY8eORbYoEVIVPHr0CH379oWjoyNsbGxQv359rmWmwKVLl9CiRQuIxWK0bdsWd+7c0Zn/6uWtSZMmYcCAAQAAPz8/8Hg87N69G5MmTcKePXvw6NEj8Hg88Hg8TJo0qdhyhYeH4/Llyxg2bJjOdMYYDh06hEGDBmHq1KlISUnBH3/8YYRPwjDDhw/HgQMHoNFoKnzdpIJUctBVbRSc7Zw7d441bdqUWVlZsc6dO7Pw8HCWkpLChg8fziQSCatTpw776aefuOUCAgJYv379dPIKCgpiANjFixe5vAHovCZOnGhwGa9du8a6du3KbGxsmJ2dHRs9ejRLSEgodh0+Pj6Fpv3444965fdqmrfeeotJJBJma2vL2rZty86ePWvwdr148YLxeDz2zz//FJrXtm1bNmPGDO69Wq1mPj4+bNmyZQZ/RgW++eYb5uTkxHJzc8ucByGVpXbt2qxdu3bs+PHj7MKFC+z7779ny5cvZ4zl73eOjo6sadOm7MCBA+zUqVOsadOmzMvLS6d15dUWnLCwMPb5558zAOzYsWPs+vXrLDExkYWFhbG+ffuyOnXqsOvXr7Pr16+zsLCwYsu1Y8cOZmFhwVQqlc70K1euMADs119/ZYwxVqdOHTZq1ChjfyylCg4OZgDYrVu3KnzdpGIIKzbEqt7i4+OxcOFCLF26FBYWFpg3bx7Gjh0LGxsbdO7cGdOnT8eOHTswbtw4tGvXDj4+Pnrlu2zZMiQlJSEkJAQHDhwAADg7OxtUtuvXr6NLly7o27cvDh8+jMzMTHzyyScYNGgQrl+/jmXLlqFRo0ZYvHgxjh07Bnd3d/B4PPz999860/z8/PTKDwCuXr2Kbt26oV27dvjhhx8gk8lw+/ZtREZGGrxdf/31F4RCIdq2baszXaPR4N69e5gxYwYyMzPx+PFjLFu2DNnZ2Zg9e7ZBn9GrOnTogOTkZAQHB6N169ZlzoeQipacnIzw8HBs3ryZa53p2rWrTprU1FT8/fffaNy4MQBALBaja9euuHnzJt58881Cefr5+XGtvC1atICvry+A/P3V2dkZL1++RLt27Uot261bt1CvXj2IRCKd6QcPHoS9vT169eoFABg1ahQ2bdqEjIwM2NraGvYBlEPjxo0hEAhw8+ZN2u+rKQp6jOj1A0lsbCzmzp2LxYsXY9myZQCANm3a4NixYzhx4gTee+89vfL18/Mz6MBSlI8++gitW7fGsWPHwOPxAABNmzZFkyZN8Pvvv6Nv375FHtTi4uIKTdM3vw8//BBvvPEGLly4AIFAAADo2bNnmbaruIPlo0ePoFar0bJlSzRr1gwvXrwAj8fDsWPH4OrqWqbPCqCDH6m6HB0d4ePjg48//hipqano3r07PD09ddJ4eHhwxykAaNSoEQAgOjrapGWLi4srdGKj0Whw5MgRDB06FJaWlgCA0aNHIzAwEMePH8f48eOLze/s2bPYunUrfv31V6OUTygUQiaTccc9Uv1Qnx4jev1AUhBE9OjRg5smk8ng4uKCqKioCitXVlYWrl69iuHDhyMvLw8ajQYajQb16tWDl5cXbt26ZfT8srKycOPGDUycOJELeMqjqIMlAAQFBcHS0hKNGzfGjz/+iF27dqFVq1YYNWoU7t27V+b10cGPVFU8Hg9nz55Fw4YNMXv2bHh5eaF169b4559/uDQymUxnmYJgQ6VSmbRsKpWq0InL2bNnkZSUhNGjR3PTmjRpgiZNmpR6F9etW7fQsmVLo5ZRJBIhOzvbqHkS80FBjxEVdyAparqpDy6vSktLQ15eHhYsWAALCwudV2RkpMEBmD75paWlQavVwsPDwyjbUNTBEgDu3r2Lxo0bw9LSEp07d8bkyZPx119/QavV4vTp0+VaJx38SFVVr149HDlyBGlpabh06RJEIhEGDBiAjIyMSi2Xg4MD5HK5zrSDBw/C3d0dXbp00Zk+evRonD9/HomJidy0uLg4DBo0CE2bNsX48eNx8+ZNtGrVqtj1zZkzB9OmTUOPHj1Qq1YtfP311/j222/RsWNHeHt74+rVq4WWkcvlcHR0LNd2EvNFl7cqmZWVFXJycnSmpaWlGXUdMpkMPB4PS5YsKXKcHScnJ6PnJ5PJwOfzERsbW8ZS63JwcEBERESh6UFBQYXO9EQiEXg8HlxcXLhpc+bMgUqlQkREBJ48eYLFixfDwsIC+/fvR1RUFA4dOoSOHTvq5EMHP1LVWVhYICAgAB999BEGDhxotP3xVYacxNWvXx8XL17k3mdlZeHkyZOYMmUK+Hzdc/BRo0Zh6dKlOHz4MObOnYu8vDz0798fy5cvx6BBg3Dq1CkMGDAA3377bbHrCwoKQvPmzXH27Fncv38fHTp0wHfffYerV69i8+bNOHDggM5+n5SUhKysLNSvX9/AT4FUFRT0VDJPT0+cO3cOjDGub8zZs2cLpStP65BYLEb79u3x5MkTrFmzplzlNSS/9u3bY+/evVi4cGGxl7j03a7XD5ZA/m2u9+7dQ6dOnXSmHzlyBBqNhuvECdDBj9Qc9+/fx8KFCzFy5Ej4+flBoVBg3bp18PX15W5EMKaGDRti165dOHToEOrWrQsnJyed/n+v6tixI1atWoXo6Gh4enri5MmTyMjIgL29PU6cOFEovaenJw4ePIi5c+fizJkzcHJywqBBgwDk97tzdXVFrVq1ilyXVqvF48ePcfr0afD5fDDGUL9+fa6PEI/Hg1Qq1Vnm9u3bAFBkZ25SPVDQU8mGDRuGnTt3Yu7cuRg8eDCuXbuGX375pVC64g4se/fuxZQpU/DXX38hICCg2PV8+eWX6NatG0aOHIlRo0bB3t4e0dHROHfuHCZPnlyoabk0+uT32WefoVu3bujRowdmzZoFe3t73L17F05OTtxorPoeMF8/WAL5I8Smp6dj06ZNcHFxgb+/P+7evYuVK1di2bJlXEdmOviRmsTNzQ1ubm5Yt24dYmJiIJVK0alTJ+zfv98o/eteN3XqVPz777+YO3cuUlJSMHHiROzevbvItF26dIGjoyPOnDmD6dOnc312Vq5cWWz+0dHReP78OYKDg3UuZd28ebPE/jxhYWHw8fHhuhcEBQXpnNgEBwfr3FgBAGfOnEGnTp3KdRMEMXOVe8d89VHUqKQXL14scswHHx8fNnv2bO79F198wby8vJhYLGbDhw9n58+f1xmnhzHGFAoFGzVqFHN0dNQZz+bHH38slLY4t27dYn379mVSqZRZW1uzunXrspkzZ7KoqCjGGGPHjx9nAFh4eDi3TFHT9M2PMcauXr3KjeUjkUhYu3bt2Pnz50vdrtep1Wrm6OjIvv/+e27aTz/9xPh8Pps4cSKzs7NjYrGYtWjRgv3www9Mq9Vy6Z4+fcqaN2/Ovd+5c6fO5z958mR26NAhnfXNnTuXderUqcTPkxBiuPfff5917drV4OW+/fZb1r9/f6bVallCQgJr0KAB++STT7j548ePZ8eOHePe//TTT2zy5Mnc+zlz5rCdO3dy7/39/XVGmM/NzWXu7u5sz549BpeNVB0U9JAq4/WD5Ycffsjq169f6nJ08CPEfMTGxjIbGxsWHBxs0HJKpZJ16dKFNWjQgHXt2pW1adNGJ8hp3Lixzgnm4sWL2ZYtW7j3HTt2ZEFBQYyx/06iXj052rNnD6tbty4NSFrN0eUtUmV88MEHeOONN3Dv3j00b968yE7MRXk9XVBQEKZOnQoAyMnJQVRUFOrWrcvNP3jwIGxtbTFmzBjjbwQhNZy7uzt2796NpKQkg5aTSCSF+vUVkMvl8PDw0BlT67PPPtNJc+XKFe5/S0tLJCcn68zn8/nYtWsXhEL6WazOeIwxVtmFIERfR44cgb29PXr06AFnZ2csXrwYH3zwgVHXsX//fvj6+lJ/HkIIqWYo6CGEEEJIjUCDExJCCCGkRqCghxBCCCE1AgU9hBBCCKkRKOghhBBCSI1AQQ8hhBBCagQKegghhBBSI1DQQwghhJAagYIeQgghhNQIFPQQQgghpEagoIcQQgghNQIFPYQQQgipESjoIYQQQkiNQEEPIYQQQmoECnoIIYQQUiNQ0EMIIYSQGoGCHkIIIYTUCBT0EEIIIaRGoKCHEEIIITUCBT2EEEIIqREo6CE6GGOYMWMGHBwcwOPxEBQUpPM+ODi4QsuTkpICFxcXREREFJq3e/duNGrUCDY2NmjYsCFOnz5tcP6jRo3C+vXrjVBSQggh5o6CniqoS5cumD9/vkny/uOPP7B7926cOnUKcXFxiI6O1nnfpEkTo6xH321Yu3YtBg0aBF9fX53pR48exZw5c7Bs2TI8fPgQvXr1wsyZMw0uxyeffIK1a9dCoVAYvCypHPrUnVfTvB7IGxq4lxR4V3UU9P+H6lX5VYX6VOFBz+nTpzFp0iTUq1cPUqkUFhYWcHFxQefOnbFy5UqEh4dXdJHIK54/fw53d3d06NABbm5uePnypc57oVBYYWXJysrCzp07MXXq1ELzNmzYgIULF2L06NGoU6cO+vXrh/T0dIPX0aRJE/j5+WH//v3GKLJRREREgMfj6bwEAgFsbGzg4eGBNm3aYOrUqTh16hQYY5VdXLN07NgxrF69GkDhQL5JkyYGnTgUF3gDwPXr18Hj8dCvXz8jlr7iUNBvGKpXJasS9YlVkBcvXrA2bdowACW+7O3tK6pIJhcQEMDmzJnD3nvvPSaTyZiLiwv7/vvvWUZGBps0aRKztbVlfn5+7Pfff+eW8fHxYRs3btTJp3nz5mzFihWMMcYmTpxY6DMLDw/Xqzx5eXksMDCQ+fr6MisrK9asWTN25MgRbv7refv4+BR6r08+BWk+//xz5ufnxywtLZmXlxdbs2aNQdtw5MgR5uzsXGi6UqlkfD6f3bhxg5u2cOFC1qVLF70+h9etXLmSvfnmm2Va1hTCw8NL3U8KXg0bNmT379+v7CJXqICAAPbee+/pnX7Lli3M29u7THlkZmYyOzs7dv369SLnT506lY0ePZqJRCIWExOjd5nMSevWrdnWrVsruxiVjuqVcZh7faqQoCcsLIw5OTnpHKz5fD5r3bo1GzhwIOvUqRMTi8UMAJNKpRVRpAoREBDAJBIJW716NQsNDWWrV69mAoGA9enTh33//fcsNDSUvfvuu8zR0ZFlZmYyxkoPeuRyOWvfvj2bPn06i4uLY3FxcUyj0ehVnjVr1rAGDRqwP/74gz1//pz9+OOPTCQSsUuXLnF5r1q1inl6erK4uDgWERGh8z4xMVGvfBhj7MMPP2T29vZs9+7dLCwsjF2+fJnt2LHDoG2YN28e6927d6Hply9fZkKhkGVnZ7PMzEy2Y8cOZmFhwU6dOqXX5/C6M2fOMEtLS6ZSqcq0vLG9HvQ4OTmxoUOHsv79+7NmzZoxPp+vM9/GxoZdvXq1sottVEeOHGFNmjRhVlZWzMHBgXXv3p1lZGQwxvL3q7lz57JFixYxe3t75urqyu0fBQp+fIoK5A05cSgu8GaMsfT0dGZra8tu3rzJevfuzdauXWvMj6DCmFvQb0pUr0zP3OuTyYOevLw81rx5c52K0L59exYWFqaTTq1Ws71797LmzZubukgVJiAgQOfL12g0TCwWs/Hjx3PT4uLiGAAu4i8t6CnI15AzEsYYU6lUzMbGhl27dk1nesEZRYGNGzdyLTpFvdcnH6VSyUQiERfkFEWfbRg0aBCbMmVKoelbtmxhTZo0YVeuXOHq1JAhQ1heXl6J+RXn3r17DACLiIgo0/LG9nrQExAQoDP/xYsXrFevXjpp3N3dmVKprJwCG1lsbCwTCoVsw4YNLDw8nN2/f59t27aNpaenM8by646dnR379NNPWWhoKNuzZw/j8Xjs7NmzXB4F9ev1QD4xMdGgE4fiAm/GGNu5cyd74403GGOM7du3j/n5+TGtVmvkT8P0zC3oNxWqVxXD3OuTyfv0HD16FPfu3ePe+/j44M8//4Sfn59OOktLS4wfPx43b940dZEqVLNmzbj/BQIBHB0d0bRpU26aq6srACAxMdGk5QgLC0NWVhbeeust2Nracq+9e/fi+fPnRs3nyZMnUKvV6N69e7nKnJ2dDSsrq0LTg4OD0bJlSzRt2hQ3b97Ehg0b8Mcff2DVqlVlWo+1tTWA/D5EVUHt2rVx6tQptG3blpsWFxeHb775phJLZTxxcXHQaDQYMmQIfH190bRpU8yaNQu2trZcmmbNmmHFihWoW7cuJkyYgNatW+Ovv/4qlJdUKoVEIoFAIICbmxucnZ0hlUphaWkJGxsbuLm5wc3NDQKBoMiyvHz5Eh4eHkXO27lzJ8aOHQsAGDx4MOLi4vD3339z8zds2IBatWrB398fzZo1w/Tp05Gamlrq9p88eRLvvfceXrx4gV9//bXU9OXl4eGBnJwcxMfHm3xdlak61StPT0/4+/ujdu3amD17dqE8RowYgY4dOxb7WURFRaFLly5o1KgRmjVrhiNHjhSb1lDmXp9MHvT88ssvOu8XLVoEiURSbHqRSGTqIlUoCwsLnfc8Hk9nGo/HAwBotVoAAJ/PL9Q5NTc3t9zlyMjIAJDfkTw4OJh7PX78uNB3VN58CoKI8nJyckJaWlqh6QVBj52dHdq2bYsFCxYUCpgHDhyI9957D+3atUP9+vXx77//YtCgQfDx8SkUHBT8EDk7Oxul3BVBKBRixYoVOtMM+R7NWfPmzdG9e3c0bdoUw4cPx44dOwrVg1dPJgDA3d3dJCcOxQXeT58+xbVr17gfJ1tbWwwaNAg7d+7k0jx8+BAbN27k9hEHB4cif6Bed//+fTRr1gxnzpzB48ePjbcxxahqQX9ZVad6tXnzZu64u3v3bu64DOTXn6ioKISGhha7fqFQiE2bNuHx48c4e/Ys5s+fj8zMTKNsm7nXJ5MHPa+33PTs2dPUq6zSnJ2dERcXx71XKpWF7miztLREXl6eQfk2atQIIpEIkZGReOONN3ReXl5eRs2nbt26sLa2LvIMyZBtaNGiRaGDvkajwaNHj9CwYUOd6ffu3cObb77JvX/w4AGaNWuGGzduoHv37li0aBH279+Pixcv4scff9RZ9uHDh/D09ISTk5Nen4G56Nq1q87ddEFBQQbXC3MkEAhw7tw5nDlzBo0aNcKWLVtQv359nf2gqJOJghMHYyou8N65cyfatGmDunXrctPGjh2Lo0ePcneuPHz4EI0bNwaQfzKzdOlSnbGknj17hn79+qFVq1bo3Lkz9+N6//59vPHGG1i2bBl27tyJFi1aIDMzE/v370fbtm3RtGlT9OvXD2q1uthyV/egvyyqU73y9/cHkH8C6Ofnp9NatXz5cgQGBkImk+n8lrzK3d2dy8PNzQ1OTk6ltkLqW6fMvT6ZPOh5PUo25Ae2JurWrRv27duHy5cv48GDB5g4cWKhJlJfX1/cvHkTERERSE5OhlarxdatW0u8nCSRSPDBBx9gwYIF2LNnD54/f467d+9iy5Yt2LNnj97l0ycfKysrLF68GB9++CF32evGjRs6ZytFbcPrevXqhUePHukcHEJCQqBSqbBq1SoEBQXh6dOnmD9/PiIiIrhb29PT08EY07nVfd68eZBIJGCMwc7OTmc9ly9frpLBuLW1NRwdHbn3eXl5SElJqcQSGQ+Px0PHjh2xcuVKBAUFwdLSEsePHzda/vqeOBQXeO/duxdjxozRmd6zZ0/Y2Njg0KFDYIzh2bNnqFevHjdfJBIhMzMTGo0GarUas2bNwnfffYc7d+5gzJgx+P777wEAjx49Qtu2bdGsWTOcO3cOQUFBEIvF6NOnD/799188ePAAHh4euHTpUrHlrglBf1lUh3r19OlTDB06FPXq1cOgQYN0Wnhv3bqFjIwMdO3aFQ0aNNCrpfDOnTvIy8sr9bdZ3zpl7vWJBic0Mx9//DECAgLQv39/9OvXD4MHDy7U/+mDDz6AQCBAo0aN4OzsjMjISCQnJ5faN2f16tVYtmwZ1q1bh4YNG6J37944ffo0ateubVAZ9cln2bJlWLhwIZYvX46GDRti5MiROgFwUdvwuqZNm6Jly5b4+eefuWnBwcFwd3eHtbU1OnXqhM6dOyMqKgoXL16Em5sbgPwfjTZt2nDLPHjwAP/73/8A5O+Qr/apUqlUOHHiBKZPn27QZ2AuXr8UWnC5tCq7efMmAgMDcfv2bURGRuLYsWNISkoq1LpXHvoE3UDRgfepU6eQkJCAJk2a4OHDh9zr6dOn6Ny5M3bu3Inw8HC4u7vrtBxERETAx8cHQqEQJ06cwKNHj9C/f3/4+/tj8+bNsLCwQHZ2NoD8gDYyMpIbw4Uxhh07dqBNmzZo3rw5jh49WuTlEaDmBP2Gqi71qmHDhggODkZoaCjmzZuHjRs3cnksX76cG0dIn6AnNTUVEyZM4ALu4hhSp8y+Ppm6p/TrY72EhoaaepWkGjl16hRr2LAhd2fWwoUL2eDBg0tc5vvvv2erVq3i3vv6+nL/r169mv3www/c+2+++Ya99dZbRi51+ZR291aBzMxMJhAIuHQCgUDv4QvM2ePHj1mvXr2Ys7MzE4lErF69emzLli3c/KLu/Bs0aBCbOHFikWlevwORMcaePn3K2rVrx6ytrUsd66pt27Zs+/bt3Pv+/fuXOn7S5s2b2bBhw3Ty+fDDD9miRYsYY4wtXbqUHTx4sNC6/v33XzZs2DAWFRXFOnbsyE3ftWsXmzhxIsvKymKMMVanTh1uCInXXb9+XWfdb775JouKimKMMXbixAmdzy47O5tJpdJix4upTqpLvZowYQK3zIkTJ9jbb7/NGGPsypUrzNramvn4+DAfHx/m6OjIZs6cWez6VSoV69SpE9u7d2+xaQroW6eqQn0yedAzYsQInS/NnActIuZp48aNLDIykjHGWPfu3dny5ctLTD937lx24sQJxhhjkZGRrFOnTty8ESNGsJs3b3Lvd+zYwUJCQkxQ6rLTN+g5deqUTro2bdpUbEFriNcDb32sXbuWq6darZYdPHiQ1atXj6WkpDDG8oddePXH9N69e4wxxn744Qe2atUqduXKFZ0fmYULF7Lvv/+eMcbY1q1bmZubGzevW7duLDo6mntf1YP+mqKs9apg3B6NRsNGjhzJ/aZ27dpVZ7yuGzdusM6dOxeZj1arZaNGjSo0DlGBstapqlCfTH55a9iwYTrvv/zyyxIfF1BS5zxSM82fP5+73nzv3r1Cd1i87uuvv8agQYMA5Pch++eff7h5hw8f1rnVe9q0aahfv74JSm1aubm5+PTTT3WmDR06tHIKU83169cPM2bMQExMjN7LPHz4ELt27UKrVq3QqlUrXLx4ERcvXoSDgwMAYPLkyZDL5WjQoAGaN2/OPQal4M6tJk2a4MWLF2jatCkeP36M8ePH44svvkC7du0QHh7OXaJljCEsLIzLF/iv7wWQf2vyq301Hjx4oHN518LCAlu2bCn7h0PKrKz1avv27WjRogXatGkDPz8/vPvuu7hw4QIAoEOHDlzaunXrcpe3CjotF7h69SoOHz6MEydOwN/fH/7+/njw4AGA8tWpqlCfeIyZ9uE9Wq0WLVu21Bmrp3379ti/fz/q1KnDTcvNzcXPP/+Mr776CkFBQaYsEiFmLSIiQqd/VEBAgE6n1RcvXmDmzJk4d+4cN83DwwMhISElDgdBqp8nT55gx44d2LBhQ2UXhVQT1b1OmTzoAfIHtGvfvj2Sk5O5aXw+H61atYK7uzvkcjmCgoKQnp4OqVQKuVxu6iIRYrZeD3qcnJwQEBCAnJwcREZG4sGDBzodJMViMc6fP4927dpVRnEJIaTKqJCgB8g/Ox01ahRu3bpVYjp7e3u9Ri0lpLp6PegpSaNGjXD48GE0adLExKUihJCqT1h6EuOoU6cObt68idOnT+PIkSO4du0aEhISkJ2dDZlMhoYNG6J79+6YMGFCRRWJkCqDz+fD0tISMpkMHh4eaNq0KYYMGYL+/fuDz6eRJwghRB8V1tJj7hhjSE9Ph0QiqRZjnRBiTLR/EGOjOkUqA50i/r+C/kQl3Vlmarm5uTh58qRRnrVVVctQ2es3lzKYG1PsH9Xtczan7VGpVHj06BGuX7+Oa9euca/r16/j0aNHUKlUeuVjym2iOqWf6rZNlb09FXZ5ixBCiOnl5eXh+fPn3LOaXsUYg0KhwLNnz+Dh4YG0tDSo1WqIRCLY29tDJpMV+2RwQqoDaukhpJzCY3OwcHMC5OlV/2GfpOpLTU1FTEwM4uLiEBkZibi4OKSnp3N3/OXk5ODJkyd49uwZEhMToVAokJiYiNDQUO7ZdsaSk8uw4vsk3HiYbbQ8CbkbosLSb5OgyjH8YbAU9BBSDs+jc/D+pkQEPVXjg68TocigwIdUHpVKhcePHyM6OhpyuRyZmZmQy+WIiYlBdHQ01Go14uPjkZ6eDrlcrtOqU9AK9Pz5c+Tl5SEvL4+7kzYkJARhYWFISUnR64GaAKDO0WLZd0m4HJyNFd8n4fYTCnxI+d16nI0l3ybh+oNsLNuejJxcw7ol0+UtQsooNDIHi75ORHpW/tmGhZAHPp86ZJLKkZeXh4iICCiVykIPomWMITMzE7GxsVxLTm5uLvh8fqEgRqlUIiUlBUlJSdyYaQqFAunp6UhKSoKdnR38/PyKfeApAKhytPjk2yTcfZo/wr5AwIOFgPYNUj43HmRjxY4k5Gry31tZGl6nqKWHkDJ4EqHGws0JXMDTqLYlvpznAokN7VKkcsjlcqSnp+s82f1VAoEAaWlp3JPcLSwsinwKuFAoxKNHj6BQKIoMnl5tDSpKtkqLj7f9F/BYi3j4fLYzmtcrPkgipDRX72Vh+ff/BTydW1hj+TQnWFoYFvhQSw8hBnr4XI2PtiUiS5X/g9DUT4R1s51hY0UBD6k8aWlpyM3NhVQqRVxcXKGAhsfjQaPRQKPRQCwWQyaTFRm4aDQaJCcno1atWsWuSy6XIzo6Grm5uTodoS1Edvjku1Q8fJ4f8FhZMrzbPxPWUCMlhTpKk7L5+24W1uxKRt7/V+murWzw8SRHCMvQekhBDyEGuPdMhSXfJCFbnR/w+NcVYe0sZ1iLKOAhlavgYc1CoRCOjo5ISkrSmc8Yg1AohFqthqOjIwQCQaHASCgUIjU1tcQBL3NychAfH4+MjAydwCkyJhn7L7kiIiE/qLGy1GJy9yQ4WOciMRF6Xxoj5FUXbmcicHcKCqpqj7Y2WDzeEYIyXi6loIcQPd19qsIn3yZBlZMf8LRqYIXVM51gZUkBD6l8IpEIQH5fHQ8PDwBASkoKF9jk5eXB1tYWMpkMUqkUkZGRyM3NhYWFBWxtbSEWi8Hj8ZCbmwtbW9si16HVahEfH4/MzEyIxWKuT1CWmoc9fzkhJjU/4LG2zMPkHsnwcPhvLJZXL401aNDAlB8FqSbO3czE53tToP3/q6y92onxwTgHCMrRd5KCHkL09M/dLC7gadvICqvecTb4ejIhpmJvb4+kpCQwxpCTkwN3d3e4uLhALpdzwY2LiwtSU1Px/Plznf46CoUCNjY28PT0hJ2dXbGXoDIzM5GVlQVAt09QXJol4uX5fYlEwhyM6hANDwfLIvNQKpVQKBQQCunnhxSPMYbztzK5gKdfRzEWjHYo980iVOsI0dPckfbIVmuRkc2wogwd6Agxhby8PMjlcigUCmRlZUGpVMLGxoZribG3twefz4dAIEBycjJkMhlcXV2RmJiIzMxMZGRkQCgUQqVSwd7eHk2aNEFkZGShTswAkJGRAcYY+Hy+zqUtPzc1xgTIceK6LTrXuQ0bgQUA9yLLyxhDamoqXFxcTPmxkCqOx+Nh5QwnLNmWBB93C8wdYW+Uu2OrfNBz69Yt7NmzBxcvXkRERAQcHR3Rrl07rFmzBvXq1avs4pFqRMDn4cMJjtBq829PJ6SyqVQqPH/+HNnZ2cjNzeWCl7i4OEilUnh4eEAkEkGr1cLS0hISiQRqtRrZ2dncZS1XV1euv09ubi4EAgHs7OyKHNE5Ly+P6zP0ep+gJr45kFk8QWpKJjSaoi+PFcjJyTH6Z0GqHytLPj6b4wILIYz2fLYqH/R8/vnnuHr1KoYPH45mzZohPj4eW7duRcuWLXHjxg00adKksotIqqhrD1TwdGHw8/yvmV7A50FAXXjIKwpaWpKTkwEAL168gJOTk8nvVCp43ER2djZiY2O5/jtisRiurq5IT09HQkICvL29IZPJoFQq8eTJE0RERHBBT8Ht7QWPoMjIyICtrS3atGmDqKgoLvDRarXIzMxEZmZmfidkoQw3nliiXUNwz1BijMHaKv8npbRLV5aWRV/6IjXbmWsZaN3ICs6y/+qPsVvUq3zQ8/777+PgwYM6O9HIkSPRtGlTfPbZZ9i/f38llo5UVaFxMvx5Lg12NnxsWOAKX/eixz4hNVtBS4tSqeQu9SQlJSE1NdXkdyrJ5XIu4Hn1Tq3MzExoNBpkZWWBMQZ3d3ckJSXh8ePHeP78OVJTUyESiaDRaMDn82FtbY3U1FTUqlULzs7OSEtLw9OnT2FpackFLxkZGVAoFHB2dkZkbAYO/euIDLUYqfJo9OtgiZycHGg0GkilUsTHxxfbERrIP2N3cHAwyWdCqq6fzinx/XE5PF2E2LTAFQ5S05wwVPlz1g4dOhQ6a6hbty4aN26MJ0+eVFKpSFV24XY2/rjvC60WkGdo8fvVjMouEjFDrz7YsyyD+JVXwbg8KSkphdadlpYGpVIJPp+Phw8fQi6XIzU1FWq1GjweD2q1Gmq1GllZWUhPTwefz0dOTg74fD4ePXqEoKAgJCYm4sWLFwCA+Ph42NjY4GVsJn5/2BwZajEA4E64A15GxnMtRkKhEB4eHhCLxcWW287ODlKp1CSfCama9p9R4PvjcgBAdKIGl4OzTLauKt/SUxTGGBISEtC4ceNi0xTs9AWUSiWA/KbaynrkfcF6K2v95lCGyl7/uX+zsP6gAgz5Taq921tj6gCxweUpblTcikZ93kxHLpdzx43iFNypZIqWDY1GA4VCUWisHZVKxR3bbGxskJiYCEtLS9ja2nL9dpRKJQQCAQQCAdRqNWxsbJCcnMx1UM7KysKzZ8+g1Wrh4eGB+Ph4KFVWuPCsDbI0+bfG2wiV6FE3CEqFBszTBZaWlrCxsUGtWrXw9OlTJCUlQSAQcLfDF/QV8vPzowEKCYD83+o9pxXY+/t/+9HUgVIMCpCYbJ3VMug5cOAAYmJisGrVqmLTrFu3DitXriw0/ezZs7CxsTFl8Up17ty5Sl2/OZShMtb/MNoRfz3yAv4/4GnqlYR6kmj88YfheQ0aNMi4hSsj6vNmOmlpaUXe4fSqgjuVTBH0iESiIoPxgmdrWVlZISMjA2KxGDk5OcjLy4NYLMbLly/B5/Oh1Wq58ltYWCA2NhYuLi7Izc3lLpFZW1vDw8MDKelC/BPbAjna/IBHap2FXg0fwl5iibw8AVJSUuDo6IiUlBQolUrIZDJYW1tDLpcjJycHVlZWeOONN+Ds7EwBDwGQv2/s+lWBA3/+F/C887YMI9+yM+l6q13QExISgtmzZ6N9+/aYOHFisek+/vhjvP/++9x7pVIJLy8v9OzZE3Z2pv3Qi5Obm4tz587hrbfe0mkpCAkJwYIFC3D9+nVIJBKMHTsWq1at0qsz4OnTp7Fy5Uo8fvwYLi4umDhxIj755BPuwPPLL7/g4MGDCAoKQlpaGvz8/BAQEIDPPvusUjobFvcZmNpvVzLx16P/dj5/70SsntsQlpbNKqwMplDd+7yFhIRg7ty5uHbtGiQSCSZMmIA1a9aUWHe7dOmCv//+u8h5hw4dwqhRo/TK/9WW4pKU506lgk7SaWlpOo97KBhgsKjt1GjyH04kEAhgZWWFrKwsqNVqpKenw8bGBjKZDPHx8eDxeLCwsIClpSWysrJgbW0NS0tLKBQKWFlZQSAQwMLCAqkZIjxUDkAuy79kJbPORCefa7DgAbGxSq6FJyYmhhvN2dHRER4eHtzt8lqtFikpKXB2di7zZ1FRTF2nCmRkZKBBgwaIiYnBrVu30Lp1a6Ntg7ljDPjh13T8ciGTmzZ7mAxDu5n+t7daBT3x8fHo168fpFIpfvnllxLPKEQiETeC6atevaOhsrxahrS0NPTq1Qt169bFsWPHEBMTg/fffx9qtRpbt24tMZ8bN25g6NChGD16ND777DM8evQIn3zyCVQqFb766isAwNdffw1fX1+sX78ezs7O+OOPP7B+/XrY29uX2FJmahX5PRy7mI6tR/4LeIZ2FaOWRQwsLZtXel0orw4dOhSaVl36vKWlpaFbt26F9o2srKwS941vvvmm0GWpTZs24ejRo+jRo4fe+Rd1/ChKWU8eXu0k/WqLUsHjHGrXrg03NzfExsbqXOIqeNSEq6srACAyMhL169dHWloaUlNTIZPJIBKJIBQKwePxYGtri7y8PCQnJ3O3rBcEQ/FpQvwVWRe5LH8/sGQJcMw6BEWqHSwFzkhNTYVQKIRYLOY6bGu1Wq5jtbu7O9caZcpLfcZi6jr1qtWrV3MBak3CGMM/IbUQHPlfwPPeSHuTXtJ6VbUJehQKBfr06QO5XI7Lly9zw7BXhoLxMowxrsD27duhVCpx/Phx7mCh0Wgwa9YsLFmypMTt/PTTT+Hv78+dzffq1QuMMXz88cdYtGgRXF1d8dtvv8HJyYlbplOnTggODsbmzZvx6aeflvgMnuogNDIHW4+kce/H9LLDhD42OHOmEgtlYvr0eTMVc9g3GjVqVGjav//+i549e+rsC6XlXzACcl5ens4gfwkJCbC1tYVUKuXGtAFKbrURCAQ681UqFVJSUrg7qF69jFXQSTo8PBx16tRBQkICoqOjucDIysoKTk5O4PP53F1XqampsLe3x4MHD9C4cWM4OTkhKSkJOTk50Gq1cHV1hUQiQVZWFpycnODg4IDo6FjcTegNdUHAo41DbeEvUKTGIzwrBenp6fD19YVcLgefz0dcXBwcHBy4H/KUlBSdAQhNdamvKtWpAiEhIdi2bRvWr1+PmTNnlrvcVcnlYBWCI/+rF++PcUD/N0se18mYqsUvmkqlwoABAxAaGopTp04VWQFNydnZGYGBgfj444/h4eFh1J36zJkz6NGjh06eI0aMgFarxdmzZ0tcNigoCD179tSZ1qtXL+Tm5uLPP/8EgCJ3yDp16kCpVCIzM7PQvOqmnrclZrwtAwBM6GuHqQOlRhsEy1wV9HkbOXJksWnUajWUSqXOC/ivo7++L2dnZ6xevRoffvght2+8Or8seRa8fv/9d3Tr1g0SiYSb9vbbb0Or1eLMmTN65/PPP/8gPDwcI0eONCh/sVgMkUiE6OhoxMbG6nxGGRkZePHiBZKSkhAXF4fo6GiEhIQgJCQE8fHxSEtLQ3x8PEJCQvD48WOkpKTg8ePH3Pzo6Gi8ePECISEhiI2NhVAohFar5V4ajQbR0dGIiIiAt7c36tSpA6lUCicnJ9SvX58LQnJyctCpUyfY2dnBwcEB7dq1g0KhwMOHD5Gens4FRVlZWZDJZDqDDoaFhcJR9TOsLDQQaiJhlbgZMkn+3VnW1tZISkoCn8+Hr68v8vLykJeXB61WCx6PBx6Px91FxuPxoNVqoVKpkJSUxPX7qYl1quA1Z84czJgxA35+fgDyA6uS8ivPNpnbq11jAZp4JoPHA94fLUWv/4mMkq++qnxLT15eHkaOHInr16/j5MmTaN++fYWuPzY2FsnJydiyZQt69eqFXbt2gc/n6/xwMsbKfNtqSEgIpkyZojNNJpPB3d0dISEhJS6rUqkKNcEXvC/p0saTJ09Qq1YtSCQV09xY2Ua9ZYfGtS3R9I3q/+Rnffu8GaOjf2pqKpKTk7Fx40b4+/tj+vTp4PF4OPNKMxpjDH/o0VO8qEvVDx48QPfu3fH777/rTLe3t8fvv/9eZEBflO+//x5WVlYQiUQ6eembv7W1Naytrbn5Bf8LhULk5OTg2bNnJa4/OTmZuzX8Va+e6MTFxRW57KvLFVyKzcrKglQq1bktvOAWcnt7ezRs2LDE8hQYPHhwfvnSn0FilQORRfFB8uvlLZCTk4PExEQA+X1bDh8+XChNTapTAHDt2jXcuXMHU6dOxY0bNwAAV69eRUJCQol5VvbNJcbUrRHQ0CMVeamZeO3jKTN9bx6p8kHPwoUL8euvv2LAgAFITU0t1DFz3LhxJl3/vXv3AADDhg3Dli1bikyzZ88eTJ48udS8QkNDC01LS0uDTCYrNN3e3h6pqakl5le3bl38+++/OtMKdrLilr169SquXLmCL774otTyVkWMMUQlaODtpttXpyYEPIb0eTNGR/+CH57Ro0dj06ZNhebn5ubio48+Kna/eVVoaCh8fX11pmVmZqJly5bo27evznQ3NzfY29sXml4UjUaD6dOnY9CgQRgyZIhB+bdr1w5hYWGwsrJCTk4OkpOTuf4sDg4O0Gq1SE9Ph729PXenl6OjI9zc3LgzU6FQiKysLMTHx8PX15frmxMdHQ0gP4DKyspCbm4uXFxcIJPJIJfLoVarkZCQALVaDTs7O9jY2CA9PR1paWkQCARwdXVFcnIy4uPjkZWVBUtLS7Ro0QIZGRl48OABHBwcIBKJkJycDLVajby8PLi7uyM7T4Z6vnZITk7Cs2fPYGVlhW7duuHWrVvg8XgIDw8HkH9sKTg2WVlZgcfjIS4uDhKJBL6+vpDJZFAoFHB3d+ee0fXOO+9g7dq1kMlksLCwqJF1KisrC3PnzsUXX3yBYcOGcZ2fO3bsiFatWhWZX25u5dzcURq1Wo3w8PBCfc54PB7X50wkEiEvjyE+JQ+1XPLDjYLtmTiiQ6VsT5UPeoKDgwEAv/32G3777bdC800d9Ny/fx8WFhZYvXp1sWkGDBiAW7dulZqXh4cHHj9+bLSyzZo1C1OnTsXmzZsxfvx4PH78GEuXLoVAICjyEk50dDTGjh2LJk2aYM6cOUYrh7lgjGHHSQV++UuJVe84o10T69IXqiYM7fNmjI7+jx8/hoWFBdauXVvsMm3atMH169dLfWyBj49PkXkUdLp9FY/HA5/P16uc58+fR1JSEsaNG2dw/unp6RCJRIiJieEGCHRwcEB8fDzi4uLg4uICFxcXncEDU1NT4erqyo2ILJfLkZSUBI1GA5VKxV2q8fLyQkxMDF68eAG1Wg1HR0fk5uYiLCwMGo2G24cdHBy4luSQkBDweDxYW1tDqVQiIyOD62+j1Wpx9+5deHh4oFatWkhNTUVoaChsbGxgYWEBgUCAxxEaJIn6QM5PQ2vPh3B2lnN9+sRiMe7evQvGGBwcHCCXy5GQkAAnJyfExMTA3t6e6xAdExMDjUYDe3t72NvbQ6vVgs/nw8XFBb6+voWC7ZpUpz7//HO4urpi2rRp4PF4XBmFQmGpeZvi5o7S+pmVtNzLly+Rnp7OXc58VXp6Ol6+fIk36tbHlwcUuPU4G+vnu6Ku13+d+ivrpqEqH/RcunSpUtd/7949tG/fvsjWmAIODg56jUBa1Jgf9vb2RT74Ly0trdS+Q5MmTcKDBw/wwQcfYP78+bC0tMSKFSuwadMmuLvrPgFZLpejT58+cHBwwOLFiyusA/PrO13BQSAvL8+oOwRjDNuPyXHkr3QAwKc7krHvU3c421f5XaBUr/Z5O3/+fIX1edNn35BIJGjevPS75Ir6ASvPvlHg4MGDcHR0RK9evQzOX6PRcI+AEAgEyMzM5IIQrVaL+Ph4CAQCWFpaci07Wq0WGRkZyM3NRXx8PNcyZGVlxfX1sbW1RUJCAlJTU7nbx2NjY/H48WNYW1vD1tYW0dHRcHR0hKurKwQCAeLj45GQkAA+n4/c3Fzk5eVxrTECgYD7PJRKJdcC5e3tjYyMDKjVauRavIEk0SBoYYGQeFfY22SAaZ9BLpcDyG+hsLCwQG5uLqysrBAXF8cFxnw+HwqFAp6enlz/isTERNSuXRsCgQCMMaMNSliV69TLly+xfv16HD9+nFtHRkYG97fguWcVpbS7A0t6hIo+A3OmpimxckcCbjzK79qx5Jsk7FvpDkEld5msFh2ZK9O9e/eKbZYssGfPHi6qLekVERFRaNkGDRoU6rujUCgQFxeHBg0alLhePp+PjRs3Ijk5Gffu3UNCQgKmT5+OpKQktGvXjkuXnZ2N/v37Q6FQ4LfffitxCHljUqlUCAkJQWhoKBITE6FQKLhbXZ89e8YNslZejDFs+TmNC3iA/DEhakLA82qftyNHjlRonzd99o0LFy5wrQ0VuW8A+fX+xIkTGD58eJE/kKXln5eXx7XiFHTWBaBzwpCQkKCzPwmFQiQmJiI1NZVL7+bmBpVKhSdPnuD58+e4e/cu7t27h8ePH8Pe3h4eHh7cpazMzExotVpYW1tDrVbj1q1biI6OhrW1NbKzs5GdnQ2lUomUlBQoFAo4OjqCz+dzz9sq6GDM5/Nx//59hIWFISpFgufqAdAi/zNwsYmHlfpfaLVa7iGqaWlp3OW3gr6Cvr6+SEhI4C6/ZWZmQiaTwcnJCc7OzrC2toajoyPq16+PBg0aGOUZZFW5ToWHhyMnJwf9+vXjWsEGDBgAAOjatWuxt7abQnkfoVLawJyaPODQPw5cwGMhBBaOdYCVZeWHHNX/qG9CarUaoaGh+PDDD0tMV57LW3369EFgYCDkcjl3dnPkyBHw+fxCd2YVRyqVolmz/EH2li9fjtq1a3M7mEajwYgRI/DkyRNcvnwZtWrV4vopmdKrO11RCna6Bg0alOvsUKtl2PxTGn67kn9GxeMBH4x1QJ8OFXdGVZkqq8+bvvuGvpciirocV95949dff0VGRgbGjBlT5PzS8k9MTARjrFDZXx0cUKPRIC8vDyKRiOs7wxjj6rRYLEZycjLi4uK4O6ciIyNhbW0NZ+f8cXAiIiK4H6KCQf48PT25Z2jFxcXB19cXjDHuMgOPx0NaWhqcnZ251hp7e3tuIMKcnBw4ODggTukErcssgPf/P9AZwfD3fQalXAGJRILatWsDAGJiYiASieDt7Y2cnBx4eHiAx+MhISEB1tbWkEqlsLa2Bp/Ph0QigYeHBxwdHVGnTp1Svwd9VfU65e/vj4sXL+pMCw4OxoIFC7B9+3a0adOm1PyNpbyPUClpYM7cPODQ344Ijc3vPmBpwcPqd5zQppF5dCegoKccHj16BI1GA39//xLTOTo6cmN1lKSo2+5mzpyJLVu2YPDgwViyZAliYmKwaNEizJw5U2en3bt3L6ZMmYK//voLAQEBAPLHifj777/h7++P7Oxs/Prrr9i3bx/OnDnDHXRnzZqFU6dOYf369VAqlbh58yaePn0KR0dHtGnTRu8B2AxVEc8tytMybDiQijPX82+95/OAD8c7oGe7mhHwAJXX503ffcPOzg6tWrUq06XM8uwbQP5lCG9vb7z55ptlyj81NZULWlQqFXfmm5OTA6FQCMYYN8qxhYUF9+RzV1dXLhCxsLDgLmlZWloiOzsbubm5kEqlXAtNfHw8mjZtyo3sLBAIkJycDCsrK0gkEqSkpHAjKmdmZoIxxo3vo9Vq4eDgAJVKBZlMhgYNGuD69etwdHQET9ICTNILwP+fVKTfhnPuUYSFWsPPzw8JCQlc4FC7dm1YWlqidu3aEAqFePr0KTIzMyEWi7l1FXSoVqlUSEhIMPpYaVW9TslkMnTp0qXI9bZq1QotW7Y0uLxlVd5HqBT3u5Cj4eHA3454HpffqmcpZAic5YKW9c3nRhEKesrh3r17sLS0NGkfCXt7e/z111+YO3cuBg8eDIlEgmnTpmHt2rU66bRaLXcWWcDS0hJHjx7lRlb+3//+h0uXLulc4igY62fhwoWF1h0eHl7o7gZjMfVzi/K0DF/sTcG5f/Of1svnAx9PdET3NhVz6c5cVFafN3PfN9LS0vDHH39g/vz5xY7LVFr+FhYWyMvLg1KpRFpa/gCXdevWRUJCAgQCAezt7SGVSiESibhxX0QiEbRaLYRCIYRCIVJSUpCTkwOpVIqcnByoVCoIhULw+XwkJCQgNzcXGo0G2dnZXADi6OiI2NhYxMXFwcPDA5aWlpDL5XB3d0doaCjy8vIgFAohlUqhUqmQkZGBFi1agM/n49q1awgLC0MmvwGSLXsBvPyAx902CprUX2Ah5CMlJQUeHh6QyWS4d+8eOnXqBLlcDjs7O2RnZ3N9jqRSKRfMaTQa2NjYcCduKpVK5zZ+Y6gOdcqYytoJGSi5peZVxT1CpWBgzoLt12q1SFNk4edrHohJyw9wLARafDzeyqwCHoCCnnKZPHmyXreil1fDhg1x/vz5EtNMmjQJkyZN0pnm7+/P3aJenNevaxcM0NW3b1+T9qw39XOLvtqfygU8Aj6wdIoTOjUXISUlpUwHCWIYc9837O3t9aqDJeUvEomQmpqKtLQ0ZGRkcD8AlpaWyMzM5FqCJBIJBAIB6tevj7y8PAQFBSE7O5vrY1PQH0ckEnG3f2dlZXGPd8jMzIRarYaDgwPS0tIgl8shFAqhVCphbW0NlUqFnJwcSCQS1KlTB0+fPoWzszMyMjKg1WrRokUL5OXl4fHjx0hNTUViljtyXUZwAY+M/wTNnB7A1qcjbty4wT2TqyB/IP9p7Twejxu01N3dHenp6Vz/JZlMpvND/+rIzMZSXerUq7p06VLqyV9R9O2EXFRg5ODgUOjSX8GI1owxne+tuEeoyGQy2NnZQaFQICcnB7Fx8fg1qCESM/KHHhDyNXi79Qu4SjyhUsmM0p/LWCjoIZXC1M8t6tzCBn/dyr+stXyqE1o34CMkJKRMdyoQUpSCRzhkZ2dDIBDo9NMRi8VQq9WwsbGBtbU1atWqBblcDrlczgU1BYFNeno6rKyskJaWBqlUCq1WCysrK6SmpsLKygoajQZisRhyuZwLNNzd3ZGZmQkLCwtYW1tDKBTi2bNnqFu3LgYOHAi1Wo2XL1+iTp068PDwwIkTJ5Cbm/+4hlqOOYjWJkMj+D/2/jtc0vOu78df03vvZ07vZZt2JUsrCdmSLAVEsU1kSHC+xsHYlCRgG4PjAAkO5nK+EeELGCfEBtsYfmCCwSbIgCXLTXVVtmjLOWdPL9N77zO/P0b3rbOrs6uVtEfaled9Xb6snTNnnufMzHM/n/vzeRcfivwTqOpf5WRKyczMDHq9nsnJSdrttiQ/i79Jq9VSr9fJZrN4PB7sdru8fkTG1s6w0aslROjhQlyOD7mThDwyMrKrj04ikZBdOaPRSLPZJJ1O02g00Gg0Mj6l2WxessuuUqkYGxtjaWmJ+fl5KuUSQ44o8aIDrarJv7x5jRum7aTTaVqt1mvmZl5N9IqeHt4QXNwe3Q3Ch+TV4Oh+A//5/W5UKgVvmdWysLDwsovEtXRh9nDtIxQKodVqCQaDRKNR+Xij0UCr1TI2NobD4aBYLJLJZMhkMmg0GsxmM1tbW3LXLW5gQpEVDAYplUrk83l0Oh3BYBCbzSadnUWHaHBwULr+6nQ6Zmdn8Xg8kgs3NTXFzMwMTz75pCysBJ9IGfpdMN6OMvsgBaWCvr4+SqUSSqVSjtva7ba8PgU/aHZ2lo2NDZrNJvv27UOj0VCv11EqlSiVStk1rdfrl5WV9/DqcSV8yGw2y9LS0q5RQp1Oh3q9jkajIZlMkk6nLyhQBal+YmLiAquV3bpGFouFsbEx0uk0Xm8Vs3mTIV+bQa9KFlHXWtBsr+jp4Q3BzvbopWC1Wq/I3wi6HB6V8sI5+u2Hutb2IuvncrjWLswern0UCgXJbZmdnZU3mIMHD8oOTjKZxOv1XpCfZLfbGRsbIxQKsb29jc1mY2VlRcrLBwcHiUQiWK1W8vk8+/fvp9Vqkcvl6OvrkxJ3s9nM2NgYZrOZ9fV1isUiCoWCUCgkjfeee+65Ln+ObndJjKjUlFCXv0FbrZLmhjqdDqPRSDKZxO/3y5EWvMhfWlpawm6309/fT6VSkedkNptRKpVUq1WZv9W7lvYGV8KHFL4/wg0bXhxhiXDbaDRKKpVCo9Fgt9tpNBpUq1X5Oe4c1e02Tmu3IR6PotPpJKF/2J6lXqizUuCCrt9eBM2+Wuxp0SPY/buh0WgQiUQYHBzcy1Po4RqFaI/uNpeGbifoUmZm4gaQy+Wo1Wq0O2o+908Gbt5n4l/da3/J8/eaNN3D9yfEOFR8FwcGBgAuGD2IDkir1cJut5PJZGi325hMJlwuF5lMhoGBAcbGxmThHQqFaLVaDA0NSQ+ccrnMfffdRywWY2trS3KFzp07R6VSwePxoNFoiMfjHDhwAI1GwxNPPIHH4yHZ3E/Bfje2/OeJxWK0Wi2MRqMkR4uiR4ywMpkM5XKZkZERKpUKgAwsrdfrKBQKcrmc/NtWVlYuuMHV6/VXtGHp4ZXhSnhDxWIRrVYrPyMxwmq325TLZVQqFVtbWzSbTXQ6nRytCkK9GK9mMhmsViunTp1ie3tbdm+UGht/+/QQc/4y+sZpjEaj/F0BYbwJXFM5jntS9Pz2b/82v/d7v0c+nycYDPKrv/qr/If/8B8ueM7x48e59dZbX3UQZw/XP/R6PdPT0+RyOTn7rdfrpFIpWq0W29vbOBwOLBaLTIMWPiXiv5stJV97doiVaItTy3lUijbvvufCwmWvSdM9fH9CpI1XKhVsNhvJZBKXyyVvJEKtZTabWVtbQ6fTEQgESKfTnDp1qttxUavJZDLo9Xq8Xi8Oh4NkMinjHnK5HCdPnmR8fJzz58+TSCSkC/L6+jqlUolKpSK9e3w+H6urq2i1Wmw2G6uZMSLt20AHBfv70ZS+QDabRafTYbfb6XQ6lMtlTCYTXq+X06dPY7PZcDgceL1euT77/X4ZlaBQKPD7/cTjccrlrlhg5w1ucnJy17iJHq4OroQP2Wg0MJlMqFQqtre3SaVSqNVqcrkchULhgs+80WhQLBbJ5/OYzWYUCgXpdFq6RQM888wzOBwOTCYT+TL889k+shUd0cw4s7ZNPIbQJcNYxXp+reCqFz1f+MIX+MQnPsH73/9+brjhBh599FE+/OEP8+CDD/KVr3zlmqr4enjjISzyjUaj7PoAMjtoc3OTcrmM2+3GaDSSSqXY2Nggm83SRsPx+FsJZ4UnRBsdcVot2wUL7l6Tpnv4/kQgEGBiYoLFxUXcbrdUQgops8/nw2q1otPpZDdEp9Nx+vRpwuHwBQGiIkbi5ptvZmxsjOPHj3P+/Hmmp6e5++670Wq1xGIxfD4fPp+PtbU1QqEQVqtVjqxWV1cZGxsjGo2yvr6OefB+Iu0X3YvVjQ3U6u64SsRKCENB4csjuqg+nw+LxcL29jZWq5VOp4NeryeVSjE1NYVer6e/v59SqUSxWKTZbKJWq9Hr9bhcrp4oYA9xMR9yN+WVVqvF4/Gwvb0tO93C8V587qL41el02Gw2crkcTz/9NH19fYRCIRqNBmazmeHhYbxeL5FIhFiqxnOJu8lXu15nWlUNu7FKu9Umn89LsvtOdDqdXT3o3ihc9aLnD//wD/nYxz4mfQ1+/ud/nl/4hV/gX/2rf8Udd9zBP/3TP+H3+6/2YXu4zrCTFNdut4nFYuTzeZkILVxpxby5XC5z5swZuRsxWdw8PL+PZLkrkdSomvzr28MMeswv4ebsNWm6h+9PCLM/u93O0tISkUhE8m9EcGi5XKbVahEMBtHpdMRiMdnVKZfLNJtNKS0vl8t84xvf4P777ycYDDIxMcH29jbPPvsswWAQhUJBIpEgEomgUqno7+/vFv/tNhqNBp1Ox8bGBgaDgbTiViK5FwueCcc5BvrCZLNe8rmcLMyq1Sr79+/HZDLx7LPPUqvVMJvNBINBlEolPp+PSqWC3+9HqVQyPT0tNxHCffnijWwul8Pj8byun8X3EwQfUnx/dlNeBYNB2u1uIZJOpymVSpTLZan+ExlqlUoFr9fL1tYWkUiEVqslY1Lsdjsmk4n19XVyuRxNLKy1foimslvwGDUV7pk6Do0G2eyLBP6LYTQar6mu31UvepaWlrjnnnsueOz222/nqaee4od+6Ie45ZZb+MY3vnG1D9vDdQRBihPus5lMhuXlZdRqtXSutlqtXT5CMsn6+jqNRoNUKkU8Hkert7NY/hGytW6RouxUGNf+A5uLFdymw5jN5gsKmKtNmu6hB+h2KYeGhojH43KkBV159+bmJgqFQsrENRoNfX19BAIBzGYzyWSSWq1GuVyWHSCbzSY7MEajkcXFRVKplIyjKBaLWCwWlEqlDDO12Wyk02kcDocce21Xj1Cz3iDP84b+NWZ9IVSqILOzM0xMTMiEeLHDP378OCqVCrPZzM0330xfXx8bGxtMTEywurrKwYMHiUajLysIgN6YeK8hCt5jx44RDocvGB1Fo1H6+vp4y1vewunTp0kkEuTzeVQqlcx6a7fbqFQqOV4dGBgg90IhLNZZjUaDyWSiUCiwvb1Noaql5vt5msruGqlT5tln+wbtmlKSoLVarTwGdDeSRqMRv99/TXX+rnrRI3bVF6O/v5/HHnuMH/7hH+b222/n13/916/2oXu4DiA8JiqVCtFolGw2SzqdJhQKXZAGbTQaWVpaIhwOd4lzSiUajYbg4CSPrt1Mrt59nlpRZUTzt9Ryqygcw6ytraHX62XCM1yeNK1QKK5aAnQP33/I5/Pk83mMRiMOhwNAfmehq/BqNpsEAgHm5+elBH1lZYVIJCKLCI1Gg8/nY3BwkLW1NSkRV6vVUuGVTCbRaDRYrVasVitKpZL+/n7s9q75WzQWYzl7gGjzxYKnX/sEquxxjoe68RT5fJ6jR49KLofIAzt8+DDNZpP+/n7Js/P7/XLnbrPZrkgqDb0x8V5D8B2NRiOBQOCC8aLZbMZoNBKNRiVJXXweO4NwRXRIuVyWPlP1el2SmNvtNg6Hg6effhqNqY+i8b10Ot2CR91JM6n7ewwqSKebeL1ePB4Pg4ODpNNp+dpms1nyiq6lLvpVL3qOHDkiU2Yvhs1m45vf/Cbvfve7+chHPvK6WHX3cG1BtONTqRSbm5tUKhUUCgUTExPs27ePWCwGwMbGBk8++SS1Wo1Go4HVasVg8bJUfRvlVvcCUnVKzFr+kXYlSuOFDCODwbCr/Pxi0nS9Xker1eJ0OrHZbL2Cp4dXjFarxeLiIidOnMBgMEj34nq9Lg3gjEaj9DUxGo0yaiIUCqFUKqXjslC+bGxsMDIywujoKCsrKxSLRVQqFYFAgEgkQjqdlonu4vvd6XSIJxIkFW+j3HyLPL85z2kUmSdYWtrCaDSiVqvp6+tjYWEBpVKJVqtFoVBgMpnQaDQMDAxgNptZWVmRKqydXZvemPjagCg+LzVehO6IsVqtypiQTqcju4xC2CHMNZvNJvV6XRps6vV61Go1tVqNUt1E1fFv6SjtAGg6Kfz1P0NtVAFWVCqV9JYym8278ievtS76Vc95f8973sPa2hrpdHrXn+v1er72ta/xsz/7sz25+vcJWq0W6XSazc1NlpeXmZ+f55lnnqFQKGCz2XC5XExPT7O1tUU8HgeQrVcRFaFWq2ljot7uWiBoFGUOOv+ZQZ9Chh0KJUm9Xr/ALE5A7DjGx8eZnZ1lfHwcp9PZK3h6eFVIp9MsLi6iUqkkZwfAbDazf/9+AoGAHCHV63XJZRTkYOGs7PF4cLlcFAoF7HY7pVKJUqlEJpOhUqnI4wSDQTwej5SE53I5SqXSC54qDfS2CXluB3ynuGNfmU6ng8lkkt3PWq1GOBwmnU6Tz+dlqKjZbGZ1dZX19XXK5bLsVu3s2ogx8eVwrd3grme0Wi1SqRSrq6sArK6ukk6npbrvUqjX66ytrUmvHjHOymaz1Go1DAYDKpVKdoGE6kp8H0UR1Ww2UWhdtBVdvzO9IoW7/DloZqRxpUqlwuPxMDIy8pLYEYVCgc1mu+a66Fe90/Pud7971y7PTqhUKj772c9e7UP38DrhSoPuWq0WiUSCxcVFyuUytVqNYrFIPB4nlUpJD6d9+/ZhMBhoNpsUCgW8Xi/b29tsbGzI8ESz2YzVWueQ7yHOZW9nVPdPmNQ1KpXublWv19PpdNDpdDSbTcLhMFNTU9fUxdbDmwtbW1tdWfjqKg899BD9/f0MDg5KV2StVkt/f78kGUNXvttut7FarVgsFsrlMjabDa1Wy9GjR9HpdITDYfL5PH19fSgUCorFItlsFr1ez/DwMMlkklarhVKpRKFQ4PV6CahUVGv/xJnKXbj1G2iKZ3nuOZWULodCISYnJ4nFYtjtL8YDVKtVIpGITISPx+O43W5SqZSU0Av0xsSvH3aaAQrOTiKRoFAoyOw1YR4pHJZFsRyJRCiXywwMDBAMBjl9+jT5fB6FQoFSqZTmkUajkdHRUdkNcjqdeDwezp8/j8lkQq1W4zGl6KT/hJr1R5h1fouWVodOZ5Wqr/7+fiYmJhgbG8Ptdl8XXfSeI3MPrwhXGnRXrVZlLoto9+fzeUwmE06nE71eT61WY3R0FK/XK4soYYcusomg67NTKpVoNBq43RH2mf4POl3XeEtY97fbbUZHR2VmjEi/3rlo99DD1YRwZA6HwwwMDMhOTigUolaryURyl8uF1+vFYDDgdrvRaDTEYjHS6bRMQtdqtRQKBU6fPk21WqVcLrO1tUWxWCQYDGIwGFhdXWV4eJgjR46QSCTQarXMzMxQqVQ4e/YsdBrcMfos8XiMUCgsJcs+n4++vj4SiYSMwmi323K3LiIqHA7Hi47NL4w3Lu7s9MbEe4+Ls7VEOOhOnlexWKRSqdBsNlEqlXQ6HVn0xONxCoWC7GKbzWbplSM6PIJcbDAYsNls0geq0Wjg8Xio1WpotVoMBgPDxiLw12RTFVqtlhyD6vV6aVEguujXw2jzqo+33gjUajU+9rGPSbOwm2++mYcffviNPq03HXZejBe3V3dmWNXrdVZWVgiHw1SrVXK5HPl8HovFQjwe55FHHmFlZQWNRsP6+jrRaFQuwuJCn5ycxD8wB577gS73SyhYdDrtBRevmE1rtVp5XjabjVQq9bq+Pz18f6FarRKLxbBarYTDYRlDEYvFiMViUobearWIRCJks1lJHF1fXyeTybC9vU1fXx82m43NzU0KhYJUfDkcDjqdDtFolGaziUqlkjJltVrLQmofkUSXByS6Q/Pz5+h0OlgsFrRarUyCFxJywZETdhA6nQ6DwUCj0ZCy5larhdlsfknnVqA3Jt5bCM6OMILMZDJA11leZKOdOnWKlZUVotEozz33HI899hjhcJhms0kqlaJSqWAymXjiiSdotVocOHCA8fFxfD4fAwMDDA4OotPpCIVCMidtcnKSfN3O2cigFJgIRZbf3/29kZER7HY7FotFcnh2EqSvB1xfZ3sJvO997+P3fu/3eM973sMf/MEfoFKpuO+++3jsscfe6FN7U+Hl1BsajYZcLseJEyd48sknWVpaknk/KpWKUCjE5uamXJAFAU6pVHL69GkWFhZkqOITz5wnY/k5FO4fhcC/RRQ+tVpN2vr39/ej1+vRaDQ4HA7S6TQmkwmHwyHVCD30sFcoFApEIhEUCgU333yzLLJFd6fZbKLX62Xi+urqKiMjI3IDYLFYJLl5a2sLq9UquzwajYZGoyGjH0KhEDfddBMGg4FwOMpz4UOsF/bx1ecmOHb8vOwmieJLdFVrtZr8nxhjAHKcVa1WMRgMmM1mqeKx2Wz4/f5LRgj1sLcQ3bhIJMLCwoIUd2QyGZ588kk2NzcZGBigWq2SSCRIpVIUCgUWFxcJhUIoFAqCwSDxeFzG6wgBiegWbW9v02w2cTgcZDKZrtNy3clK/X6Syrtp2e9jfHyco0ePMj4+LpWDbrebSqVCIpFAoVDg8XhkUXa94Lofbz399NN8+ctf5oEHHuCjH/0oAO9973vZt28fv/Zrv8YTTzzxBp/hmweXy7AShoLb29vo9Xo5/mq1WrKLE41Gsdvt1Go1TCYTAwMDKJVKzp8/LxUpKpWKbFlLwvCzICSS1jmacRPKTvdmUK1WGR8fZ2hoiKWlJUwmk7ygPR6PJHv2pLM97CVER0ShULC4uEg4HOa2226T3Ji+vj4ajYZ0F7darbIbVKlUZHeyXC6TyWTw+Xw0m10JcC6XkxlJYndtNpuxO1ycTd9KqtkVgdQ7VjSKAMvL5/D5fLjdbhKJBAaDgVKpxNDQEFtbW7TbbVwul/RRsdlstFotOXZrNBqoVCrUajUGg+ECdVgPry8EJ1F0dsRnVigUCIVC6PV6BgYGsFqtbG5uSm6WQqEgHo8zPT0taQJzc3PUajUsFgs2m41isUgmk8HhcODz+UgkEt2uTsXBt1f20Wh3rRbi5QDl8hbb29sYDAampqYkgd5gMGC1Wmk0GmxsbFx3KQvXfdHzla98BZVKxQc/+EH5mF6v5/3vfz//6T/9J7a2tmQQYA+vDZfKsNJoNGxvb7O5uYlWq0Wv1xOPxyXXQaFQUKvV5Ax5cHCQer2OTqcjmUyiVCoplUpYrVaSeRV/+/QEaLoFi6oZ4+7J51jr9GG1WnE4HAwNDeH3+yWhb3Jykkajwb59+zAajdRqtZ50toc9h16vl+MEp9MpbzSNRoPJyUkpA3a5XPJ7uba2RqVSkaR+u91OKpWSJoVDQ0O0Wi3ZyRTjrnq9zsmTp9lo/hAlZbfgUdBiyvwtHI4W8/Nt4vE4AwMDnDx5UgaSDg0N4fV6qVarVKtV7rjjDpLJJCqVilwuh9lslhlaIyMjGI1GQqGQvI4FiXZ1dVUaMO4mWujh6kHwEbVaLdVqlXA4jNPppFAoMDAwQDab5fz589x0001y7CkKcIvFgkKhwO12k8/n5e9ms1kWFxeBrsKuVqvxzDPPEAgE0Dv2850z47Q63YLHZUxyyPUdKpUu50t8XzUaDSqVCo1GQzabBboE9mspV+tK8LoVPVtbW2xtbXHw4MGr2jY9ceIEk5OTLyHcveUtXb+KkydP7lr0iJavgBjbNBqNNywnRBz3jcwpudw5iNboxeh0OtRqNblLrNfrNJtNXC4XHo+HZrMpR1mdTod2u83g4CCdTodUKkU0GqVarWJxT5G1vp1m7QUzrWYExfYDhHQBHA6H7PIItdbGxgZWqxWTyUSlUkGr1cpUaJvNhtFofFXv5dX4HIQ5XQ9vXphMJtn9FCoaQJKME4kETqcThULB9vY20O2Irq+vy6gAMerN5/Po9XomJiZkrECpVMLj8aDVaglHYsRU/5KS8gVZeqeJOf9FKpUtOnq9LLoE+VjEYJw6dQqDwUAgECCTychCyOl0EgqFmJ+fJxqNSmm9z+cDwOl0srGxIUfEiURCcjcuFi30cHUhOFdnzpzhxIkTWK1W9u3bx/PPP0+xWGR2dpahoSGSySQOhwOtVivl6Y1Gg7GxMeLxOGtra5I0v7m5iU6nw2QyEYvFpI3BSlhNIn0jrU63FDCxwRHvswwN9FEsFmm1WtLAstVqUSgULrh/KxSK626t2/Oi57Of/Syf+MQnpG/KM888w+HDh3nXu97F2972Nn75l3/5Nb1+JBIhEAi85HHxWDgc3vX3PvWpT/GJT3ziJY8/9NBDGI3G13ROrxXXAgn7lZ6DaLkKXJy9s9tnBDA1NcXU1BTJgp6/e3acJt0LyG2u8K6bkhi1/8+uv5dMJhkbG5P/Fi6kAjv9LV4tXsvn8I53vOM1HbuHax/VahWXy8Xy8jIDAwPSnNDhcKBUKqWLuODNiEiJSCRCs9kkHo9TrVaZnp6WnjjZbJb5+XmgO84YHBwkEk2iHPgPlDvdgkdBE2vxixg6yxgM3XGxIO57vV6Gh4ep1+ssLCyQy+UYHBwkHo9TKpWkEtJisTA8PAwgN416vZ5AICAFAUtLS7uOiHeKFqanp3sdn6uMZrPJ0tIS586dk5wuQBoJPvfcc1SrVQ4dOkS73WZhYYFisSgVdyJaRIyhzp07J6MiRJemXC7j7L+dWPseOi8UPFbVBuOGf6ZW0aLTDQFQLBYvaA4I5Z+AUG5dT9jTouf3f//3+djHPsZHPvIR7r77bu699175s7e97W38zd/8zWsueiqVyq4ukGIHInb+F+PjH/84H/nIR+S/8/k8AwMD3HvvvS9rwLVXaDQaPPzww9xzzz17Wj2LJOVsNiu5L3a7HZvNRrvdvuQ5CPWWsNbXaDSkUilWVlZkirTNZiMYDJLP59nY2AC67dQbb7yRZ599VpIzh4eHWV9fZ3l5mXzdTlz306DqHs9jKaMK/x5//7d5bDYbFotFOooODg7i8/l49tlnpaSy3W5zyy23yNa71Wp9TRfi6/U59HB9QySPDw8Pk81mmZjoFiUi9DEQCEiS8ObmJoFAQBZKkUhEuuYqFArGx8cpFAqsrq6i1+tRKpXo9XoUKh0N3y/QUk4CoKCBs/QlMpEnKL7g4SP8dEKhEHa7HbVazRNPPCE7PhqNho2NDUZHR1EqlfK6vOWWW2TEhTCtM5lMDA4OyrGd1WqVkumLsZvzeQ+vHeVymc3NTZRKJYVC4YLkglarhV6vJxKJcNtttxGNRqVFiNfrpa+vj3a7zZNPPonT6ZRGk10Fll86cSfKfiL5e+m8UAJ4TVGCna+jpI1K1SW4WywWmYUozsNqtZLNZlEqlbhcLvr6+npFz058+tOf5jd/8zf5jd/4jZfM/aampuSM8bVA+LRcDDFfF7uviyHMlS6GRqN5w290e3kOl/LZSafTWK1WhoaGXnIOO80IRV6PTqdDo9GwubkpFVUOhwOz2SzduAVnx2g0Ui6XcTgcZLNZms0ma2tr1Gq1LrdAdx+oumQ4PRF+/KYEJ59zUSzqsFqtHDx4kFKphNPpxO/3c+rUKfR6PXNzc6TTaQKBAHNzc1f94rsWvgs9XLsQLf9Op8OBAwfk96/VatFsNolEItJE7q677qLRaLC0tES73WZkZITx8XHS6TSxWIwf+7Ef4/jx41itVjkO83g8VDQ30FLPdg/YrrLP8QjJ3LK8lmq1GslkEo/Hw8zMjFTt7N+/H61WK5VAY2Nj+P1+nn/+efL5PHa7nWg0KsmtrVaL0dFRKXOPx+Oys3Cpokcog3pFz9VFqVSiUChIPx6huCuVSjIo1G63UygUOH78uFynVCoVW1tb6HQ6brjhBvL5PAaDAYvFQrFYlBJ0g8FMVfsTsuAxs8QN3lPQdrC9vY1Go0Gv12M2m+WI1m63YzQaJZ1AcLrEJvZ6wp4WPaFQiFtvvXXXn2k0GorF4ms+RiAQIBQKveTxSCQCQF9f32s+xpsFF5te7YRoWa+trV3w+G5FkvAL2dzcRKPRYDabGRsbkzuBZ555hlarxaFDh5icnESpVJLP5/F4PNjtds6cOYPFYpEz6Wriq2x33kO7WYL4H6HXvFcea2BgAK1Wi8ViwWq1sra2xsjIiNwlm81mxsfHr7vdRg/XL4RaBrrRDCaTiaWlJdLpND/5kz/J1NQU5XJZZm+NjIxgMBhIJBKcP39eBug6nU5GRka47777gO5IeGhoiE6nw6233voCuRmOrS+zmRvikPc7tEvLGI1GTCYTfr+fVCr14rjiBbKrXq8nFAqRTqdpNptYLJZupIBCIfk9drudeDwu7ST8fr9U5nQ6Hclnu1TBI9Czhbj6EJ9lOBymXC7j9XoBpKGrz+fDaDSSy+V4y1veQjQaRaFQ0NfXh0ajIZFIEI/HpY+OKFCEm3N/vxlX6s9IWz6ITRNnSPMwRn0Qvb5Lgq5Wq7LTaDQaqVQquFwu+vv7pRpX/L/NZrvuYkf2tOgZGhri6aef5q677nrJz44dO8bk5ORrPsahQ4f49re/TT6fv2AsdezYMfnzHrq4kpTknT+/VJEk+AjFYpFoNCo9PtbW1ggGgxSLRYaGhohEIsRiMRlGJ3xAhLHV4uIiRqORsSEP6tBfk87GqNHt2oVCIbxeryTpaTQauat88sknufHGG0kmk8zNzV13O40erl+ITYDgwBSLRalGFCTgarVKo9GQeVzLy8vUajXm5ua48847CYVClMtl2VWJRCJEIhFWVlYYGxvDZDLJQsZgMGApn2NK50TfqaM0m4lEIlSrVTnOdbvdTE5OyuiAeDwuj+F0OqWBXCqVwm634/F4ZOZWq9XC4/Hg9XrpdDrY7XZarZY0xhNeP5dCzxbi6qNWq8nPbWxsTBaWXq8XtVotx/0qlYr5+XnMZjMDAwOEQiFSqRR9fX3s27ePXC7H5uYm1WoVh8NBrVaTNiJ2Y50hx4MkIufp2K0MDAyQSqXkd9jn82Gz2Thw4IAU94hCH67v2JE9LXo+8IEP8Fu/9Vt4PB5+/Md/HOjyJb7+9a/zwAMP8Du/8zuv+Rj3338/v/u7v8tnP/tZ6dNTq9X4whe+wM0339yTq+/A5Xx2BHZ+gXcWSe12m1KpRKVSYXt7W/IVGo0GyWSSeDwuvUSsVivRaBS1Wi2dPe+44w5arRbJZJKVcIdDs0bMZjNnzpzB7/dz+PBhqlW/vMBvu+02lEolIyMjqNVqGo0Gzz33HHNzc9jtdqlUEDvVHnrYa+zcBKjVahnJ4HK5ZOcSuqquiYkJ8vm89O8xm81sbGywvLzMyMgIfr9f+q7k83mGh4e7BUdHy7nVMu1y1zzOZDLR6XTY3l6gr6+PQ4cOoVKp2NjYQKPRYDKZGB8fl5lLY2NjGAwGgsGg/HksFqNer9Pf3y9tHmKxGAcOHJDxBELuLoJIRaTEpegD0EtU3yv4fD42NzeBrmBDxPGI7qFOp5OKwUAgQLFY5KGHHpJxPEtLS/j9fg4ePMjs7Cy5XI54wUF/v45CoZvhptVq0auKBPxe3G63NB9sNpsyAFc0JQQH9M0SO7KnRc9HP/pRNjc3+eAHP8jP/dzPAd2bGcAv/uIv8ou/+Iuv+Rg333wz7373u/n4xz9OPB5nfHycP/uzP2N9fZ0//dM/fc2v/3rianli7BYIutNHZDeIL7xw1xTnoFarKZVKslUOSBO1YrGIz+eTBEpRYAqGv0qlolKp0Ol0JPEtkrMTUd9OcS3NlCcmiXbr6+v09fVJTlE2m6Wvr+vNE4vFePjhhwkEAuRyOfbv389jjz0mOQg99PB64OJOqU6nY9++fTz99NM8+uijKBQKJiYmOHnyJE899RRjY2OMjIwQiUTkuGB0dJR0Oo1er2ffvn088cQTMituZu4I/3hmjgo2LPU/xqZNodPpZBJ2JpPh7Nmz8jXEjS+fz+NyuVAqlUQiEWw2G/v37+fUqVMkEgmazSY+n0+G+kYiEYaGhtDpdKhUKrnWVCoVyRsR4ZORSOSSvMheovreQIyMHnvsMTKZDHa7Heh24ROJBI1Gg/HxccxmM8vLyzIzy2g0yhDaYrFIKBSi3W4TnHk3iwujqFRr1HOfkUrara0tAoGAFIsoFAq0Wi19fX0XREtcT7laV4I9l6z/4R/+IR/60If45je/STKZxOl0cvfdd0ulw9XAl770JX7zN3+TP//zPyeTyXDgwAEefPBB7rjjjqt2jL2GCOiEV+eJsbPQWV1dpVgsYjKZMJlMKJVKMpkM5XKZTqfzkkJBq9USDodJpVJ0Oh1cLheJRIJwOCyrefF6mUxGFkYGg4FKpSLJymIHkkqlyOfz9Pf3SzfmarVKouTlufhBOgoV+aafaP0Ig4PdnYPI/VldXeXmm2/G4/Hg9/tZX1/n9OnTeDweOVN+7rnnUKvV1+1Oo4frE6JTKnyoLBYL3/3ud5mfn6fT6UjSu4hAOXv2LHa7nTvuuIPl5WWy2Sy5XI5KpcLq6qrc0DgcDjz+ER45f4Ry2wIKyBn/FcXN3ySXy+Hz+aRPlchUOnDgAFqtllAoxKOPPsodd9zB9PQ0/+f//B88Ho/k5tTrddxuN0qlUnq1HDhwgJGREdLpNAcOHECpVEpnXq/Xi9/vR6VSoVAoJLen3W7LNel6Hm1cD9BoNNTrdelrJjptwvvM6XRSLBbp7+9nc3MTk8kkR5KA/Jx0Oh2LUS8LuTFAQaI2xp1v+3cMO7YJh8NyjPr4448zNjbGgQMHGBgYkGPRNyv2tOj53ve+x+HDhxkdHb3AMRm6TPTnnnvuqhQmer2eBx54gAceeOA1v9YbgSshGF/OE0PwDCqVCuFwmEQiAXR3pkajUaY/a7Vatra2ZCUvCGnLy8uEw2GpNBEQIYi5XI5gMMjzzz/PxsaG3NE2Gg0sFgter1fuLjKZDFarlXq9LhfpYDDI02erRFQH6NA9f2P7PIbKN6m11QwODsr3Qewqx8bGWF1dZWNjA7VajdVqlbvOdrvN2NgYXq+3t+j28LpBjA+i0SiBQIBkMsmpU6ekOlFIi2u1Gn6/X46ThBHc/v37mZ+fl9Ep2WyW559/nqm5m3ho4Qbyta6CUdkuoIj9T6BNvV6nWCxKcmk6nSaVSpFOp+WNy+v1Eo1GcblcHDhwQHZ4h4aGuOGGG4jFYqRSKQYHB9FoNPh8PjqdDkNDQygUCs6ePYtarZYbJLFRAfD7/USjUSwWi+w6Xc+jjesBiUSCRCKBRqNhdHRUjrcOHDiA2WyWWW2BQEASnrVarUxRr9frDA8PE61Os1S4Tb6uU3mCduYUNWNXZn78+HGMRqNU4QrC9Pj4+Ju6g7enRc+dd97Jk08+Kd2Rd2JhYYE777zzurOw3gtcKcF4N0+MnQWTQqG4IFm80+lQKpWIRqP09/ej0+nQ6/WSRBmPxyU/oN1uS1dlQC7kyWSSRqNBu92WqebZbBaNRkO5XMblckk+QD6fZ3t7m8nJSbRardylqmxHCFf+BeLrFrRGubFvgVzWIwmTws1ZmBoeO3aMSCQiiczxeJxAIMDhw4eJx+MyO+jNvCPp4dqCTqejVCqhVCoxGo0yFb3ZbF7AHTx8+DBbW1ty5CWuya9+9auMjY3x1re+lZMnT9JsNjFaAyyW30m+ZgZAoygx5/hHghP7iUTcrK+vy6TtQCAgIyny+TyFQkEaIJpMJnK5HIVCgaWlJSYnJ1lYWJCdoWazKT1WDh48iMFgQKFQkE6nabfbkkt3sVpLdHrMZvNV7c73cGmk02lqtRrb29vSvBK6/J719XVZ+CSTSekHVS6XKZVKUs26kR9nq/5iwTPuXGFQf4bV1XVisajsGIm1vdVqUSwWKZfLb/qIkT0tei5Hmi2VSpecFX+/4UoIxpfyxBAFk1qtlgvYxRAXhE6nIxgMsrW1xerqqsxRUSgUUvLodrsBeP7558lkMpJEvLq6yurqKgaDgYmJCbmQC4dPkXZeq9XkTnR6eppEdZDj0VtA0W25OjXLGLNfYT7bZnR0VF50QkorsL29jcViIZvNSt+TVqtFNBoll8uhVCrp7+9/U+9Ieri24HA4aDabbG5uctttt9HpdKSB29DQkLwmms0m7XYbj8dDOp3GYDCgVCpZW1ujXq/jcrkYHx+nWFVT9byHXLk7ttYoCjgLnyNXLRBZL9Pf38+RI0c4deoUpVJJ/q7P55OZSna7XY49CoWC3ByVy2UikQgul0t2CjqdDuPj4yiVSulRdnHUyqUk6pfjA/awO3bjVr4cR7PVask4HYPBwMDAgAz0FPcJlUpFp9NBp9NJk1joqruazSbPb/nIG94mX9PReQq/8iyDg2MsLMwTj8dRq9XSqwm6I1mz2YzJZLoqVjLXMq560fPUU09dkGz+l3/5lzz22GMXPKdarfL3f//3zMzMXO3DX5e4nCR0J3bzxNiZ/SMWMK1WK9vU9XpdFlSRSIRUKoXFYsHv91OpVMjlcjLzJ5lMsry8zMTEBM8995xcLEVxIRKi0+m0XDhzuRx9fX0UCgX8fr/szKTTaZ440yRvvgXoFjzm9hmc1f+L3+/DYrFIE0NB1Nva2kKj0RAMBmUCcLPZxGg0ysInnU5jNpvxeDw9TkEPL4tXc+O5FOx2uyTvRqNR6vU6hw8fplAo8Pjjj8uMpLW1NeLxOIODg0xMTMjUbJ/PR61W46mnnuL2O3+Mk+GbyZa7xYeimcbX+nMKhQ3S5bIsmFQqFePj46RSKZlfV6lUSKVS8tr2eDyEw2FpbPiWt7yFcDiMTqeTTst6vZ7BwUEpe1YoFLTb7QvMNxUKBWazede/vScYeGW4lAns5TiaO39HfL4Wi0VyKG+44QbS6TR2u51SqSRVXi6Xi4GBAZaXl9kq7aPp/FH5murcPzHoXeTMmXUcDjujo6M8+eSTMuBZpVLJzW+73ZadxDczrnrR841vfENmWikUCv7wD//wJc/RaDTMzMzwP//n/7zah78usZsz9G7YbeERBZPYdYqRlvBksNvtaDQaIpGIHCWKTonVasVisVCpVFhaWiKXy8kwuVarRaVSod1us76+zuTkJOPj41gsFmKxGDfccINcdPv6+mg2mxQKBYaGhlheXqahGadi+ilEwaPIP0En/1c4Z2fI5/OcPXuWYDAoJbXVapW5uTn5Xmg0Gux2O3a7HaVSSS6Xk0Zb09PTDA8P98IOe7gsXs2NZydEwZRMJsnlcmg0GsLhMEtLSwwNDeH3+zl27BjhcJiDBw/KYzgcDoaGhiSXRpBDM5kMiUSCjkLNNxePUKx3v+vKVgpl6L/TcXZDSDOZDLlcTsZWzM7OcubMGYaHh/F4PCwsLEi7Bo/Hg1KppFKpMDAwwNbWFmazmeHhYfx+P7lcTm4QvF6vVJLV63VsNhtut5tIJEK73Zamh7vB4XBcxU/mzY1Xw9Hc+TudTofh4WGMRiNut1tGKRmNXZuPTCaDz+ejVCqh1Wo5ceIE9957L1XdjTS19714rMRXCZhOkEg05TEPHDiA3W6/gJiuUqlkwVyr1d70Be5VL3r+y3/5L/yX//JfgC6L/KmnntqV09PDi3A4HJJ8fClcyhNDFAmCQ7O6ukq1WpUy13Q6LVvcOp1OurK2Wi22t7clcXlhYUFa0s/MzEhCnEKhkJETU1NTbG1tMT09jV6vR6/X02w2SSaT2Gw2KTFXKpU8/cwJNI1FGtoZBiyrmHgUpX2AdruNVqtlbm6OSqVCsVjEaDTi8/lwOp2srKzgdrvZ3t6WHiU758xarRabzSa7Qz30sBuuljggmUwSiUTQaDQy0uHo0aPSs0SoDM+dOyfHEMVikTNnzhAMBuW1F4lE0Ov1coMwPhLlu4tjqFpJnMXP4RiwSUkyIK9Fm81Gs9nk/vvvR6VSsbCwACAl58J9+fbbb5eE5o2NDSqVCkajkWAwSCAQoFKpMD8/LzcqrVaLSCSC1+tlcHCQRCIhs5l2wxuVR3g94tVwNHf+Tq1Wk7la4XCYSqXC2NgYzz//POVyWX722WyWffv2MTIyQj6fp89SJl9OUmy6MVe+Qb9nEa3WztmzZ+l0OlSrVdmBFPJ0h8MhqSbFYhGz2fym50nuKadnN35JDy+FaJuLNuZuuJQnhsPhoFgscu7cOdbX12W6rlarZWNjA4fDQaFQoNPpSGljo9EgnU5TLpexWCyo1Wqq1SpGo1HeAETL0+VyodFoOHv2LMPDwzIDK5lMsrGxQalUkh0kr9eL3W6nr6+PI4dbxJMPUlSFmbCEsfRNsrm5STwel+3T/v5+adU/OztLKpWSvB6R8dVsNrHb7VIKf/ToUfr7+3tjrR4ui6shDshkMjLORhQ0W1tbPP7447jdbmnyZ7FYpLIGutEps7OzRKNRqtUqNpsNj8cjb1ImkwmdbpVZe5ha9hR94155vmIkJcbHlUqFTCaDx+Oh0+lw+vRpjEaj9MFqt9sMDQ0xPDzMuXPncLlcNJtNGo0GHo+HyclJIpEIiUQCt9uNx9MVD+TzeSqVCtFolImJCfbt2yfXCQGFQiHT23vX25Xj1XA0k8mk5GZ6PB5yuZwUaoTDYQAZLCvsRMrlMmq1mkOHDrG1tUUoFOIG9yNkGkN4dTESCQ2hUAir1Sqfm0gkZDyFIC/7/X6MRiPJZJLZ2dk3PU9yz316oLtrEh2Ii3H48OHX4xSuaahUKsbGxlhaWrpAfQUv74khxk3Ly8t0Oh3GxsaIRqPMz89jNBpRKBRks1kpJx8ZGUGn01EoFKjVamQyGZxOJ/39/VSrVXmMQqEgJYzRaJR0Ok1/fz+33XYbzz//PJubm1JCLro7pXIDn08nyXa5TBKD4VE2NlQMDg7KcVahUJA2/oLDMzU1xfHjxzlz5gwul4tqtcrg4CB6vZ5oNIrJZGJkZIRAINAba/Xwsrga4gBR4JfLZYrFIufPn+f06dPSdNPn80m/m+9973vMzMwwMzNDLpfj5MmT3HDDDQwODlKr1Wi1uzcn0c3x+Xw000usr6xQSLtwOByMjo5KtVaz2aTT6VAoFJiamiIcDlMsFmXGncViod1uUywWGRkZIRqNolQq+fa3v43L5ZK8IxE/IJzNY7EY7XYbp9OJyWSi3W6zuroqc8CKxeIFrrtGo5HV1dW9/KjedHilHM1qtcr29jbb29tSwbq9vU02m+XMmTMySkmpVHYtDqamGBwcRKVS89jjx1hbWyOTyZBKpSgUCuh0q9TcbiwWiyyMRVq6RqNBq9Xi8/koFApMT0+jUCiIRqOMjo4SDAbf9AXunhY99XqdX/iFX+Av/uIvpJvvxehJ1rsQZOLV1VU8Ho9k8b+cJ4ZQbGi1WvR6PdlsllQqhdvtplAosLW1RX9/P/l8HqPRSCgUIplMkkqlJDFY3CBEhpA4n8HBQVZWVigUCqhUKvR6Pa1Wi3q9jkqlwuPxUC6XqVarqD0/SKzzFtyVb6FQVLjhhhuYnp6W3aBOp0Oz2cTv99PX1yd3GkajkUOHDnHy5Ek6nc4Fu2WRIm2z2QgEAvT398uLt4ceLofXKg4Q3lBLS0tEo1HGxsY4d+4crVYLvV4vVVMrKytSKry4uCiTzm+66SbOnTuHUqnE03+If17+QezNBayGswwODtJqtRgZGZExA4lEgsnJSfr6+sjn87Lb4/f7GRoa4tixY2i1WtrtNoODg2QyGVZWVpidncVoNMrNwtGjRymXy5LLo1AoaLVaJBIJ6Z0lwiJ3duK3t7dRqVRMTk5esNZcrO7q4eVxJRxNYdHRarXY2NgglUqxsbHB9PS07MT7/X5+4id+Qm6Eh4aGOHr0KJlMhrW1ddYrt5LS/DRv8Sxht9sJhUIkEgk5xhodHWVubo6nn36aQCAgXe5FXluhUJC+TQMDAzQajUuON99M2NOi5xOf+AQPPfQQX/ziF3nPe97DZz7zGUwmE3/xF3/BysoKn/70p/fy8NcdxGIzOjp6garicshkMrRaLdxuNzabjaeffhqdTkexWCSbzaJSqbDb7aTTaYrFouTxdDod1Gq19PFYXV3FbDZLjo/X6yWVSskFvb+/nxtvvJGNjQ1arRZqtVo6NWt8P8J2/QcAeHT9VoKNzxKNRgkGg7jdbvx+P5FIBLvdjs1mk5EXouVaKpUoFApkMhnZDfR4PCQSCWw2G5OTk5TLZRwOx5u+9drD1cFrEQeIIiGbzXL8+HFcLhfJZFKOlMxms9xoQHcHns/nGRkZASCVSpFKpZidnWUrDn/zTR+1loYn1uYY062SSi0wODiI0+lkdnaWc+fOUalU2Nzc5PDhw5I7pFAo8Pl8PP/88zJnSXCCzGYzb3vb29BoNKyurtLX18f8/DztdlsmqqvVatrtNolEQgYA2+12aUuxU+XZaDQolUq7jvt6eGUQI6jdOo07434UCgWlUom1tTX5efn9fuLxOJOTk2QyGZ599ln0ej0+n4+NjQ3m5+fp7x9gvXI75xNdb6i/PTbIjx48wy233MLW1hYbGxtsbW1Jy4LDhw/TaDQYHR1FrVbLYl2j0dDf3y/9mlwu10s211dT/XitYE+Lnr/5m7/ht37rt/iJn/gJ3vOe9/CWt7yFI0eO8N73vpef/umf5h/+4R+47777Xv6F3oTY7cskeANX+nzhG2K1WjEYDFKhZbPZUCqV0oY+nU4zPDzMU089JQsehUKBRqORBVIwGGR1dVVmXzUaDUkyHhoaQq/Xc/z4cdRqtUyF7u/vxz/3fuaT++R5+o1rWFtaMpkMhUKBSqUiHZePHTuGwWBgenpamgsKZ9CNjQ3Gx8elSiQWi0nC6fb2NiMjI8zNzV23F1oPry/EjUfEKYhO404oFIqXdA7L5bLceadSKUnsV6vVUgigUqlkDEqj0WBgYOACJ/O5uTlyuRxrkTbfXDxMo90tjgzE0bW22NjYZGVlhX379jE0NESr1eLs2bM0m00qlQpms5lSqSTd7Dc2NigWizSbTYLBIE6nk0qlIh3MRdf01ltvlR1cjUaD2WxGpVJ1x2utFn19fVQqFTweDyaTSVpS6PV6vF6v9GjpFT2vDYKjeTGJXqvVEo1GZaBrOp3GZrOhUCgYGxuT739fXx8bGxvY7XZGRkbo7+9ndXWVH/mRH+HUqed5dGmUjdwLZpidNrrKMU6dPM/w8DBqtRqtVsvExATxeJxEIoHH45Hy9GeeeYa77roLrVYrKSeFQgGj0YjFYpF+aCqV6jWrH69V7GnRI9x5xWhkJ1H33/ybf8O//tf/mv/1v/7XXp7CNYlLfZlisRjQbc2LNvTl8rTEbqJWq3H+/HnJA8hkMkSjUZxOpzQtEzs8EROh0WgwGAxyYbRYLDidTvkldrlceDweOdoSRGeHw0G73WZmZoZw7UbWdxQ8JP+OXPVbWPr7mZqakiqS1dVVDh8+LEdspVKJ0dFRcrkczzzzDFqtVrqKiuwvkeAuTAsFAbSHV45arcZ//s//+YJsuk9+8pPcc889b/Sp7RksFgtGo5FIJEKj0UCj0WCz2aTZpuA2xGIxaRpYrVYpl8vk83mUSqXk7DgcDiKRyAVS8Gw2i06nY2ZmhnK5TCqVIpfL4fV6WVlZoake4NH1G2m0u0usx5JnzvJdtGonhw5MEgqFWFtbw+12Mzw83OXA5XIyuFcEiH7ve9/DarUSCAQYGhqSmVqlUkluWpxOJ5FIREqdxTWfSCRwOp1YLBbprh4MBqnX63ItViqVaLVaCoUCer0em80mjUF3jjrS6TRut3vXTcebsRvwSrHzPahWq3Q6HYrFIrlcjkajgcvlIhaLyfdYjJLi8Th6vZ5kMolWq0Wj0WC1WvH7/dRqNRqNBhsbGwBsbG5xMnaEjZwdAIWiw5TtMTTl8xcodjc2NmSH3WazSYXW8ePHmZmZkUGygFz/G40GKysrciw8PDwshTEX40rUj9cy9rToEXNEgJGREb7zne/w9re/HYDz58/v5aGvWbyclBZgbW1Nkhp35mlptVqq1Sr1eh2n04lWq2VhYYFcLifn/CIfaHJyUo6nhoeHiUaj1Go1hoeHsdvt0pOnXC4Tj8fZ3Nxk//79BINBoLsL1uv1WCwWvvOd72AymfD5fNjtdgYHh1hMz5JW3i7P3Vh8kFrm69SUStbX1wkGgwwODpLP59Hr9dTrdSYnJ6nX68RiMc6fPy+zhG677TaMRqPMMQKkkkxI1HtcnleP973vfXzlK1/hQx/6EBMTE3zxi1/kvvvu49vf/ja33377y7/AdQaxqchms2SzWVlMi3a/8NBRKpWUSqUXOBJr0jAzFAqhVCqlF9T58+c5cuQIc3NzpFIpHn/8cXw+H9CVpy8uLkpZ+759+3j2bIaU8Z10FN3l1WvJ8vap0/zT15+S57d//35mZmZYWlriLW95izShs1qtqNVqtra25E1U7MSj0SgLCwvo9Xr6+/vRarU89thjrK2tSfuIVquF2WxmZmYGpVLJP/zDP0iPHp1OR71eJxQKUSgUZLxFKpWSEubBwUEsFgtms5mhoSFZ+CwvL5NMJl+yu3+zdgNeCXa+B7VajWg0SrlcxmAwYDKZcDgcMidta2sL6I5fBfl8cHCQeDyO0+lkcHCQxx57TI5SS6USsViM22+/g68d87CdtwPdguddN8e588gN/MZv/C1Wq5V4PA5AMBjkxIkT3HbbbbTbbZaXlxkZGWFoaIj+/n7OnTuHTqfj0KFDVKtVeY82mUwYjUZyuRxnzpx52WLmUurHax17WvS87W1v49FHH+VHf/RH+cAHPsBHP/pR5ufn0Wq1fO1rX+Onfuqn9vLw1ySuREpbqVRku1uhUFCtVrHb7bJNLVrYguhcq9U4d+6cHEkZDAYymQxGo5FAICArfaEcER2jeDxOMpnE4XAwPj6OTqfDZrNJIpzf75feDYLHkM8XKBl/kLRiSp6vIvHXaFtPonhhcTOZTIRCIaamprBYLNTrdbLZLPV6nXg8LgsY0fFxuVw88cQT6HQ66QciZOpKpVL6//TwyvH000/z5S9/mQceeICPfvSjALz3ve9l3759/Nqv/doF7ulvBuzcVAjOQqlUkuMhUVDodDrC4TDZbJaNjQ1p8Le5uYlarcbn88nXEt45QmVjs9nIZDJMTEwwPz8vncTVajWhjImU8WfoKLqcIrNyi3fdmCSXKXHw4EEWFhZotVo899xzHDlyRHpSabVarFYr1WqVs2fPUi6XpZRYdAbEyM3pdNJut1lZWeHEiRNotVppLCeeVy6XpYfLwsICCoUCr9crjUsFbygWi6FSqchms5IoPTY2RiKRoN1uy8w+tVr9kt39a/VCejNg53sgwmiFcCOTydBut0kmk/j9fra2ttBqtZhMJra3t2k0GgSDQbme22w2SX5XKpUsLy+zsrKCPxDkG6eH2c53R/8K2tw9fZ6DIwYKhRb/7t/9Oz7zmc9Qq9UoFouS/1WtVrFarTgcDpxOJwMDAzz55JOk02l8Ph+ZTEZ+d0QwtShyQ6EQfX19l/3bL6V+vNaxp1Tt3/md3+G9730vAB/60Id44IEHiEajLC4u8ku/9Eu7ujW/2XElUtpGo8H29jZqtVq2ojc2NlhYWODZZ5/lxIkTfOtb3yKbzbK2tsZTTz1FIpEgFAqRyWRYX1+XOwyVSkW5XGZ0dBSn0ynHZm63m/7+fvbv38/Bgwfp6+uT/AdAhhQCsvgpFItEWnewlH6x4HHUH4T0P1/QGRKjqXA4LN1lDQYDqVQKvV4vPSHEoiA4RxqN5gI1jUKhIBgMMjEx8aZdNPcaX/nKV1CpVHzwgx+Uj+n1et7//vfz5JNPyp3nmwUXbyqUSiUWi4VAIMDAwAAOh4NsNsvq6irZbJZCoUAqlcLhcLC8vIzVasXr9aLVaqXKUa1W02q1iMVi+P1+zGYzoVBIOp0LcmqhFeRrz43JgkffWsGc/RNajZJMvtZoNIyNjeF0Ol8gpfZLSwmfz4fRaGRiYgK3243dbpdGiMLHpVqtyhva8vIyKpUKnU4nR3IiEFV0b4eHh6lUKmxvb8vCTih20um09OyB7rojnKOFz5eAUNmK3f1u7/Vu2Pn8NyPEeyCKm1AoJMenjUaDRqNBJpPBYDDIgnN1dVUaQ7bbbcnfabfbMsy5UChQKpWY23eQhOZ+zkdfcMTuNHFU/pL1019hbW2NfD4vDTBFZzwUCkmeWblcxuv18tRTT7G9vY3b7ZZWIKlUCpvNRjAYlJ1DAbFRfbl193qMrNjTTo/f78fv98t/f/jDH+bDH/7wXh7ymseVSGnz+by8cMQuIp/PS48NMS9PpVLMz8+jVqslsbJSqeD3+8lkMnI3NzU1RafTweFw4HK5pEmhaHEvLy9TqVTo6+sjGo1KQzLBUajX64TDYVrtNq5pLbygYu1TPsRYMMZaPShNBqG7SxCOsoDcfSiVSvR6PeFwWJoeil2C+LcotOx2O/39/czNzV1AEu3hleHEiRNMTk6+pFMmXNJPnjx5QUK4QK1Wu+C7uvPGeLVkzOJ1rqYsOplMXtIGQ61Wk8lkZEK1iGBRKpVks1msVitarZZyuSxjWHZ2OQuFAi6Xi3a7zYEDBySPQoSBKjQ7CvbyGWz1L2MwaCgWi5JnYzab2drawmAwYDQapYwYujvn5557Do/Hg1qtljyPZrMpc5jE9ZLJZGg0GpLfJ25Oer1eBghXKhVKpRJDQ0NSzbnzhlyv1yWnR0CpVNJqteTGLJ1OS5qCw+GQyjaLxXLZ93onxPN3fqcuLrau5e/U5ZBMJqlWqySTSeLxODqdjnK5TDgcli75CoWC1dVVyeMZGhqiXq9TLBbR6/VotVoMBgPpdBqHw4HFYuH06dPU63UK+RyVShl0QKeBrfjnOA1dz6bNzU3pyv1DP/RDlEolGRir0Whwu92EQiHOnj2LSqUin8/j9Xrl7wnRiNVqlTYGAjs3oJczGRZ8oFeCvfqMrlTxrOi8XNvhNWBra4tEIrGrAeHx48fxer309/fv1eFfEQSjPpfL7ekoZXl5Wc5eL0a73ZbzdeHM+eijj1IoFKSPht1uJ5/P43Q6KZVKzM/PMzw8TCwWIxAIoNVq5QWlUChwu92MjIzIv61SqWC32zl37hzZbFYanJlMJsxmM2NjY4yPj/Od73yHfD7P9PQ0m5ubUlY5MDBI0fgjpCOnaaW/TV9fH2azmVqtJgNJjUajJE9HIhGZDzQ4OEg2m6W/vx+PxyOzid761rfidDolqS+Xy3H06NFdJZSvBxqNBv/4j//Ifffdd8UX0rWKffv24fP5eOSRRy54/Ny5c8zNzfHHf/zH/NzP/dxLfu+3fuu3ZIbeTvzlX/5lrwi9DLZSZk5vu7l3/wZq5Z4trdcl/uqv/oq//uu/fsnjve/U5dFqw0Onh5gNphlyF97o07lm8Y53vOOKnrennZ5f+IVfYGJiYtei5y//8i9ZWlri7//+7/fyFK45OJ1OWWxcyrDRarWSzWZZWlpCqVTKVqdIOq/ValQqFRqNhlRv2Ww2arUaHo+HlZUV6b8heAxC4XXrrbfy/PPPv+DcqZPFkZD3iqpeENrEaGBhYYF2u83a2ip33nmahfQC2RdGViIKo1KpyF2jRqPB7/fLnWU8HicYDMpukyBp9vX1yYwt4Qr7xBNPyNFcD68NlUplV88aQS4VYYYX4+Mf/zgf+chH5L/z+TwDAwPce++9V21T0Gg0ePjhh7nnnnuuWnG5uroqOTiNRoNYLEalUqHT6aDRaFCpVMzPz2M2m2m32xQKBSKRCKOjo5w4cQKHw0G1WsXr9cpYBqfTicfjkZsN0fX5gR/4AR5++GHJF9Lr9fzYj/0YT33rC3zuiSSBQIBGo8F9991HNBolGo2yvr4u5eMmk4nZ2Vk2Nzel83gqlZKdpVarJVWQRqORqakpHnvsMZnsfvbsWcn/KJfLskslEtT9fj9zc3MsLi5SKBQ4ePCgHH9VKhW5TgjpOnS/FwMDA3LMPTMzQyAQQKPRyE6Px+NhdHT0gvf6chDPv/vuu/nMZz4DvNjpuR6+U5fD6dOnefzxx2WH7Mknn5Rhzx6PB4fDQX9/P319fTzzzDN4PB7i8TjhcJjZ2VlpJHnPPfeQTCbpdDrk83mZuXX+/Hk0Gg0f+MAH+NM//VNsNptc68WG1mQyEQgEePLJJ6Xh7KFDh1AqlZw5cwaz2UwikZBWIYVCQaoAA4EAdrv9JR07YRQrNrK7wWazvSrqwev9GV2MPS16jh07tusuEuDOO+/kS1/60l4e/prCzsTmbDYriWtqtVr65ogvXrVaRa1Wk06nicfjNBoN2YFaW1uTi49Wq8Xj8cgFWbS0+/v7SafTVCoVKU9/9tln5ZjszJkzOBwOGSYqMnYsFotsObbbbQwGE9+eH+TAkIORkXVJxBPdJZ1OJw3OLBYL09PT0j593759TExMYLfb2d7eZt++fXi9XqrVqrz5jI+PS4WCSJXu7fiuLgwGw64jVWECaTAYdv09nU63a7Gk0Wiu+kJ1NV9ThOwKDs7ORbter0sVUzablanixWIRrVZLq9WSGwq1Wo1GoyGZTOLz+RgeHmZpaUlyJDweD0sRC7H2baQ2PwdcaHQ4ODhIqVTCaDRKbp4gA5tMJpaXl5mcnMTpdPK9732PqakptFottVpNegx5vV6MRiOZTIb9+/ezsbFBOp2m0+lgt9vRaDTkcjmMRuMFa4f4W/R6PSaTiY2NDRkp0W63paS60+lIY0LR8BfZXVqtVhZ88KKwQDixi/GJOJ9LQSTBi89YOK7vxLX+nbocxIZS8MOq1SqNRkN+5gDr6+v4fD6ZYSZUs8KRvlgs0mq1sNvtRGMZnt66gXZiDYOqeAFnplarEQ6HpVWBxWIhn8/jcDh45JFHKJfL0rPN6/WytLTUHZG9YDsixDB2u12awgoLkoudmG02GyMjI5I3dHEm29VQ5r1en9HF2FMic7FYvOQfJToYrxWPPPIIP/MzP8Pk5CRGo5HR0VF+9md/VvoQXAuoVqssLCywuroqJdzZbFYWCPl8nmg0KqWDYqdXKpVIp9PodDrJrRGz+GazycDAAGq1Wua2JJNJmQxtt9sZHR2l0WjQbrfx+XyMjY1Jfw6Xy8XExIRk9nu9XukXAlAqVYip3kGisY/vrNxIRzfCwYMHmZ6eljuLgYEBuVMWRlgik6harfJ//+//lQtdOp2WgaKiWEqn02xtbZFOp6W8uJfzc3URCAR2vRbEYy+n0LjeIIzhSqXSBR0MgWq1yuTkpORhqNVq+vv7iUajDA0NvVDsG8hms+j1eg4ePEi1WuXEiRNUKhWWl5dJpVIsxxz80+kx0orbsU/8W9RqteyOJBIJdDodAwMDTE5OSm6OUFS2220pKMhkMvj9fhkSKs5d+PVEo1EOHTqEwWBgfn6eYDBIOBxGr9czPj4u+T5Wq5V2uy3ztER6+vr6OhqNhpGREer1On6/H6fTSbVapa+vj0ajgU6n68Zl7DCx63Q60qgUXnSL3xl8LN7ry+FSQclvFogxvlAAejweaRip0WjodDoYjUZisRhWq5Vms0k+n6e/v594PI7JZJIBo/WmkkfXbyJaGSFl/FnUhsBLjicUdyJKolarYbVa5bprMBhkHlyxWESpVNJsNvH5fLLg6uvrw+v1EgwGJQdIQGyAx8bGMBqNTE9PMzU1JcOkvV4vU1NTTE9PX7dWBHva6ZmZmeGrX/0qP/iDP/iSn/393/89U1NTu/zWK8PHPvYx0uk07373u2V21R/90R/x4IMPcvLkyQuI1G8EWq0W6+vrUsUgxj2jo6PE43FOnz6NXq+X8tRarUY6naZWq+Hz+VheXqbRaKDVatHpdNjtdilFF+oL0SkS8u5CocDCwoL03Dh58iSbm5vcc8890sOj1WqxtLQkCy21Ws3m5iYTExO02hBRvpN0fbT7N7SVtDVWQqFzaLVaGo0Gq6urZDIZSYwWu1ybzUYymZSt951pwELC/vjjj6NSqbDZbPh8PhqNhvQEEUqPVqt13fNprgUcOnSIb3/72+Tz+QtuUMeOHZM/fzNBhPfG43HpxCygVCrRaDQMDAwQi8V45plncLvdDAwMkMlkaDabuFwutre3KRaLUuUiPFTGx8e73dfqKGcztyL2jFpTHwcPHqJa7Y4K9+/fj8PhwO/3E4vFpJWEkKbXajWZP5fNZqWKR6FQyC7AjTfeiMvlIpfLUavVOHPmjAyHFCMtsanZ2NiQsvJms0kgEJA+Pc8++ywHDhzA5/Oh1WqlgZ1Q9phMJlKplJTci2vZ7XZf4NPTbDax2+0XBB+L93o3n56XC0p+s0B01AcHB6VJZb1ep16vo9frZRdtp3v2/Pw8MzMzFAoFstksQ0NDVBsKHjoxQTTf7YR1FDoMFi96vV5SDnQ6Hc1mE5VKJX3MPB4PGxsbsoAR3X8RMyF4nmNjY1Iur1KpsFqtDA8Py/vNzpDZnVmPKpUKp9N53cnSL4c9LXo+9KEP8b73vQ+VSsXP/MzP0NfXRzgc5gtf+AKf+9zn+PznP/+aj/F7v/d73H777Re0537wB3+Qt771rfzRH/0Rn/zkJ1/zMa4ErVaLXC4nFym1Wo3D4ZBOl6lUSo6O1Go1i4uL6PV6hoaGZMvbbDZTLBZpNBrSjFAoL0Qb1Gg0YjAY0Gg0nDt3juHhYarVqlRqNRoN4vE4Wq0Wh8OBVquVUtxYLCbT1IXMUpyTICKbzFZCjJCq27t/WKeJp/7XDPrrGIMHWF1dlaoPoTILBAKoVCoef/xxucsURGsxOpiensZisUhC9r59+0ilUnIxuLi9KjpiPbw23H///fzu7/4un/3sZ6VPT61W4wtf+AI333zzrsqt6x16vZ5AICA7NmKjIdr7y8vLzM7OotVq5aj5pptuIhQKEQwGGR8fZ2trC5/Px/b2NjfddBO1Wo1QKETHeitnM7cD3a6OW32Wg56TtNs22u1ujIzw1QmHw3JXn0qlmJiYQKPRYDQaqVQqcpSlUCjo6+uTRYzb7Uan08lRSTqdlqMEwX8TUvp3vetdFItFotEo7XYbu92Oy+WiVCqRTCb5wAc+IM1BS6USLpdL8pJKpRLT09MyrkalUqFSqaSCSNz4lpaWmJiY2FVYoNfrmZ6eJpfLXfbm+WaFcLMW9AODwSBFKG63W3qsiXGXxWJBr9ezvb2NTqfDbDajUJt4bPkgkWx3nKxW1DjgfAibroB+/35CoRCAHA06nU5JS3C5XDK+yGq1otfrCYVCMtZidHQUq9VKoVDY9bMxmUxvqoLmSrCnRc973/teYrEYn/jEJ/jf//t/y8cNBgP/7b/9N376p3/6NR/jjjvu2PUx4YPxeqBcLss0ZpFk7HK5qFQqnDlzhnA4jE6nk9W5KJBEl0XIu0UQ4PHjxwmFQmi1Wux2uxwHic6PVqsln88zNDQkq/ujR4+i0+nY3t7m8OHDGAwGyuUyq6urjI2NUalUmJ+f58iRI5hMJjmLF/JWlUqFWmtgs/VO6nF79w/rNNAl/jd6U4zl5TbBYJBgMIhKpUKj0VCr1SQnolQqceDAAbnDtlgsBINB7HY7Wq2WcDgsuSU+n09K8cXfd/FcOZPJ4PV6X5fP782Mm2++mXe/+918/OMfJx6PMz4+zp/92Z+xvr7On/7pn77Rp7dnEGGbDodDkvpbrRbJZJJisSj9pBQKBevr6xw/flzmJbVaLXktra6uYrfbuyMIxUHO52/jxYLnefw8TDqtkRLlgwcPsr6+Trvdxu12EwwGyeVyxONx+R0vlUo0m038fj8ajYa+vj5uuukmWq2WdFUWMnSxZrxRaDQaLC0tXVZY8GbsBlwpxHfjmWeeIZ1OEwwGSSaTKBQKIpEIgUCAdrtNpVKR4yiv1ysJ4KsbMU5k3kGu1i14dKo60+YHqefXqFosDA8Py/Ggy+WSyl6VSsXQ0BDBYFBK1YXNx27dW+Eg3sMeFz0Av/qrv8rP/dzP8eSTT5JKpXC5XBw9enRPZeHFYvGCImI3XC0fknK5zFNPPUU4HJbtXbVazfnz53E6nTI93GQySS8QsdgqFAqSySRutxuNRsP29jaAXPBEMSDckkulEjMzM7JYSaVSkmCYTCaldXyr1SIcDmM2myWRuVKpcPjwYTY3N7Hb7SQSCemtU6/XqdXbKJw/T13THTmqFE1G9V8nVD2HwuymXC6TSCQk4a5arUor/7m5OWKxmHS6FSMwkRJdr9fZ3NyUyoNUKkU+n6fZbMrd7Pb2tpw7A/LxNwJXw0fiWhrNfelLX+I3f/M3L8jeevDBB3fdMLxZIMjArVbrAmWK+EwjkQiDg4MUi0VWVlZYW1vjX/7Lf8mJEyeIRCIXhHDGYjHa1rdyPv+iCtXBs5hLX6esUGA2d/kzYjSr0+mkiWGtVqNcLsscJovFIsfUwrhTqKN6nc3rC0IJJ4I6lUolOp1Obirb7TZqtZpisYhKpcLlcrGwsMCtt96K1Wrl9Lk10uafplHr+uUYtA3effM60Y0aeUXXAHNjY4Ph4WEAuT7abDYOHz6M2+1meXmZWCzG5OSkFIb0cHnsedED3bbbv/gX/+L1OBQAv//7v0+9Xucnf/InL/mcT33qU7v6kDz00EOvSkF08S5HVOcWi2VXsujFXYyd8/Abb7xx12NcrLTZ+boiyVxgbGzssue7k0/VaCn4h+Nj1NPdNqlG1eLHDq/R7xyCt37gkq+xf/9++d/T09OXPZ7I9ILu92FkZOQlz9np7rq+vs76+vplX3Ov8fDDD7/q371Sz4jXA3q9ngceeIAHHnjgjT6V1w2XSrreWYw2m02sVitHjhyhVquRSqVk/lUmkyEej3fVhdpbiSZeLHgm3avYak+TrEE8HsdisVwwyhFjZavVyqlTp2QEgNVqxePxyO6NUOAIb6rvx07J9YpWq8Xzzz8v1bVHjx5ldXWVeDyOWq0mEAigVqulAeWhQ4dIp9McOHCA5eVlCmXI23+RRrsbyaNVlrl36jSKepnh4WHy+TyBQEDSHQCpgrPb7YTDYVQqFW63m0AgwMTERE/5eoW46kXP3/3d33HXXXdht9v5u7/7u5d9/o//+I9f1eN/73vf4xOf+AQ/8RM/wV133XXJ510NH5J0Os3jjz8ux1SADPETNt65XI59+/ZRLpfl3FzsBqLRKOl0mqGhIQKBAOFwmLGxMZaWltja2mJ0dJROp8N3v/tdarUaWq0Ws9nMwMDABZJEo9GIy+UiHA6TTCalR44YmwnjxUKhwPT0tExcFnLIXHOIsPIgKEBJnXccWaeWOc1KpiM9fMSOY21tjUKhgM1m47bbbsNkMnHs2DHpRipkrZ1OR6YGC+tzQSzdaYi4M+5CoVDg9/up1+vcdNNNeDyeV/ENeO14o30kenjtuBTJ1mw2UygUcDqd8po7deoUU1NTpNNpms0mqVRKcuxW1kKULT8gX9eteIph4xp6p596vUa1WkWpVDI/P4/dbge6juQGg0F6XJXLZQqFAlarVUZGjI6OSmGDcOPtFT3XD9LpNPPz81QqFSwWi8x4E4arpVKJW265RSrnhDrP7/cTDocpKvdRaXYLHoO6yoT+7wmvp9EMDbG5uUmpVMJqtUo1HkAul5PO3vPz87RaLe69916ZlN7DleGqFz33338/Tz31FG95y1u4//77L/vcnd40L4d6vU46nb7gMY/Hc8GHvbCwwLve9S727dvHn/zJn1z29a6GD4kgh4kFVZj7ifwaIWEsFovS40OoIAwGg1R4WK1WaWgFEIvFGBoaQqvVcuzYMWmuJvJVhHzV4XBQLpdpt9vSYlyhUBAOhwmHw9Lu3OPxkM1mJa8onU6zvb1Np9OhWq1iMMSxm7XkdD9IoP3XBB2HSHe6Y7Pvfe97WCwWJicnsVgsUiLv8/mIx+PSeEypVMrCTKlUEolEJEchHo9js9lk2rAg0InzFSRL8Teq1WqZE/ZG4o3ykejh6mA3kq3L5ZKFteBaqFQqIpGItHeoVCoYDAbq9TpOuxF19UtEtf8WdelJrLqnWV9XEQwG5aZEfO9F8e7xePD5fKyvr1OtVrnjjjukSaJwJBceKcLPp3fTur4QjUYlt0ar1XLixAkp0Nje3pZSfaEGFLYFTz31FAsLC/j9YawGKCoPMud8mE4tyfOnzzA3N8fW1paMr0gkEpjNZkZHR7FYLIRCIRYXFzlw4AC5XO5NbQewV7jqRc/a2hqBQED+99XCE088wZ133vmSY4l559bWFvfeey82m41//Md/lIz2vUStVrvgpijyctbW1mg0GkxMTBCNRtne3kahUKDRaGRBZDabCYfDDA4OMjQ0xNbWlvT5EHlAW1tbLyEb2+12qZwSfIBQKCR5AsKzQalU0mg0pOTR6XSi1+uJRCLSK6RSqVCtVrt/R+kh7OYTNJQ14BDJZBKlUolarSafz5NKpTAYDMzOzjIzM8P58+exWCy0Wi1KpZLk8ahUKjY3NzGbzXKeLST37XabXC4nz6NYLOJ0OlGr1bjdbvL5vMxD6t0Eerga2I1kW61WWVlZkdlzIqLF4/EQiURQq9UkEgmpqtLn82gLn8Pl11Eu63C5XJK3EwwGWVhYwO12y/Hz8PAwGxsbJJNJBgcHpZlgOp2WYbvT09MEg0HpvdMj7V8/qFarLC0tcebMGYaHh1lZWZGmrWLtrdfrnD17lltuuYV8Ps/IyAjnz5+XG9hYLIbN/g+YWt+gpLZL35zTp08zNDRENpslkUhII1eAs2fPUigUcLvdcirQwyvHVS96dhpa7fzv14qDBw++hGMhPHhSqRT33nsvtVqNRx55RBZdew0hOcxms9IBVvh9CAVINpuVu8ZOp4PJZOqGEyoUeL1e2W1xOBwkk0kAWUAUi0XpDCscVEWirhiXCb6AKCqUSiXBYFCG24mUdavVKu3IdQYH9oG7KC8+iEqlkiS8eiXN2MwMACsrKxw4cIA77riDpaUlybcJh8MEAgHe9ra30Ww2iUaj0nV1fX1dJqmbTCZCoRC1Wo2RkRGMRiMLCwu0Wi1piNZqtXC5XFLZcvDgQSwWC+fOnXtdPr8evj8hOkBnzpxBr9cTDAZlZEtfX5BYZZR29QkSiQSFQoH+/n5Gh5zS5FPIxuPxuDRB3NraQqPRMD09zfPPP0+pVJKZd/l8Xnq32Gw2Wq0WKpWKlZUVoDtOFeGPPVzbEP5mO/MT19fXmZyclNYdVquVZ555RsYJ2Ww2qi0ziZILjTorO/qlF+w88vnumn3gwAE2Nzfp6+tjZWVF3ktEcHOlUpGdHUGL6OGV46oXPRePoF4OVzrHdjgcvP3tb3/J46VSifvuu49QKMS3v/1tJiYmXtHxXwscDoe8eQsipCgghLGY0WjE7/ezsrJCrVbD5XLJAsTtdmOz2Wg2m3g8HulQbbfbJf9HdJKq1ar0Zmi1WrK1Wq1WsdlsdDod6eNjMpmwWCxyl2CxWNBqtWxtbZHK1jiV+wFKLRejs3r0tRMy0kKoTaBL8hTOsi6XS+5eGo2G9BjJZDLMzc1x7NgxNjc3MZlM6HQ6CoWClOwKQ6xGo0G1WqVYLGI2m9Hr9dLC3WazkU6n8fl8khfRQw+vBSL2JZPJUKvVZKq03W6XfjRC5uv1erHZbDz11DFSyjtJ60cweGdRpT4vfbbMZjOHDh1iYmKC7373u2xubnL48GEWFxdxuVzMzc1J0vTIyAh+v59UKiV5dJlMhlAoRD6fx+VySW8c6BL791LN2sPVQyKR4OzZsy/QAgzSekTEnYyMjEiFlTCabCqdfO/cDVTaNzKi/xoq1eqLG80XuJ8nTpxgcnKSAwcOYDAYOHLkCFtbW9J9H6C/v5+trS2y2Sx33XXXZdPPe7g0rnrR43a75ZjmSnClnJ5L4T3veQ9PP/00P/MzP8P8/PwF3jxms5l3vvOdr+n1LwchVRQGYmJxrdVqclEVjPqZmRnZphTBnKJ7I0ZTfr9fBgYKGfvm5qZsfQ8ODsqRlSiARLdLdIw6nQ7RaJROp8Ps7CzxeBy73d5dkNVWlmo/ArqulH+9eBOT6jMolR0qlYosSKArm3c6naytrRGLxSTnqF6vy3m2QqEgnU7LLo/oeAl+j/CiuPnmm+WOWBRVwrMik8lI3yKz2SyLvItHhz30cKUQ46uLXYITicQFmUGC01ev1/H5/JRMP8K59e61VlHPMbP/R7Eq1+X1KZQy4+PjsnMTDAZZW1tja2tL7ryLxSLnznXdywcGBjCZTKyvr0vej8FgkJYOZrOZqamp3jj3OkCr1eLcuXOsr69LE0fBx8pms9L4cmhoSOaSbccarDTvoNHp2hFEWncwNr7M+tqadLEXxYtwrz969CgjIyOSsCzWwYWFBTQaDXfccQejo6OsrKxw8803vzFvxnWMq170fP7zn39FRc9rxcmTJ+VxL3Z4Hhoa2tOiR3ACLBaLTEJvNBqUSiUUCgXBYFAWCILcm81m0Wg0suhxu92YzWZarZZcoG+77TbK5bK8uERERSKRkE6sRqORra0tJiYmZNhdOBxmfHycbDbL5OSk9MNJJBI0Okaqnp8BnR3oSiT1yf/FUmYZ6JJ2TSaTDKIcGRm5wFZdr9dL7wlhqpZKpTh79ix33nknTqfzAu6S6EgJS/7V1VU0Go00bxT+JcLRVGTSrK+vYzQaWV9fv6BQ7KGHK0Gr1ZLGlxej0+mQy+VYWVlhenpaevm02x2+8qiO4+svhmEO6b6DonQaLBbq9brMETxx4gQjIyNoNBqZbWQwGMhkMjLrS6FQUCqVCAaDuN1uIpEIOp1OXsvCFT0YDNLX1/eGqRR7eGXIZDJsbW1J6kCn05Hjpq2tLcbGxiS1QKFQYPfOslh5J41Od+NrUmc4YP8WGqUPo8EgzWx3erKJPMMvfvGL3HLLLbz97W+X6uC7775bxgx9/etfv6w6uYdL46oXPe973/uu9kteFm+kl0s0GiUSiWCz2Wi32yQSCfR6PUeOHKFSqcgiwmg0EolEZJEESP5NtVqlXC7Ljk6lUuHEiROSSKlQKMjn8ywvL2M2m/H7/Zw7d47R0VFuu+02WYik02ksFgvVapWRkRFcLhfnzp3r8gd0LlKan4amHQB1J88tfY+SRMVqsbuLEFJysVsVXCXRvlUqlTKTR6PRXLAArK6uyiRqQHpJjI2NSVKoUMt4PB4UCgXFYlESPCuVCkajEb1eL1u5KysrBAIBXC7X6/uh9nBdQwT4Xg5CBGC32zFbrPzFwwqeWRIFT4e3Tq2ir0YoFvUoFAoZkru5ucnS0hJ+v1+SmLPZLC6XC7fbLf1UROzK5OQklUqFVqsl1Ysul0tuCr4fsqneTEgkEqhUKrmWQZfXOTQ0xJkzZ2S3PRgMcvp8hrDqHbQU3YLHrEkzY3oQk15Jo6FAp9Nx0003SUqECKgV3aRisUgikZC8TOgKZc6ePStpB/39/W/Ye3E943UxJ8zlcpw+fVracu/fv/9NIbVLp9NkMhkqlQqrq6tks1mp+MjlciSTSangisViGAwGbDYbSqWSSqWCRqPB5/PJokAk3gpfHWFDX6vVJAl5Z6fF7Xbjdruldb7T6cThcHDu3DnS6TQmk4lCRUPa/HPQsQOgVRQ46PoG5888RyAQ4NChQ3IMMDQ0xOhoN2R0eXmZqakpOp2OVKX4/X7cbjerq6tMTk7Kwk2lUhGNRqUcfWhoiFtuuYVyucxzzz3HyMgISqWSVqtFtVqVPj7iWOL1d5rJpdNpYrFYr+jp4RUhk8lcMNLaDZ1Oh3Q6jc3u4OvPenhmqSp+wtHhszgUy6heyMFLJBIsLS3R399PJpOh0Whgs9nQ6/UsLS1JH5VGo0G9Xpc3Iq1WK13FA4FA91osFHC5XOj1+u+bbKrrHYIbFovFOHHiBEqlEqPRiEKhoFKpyKzBo0ePkkqlePbZZ4lmtUQ076XV6a5reqIMKf4Oi9Esi5yRkRG5zos8xWg0ysmTJwkEAtxyyy1UKhWWl5fZ2Njg3e9+N9/85jfpdDoyauJyiQM9XBp7WvS0221+4zd+g09/+tOS6AVgMpn49//+3/PJT37yur7oa7Wa5KMUCgV0Oh2JREKaSA0MDMisKtGJMRqNtFotTCaTTD5eX1+XeUCizbmysiLJwMLw0Ov14vf7ufHGG1ldXWVpaUlmDIkFWYyKyuUy6YKSjPln6LxQ8ChbKRyVz6N12pmbm5PqgNHRURwOB9lslmeffZajR4+i1+splUrSz8hoNNJoNCiXy/T19REKhYjFYhiNRinFh+7I75lnnsHr9aLT6RgdHZXjPJF/pFQqGRkZQavVEgqFUCqVDA0NXXCz6nQ6khPUQw9Xip3RMpdDtVrnv38pxcNPdwseBR3ePrfKqLtAo9FVagmLCOHQfOjQIblZESnlzz77LAMDAxdkZAlCvvjZ2NgYOp2O2dnZXtTEdQTBDctms2xvb8toIUAWvBqNBofDgdPpJJPJYPMd5Ezuh2nR/Zz1hDFn/piCDrQqF4ODg1itVoxGIx6Ph3a7jcFgIJ/PU61WueGGG6QU/cyZM5LMDEjysxip9vDqsKdFz6/+6q/y6U9/mo9//OPcf//9+Hw+YrEYf/M3f8N/+2//jXq9zv/4H/9jL09hT6FUKlEoFDSbTbmLGxoaolAoUKvVWF1dpdFoYLFYOHTokHQr1ul0GAwGIpEIS0tLctSTy+Xwer2srq5SKBTkF7vT6dBoNEgmkzidTqm2UqlUDA8Pk8lkOHv2LJVKRfKBUukMeftH6Ki6fAGdIsus4x9pG9UUCgUpe+90OqjVajKZDMvLy/KYIidMFGFudzd/Syi5jEYjWq2WSCRCqVSSnSVxvqlUipmZGcrlsmzr+/1+Op0OVquVRCLB5uam5Dl0Oh22trYu6Oy83I69hx4uxm6Go7vhkZN6Hn66W6grFR1+4vY0+4Z0wADtdluad+r1euksLsIeq9Uqa2tr2O12brvtNra2tohGozJaJRQK8a1vfQuDwcDMzIwMjbyeN3jfb9jJDatUKtJTbWlpiUqlIr8HgqNYqVTIFWpsat4tCx6bNsGN/iepe4akxYharaZSqZDP5zGZTGi1WjY2Nsjn87jdbgYGBqjVaiwtLUkPMyFZHxsbk6rcfD5/QSOhhyvHnhY9X/ziF/nt3/5tPvaxj8nHvF4v+/fvx2Aw8Lu/+7vXddHjdDolkdnr9WK322WeD3Ql7cL2fmFhAY/Hg9PppNlssrq6KsdKIphOjLc6nY58bdFxMZvNNBoNnn76aZnzolAoWFpaYnZ2lrvvvptGo0Gr1cJsNhOLxRgOfI+V+jtRd/L082U8difgw2g0sr29TbVaRa/XYzAY2NjYIB6PS15OrVbDaDTy1re+lcXFRTY3N2Whtrm5KVu0hw4dYmFhgVwux9DQELlcTpKihZ16s9mU3AjBc0omk4yMjGA2mymXy8RiMQBpFqdQKHreJT28Yghy8uUKZoVCwb+8y8ZiuMHSZp333VtlxF2RP1cqlfj9fkk0FdehcFyHbuJ1tVolnU6jUChot9syxT4cDuNyuQgGg1Kw0Ct4ri9ks1kqlYp0uBexOQaDgXg8jtvtlhs0Ma6vVquMKB9nqXQXZmWEvtZXiGzXcDgc0p+p0+lQKpWkQa3X65XeT41Gg0wmg9FolMIUEeAsjlMsFlEoFDQajZflrvWwO/a06Gm1Whw+fHjXnx05cuQ1y9XfaFitVvr7+yWn5cyZM5KIq9FomJiYkDfwZrNJu90mmUxK3oFwPBbp4zvbmG63m2QySblclh4+Qkkl7McTiYRMO/d4PCwvL7OwsMD4+DgHDhwgHj+POf/H0IjTcWhZXc3i9XqZnZ2lUCgQjUZRKpXE43EpUd+ZMN5oNOROp1QqkUgkZHBoq9WSeUICQqovWrYulwu1Wi07OlarVbowW61WyuUykUjkgvdU7GpMJtOuQa099HA5XCpodCesVisBn53//u8VnN+sY1Vvs8NrDuhycvr7+ymXy1KRKXLvSqUS29vbLCwsUCgU8Pl8uFwuOfro7++XnYBardbjpl2HyGQyhMNhUqkU58+fp1arEYlEqFQqDA8PYzabeeKJJ6SSLxAIUCqVsNsWOexVU4ofJxLdBLoWJV6vV1IYROag0WgklUrRbrex2WycO3cOr9crcxmF8EWo+4RKV/hL9Xx6Xh32tOi5//77+fKXv8w999zzkp99+ctfvupho683bDYbY2NjLC4uyt1gtVqV/jnNZpOFhQWCwSCzs7NsbGxI4rNg7AvTNKfTKduVGo2GXC4nHWC9Xq+MehgeHqavr4+trS05ExZGfyMTN7C5tUWtVsPpdOL3+/F622i143i9XqxWK7FYTM6mb7jhBtmqFwnQYvcQDAYxGo2cO3dOSjNFXpbRaKRYLEql2dzcHMVikXa7jU6nY3BwUJI7z5w5Q61WQ6lUsrGxQblc5u6772ZoaGhX52WxQx8fH+8FMPbwinGpoNFmCxotFX6PWSqmzEY4PK0nldq9O6RUKjGbzXJjMzQ0RLvdxmg0SmsHlUpFKpWiWCxKYqlwctbpdLztbW8jHo8zOzv7+r4RPbxqtFotVldXJadQhCebTCaSySSRSISxsTHuuusuNsM56tWUjAtyOByoVDG+s7EkR1/pdFp6ufl8PukEPj09TaFQIJFI4HA4GB8fJxAIUK1WsVqtcvMoiptqtSq5kTu7jj28Muxp0XPHHXfw67/+69x55528853vxOv1Eo/H+epXv8rKygq/8zu/c0ES+/VWBNntdra3t6nVaoyPj8ssKuiSGUUIncViQa/Xk8lkSKfTtFot2TYPBoM4nU5pdgZdubgIU83lcpLlf8MNN0g1iei+yN1kTsd84S6mDo1xQ/8yzz33LCaTSQaaCifRVColCymhTrHb7XIXIXakGo2G5eVl2ZFKJBIMDAyQz+fRarVUKhXZ/m00GtIJWpA619fXueGGG+jv7yeZTErVllKp5Pz589xwww3s27ePzc1NyuWydJkWvKDJycneSKCHV4WLg0aL5Tp/+s9GSlU1/+NDPvT6C00vX647ZDAYpNlcPp9Ho9GgVqsZHR1lfn6eTqeD1+slEokwMjJCpdIdlU1OTkpOWw/XD7LZrOw4A9JrKRwOS1f6aDRKYPwezpd/kmHDE9SWjkmFnwghFeoukX3Y19cnjV5FIrvIUhRrv9vtJhaL4Xa75borbE4EB9Pv90sX/h5eOfa06BGePaFQiO9+97uX/Dm8ssT1awUiJkL8b2JiomsE2GjQbDYZGBiQhnzpdJq5uTmGh4fZ3t6m1WpJNZcIP7z33nsBmJ6eJp1Os76+LlPUzWazDDL1+/2SY6PRaNhKqMhW76Wj1HBqO0gxs0b9hQu3UCjg8XjkqEyn05HP59nY2GBoaAi/349Op5NeQ4JXpNfrZSo8dFv2SqWSWCyGyWTCbrfT399PIpHAaDQyOTlJX18f29vbpFIpqtUqoVCITCaDxWKhv79fulZXKhWWlpa4+eabcbvdZDIZCoUCnU5HhqGWy2UMBkOv8OnhVUEEjRrNdn7zj5OcXa8CbT7xJ2n+vw97LzBQvVR3CLpj3lqtxsDAABsbG3KzkUqlsNvtkqyv0+kIhUJAd8MwMzNDf38/kUjkdY3G6eG1I5PJYDKZyGaz0pcnk8mg1+tlwdIyzHG+9EN0FGrWKm/FVV5lympFoVBQKBTQaDS4XC65fvb19WGxWHj00UdxOrvqQEGMByRpXq/XS6f+er3OwMCApBz4fD6plFUoFCiVyjfsPbqesadFz9VMWb9W0el0GBgY4Ny5c6yurspQQeHA3N/fj8lkkgRgi8Uii6Ll5WUUCgUzMzPkcjlOnTrFkSNHyGQyrKysUC6XpY+Dy+Xi/PnzMiBUWNoXmx7ytg/QUXZNsFzGDFbFPCu5HE6nk7m5OUKhEK1WC4fDQSAQ4OTJk1SrVRKJBJFIhE6nw4EDBzCZTFLy63K5cLlcsjVrMBg4f/48zWaTarUqc7qazSZqtRqr1Sr9iARhWbR3s9ksdrudkZEROdIql8skEglJZBYhreVyGafTydLSEolEQkYG9NDDK0Wl2ubX/1eCk0vd77RBp+D9P2bb1TH+4u6QcMoVCp1SqUQgEMDr9ZLNZtHpdJTLZUZGRjAYDCwtLcncuLvvvpt8Ps/i4iJzc3M9x+XrDLVaTXJuBKdLq9VKZ/2aZhaF/9+B4oXbZ+FZJgZbzM/PMzY2xszMjFzjLRYLBoNBfqdGR0dJp9OS3pBKpeT67na75eMi5iIWi8n1r1arkcvlJEG+F9Pz6rCnRc/3QwqsVqtlaWmJcDgsK3WdTidb4PF4XMoVxQhJq9VKrx6RwpzNZmm329LNOZ/Py66I2E0aDAbZQRkfHydesJIz/RQouzJzXXuD/s4/MjE6hFbV9eo5efIk2WyWVCqFy+UiFAphMpkYHR2lUqlgNptlMnqpVOL8+fPMzs7KYwh1ilKpxOFwYDKZZMdHBKvOzMyQz+dJpVIMDg5SKpUIhULceOONJBIJDAYDyWQSj8eDxWIhn8/LEV8ikZA264DkRVwcGdDr+PTwSlCutvn4ZxKcXukWPCa9gv/3P3iZHbm0pF10hwSXLJ1Os7i4KDs/Ysctgoa3t7dZXFwkEAjIjQF0M5KE2/jU1NSbwoj1+wk6nU4q+M6fPy8fq9Vq1LT7UfT/a1B01yNN9TiN0P+i038jExMTrKysoNPpqFarL45Xi0X0er30d5qbm5PraaFQwOv1otfrpfpWjMS0Wi1zc3NyXNrX14fBYKBQKNBqtV7XuKc3E16X/tg///M/89u//dt88IMfZHOzy2j/3ve+Rzgcfj0Ov6dotVqyrS1QrVZxOBzUajWy2axcLM1mM4FAAIfDgV6vx2q1cvjwYeIvSEfEjlAoR8bGxmSkhMjfslgs2Gw2sjUPMe3/82LB01rFV///oVG18Hg8UtUlFGJWqxWTyYRCoSAej8uLT61WMzk5iVKppN1uS0dZp9NJNptFq9Wyvb1NKBSSuVparVbuNvr6+lAoFCSTSVKpFGfOnCGRSODxeMjlcuRyOWnYWCgUCAQCWK1WaaooyNtKpRKPx0MgELjgvRSRAT30cKUoVtr82qfjsuAxGxQ88EuXL3h2Qzqd3pU30Wq15EjbarWiUqlwu92SWOp0OhkYGGDfvn29mInrEA6HA4VCgVarxWKx4HK5sNlslFT7yBpfLHiC5g2Gtd9gYKCPYDBIp9NhcXGRtbU1hoaGMBgMFItFGo0GlUpF3g/S6bQUujQaDVZWVuR3bXNzk2q1yuDgIHq9nq2tLblGlkoltra20Ov1BAIBORrr4ZVhT9+1RCLBO9/5Tp566ikGBgbY2tri53/+5xkcHOTzn/88JpOJz3zmM3t5CnsO4atwsWdCo9GQWoLuDwABAABJREFUQZsmkwmLxUIymZQZLUqlkuHhYVZWViShWaSpq9VqAoGAdFeu1+sMDw+TTCY5deoULd0EbctPgKLr32BVbXF0+ATz56p0OhaZ4h4IBDCbzTSbTYxGI0qlEqvVitVqJZlMYjAYWF9fZ3Z2lnPnztFoNOQuV7Tnx8bG8Pv9UnG2uroqORCTk5PU63WOHTsmi5xarcaBAwe6Zl0vFCudTodyuUwmk8Hv9+NyubDb7ZKsLbK6VCrVSxx1RWRAT8nVw5WgUO4WPIsbXWKo1aTkgV/yMjGgfcWvdTl3Z9EJAORmRHR6+vq6N8G5uTmMRuOr+Ct6eCOxk9iu1WoxGAyU1AcJdY6AotsnsCvO4Kg+RFutQmEwSA6OEKXUajU8Hg/mF+JM1Gq1jCQZGRmhVCrJ7n25XEav12M2m9Hr9bLLbzKZZJcfuh53ZrMZhaKb3bXTLqSHK8eeFj0f+tCHSCQSnDlzhomJCWmyBPD2t7+dT37yk3t5+NcFpVJJKp4EGVetVhOJRNBqtdLHAbpJvNVqFY1Gg9lsRq1WS6Mqg8HA9vY2Y2NjNJtNlpaWqFarUi5utVq7vIKxO9ns3C8LHotyHV/zbwiHuovwvn37qNfrOBwOksmk7KZUKhVUKhUul4tKpUK9XqdarTIxMUGr1UKn01EqlWTXKZPJkM/nyefz9PX1YTKZ5N9qNpvRaDR4vV6Wl5clKXtiYoJ2u43JZJKxGDtbsK1WS/KRRkZG0Ol0suMj2rq7QSgbeujhcihW2vzKH8RY3up2Vm1mJb/7S17G+l95wQMv7+4sOrIWiwWLxSJz6W677TZcLlevw3OdQORrZTIZarUaOp1Odu6KxSInVg2ciM4B3bXMoznLmOlxFhe3UKvVknwcDofp7++n1Wrx/PPP4/F4pGmtSqWi1WoxMjKCSqVic3MTl8tFuVwmGAwyODgocxZFES02kWZzNwzXYrGgUqlkhFGPK/bqsKdFz9e//nU+97nPMTMz8xJl1sDAANvb23t5+NcFBoNBdkjsdrtsRabTaaBbnTudTpLJJGNjYzJeQtiRC4+edrstiyfh+yMqeiGN1+v1ZFMRVPoyLYUWU2cJZfh/k6BLAn7rW9/K1tYWDoeDSqVCoVDAaDQyPDwsHY+F4qtYLFIqlWi329jtdkKhEMViUe5ea7UaU1NTNJtNTp06Rb1ex2Kx0Ol0qFQq+HxdZ+f5+XlsNhvVapVCoSDn136//4LEa5VKhdlsplKpcOON3fn39va2HP1dDjuL5R56uBQMOgVDfg3LWw0c1m7BM9L36r87V+LurFKpGBgYkMaeq6urL3i19Aqe6wEiX+ti1Z7wztm/fz+p0jrPbrWpN1WMOdexVb9FJJKULvkTExPU63UKhQL79+9HoVCQSCSkCa3w2hkcHOyOyUolhoaGpOxcbEBFp1DQEcRGUBCZnU6nNDYULs89vHLsadHTbDal78rFyGQyb4qbWTAY5Pz58xQKhQsMyywWC6FQiGg0KlvfoljI5/Ok02lKpRLBYJBCoUC9Xmffvn1AV5pYqVQol8vy/8Wc1+to49P+IyvZSTTp/0Or00D1wjis3W4Ti8VQqVRyrryxsUGn05EJ50JF4HA4GBkZIR6PY7PZZF6YmBN7vV5SqRSpVAqFQkE2m5Ut2mazycrKCoFAgIMHD7K6uopWq5UxG0qlUp5vuVymWCzi9Xrp7++X3SihTriSyIDeaKuHK4FKqeA/vteF2ajkXW+1MOh/beqWK3V37t18rn3s1s1xOByEw2EKhcJLni/G6q1Wix+79wB2e4in58tM2EOsrzuo12uUy2VGR0fp6+ujWCwyNTUlOZc+n49cLicl7Ha7Xa6/TqeTwcFBUqkUiURCUh1EY6DRaEg3+lQqJTuOXq9XOtv3uGKvHnta9Nx88818/vOf57777nvJz7785S9z22237eXhXxe43W7MZrMkaAOSfR+LxbBardjtdmKxGJ1OR6aTi5ZnLBbDZrNRq9VkzINOp5MXTDeJXUer1ZKeHyMjA+jOPEPN1CfDR6vVKtFoVCrDhPxb5LeYzWbZSRJjr0AgIM0FRbidGEc5nU42NzelJbrwlNjpn5PJZJiYmEClUjE+Pk4ymeTEiRNylq1WqzGbzYyMjBAMBqnX65hMJnmx9m4qPbxWCCdcAZVKwS//5NUpki/n36NQKHo3n+sEl+rmJJNJNjc3pcu8UKl21+8OrVZT8mvuvWOMmw/miEYV+HxeybUsFosy+HllZUVu+MxmsxSsrK+vE4/H0Wg0DA0NyfBawdURo9Cd4/16vS4tEoQSzOPx4PF4euG1rxF7WvR88pOf5M477+SOO+7g/vvvR6FQ8LWvfY1PfepTfP3rX+exxx7by8PvOVqtFhsbG0xMTMjWdqvVQqVSEY/HMRgMDA4OYrFYeP755+XIR5DX+vv7yeVyDA4OyuIDkLsRp9OJxnkrqcY4Tv4PalX3Z8K5WKFQEI1GJSfHaDSSyWSArsHh0tKSLGREq1X453i9Xo4dO4bX6yWTyeB2u1lcXJS7ip27H5H1Itq0omXrdrspFouMjIxIkvbhw4ex2WyyiyeKO+HevLNr83I3FRHz0bvAe9gNiUyTT34+xUd+yslQYG88S3bz79FqtTidzt7N5zrAzrT0nVCr1aTTacnb6XQ6NJtNSqUSJzb8VJpG7v+BGmq1SnZnxP+mpqbI5/PEYjFyuRxbW1uEw2EqlYpcfw0GA+Pj43g8HunlZDQa5UgMumN7o9FIX1/frrxF8bxgMEgul2N0dLTnzXMVsKdFz9GjR/n2t7/Nf/yP/5Ff+ZVfodPp8Du/8zscPXqURx555JJhpNcLBGel0+kwMzPD2NgY6XSadDqN2+2WoaD1ev0Cwq4wHRRf6oWFBWZnZ5mamgK63SOPx0NBMce53FsBJdn6v8Cc/xIatRKLxSJJzvl8Xl5IGo1Geu/odDr6+vqkAkyMuFQqFX19fXQ6HRKJBGq1WuYGCUdp6MrrRbEi5Jhra2tyNyKS2vv7+5mYmCAUCjEyMkIul5Mku3q9fgFBebeuzcU3lUqlQiqVYmJiokcG7eGSiKaa/MofxIkkm/zKH8T4/z7sY8C3NzeEi/17erh+sJNXuBPCfkPYaoiE863yQZZz3dFSNrPCXfvi7N+/T66dgBzNW61Wzp07h/UFJ2a/3y877TqdTm5Q+/r6mJubk9QGUTgHg0F5f7gUxOavh6uHPSt66vU6Dz74IIcOHeK73/2urILtdvueyjg/8IEP8Cd/8if88A//MA8++OCeHQeQ3RPo8pdEQKGQayeTSWq1Gn6/nx/4gR9geXlZmhcKHwjBawmHwxgMBiwWS5cHozrIVrNb8ADoNE2azQYetw+bzcbp06dxu93o9XqKxSKTk5My+DAQCEjTtKmpKSmh1Ol09Pf3EwqFOHv2rOQTGQwGnn/+eWk0CN3Cy+FwyLZvKBTCYrHIHBlB3FQoFJL3o1KpMBqNxONxGZgHLz8K2HlT6ZFBe3g5hJNNfuX3Y8TSXQ6EQadEp+kZtfXwUuxco3dCpVKRTCapVCpUq1WSyRQF3Z0s5/bJ51SKCZaXl2g06nKEtdMdXmR0mc1mqbDq6+ujVCpRLBZpNps0m028Xi/BYBCVSiVtSaDbhSoWi5cteoTFSA9XD3tW9Gi1Wn7qp36Kf/7nf2Z0dBSDwSDZ6XuFZ599li9+8YuvW2yB8PEwGo0kEglCoRCNRoN2u02tViOdTssWuMFgwOfzEY1GcblcWCwW1Go1zWaTyclJvF6vVHy1Lbezlb8VIZF0KE5yOHiGjGlEpvUKlZjFYiEYDOLz+Th+/LjMZhGvF4vF0Gq16HQ6isUiCoWCZrPJ9PQ0xWKRwcFBGTUhYiUA6RmhUqmkqktkYwEyfsJutzM/P8/MzAzZbJZbbrmFSqVCq9XC5XKhVqt7o4Aerhq24w1+5ffjJLLdgmfAp+Z3f9mLx94zauvhpbiU15JwuzeZTKytrZNR38l25sWCx6f4Lo72M7TbbgqFAtls9iXu8LsVVEpltxMvLD5KpRJra2s0m01sNpsc90OPM/ZGYU9Xiunp6QsIvnuJTqfDL/3SL/He976XRx555HU5pk6nw2AwcO7cOUliE6TKSCQi5YmLi4tEo1HGxsa46aabyOVyhEIhgsEgarVaOhYPDw/z/JaLxfwN8hj68qPYVN/izJkyN910E263m5WVFQ4fPiwLi0gkwunTp+nr6yMcDpNIJDhw4AALCwuYzWba7TbValVa57tcLumKLIqZH/qhH6JcLhOJRABYWlrC5XKxtrZGNptlYGCATCYjfX/UarVUKAjFl9/vl6nSFouF6enp1+Vz6OH7A5vRBr/yB3FSuW7BMxTQ8D9+yYvT1rsp9LA7dvNaEnyerjdZmXDzNlKNF9dcn+JbuJXP0ekghSLZbBalUknuhUxDuHRBVa/XiUajMhVdo9GQSqWksGVnnuCVcMauxNajhyvHnhY9n/rUp/jlX/5lZmdnufHGG/fyUPz5n/85Z86c4e/+7u9et6LH4XAwPz/P1tYWGo1GSs9NJhNOp5NQKITb7ZZS9Uwmg0Kh4Ny5czJTZXFxEZ/PR6fTYSE2QEI5KF8/oH+eUdciLtd+stks4XCY1dVVdDodFotFhpqKzs/o6CjQjbOoVCoy+FSv10tFmU6no9PpSCnkysoKq6ur0lRLdHIikQh+v196+CSTSRQKBel0GoPBIFUE0WhUdvDEBapUKt8UdgQ9XDtYC9f56B/GyeS7I9PRPg0P/LIXh6VX8PRwaexmiyFEI61WmzOJ/aQ6L2ZE+hXfxKU8gdFoRKfTYbPZ5PPF+ieKnt0Kqna7TTQalZ14AI1GIwUgu+UJ9jhjry/2tOj5tV/7NVKpFDfffDMulwufz3eBvFShUHDq1KnXfJxCocDHPvYx/tN/+k/SXO/lUKvVLqjUBdmt0WhccWVdr9dJJpNkMhlSqZTksIh5rsFgoNVqYbPZKBaLmEwmYrEYMzMzcjcgjAm3y/uoWu+Vr21rPoaz8RTFogq1WkUul5NZZXNzczz55JOMjY1x5MgRkskkoVAIs9mM3+9Hr9ezubnJ6OgoLpeLZrPJ+vq6LE7y+TyDg4M4nU4WFxdxu900Gg1mZmZYWloCumGxa2truFwubrrpJlqtlvTpcTqdkj9UrVZlFlG73UatVtNqtbBara9qhyJ+543c3VyNc+ipLK4eVra7BU+u2L2+xvs1PPBLXmzmXsHTw+Wxmy1G1zVfwxMroyzGg/LxQe23mPBEsFonqVQqcpNot9sln3En/0bkE7bbbUkLEPESAkqlErvdfoE5r8gT7BU5bwz2tOg5cuTInnd4AP7rf/2vGAwGPvzhD1/x73zqU5/iE5/4xEsef+ihh14R0drpdHL06NErfv5uaLXhb5+ZIJLt/vstoxFuGTehUNx9yd85ePDgBecwOTl5wc+DweAF/x4ZGdn1dXYS6wBpijU6Oio7R7tBBJNejHq9TiwWkw7QrxYPP/zwa/r9q4HXcg7veMc7ruKZfH/j5PmqLHimBrX8v//Bg9XUK3h6eHnsxptpNptoDXZCWfsLz+pwOHCSMXeFXE7FysqKLFIsFguZTIaDBw9iNpulOiubzZJMJslms5KvI5SwO7tKu3nw9PIE31jsadHzxS9+cS9fHoDz58/zB3/wB/zVX/3Vy2bl7MTHP/5xPvKRj8h/5/N5BgYGuPfee6+YLf/kk0/yzW9+U37RRWdA8F4MBgMmk4mhoSFMpv8/e+cdJ1V1/v/P9N53tle2gEtHBEURBQVFDTY0GiOWqNixf9XYFZMfUTGaxBhBbFEjEY0NowYVFaQjsGzvs7M7u7PTezm/P8Z73NmdLcBsP+/Xa18wd+7ce+7Mc+59zlMVsFqtaGpqgkwmQ3t7O5RKJeRyOUwmEyJREZQpN2FKfgQK31f43//aaKaXxWKBz+fDhAkT4HA4qGVFLpcjEonA6XSipaUFJSUlCIVCKCkpQVlZGQKBAKRSKYxGI7xeL1SqWDNSj8cDPp9PA47tdju0Wi10Oh2cTifOOOMMfPfddygvL4der0d+fj7y8vJQUVFBV0AGgwGhUIg22ePq9kyaNAklJSVHnaEXCoXwxRdf4Mwzzxw2a8lIGAPjFy5aqIbXT/DjIR/+cEsqlDL+cA+JMYpIFDeTLpXi5l914h+fizE734R8nR/19U6YTCb6OZFIBLFYDIVCQbug5+bmory8nCpQQqEQHR0d1GrPxerw+XwYDIZea/CwfoLDx6hJeQgGgzS7icNoNOL222/HvHnzcNFFFx3R8SQSSUIlSSQSDfhB5/F4IBAIaB0cPp8PgUAAj8dDG8ZxMS8ikQiRSAQ8Hg+EEEgkEvD5fPD5fAQCARQUZEKr24LJhROxfv0OWvlYIpHQSpzV1dXQ6/VISUmBWCwGn8/Hzp07IZfLodfrIRDECmm1tLTA7XZTxYrrjaXRaGC1WhEIBBCNRmE2myEQCJCSkgKPxwO5XE590Xa7HRqNhrbA4FLbgVjmltPphFwupwodAJSWloIQQhunHksW3ZH8DoPFSBgDI8Zvl2pw6ZlqiFlqOuMoSBQ3k5mZiVRDDSIhOWw2A3766Sf6nkgkoi0lui7wWlpa4txXXNPZrmnq3L1PIBD0qtywmMfhY9QsmX744QdkZGTE/b322mvYvHkzbr/9dtTX19O/cDgMn8+H+vr6hIWpkoVcLodIJIJUKqWTgqu4zLl5IpEIsrKyIJVKodVq4XA44HS50BGZiUBYjHA4jMzMTPj9fvi8sSrI3R+0FosFAoGAZnvNnDkTLS0tqKysRCQSgc1mQ1ZWFnJycjBt2jRqeQoEAtBoNJgxYwakUik6OjoAxHp7RaNRqNVqEEKg1+upUsT5vjs7O2EwGKDT6SASiVBfX4/i4mKkpaVhypQpKC0txfTp06HRaKDRaFBSUoJAIIBgMEiD9bo3mWUwBsKBaj92HPL12M4UHsbREokQvP1fJwLBX9xMUqkUUydPwoQJE6BQKDBlyhQUFRUhNzcXBQUFyM/Ph16vpz0kZTIZ7W3YFS5NPSMjg1rvo9ForzGBrJ/g8DJqLD3Tp0/vEWNRXV0NALjwwgt77M9VCH7uueewatWqQRmTTCaDTqeDy+WiXdOdTicNcBOLxZg5cya1fsQyu5Sw4HR08ufAHW3DCYr/QSJxoaamhgZ5c5OFx+PB7XZDJpPB5XKhqKgIbW1tMJlMmD17Nmw2G5qbm6HT6ZCTk0O7tvP5fHg8HixevBgejweHDx9GJBJBU1MTxGJxXHd1iUQCp9OJ9PR0uFwupKSkAIj5orlWF9XV1XA6nZBKpbBarTjhhBOQmZmJzs5OmM1mGsxcUFBAx86C9RhHw75KPx74WzsiEYLVN6Xi+ElDU3OLMXYJRwieXN+Bb/f6sK/SjyduMFIFumt15by8POTk5NAmyaFQiPYP5JJQOAt7bws6uVwOn88HqVTa6z6sn+DwMmqUHp1OhzPOOCNuW0lJCTZt2tRj3+uvvx55eXl48MEHMXXq1EEbk9FohFwuh0wmg9vtjis4qFQqMXv2bPD5fDQ2NqKurg4EgCzvd+gksfYbQV4aWhxaFBojtGUDEHO9cZYjgUAAHo8Hi8VCs7FsNhscDgc0Gg3OOuss+Hw+7N27Fz/99BO8Xi8WLFiAQCCAiooKBAIB6oYSCoVobW2lrq+0tDSo1WoYjUb4/X6Ul5fT7Dev10stQ1xdHqfTSbcLBAIQQmj9H7fbHTfJWbAe40jZXe7H7//WjkAoFgj6n29dTOlhHBPBEMET6zrw/U8xy+G+Sj+qmoKYPCE+tIELdeCq6nMVlrsSCoWgUCjigpK7w1l9uDYUrODgyGPUKD2JyM3NRW5ubo/tq1atQlpaGs4///xBPb9araa9pUpKSuD1emkkP1cZua6uDmKxGEqVGg7pr6jCAxBMT90DHb8NOp0RxcXF8PliE1MsFiM9PR3BYJCmgkulUgQCATQ3N0Oj0aCjowNOpxOHDx9GZmYmFAoFJk2ahLq6Ong8HmRlZeGHH36A1+vFzJkzYbFYEAgEUFJSgmAwiObmZkgkEkyZMgVmsxlVVVXQ6XTU2sTn82nhxK7btFotjQ3SaDSQSCTQ6XQghMBut0On01HlhwXrDS9fffUV3nrrLXz33Xdobm5Geno6Fi5ciCeeeAIZGRnDPbw4dhzy4aG/tyMUy/zFiVOkePDqlOEdFGNUEwwRPPJyO3485AcQc48+cUNKD4UHSFzPpztisbhH+nkiFAoF7UPImtSOPEa10jPctLa20macbW1t4PF4SE1NRTAYxKFDh6jC0mmzoV1wDohsXuyDJApRx2vIyJchPT2fWlLy8/MBxNxmHo8Her0enZ2dEIlEcLvdcLlctBUE1yzUZDJBIpHQRp8qlYqOLTs7mwYtu1wuNDY2or6+HqWlpZBIJPD7/airq6NuLq7gIRALVtZqtfD5fDTorrCwEG1tbRAKhbRpamZmZlxdm66mXxasN7zcd9996OzsxPLly1FcXIza2lq8+OKL+Pjjj7Fv374B17QabLYf9OPJV21U4TllugwPXZsCkZDF8DCOjkCQ4PH17dh1OKbwSEQ8PHWjEbN6sRwmqufTHa5/Vn8NQrmkElZwcGQyJpWe+vr6ITlPR0cH3G43jX/x+/20knFGRgZsNhtC4Qhs0otAJD/3dSFRqNxvgxfai46OEpSXl2P27NnweDzUpBoIBKibTCQS0XR4tVod12Gd697OuZy0Wi0MBgM0Gg1UKhVMJhMCgQC8Xi+ys7PhdDrR2NiIjo4ORCIRmM1myGQyGqhnt9vpg5BzeQEx029OTg6sViuEQiE8Hg9VcLqWSeeUPIAF640Enn32WZxyyilUkQWAs846CwsWLMCLL76IJ598chhHF6O6TYPPv7Qh/PPiecEsOR682gChgCk8jKMjFObj4Zc7sa8qppxIJTw8faMR00t6d5UOpA9Wfn4+6uvr+20QyuJ1RjZjUukZKrig4OrqajgcDkyZMgVCoRBtbW2wWCxos3TAKr4QIRmn8ESQEtwIYeQAdFlZMJlMyMnJgVqtRmpqKqxWKwDQujputxtWqxUCgYC2ifD7/ejs7ERqaioaGxupcsQpIwUFBSCEYM+ePTCZTBCJRNQilJGRAZ1Oh/r6emg0Ghr0XFdXh6ysLBQWFtKUdYlEQq1X2dnZ1MWlUqlodpxQKKRKTvfKo2zyDz+nnnpqwm16vR6HDx8ehhHF8+1eHz7bX4Doz8+XRSfI8X9XGiBgCg/jKPH6o/hwzwSYbDHFRC7l4Q83p2JKYf813AbSB4s1CB39MKXnGJDJZKirq0MgEEBKSgpKSkrgdDrR1NQUq28jPQmtjuNjO5MIxB2vQKkyo2jKFIjFYrhcLkQiERw8eBAGg4FOIp/Ph/T0dAQCAYhEIuTl5UGn06G6upoGEet0OkyYMAEWiwVyuRwOhwNarRbRaJQ2eZVKpeDxeBCJRODz+fD7/UhLS4PH40FLSwumTZuGGTNmoL6+Hna7HVOnTqUTNjc3FxkZGVCpVDQV3Wazwe12Qy6XU6uT1+ulplwuuJlN/pGL2+2G2+2mWXq9kYw2LX3R6YzgT2/ZESUxBeeME2S483I1otEw+ogTHdGMhBYqySaZ19RVpkQiUdJlCgDe+NQJky3m4lfIeHhqpR4Tc/lHdHyVSkXDBDi43oWc4uN0OmGz2ahixGWADUaD0LEmV4N1PQOtqcaUnmOAq068fPlyhEIh1NTUoL29HVqtFkuWLIFAIMLLH7Wg0ZaGeQV7Mfm0aSBkKu3ZJZVKEQwG6SqC61aelZWFlpYWTJ06Ffn5+WhoaMDWrVthMBgwZcoUOBwOuFwuWptHq9WiubkZeXl5sFqtNDaHU1iys7PhcDjA4/EQjUbxq1/9Cl6vF+3t7bBYLDAajSgtLYVQKMQXX3yBE088EXK5HBaLBVarlbrXZDIZda9xShkQCwIsLCyETCajgc5M4RmZrF27FsFgEJdeemmf+yWrTUtfnDFZg0/3F6A004rjdE34fHNSDjvsjIQWKskmGdf09ttv49133+2xPZkylS7iIVtXiHaXDOdNr0ZdmQ91ZUk59LAz1uQq2dcz0NY/PNJXuPo4wul00uJ8A21D8eWXXyI1NRVff/01/ve//yEcDtMWEUKhEPPmzcOkSaV49e2vYFC4oFarYTAYaNfz6upqSCQSWtWzubkZJ598MjZv3kxjdIqLi1FfXw+j0UirLQcCAQgEAmg0GiiVSpo6L5fLUVNTA0IICCFITU1Fe3s7WltbIRQK4ff7MWVKzNXGuc3q6uoglUqh0+lQWlpKg6mtVitCoRDdj1PK1Go1hEIhZDIZotEo8vLyaFVqzsJzLJWYQ6EQPv30UyxdunRY21AM9xgGg2+//RaLFi3ChRdemPDh05VElp6cnBx0dHQMeH70RygUwpsbv8PlF54MiWT0B72PxfYlybymRJaewZCpTz77ClNnLkBhjiwpxxxuxppcDdb1MEvPEJCTk4PPP/8cmzZtitV3UOkRFSoR9JvhcrnwySefgBCCi8+djc8++wwmkwmpqamYNWsWbVzX2tpKLSlcOwelUgmLxQK73Q6hUIiJEyfSOCEu5obbj8fjYc+ePTjhhBNox/b6+nqUlJTAarXCarXCYDAgEAggNzcXPp8PLS0t8Hg8tLeX3++H3+/HV199hQULFqCoqAhNTU1IT09Hbm4udcXJZDJabZRzlXFmXwC0EvOkSZOYpWcI6a1FS9ffoLy8HBdccAGmTJmCV155pd9jJqNNS3dqTUFMyIpXbtI0Pkgk4jFxM+cYi+1LknFNIpEoYf2bYzm2wx1BKEyQov3lUSYWRlGYI2O/wQhnuK5n1LShGInYbDZ8/vnnAADCE8NnuB7+tLsQIL9kLW3ZsgUGgwEtLS2IRCKwWq2w2WzUvcQFIHetyCyXyyGRSBCJRNDY2EiVk5ycHOTm5iInJweZmZng8/mwWq1ISUlBJBKBSqUCIQRSqRRSqZRWXuYsRCkpKaiqqgIQ81F7vV6kp6cjFAqhvb0dcrkc27dvBxB7aNbV1WHXrl20PoVSqURVVRVsNhv4fH7ChyJXiZkxdCRq0dLU1ETfb2pqwuLFi6HRaPDpp5/2iFcYCt7f4sLvnmrF+1tcQ35uxtjE5orgzrUW3PW8BZ0O1vKGMTCY0nMMVFZWxgoK8iRA9iqEJRMBgRrIXgXuq+V6gM2cOZNmWtntdlr/hktL9/l8tDih3++n3dClUinq6+tx4MABhEIh6PV6KJVK2t28sLAQmZmZMJlMNNtKoVDA6XTSQMFIJAKtVguLxQKn00nHEQgEqIWAy7oKh2PFUrj6Q9FoFHa7HTweD1arFXw+HwqFAunp6XGp0BxcJWbG0MG1aOn6x5UesFqtWLx4MQKBAD7//PNhKUr43ldOvPieDQDw4ns2lNUF+vkEg9E3VkcEdz7XhrqWEJrawnj6NetwD4kxSmDurWPA6XSCJ5QDmasAeUlsY9QHmF8G8Esqt9PphNFoxKFDh8Dn8+FwOJCamkqtMRxc/QeuMKHH44FaraYWIafTidbWVmomNpvNcDgcCIfDEAgEsNlsSEtLg9PppMfisglkMhn8fj/UajXtEhyJRGgMUiAQACGEutgCgQDNYlCr1dDpdAiHw9Dr9TAYDAkVnu7XwRgaErVoAWJytHTpUphMJmzZsgXFxcVDPra3/+vEPz6w09e/PVuN4/JHf/wOY/hot4dx11oLmi2xBVqqToBVv9YN86gYowWm9BwDUrkOJOtOQFYU2xD1Qtr+IkKhBvxcXJamcNfU1FCXVTQahc/nQ1paGurq6mjqHhcALJfLodVqUVhYSAOEOzo6aHVlTiGqr6+HWq2mygzXAiMjIwMulwt8Pp+mrBNCYDQaYTKZ4Ha7AYB2iPd6vRCLxbRbPBB7YEYiEVpvh0tJ5/P5fSo8AKvEPFL4zW9+gx07duCaa67B4cOH42rzKJXKQW/T8sanDrz68S+uzqvP1eC3S1ntJsbR09YZxl3PW9DSHrvDpukFeHZVGjJS2KOMMTCYpBwlLm8U39afCMh+DsSKuCHreBH8YBNC+KU6sVwux4QJE/D555+Dx+MhEAhAJpNRV1ZhYSHKy8sRDAZpjEwwGIRMFss8kEqlEIvFyMrKQiQSgcvlglwuR1NTE62IHA6HqXLlcDjg8XhQWlpK6wWJxWK43W4YjUa43W4IhUJaA4hzrSmVSkSjUarQmEwm2oxUoVBAKBSipKQk1ji1j4Q/Vol55LBv3z4AwPr167F+/fq49/Ly8gZN6SGEYMPHDrzxmZNu+90yDS5fwhQextHTag3jzrVtaLXGXPEZKUI8uyoVaXr2GGMMHCYtR4HDHcE9f7aguSOm8JCwE2j8fwiTNkgkEpoeDgCnnXYazXzq7OxEVlYWZDIZVU4yMjIwc+ZMqFQqaoExGo1oa2sDIQQ+nw8FBQUoKChAfX09Ghsb4fV6qeUlGAxCKpUiIyMDoVAIAoEAHo8HNpsNarUaNpsN4XAYLpcLtbW1mDVrFvbu3QsA0Ov1cDgcEIlEkMvliEQiOPnkkwEAxcXF4PP5SElJQXFxMbRaLYBYjEhfgcqsEvPIYajasXSFEIJXPnTg7f/+ovCsvFCLS85ITkoyY3xiag/hrrUWWGwxhSc7VYhnbk+FUcceYYwjg0nMERIMEdz1vAW1ppgbSC0nmJO+G9tb7XC5ghAIBJBIJFAoFJg3bx6mT5+OF198kWZcGQwGeDwedHR0QCKRoKmpCXPmzEFRURFqamoAABUVFdBqtUhLS0M4HEZOTg7kcjmCwSCcTidMJhMmTJhAg5NTU1NhNBrh8/nA4/EwZ84ciEQiOBwOKBQKuFwuet5p06ZBKBSiqakJkUgEgUAARqMRUqkUM2bMwMknn4y6ujpkZ2dTF1vXujusDDujL177JF7huWW5DheePvTZYoyxg9URwapnLbD+nKGVmybEM6vSYNCw+wzjyGFKzxEiFvFwxgkKvGyyw6AR4JnbU6EQnYszF5Ti8OHDcLvd0Gg0KCkpgVKpRFlZGS666CLIZDKa8WSxWDBp0iTweDxkZWVBJBLB7/fjhBNOgNVqxbnnngtCCNLT01FUVIRoNAqTyYSUlBRMmTIFXq8XdrsdCoUCRqMR4XAYTqcTkUgEKSkpSE1NBSEEdrsdTqcToVAI0WgUQqEQkUgEU6dORTgcRmNjI0KhEJRKJSZMmAC9Xg+XK5ZSXFxcDIPB0EOBGUh/Gsb45ZTpcmz62g2XN4rbf63DslOZwsM4NnQqPk6aKsPH37mRnyHCn25PhV7N7jOMo4MpPUfBrxerIRICc6fIkJ0qAmCAwWDACSec0GPf4447bsDH5SoBX3DBBT2KNuXk5BzrsAc8htraWuh0ul4VGK7XFovdYXSnKEeMNbelosYUxNkn9SxEx2AcKXw+D6t+rYNRK8B585XQqpjCwzh6mNIzACIR0qPz80ULWYwCgxH9uUU6n//L/CjJFaMkl2XwMY6e7vdcPp/HMv8YSYEVJ+yHVmsY1z5pxvaDvuEeCoMxoohECf7fG5149u1OqvwwGMdKZWMQKx43o6qJ1ftiJB+m9PRBS0cYq55rQ2NbGI+83I69Ff7hHhKDMSKIRAie3mDFf3/04NPvPfjLRttwD4kxBjhcF8Bdz7ehpT2Me/5sQYM5NNxDYowxmHurF5otsRTJdnssYyDdIEROGvu6GIxwhOCpV634Zk+ssrdQAMwokfbzKQajbw7WBPB/f7HA649ZDfMyRDDqWPwOI7mwp3gCGltDuOv5X1Ik8zJEeIZlDDAYCIUJHn+lA9/tj7l7RULgkd+lYN40+TCPjDGa2V/lx/1/bYc/EFN4ZpRI8NSNRsgkzBnBSC5M6elGvTmIx151wuaM9c6akBlLkWQZAwwG8PQGK/ZUx24bIiHw+A1GzJ0sG+ZRMUYz+6r8+MMbDviDMYXn+ElSPLEyBVIxU3gYyYdJVTce+Gs7VXiKckR4ZhVTeBgMjh1lMQuPWMTDUzcyhYdx7Dz+jw6q8MyZLMVTNxqZwsMYNJhkdcPpiSk8E3PFeOb2NGiUTOFhMLoiFfPw9E1GzD6OKTyMYycYjik8J02V4fHrjRCLeP18gsE4eph762e4lgrhoBsTc8V46Co1SNgNp7OfDyaRUCgEr9cLp9PZozjheBnDcJ8/mWNQqVTg8cbGDZybH0J48PsVRhRmBOF0HltK8Uj4rZPJWLseYHCvKRqNLTDDQTfmTZXhzkvF8Ptc8B9DdRD2G4x8BvN6BnLP5ZG+WmaPI5qbm4es6jFjfOBwOKBWj40ilmx+MJJNWVkZSktLh3sYjDHEQO65TOn5mWg0ipaWlmFdnTudTuTk5KCpqWnYHpbDPYbhPn8yxzCWLD2DMT9Gwm+dTMba9QCDe00KhQJms5nJVD+MtWsazOsZiCwx99bP8Pl8ZGdnD/cwAABqtXrYhXu4xzDc5x8pYxgpDOb8GGvf81i7HmDwronJ1MAZa9c0XNfDApkZDAaDwWCMC5jSw2AwGAwGY1zAlJ4RhEQiwSOPPAKJRDJuxzDc5x8pYxgPjLXveaxdDzD6rmm0jXcgjLVrGu7rYYHMDAaDwWAwxgXM0sNgMBgMBmNcwJQeBoPBYDAY4wKm9DAYDAaDwRgXMKWHwWAwGAzGuIApPSOY6667DjweD+eee+6QnO+rr77CNddcg5KSEsjlckyYMAG/+93vYDabB/3cgUAA9913HzIzMyGTyTB37lx88cUXg35ejp07d+KWW27B5MmToVAokJubi0suuQSVlZVDNobxxHDKWrIZbtlNNqN5LjC5GpmMJJli2VsjlF27duGkk06CUCjEokWL8PHHHw/6OWfPno3Ozk4sX74cxcXFqK2txYsvvgi5XI59+/YhPT190M592WWXYePGjVi1ahWKi4uxYcMG7Ny5E1u2bMEpp5wyaOfluPjii/H9999j+fLlmDZtGlpbW/Hiiy/C7XZj+/btmDJlyqCPYTwxnLKWbIZbdpPNaJ4LTK5GJiNKpghjxBGNRslJJ51ErrnmGpKXl0fOOeecITnvN998QyKRSI9tAMiDDz44aOf98ccfCQCyZs0aus3n85HCwkJy0kknDdp5u/L999+TQCAQt62yspJIJBLym9/8ZkjGMJ4YLllLNiNBdpPNaJ4LTK5GJiNJppjSMwJ57bXXiEqlImazeUiVnt7Q6/XkwgsvHLTj33PPPUQgEBCHwxG3ffXq1QQAaWxsHLRz98esWbPIrFmzhu38443BlrVkM5JlN9mM5rnA5GpkMhwyxWJ6Rhgulwv33XcfHnjggRFhinW73XC73UhJSRm0c+zduxclJSU9ms/NmTMHALBv375BO3dfEELQ1tY2qNfO+IWhkLVkM1JlN9mM5rnA5GpkMlwyxZSeEcbjjz8OmUyGO+64Y7iHAgBYu3YtgsEgLr300kE7h9lsRkZGRo/t3LaWlpZBO3dfvPXWWzCZTIN67YxfGApZSzYjVXaTzWieC0yuRibDJVPCIT0bo08qKyvx/PPP4+233x4RfVa+/fZbPPbYY7jkkkuwcOHCQTuPz+dLeL1SqZS+P9SUl5fj5ptvxkknnYQVK1YM+fnHG0Mla8lmJMpushnNc4HJ1chkOGWKKT3DQDAYRGdnZ9w2o9GI22+/HfPmzcNFF100LOcXCAT0dXl5OS644AJMmTIFr7zyyqCORyaTIRAI9Nju9/vp+0NJa2srzjnnHGg0GmzcuDHue2EcGSNN1pLNSJPdZDNS5wKTq9ErV8MtU0zpGQZ++OEHnH766XHb1q1bh82bN+P9999HfX093R4Oh+Hz+VBfXw+9Xt/Dx5us89fV1SE/Px8A0NTUhMWLF0Oj0eDTTz+FSqU65nP2RUZGBkwmU4/tXG2NzMzMQT1/VxwOB84++2zY7XZs3bp1SM89FhlpspZsRpLsJpuRPBeYXI2c3+JIGAkyxZSeYWD69Ok9ikxVV1cDAC688MIe+5tMJhQUFOC5557DqlWrBuX8XNC01WrF4sWLEQgE8NVXXyX0KyebGTNmYMuWLXA6nXFK3Y8//kjfHwr8fj/OO+88VFZW4ssvv0RpaemQnHcsM9JkLdmMFNlNNiN9LjC5mjFMIzt6RoxMDWmuGKNXGhoayKZNm3r8GY1GMnv2bLJp0yZSXV09qGNwu91kzpw5RKVSkV27dg3qubqyffv2HjUp/H4/KSoqInPnzh2SMYTDYfKrX/2KCIVC8sknnwzJOcczwyVryWYkyG6yGc1zgcnVyGQkyRSz9IwQcnNzkZub22P7qlWrkJaWhvPPP3/Qx/Cb3/wGO3bswDXXXIPDhw/j8OHD9D2lUjloY5g7dy6WL1+O+++/HxaLBUVFRXjttddQX1+PdevWDco5u3PXXXfhP//5D8477zx0dnbizTffjHv/iiuuGJJxjBeGS9aSzUiQ3WQzmucCk6uRyYiSqWFVuRj9MpTFCfPy8giAhH95eXmDem6fz0fuvvtukp6eTiQSCTnhhBPI5s2bB/WcXVmwYEGv186mSfIZTllLNsMtu8lmNM8FJlcjk5EkU6z3FoPBYDAYjHEBK07IYDAYDAZjXMCUHgaDwWAwGOMCpvQwGAwGg8EYFzClh8FgMBgMxriAKT0MBoPBYDDGBUzpYTAYDAaDMS5gSg+DwWAwGIxxAVN6GAwGg8FgjAuY0sNgMBgMBmNcwJSeccqGDRvA4/HQ0dEBAKivrwePx8PGjRuTfq5HH30UP/zwQ9KOV11djZUrV2LGjBkQCoWYMmVK0o7NYLC5wRgMmFyNDFjDUQYAICMjA9u2bUNJSUnSj/3YY49BqVRi3rx5STneoUOH8Mknn2Du3LmIRqOIRqNJOS6DkQg2NxiDAZOr4YFZekYBhBAEAoFBPYdEIsGJJ54IvV4/qOdJBueddx6ampqwceNGzJo1a7iHwxhG2NyIh82N5MDkKp6xJFdM6RmBXHXVVZgyZQo+/fRTTJ8+HRKJBB999BEAYNu2bVi4cCEUCgU0Gg0uv/xyWCwW+lnOZPraa6/h2muvhUajgV6vx5133olwONzrOXsztb7++uuYOXMmpFIpUlJSsHTpUjQ0NAAAzGYzrrnmGkyYMAEymQzFxcV44IEH4m4WPB4PAHDPPfeAx+OBx+Ph66+/BhC7sfzpT39CSUkJJBIJJkyYgOeee67f74fPZ2I7XmFzo2/Y3Dg6mFz1zViSq7FzJWOMlpYW3HbbbbjjjjuwefNmzJgxA9u2bcNpp50GjUaDd999Fy+//DJ27tyJZcuW9fj8Aw88gGg0in/961+455578MILL+D3v//9EY1hzZo1WLFiBY4//ni8//77WLduHYqLi9He3g4A6OjogF6vx7PPPovNmzfj3nvvxWuvvYaVK1fSY2zbtg0AcOutt2Lbtm3Ytm0bXSncfvvtePjhh7FixQp88sknuOqqq3DffffhpZdeOtqvjTEOYHODMRgwuRonEMaIY8WKFQQA2b59e9z2U089lcybN49Eo1G67dChQ4TH45FPPvmEEEJIXV0dAUDmz58f99mHHnqIyOVy0tnZSQgh5NVXXyUASHt7e9zn3nvvPUIIIXa7ncjlcnL99dcPeNyhUIi89dZbRCgUEo/HQ7cDIGvWrInbt7q6mvB4PPL3v/89bvt9991H0tPTSSQSGdA5V6xYQSZPnjzgMTJGN2xusLkxGDC5Gj9yxSw9IxSDwYC5c+fS116vF99//z2WL1+OSCSCcDiMcDiMkpIS5OTkYOfOnXGfv+CCC+JeX3zxxfB6vThw4MCAzr9t2zZ4vV5ce+21ve5DCMHatWtRWloKmUwGkUiE3/zmNwiHw6itre3z+F9++SUA4KKLLqLXEg6HccYZZ6C1tRVNTU0DGidj/MHmBpsbgwGTq/EhV0zpGaGkpaXFvbbZbIhEIrjjjjsgEoni/hobG3sIbGpqasLjmc3mAZ3farUCADIzM3vdZ+3atbjrrruwbNkyfPjhh9ixYwf+8pe/AAD8fn+fx+/o6AAhBCkpKXHXcuaZZwLAuJmAjCOHzQ02NwYDJlfjQ65YyvoIhQtG49BqteDxeHjggQdw/vnn99g/JSUl7nXXQDsAaGtrAxBLkxwIBoMBQMzPnZ2dnXCf9957D7/61a/w9NNP021lZWUDOr5erwePx8N3330HsVjc4/2JEycO6DiM8QebG2xuDAZMrsaHXDGlZ5SgUChw0kkn4fDhw3jyySf73X/Tpk2444476OuNGzdCLpdj6tSpAzrfSSedBLlcjldffRVz5sxJuI/P5+sxed56660e+4lEoh6rkEWLFgGIrW7OO++8AY2JwUgEmxuMwYDJ1diEKT2jiDVr1mDhwoW49NJL8etf/xo6nQ7Nzc344osvcPXVV+O0006j+9bU1ODqq6/Gr3/9a+zZswdPP/007rjjDuh0ugGdS6PR4JFHHsF9992HaDSKZcuWIRqNYsuWLbjsssswe/ZsnHnmmXj++efx4osvoqSkBG+++Saqq6t7HOu4447Dhx9+iPnz50OhUGDixIkoKSnBzTffjN/+9re45557MHfuXIRCIVRWVmLLli344IMPeh2b1+vFp59+CgBoaGiA0+mkaZ8LFiyA0Wgc+JfKGBOwuRGDzY3kwuQqxpiSq+GMomYkpq/o+J07d5KlS5cSjUZDZDIZKS4uJitXriRNTU2EkF8yAl599VWyYsUKolKpiFarJbfffjsJBoP0OP1lEnCsX7+eTJ06lYjFYmIwGMi5555LGhoaCCGEuFwuctVVVxGdTkd0Oh257rrryEcffUQAkJ07d9JjbN26lcyaNYvIZDICgGzZsoUQQkg0GiUvvPACmTJlChGLxUSv15OTTjqJPPvss31+P9xYE/1xx2aMTdjcYHNjMGByNX7kikcIIYOuWTGGjPr6ehQUFOC9997DxRdfPNzDYTBGDGxuMAYDJlejC5a9xWAwGAwGY1zAlB4Gg8FgMBjjAubeYjAYDAaDMS5glh4Gg8FgMBjjAqb0MBgMBoPBGBcwpYfBYDAYDMa4gCk9DAaDwWAwxgVM6WEwGAwGgzEuYEoPg8FgMBiMcQFTehgMBoPBYIwLmNLDYDAYDAZjXMCUHgaDwWAwGOMCpvQwGAwGg8EYFzClh8FgMBgMxriAKT0MBoPBYDDGBUzpYTAYDAaDMS5gSg+DwWAwGIxxAVN6GAwGg8FgjAuY0sNgMBgMBmNcwJQeBoPBYDAY4wKm9DAYDAaDwRgXMKWHwWAwGAzGuIApPQwGg8FgMMYFTOlhMBgMBoMxLmBKD4PBYDAYjHEBU3oYDAaDwWCMC5jSw2AwGAwGY1zAlB4Gg8FgMBjjAqb0MBgMBoPBGBcwpYfBYDAYDMa4gCk9DAaDwWAwxgVM6WEwGAwGgzEuYEoPg8FgMBiMcQFTehgMBoPBYIwLmNLDYDAYDAZjXMCUHgaDwWAwGOMCpvQwGAwGg8EYFzClh8FgMBgMxriAKT0MBoPBYDDGBUzpYTAYDAaDMS5gSg+DwWAwGIxxAVN6GAzGkHHVVVfh/PPP73Of/Px8rF27lr5ubW3FmWeeCYVCAa1WO+Bzbdiw4Yj2H0t88MEHKCoqgkAgwKpVq3rdNlZgcjU0jAm5IgwGgzFErFixgixbtqzPfSwWC/F4PPT1vffeSyZPnkwqKytJW1sb2bJlCwFAbDZbn8fxer2kra0tCaNOPnV1dQQA2bt376AcPzU1ldx3333EZDIRp9PZ67ZjYaC/w1DA5CoGk6v+EQ6nwsVgMBjdMRqNca9rampw/PHHo7i4GABQVlY2oOPIZDLIZLKkj2+k43a7YbFYsGTJEmRmZva6bbzB5OrYGDNyNSiqFIPBGLe89957ZMqUKUQqlRK9Xk8WLVpE3G43IeSXFfmaNWtIeno60ev15KabbiLBYJB+Pi8vjzz33HP0/wDo34oVK+Jec9sS8eqrrxKNRkNfP/LII2T69Onk9ddfJ3l5eUStVpNLL720z9Upd4yPPvqIlJSUEJlMRi666CLi8XjIhg0bSF5eHtFqteTWW28l4XCYfg4A2bRpU9yxNBoNefXVV+n7Xf8WLFgw4O/X7/eTu+66i2RmZhK5XE7mzJlDtmzZQgj5ZZXc9a+3bYQQsnXrVnLKKacQqVRKsrOzya233kp/K+5c9957L8nOziZisZgUFhaSV155hVoUBvI7JAsmV0yukgFTehgMRtJoaWkhQqGQPPvss6Suro789NNP5C9/+QtxuVyEkNjDSa1Wk5UrV5LDhw+Tjz76iMjlcvLyyy/TY3R9OFksFnLWWWeRSy65hJjNZmK328m///1vAoBUVFTQbYlI9HBSKpXkwgsvJAcOHCDffvstSU9PJw888ECv1/Pqq68SkUhEzjzzTLJnzx7yzTffEIPBQBYvXkwuueQScujQIfLRRx8RsVhM3nnnHfq5/h5OO3bsIADIl19+ScxmM7FarQP+jn/3u9+RefPmkW+//ZZUV1eTNWvWEIlEQiorK0kgECAVFRUEAPn3v/9NzGZzr9uqq6uJQqEgzz33HKmsrCTff/89mTlzJrnqqqvouS655BKSk5ND3n//fVJTU0O+/PJL8s4775BwODzg3yEZMLmKweTq2GFKD4PBSBq7d+8mAEh9fX3C91esWEHy8vLiVq/Lly8nl156KX3d9eFECCHLli2LW+0N1Oef6OEkl8vjVuD33HMPmTt3bp/HAECqq6vpthtuuIHI5XL6wCWEkCVLlpAbbriBvu7v4XS0sRcNDQ1EIBAQk8kUt33RokXk/vvvJ4QQYrPZ4lbdvW279tpryfXXXx93nK1btxI+n098Ph99oH3xxRcJxzKUMT1MrmIwuTp2WEwPg8FIGtOnT8eiRYswdepULFmyBIsXL8bFF18MnU5H95k8eTIEAgF9nZGRgQMHDgzJ+PLz86FSqeLObbFY+vyMXC5HYWEhfZ2Wlob8/Hwolcq4bf0dJxkcOHAAkUgEJSUlcdsDgQAMBsMRHWv//v346aef8NZbb9FthBBEo1HU1dXhwIEDEAgEWLBgQVLGfiwwuRpcxpNcMaWHwWAkDYFAgC+++AI//PAD/vvf/+KFF17Agw8+iB9//BEFBQUAAJFIFPcZHo+HaDQ6JOM7mnMn+kx/x+HxeCCExO0TCoWOZshxuN1uCAQC7N69O+4BDyDuYTnQY91www247bbberyXm5uL6urqYxprMmFy9ctrJlfHBlN6GAxGUuHxeDj55JNx8skn4+GHH0ZeXh42bdqEO++8MynHF4vFAIBIJJKU4w0GRqMRZrOZvq6qqoLX66Wvj/YaZs6ciUgkAovFgvnz5x/TGGfNmoWysjIUFRUlfH/q1KmIRqP45ptvcMYZZ/R4f6h/ByZXTK6SAStOyGAwksaPP/6I1atXY9euXWhsbMT777+P9vZ2HHfccUk7R15eHng8Hj7++GO0t7fD7XYn7djJYuHChXjxxRexd+9e7Nq1CytXroxbxaempkImk2Hz5s1oa2uDw+EAAGzatAmTJk3q9bglJSX4zW9+gyuvvBLvv/8+6urqsGPHDjz99NP45JNPjmiM9913H3744Qfccsst2LdvH6qqqvDhhx/illtuARBz2axYsQLXXHMNPvjgA9TV1eHrr7/Gv/71LwBD+zswuYrB5OrYYUoPg8FIGmq1Gt9++y2WLl2KkpIS/P73v8czzzyDs88+O2nnyMrKwmOPPYb/+7//Q1paGr2ZjiSeeeYZ5OTkYP78+bj88stx9913Qy6X0/eFQiH+/Oc/4+9//zsyMzOxbNkyAIDD4UBFRUWfx3711Vdx5ZVX4q677sLEiRNx/vnnY+fOncjNzT2iMU6bNg3ffPMNKisrMX/+fMycORMPP/xwXL2Vv/3tb7j44otx0003YdKkSbjuuuvg8XgADO3vwOQqBpOrY4dHujsIGQwGg8FgMMYgzNLDYDAYDAZjXMCUHgaDwWAwGOMCpvQwGAwGg8EYFzClh8FgMBgMxriAKT3jBEIIrr/+euj1evB4POzbty/htqHitNNOw6pVq4bsfIzRh9VqRWpqKurr6wfl+DweDx988MGgHHukU1ZWhuzsbJoxMx4ZbPkaL7z00ks477zzhnsYA4YpPSOIRx99FDNmzBiUY2/evBkbNmzAxx9/DLPZjClTpiTcdqxcddVVOP/88/vd7/3338cTTzxxzOfi8Xj0z2Aw4KyzzsJPP/2UcP8bbrgBAoEA7733Xr/HNpvNuPzyy1FSUgI+n88UtGHgqaeewrJly5Cfnw8AqK+vj/u9VSoVJk+ejJtvvhlVVVXHdC7u2EOl+H/99ddx1yKTyTB58mS8/PLLCffftm0bBAIBzjnnnAEd/6mnnsK8efMgl8uh1Wp7vF9aWooTTzwRzz777LFcxqimP/kSi8UoKirCk08+2aMKMgA0NzdDLBYP6L7Z2dmJW2+9FRMnToRMJkNubi5uu+02WkfnWHj00Ufjxq3RaDB//nx88803Cfd/+umnIRAIsGbNmn6P7ff7cdVVV2Hq1KkQCoUJ7+3XXHMN9uzZg61btx7rpQwJQ6L0dBemvv7Wrl07FEMad9TU1CAjIwPz5s1Deno6hEJhwm1DhV6vj+tVc7ScddZZMJvNMJvN+OqrryAUCnHuuef22M/r9eKdd97Bvffei/Xr1/d73EAgAKPRiN///veYPn36MY/zaBmvc8fr9WLdunW49tpre7z35Zdfwmw2Y//+/Vi9ejUOHz6M6dOn46uvvhqGkR4bFRUVMJvNKCsrww033IAbb7wx4XWsW7cOt956K7799lu0tLT0e9xgMIjly5fjxhtv7HWfq6++Gn/7298QDoeP6RpGIwORr6qqKjz22GN46qmnEt4zNmzYgEsuuQROpxM//vhjn+draWlBS0sL/vSnP+HgwYPYsGEDNm/enPD8R8PkyZPpfXDbtm0oLi7Gueeem1CpWr9+/YDvg5FIBDKZDLfddlvC6slArILy5Zdfjj//+c/HfB1DwqC0Me0G1/l1IH9du+COVBYsWEBuueUWcvvttxOtVktSU1PJyy+/TNxuN7nqqquIUqkkhYWF5NNPP6Wf6d6ZlxBCNm3aRLifgOu62/WP65w7EA4cOEDOOussolAoSGpqKrniiitIe3s7ISTWgbjrcfPy8hJuI4SQSCRCVq9eTfLz84lUKiXTpk0j7733Xty5Dh48SM455xyiUqmIUqkkp5xyCqmuriaPPPJIj2vo2n23+3d4++2309d5eXnkqaeeIldffTVRKpUkJyeH/P3vf+/zmlesWEGWLVsWt23r1q0EALFYLHHbN2zYQE488URit9uJXC4njY2N/X+pvYx1KBlrc2egvPfee8RoNMZt662DdCQSIaeddlqPLtsffPABmTlzJpFIJKSgoIA8+uijJBQK0ffRpWN19+9ywYIFhBBCduzYQc444wxiMBiIWq0mp556Ktm9e/cxX19vnaQLCwvJ//t//y9um8vlIkqlkpSXl5NLL72UPPXUUwM+T6L7DkcgECASiYR8+eWXRzr8Uc+RyNeiRYvITTfdFLctGo2SCRMmkM2bN5P77ruPXHfddUc8hn/9619ELBbHyeTR8Mgjj5Dp06fHbWtqaiIAyI4dO+K2f/311yQrK4sEg0GSmZlJvv/++wGfJ9H9luObb74hYrGYeL3eIx3+kDMs7q2UlBRcdNFFCf+Ki4uHY0hHzGuvvYaUlBTs2LEDt956K2688UYsX74c8+bNw549e7B48WL89re/jeuL0heXXnop7rrrrjiN/dJLLx3QZ+12OxYuXIiZM2di165dtAT5JZdcAgB4/vnn8fjjjyM7Oxtmsxk7d+5MuA2ImT5ff/11vPTSSzh06BDuuOMOXHHFFdRUajKZcOqpp0IikeB///sfdu/ejWuuuQbhcBh33303Lrnkkjjry7x58wb8nT7zzDOYPXs29u7di5tuugk33nhjv1VEu+J2u/Hmm2+iqKioR2fgdevW4YorroBGo8HZZ5+NDRs2DPi4I4mxMHcGwtatW3H88ccPaF8+n4/bb78dDQ0N2L17N/38lVdeidtvvx1lZWX4+9//jg0bNuCpp55KeIwdO3YA+GWV//777wMAXC4XVqxYge+++w7bt29HcXExli5dCpfLlYSr/AVCCDZv3ozGxkbMnTs37r1//etfmDRpEiZOnIgrrrgC69evT+huOVLEYjFmzJgxatwSyWSg8rVr1y7s3r27x2+yZcsWeL1enHHGGbjiiivwzjvvHHF8lMPhgFqtTrqFPRAI4NVXX4VWq8XEiRPj3lu3bh0uu+wyiEQiXHbZZVi3bl1Szjl79myEw+F+LV4jgqHQrLqvVrlV1GhlwYIF5JRTTqGvw+EwUSgU5Le//S3dZjabCQCybds2Qkj/lh5CEmvsA+GJJ54gixcvjtvGafoVFRWEEEKee+45as3h6L7N7/cTuVxOfvjhh7j9rr32WnLZZZcRQgi5//77SUFBAQkGgwnH0tdqoCuJLD1XXHEFfR2NRklqair529/+1usxVqxYQQQCAVEoFEShUBAAJCMjo8dKvLKykohEImr52rRpEykoKCDRaLTfcSYa61Ay1ubOQFm2bBm55ppr4rb1thInhJDDhw8TAOTdd98lhMRW56tXr47b54033iAZGRn0NbpYevo6dlcikQhRqVTko48+OvKL6gJn6eFkVygUEj6fT5588ske+86bN4+sXbuWEEJIKBQiKSkpvVpQu9OXpYcQQi644AJy1VVXHc0ljGr6ki+ZTEYUCgURiUQEALn++ut7fP7yyy8nq1atoq+nT59+RJb59vZ2kpubSx544IGjvgaORx55hPD5fCpLPB6PqNVq8tlnn8Xt53A4iEwmI/v27SOEELJ3716iVCqJy+Ua0Hn6u7frdDqyYcOGo76OoYIFMh8l06ZNo/8XCAQwGAyYOnUq3ZaWlgYAsFgsgz6W/fv3Y8uWLVAqlfSPay5XU1Mz4ONUV1fD6/XizDPPjDvW66+/To+zb98+zJ8/P67JXbLo+p3yeDykp6f3+/2dfvrp2LdvH/bt24cdO3ZgyZIlOPvss9HQ0ED3Wb9+PZYsWYKUlBQAwNKlS+FwOPC///0v6dfASA4+nw9SqXTA+5OfLR88Hg9AbE48/vjjcXJ83XXXwWw2D9j6CgBtbW247rrrUFxcDI1GA7VaDbfbjcbGxoT7b926Ne6cb731Vp/H37p1K5XfV155BatXr8bf/vY3+n5FRQV27NiByy67DECst9Kll16atBW6TCY7ou9jrNCXfL377rvYt28f9u/fj3/961/48MMP8X//93/0fbvdjvfffx9XXHEF3XbFFVcM+DdxOp0455xzUFpaikcffbTX/VavXh0nS73JHABMnDiRytHu3bup52HXrl10n7fffhuFhYU0RnHGjBnIy8vDu+++O6Bx98dokaWhi1wdY3R/6PN4vLht3M03Go0CiJngSTeTdCgUSspY3G43zjvvPPzxj3/s8V5GRsYRHQcAPvnkE2RlZcW9J5FIAMQEe7BI9J1y319vKBQKFBUV0devvPIKNBoN/vGPf+DJJ59EJBLBa6+9htbW1jgzciQSwfr167Fo0aLkXgQjKaSkpMBmsw14/8OHDwMACgoKAMRk+bHHHsOFF17YY98jUaZWrFgBq9WK559/Hnl5eZBIJDjppJMQDAYT7j979uy4DDBu8dMbBQUFNLtq8uTJ+PHHH/HUU0/RAOR169YhHA7HNWskhEAikeDFF1+ERqMZ8LUkorOzE4WFhcd0jNFIX/KVk5ND7ynHHXccampq8NBDD+HRRx+FVCrFP//5T/j9/jiXFyEE0WgUlZWVKCkp6fW8LpcLZ511FlQqFTZt2tTn4nHlypU0RAFAnAx0h8s045g5cyY++OADrF27Fm+++SaAmCwdOnQo7j4YjUaxfv36pARUd3Z2wmg0HvNxBpthUXoOHTqEiy++OOF7r7/+elzX2LGC0WiEy+WCx+OBQqEAgB7psWKxGJFI5IiPPWvWLPz73/9Gfn7+MfmHS0tLIZFI0NjYiAULFiTcZ9q0aXjttdcQCoUSTtijvYZkwePxwOfz4fP5AACffvopXC4X9u7dC4FAQPc7ePAgrr76atjt9oQpvSOV8TJ3Zs6cSW/W/RGNRvHnP/8ZBQUFmDlzJoDYnKioqIh7EPSFWCwGgB6y+/333+Ovf/0rli5dCgBoampCR0dHr8eRyWQDPmciBAIBld1wOIzXX38dzzzzDBYvXhy33/nnn4+3334bK1euPOpzAbF50Js8jWWORL4EAgHC4TCCwSCkUinWrVuHu+66C1dddVXcfjfddBPWr1+PP/zhDwmP43Q6sWTJEkgkEvznP//pV/nW6/XQ6/UDGmNv4+Zk6cCBA9i1axe+/vrruGN2dnbitNNOQ3l5OfUOHA01NTXw+/10/o1khkXp6ejowL///e+E773yyitj5sbdlblz50Iul+OBBx7Abbfdhh9//LFHMG1+fj7q6uqwb98+ZGdnQ6VSQSKR4Morr0RWVhaefvrphMe++eab8Y9//AOXXXYZ7r33Xuj1elRXV+Odd97BK6+8Evew7wuVSoW7774bd9xxB6LRKE455RQ4HA58//33UKvVWLFiBW655Ra88MIL+PWvf437778fGo0G27dvx5w5czBx4kTk5+fj888/R0VFBQwGAzQazaC4wjgCgQBaW1sBADabDS+++CK1fAGx1c0555zTI+28tLQUd9xxB9566y3cfPPNuP/++2EymfD666/TfTil1O12o729Hfv27YNYLEZpaemgXU9/jJe5s2TJEtx///2w2WzQ6XRx71mtVrS2tsLr9eLgwYNYu3YtduzYgU8++YTK+sMPP4xzzz0Xubm5uPjii8Hn87F//34cPHgQTz75ZI/zpaamQiaTYfPmzcjOzoZUKoVGo0FxcTHeeOMNzJ49G06nE/fcc09SrZ0WiwV+vx+BQAA7duzAG2+8QZWQjz/+GDabDddee20Pi85FF12EdevWYeXKldixYweuvPJKfPXVV9RC29jYiM7OTjQ2NiISiVBZLioqglKpBBArh2AymXpNRR7LDES+wuEwDhw4gOeffx6nn3461Go19u3bhz179uCtt97qoSRcdtllePzxx/Hkk0+ira0NixYtwuuvv445c+bA6XRi8eLF8Hq9ePPNN+F0OuF0OgHEFsQDvUf3RjgcpvdBl8uFd999F2VlZbjvvvsAxO6Dc+bMwamnntrjsyeccALWrVuHNWvW4MUXX8SmTZviyiaUlZUhGAyis7MTLpeLylLXmnJbt27FhAkTRofVcCgCh44k7bZ7CudIJFFga15eXo+UYXQJlCQkFkBbVFREZDIZOffcc8nLL78cF8js9/vJRRddRLRabVzK+oIFC8iKFSv6HFNlZSW54IILiFarJTKZjEyaNImsWrWKBusOJJCZkFgA8dq1a8nEiROJSCQiRqORLFmyhHzzzTd0n/3795PFixcTuVxOVCoVmT9/PqmpqSGEEGKxWMiZZ55JlErlEaesd//+pk+fTh555JFer7l72r1KpSInnHAC2bhxIyGEkNbWViIUCsm//vWvhJ+/8cYbycyZM+mxugcJJ5LP7t/XYDPW5s6RMGfOHPLSSy/R192/C7lcTo477jhy0003kaqqqh6f37x5M5k3bx6RyWRErVaTOXPmkJdffpm+331+/uMf/yA5OTmEz+dTWdizZw+ZPXs2kUqlpLi4mLz33nsJZfVI4QKZuT+hUEgKCgrI3XffTdxuNyGEkHPPPZcsXbo04ed//PFHAoDs37+fHquuro6+331ucH9d5+Pq1avJkiVLjuk6RjP9yZdAICDZ2dnkuuuuoyUwbrnlFlJaWprweGazmfD5fPLhhx/SY3Hfd/ffu+tf19/taOheKkQul5OpU6fSJJBAIEAMBkOPUggcf/zjH0lqaioJBoPkkUce6XGPy8vLSzjurixevJg8/fTTx3QdQwWPkCTkPvZDfX099bUDwIIFC/D1118P9mkZjFHPeJ47n3zyCe655x4cPHgQfD7LuUgmwWAQxcXF+Oc//4mTTz55uIczLDD5Sg6HDh3CwoULUVlZecwxZkMBC2RmMBgjknPOOQdVVVUwmUzIyckZ7uGMKRobG/HAAw+MW4UHYPKVLMxmM15//fVRofAATOlhMBgjGNbzbHAoKio6poDrsQKTr2NntMWEMZseg8FgMBiMccGIS1mfM2cO7r333iEeEYPBYDAYjLHOiEtZH48dfxkMBoPBYAw+zL3FYDAYDAZjXDAkKeujAUIIXC4XVCoVbSHBYDBisPnBSDZMphjDAbP0/IzL5YJGo4HL5ep1n1AohA8//DBpPbMGEzbWwWO0jTcZcPPjnXfeGdLrHo7vejScMxKJwGq1orq6GocOHUJ1dTWsVuuAW8CMBBnmZKqzs3NIxzIafl92zsGDpawzGEnA0hlGqp5NJ8bg4/f7UVNTA6fTGdfEuL29HWq1GoWFhUfUVHWwabeHYVALwOczaw4jORBC0GGPwKg78nsus/QwGMfI+1tc+O2jLdhZ5hvuoTDGOJFIBDU1NXA4HOgemUAIgcPhQE1NzbA2/e1KXUsQK59uxfPv2nqMl8E4Gggh+MtGO65b3Yqa5uARf37UKz1ff/01eDxewr/t27cP9/AYY5x/fenEi+/ZEAoDD/29AybLyDXrMkY/drudNqrsDafTCYfDMUQj6p2a5iDuXGuBzRXFR1vdeO+r3kMHGIyBEI0S/PldG97f4oLTE8W9L1jg9kWP6Bhjxh5/22234YQTTojbxiqOjl0ikQjsdjtsNhsCgQAkEgl0Oh20Wu0xdyweKO9+4cb6j3+5kf/6TBUyjWNmSjFGIDZb/xYTQgg6Ozuh1+uHaFQ9qWwM4t4XLHB6Yg+kiXlinD1POWzjYYx+olGC597uxCffewAAPB7wu/O1UMqOzHYzZu7Q8+fP77XgIWNsMRJiGn6sTsf2ml8UnqvP0+C3Z4+O3jOM0UsgEBjQfsHgkZv9k0V5feDnFXhsbpYWiPGHW1KP+OHEYHBEogR/erMTn2+PKTx8HnDflQacOVdxxMcaM0oPEMsGkMlkEArH1GUxutA1pqE7XWMaJk2aNCgWH0IIXvvEhe01GXTbdedrcdliddLPxRi9DJYlUiKRDGg/sVh81Oc4Fg7VBvB/L1rg8ccUnqmFEjx9sxFyKVN4GEdHJELwxzes+HKHFwDA5wMPXmXA6bOPXOEBxpDSc/XVV8PtdkMgEGD+/PlYs2YNZs+e3ev+gUAgbtXE+clDoVCv6Xbc9pGcjscxVsfa2dkJu93ep4nfbrfDarVCp9MlbYxATOFZ/5EL//rKQ7fdcL4KF54u6zF2kUiU1HMzRg+DaYnU6XRob2/vU/55PN6wuLYOVPvxf39phy8QG9uMYgmeuskImYQpPIyjIxwhePo1K7bsiik8Aj7w0LUpOHWm/KiPOeqVHrFYjIsuughLly5FSkoKysrK8Kc//Qnz58/HDz/8gJkzZyb83NNPP43HHnusx/b//ve/kMv7/kK/+OKLpIx9KBivY+3o6EjasTi+q8jE7vo0+vq0SU2Q+jrw6ac99122bFnSz88Y+Qy2JVKr1UKtVvcZqKxWq6HRDK2r9WBNAPe92A5/MKbwHD9JiidWpkAqZgoP4+gghODJ9R34dm8sK1YoAB75XQpOnn70Cg8wBpSeefPmYd68efT1r371K1x88cWYNm0a7r//fmzevDnh5+6//37ceeed9LXT6UROTg4WL14MtTqxqyIUCuGLL77AmWeeOeJX8mN1rOXl5QPKTNFoNJg0aVKyhggA0Gb7se9VGyJRYGFpI+68ZtaI/24ZQ8uRZFf1ZY3p6h4Lh8OIRCIIhUIQCoWQSqUQCAQIh8NxlYx5PB61JA1VMD9HRooQKVoBmi1hzCmV4vEbjBCLWF0extHD4/EwtVCCb/f6IBICj11vxIlTZMd83FGv9CSiqKgIy5Ytw/vvv49IJJLwBiCRSBL6x0UiUb8PsoHsM1IYa2OVyWR9Vs3uul+yr3vB8SKAJ4DTHULUZh1V3y1jaEhGdlVX95hIJEJLSwusVisIIZDL5UhPT4dSqYRUKqXyJxaLodfrodFohlzhAQCDRoBnVqXin5uduPEiHVN4GEnhooVqRAmQnyHCCaXHrvAAY1TpAYCcnBwEg0F4PJ5eLTeM0Yder4fdbkc0GkU4HE64T7JiGgghPXoCLZglRygUSujSYjCONbuqq3uMU3ja29vp+x6PB62trcjOzkYwGIROp0NJScmwKDrd54dRK8Ttvx6+NHnG6CfRPXf5ouQ+v8esw7W2thZSqRRKJasNMRbgeg21t7fDbrejs7MTPB4voaUlGTENkSjBH16z4t//69tVwWB05VizqxwOB3WPhcNhWK3WHvt4vV54PLFgervdPiyFCLfu8+L//tIOf/DICsMxGL3hC0Txf39px3f7vIN6nlGv9HRdBXHs378f//nPf7B48WLw+aP+Esc9fr8f5eXlqKyshNVqhVAohN1uR0VFBcxmM32A8Hg8aDSauJiGo2nMGIkQrN5gxRc7vPjLRjs+/JZVkmUMDJ1O12/H8L4skVxmolAohMPhQDTaU6kghMDtdtP/d3Z2HvvAj4Cvd3vw2Csd2Fnmx0MvdSAYYu0lGMeG1x9TeHaW+fH4ug5sPzB4LX1GvXvr0ksvhUwmw7x585CamoqysjK8/PLLkMvl+MMf/jDcw2McI4myYcRiMbKzs+HxeOB2u2Gz2VBYWAitVhsX03A0qcPhSM+MAb166F0HjNHJsWZXcW4vHo/XawkHoVCIQCAAs9mMUCiEYDA4ZPE8X+304OkNVkR/nk4GjQDD4FljjCE8vij+7y8WHKqNyb5EzINGOXjGilGv9Jx//vl466238Oyzz8LpdMJoNOLCCy/EI488wtpQjAF6y4bh8/lQqVRQqVTg8XjQarVxq+ejSR0OhQkeX9eB7/fHFB6RMJYiOW/asaVIMsYW/RUeLCwsTKhsDyS7irNaEkISum5FIhGsViui0Si0Wi2AmHJfXV0NhUKRUJFPNF6VSnXE1/35djfWvNFJFZ6l8xS443I9BKx7OuMocXujuPdFC8rrYwqPSs7H/7vViIl5A3MTHw2jXum57bbbcNtttw33MBiDxNFmwxxp6nAwRPDoP9qx/aAfQEzheeIGI+ZMTk7GAGNsMFDr4aRJk+BwONDZ2YlgMDjg7CqtVovOzk6Ew2FoNBqYzWbq4hIKhbBarXA6nTAYDABiyr9Wq0U4HE6oyCcar0gkgsViAQAcOHAAarW632rRn3zvxrP/7AR3yefNV+L2S3XgM4WHcZQ4PRHc82cLqppiFk21go8/3ZaKopzBrSbOAl5GAeXl5TjzzDOhUCiQnp6Oe++9d8C9dT755BPMmjULEokEOTk5eOSRR+LiWd577z0sW7YM2dnZUCgUmDFjBtavX9+vojFUHG02zJEoS4FgFA/9/ReFRyLiYfVNqUzhGQUcy9zgcLvdyM7OBo/Hw65du3rdz+FwID8/H1OmTEFZWVnce12th1yZDL1ej6KiIpSWlqKoqAh6vb5f95NGo6HZpkKhkCo3QMxi43K5IJFIqDXHYDDEHbNrh/Wu1k5uLojFYpjNZlRUVAAAKisr0draisrKSpSXl8Pv9/cY04ffuvDMW78oPBecpsSqX49dhWcoZOo///kP5s6dC5VKhYyMDFxyySWora1N1iWMeOyuCO56/heFR6vk49lVg6/wAEzpGfHYbDYsXLgQwWAQ77//PlavXo2XX345rrBib1RUVOCiiy5CaWkp/vOf/+COO+7AmjVrcN9999F9nn32WcjlcjzzzDP46KOPcPbZZ+O6667D448/PpiXNWCONhtmoMqS2xPEg3+LBdABgFTCw9M3G3H8pMFtWMo4do5lbnTliSee6LX8QVceeuihfluldFc6jjSInnOPaTQahMNhZGZmwmg0QiQSwev1QiwWQ6fTQSAQwGg0IjMzM25MXQObu1s7u6bAc0qQz+eDx+PpobRxvL/FheffsdHXyxepcMvy/oO1RytDIVNff/01LrjgApSWlmLTpk1Yu3Yt9u/fj8WLF8PnG7wA3pFCpzOm8NQ0x+RWr+bj2TvSMCFraPrFjXr31kiEq5yajBvDSy+9BKfTiU2bNlH3TTgcxk033YQHHngAmZmZvX72nXfewfTp0/Hmm28CAJYsWQJCCO6//37cc889SEtLw0cffYSUlBT6mYULF8JqteLZZ5/FQw89NOzZb917DUWjURrAHAqFIBKJoFKpUFxcHPe5gSpLroAY1T9PPpmEhz/cbMTUIqbwDBYjZW5wlJeX4y9/+QueeeYZrFy5ss/91q1bh5tvvhlr1qzpdT9O6ZDL5Ufdf6u7e0ylUoEQgqamJvh8PojFYuqKSmSB4LZ1t3YmSoHnMsG4GJ+uLt9IlGD7wV8ewpctVuN3yzQjTuEZbTL1zjvvIC8vD+vXr6djTk1NxcKFC7Fr1y7Mnz//mK9jsOktrk2h6L8JaGNrCM2W2D2XK2qZmzZ0RV6ZpScJGI1GrF69Gvfffz8yMzOT2uzvs88+wxlnnBF3zEsuuQTRaBT//e9/+/xsbW0tzjjjjLhtS5YsQSgUwueffw4AcQoPx8yZM+F0OmktkOGEy4YBYjfz5uZmmEwm2O12eDwe2O12+P1+WK3WONP8QFOHJxfp8f9uTUW6QYA1t6UyhSfJjNS5wXHrrbdi5cqVmDhxYr/7LV++HLm5uf0eM5FbiaM3i0p3urrHJk6ciEmTJqGwsBAZGRnQ6XSIRqO9Wp04q2dXa2dfKfBdLRJdLUUCPg+P35CCGSUS/PbskaPwjHaZCoVCNAGDg8vmGylhBX3RtYSIxWKBw+GAxWJBZWUlqqqq+v38jBIpHrveiCyjEGvvGFqFB2BKzzHT0tKCjo4OvPDCCzCbzVi/fj3+/e9/xwk0IQThcLjfv0SUl5f36CGl1WqRkZGB8vLyPscWCoV6WDy414cPH+71c9999x2ysrKOKsMj2XDmfpVKBYvFQk3xQCyIkzPxd3Z2xj1IuipLiRAKhdDpdNBoNCjJFeO1RzJRWjB4GQPjkWTNjd6Ug2OZGwCwceNGHDhwAA8//PCA9rv99tsHcNUxJWKgQfSJ6M0txrm8+lKWutYA6jr3+0uB70pX65FUzMcfb0nF1edpR4TCMxZk6qqrrkJZWRn++te/wuFwoLa2Fg888ABmzpyJk08+eYDfxPAwEIWe268vTpwiw/qHMpCVOvRtfJh76xjZv38/AODiiy/GCy+8kHCf1157DVdffXW/x6qrq0N+fn7cNpvNRlNTu6LT6fotSpaRkdEjiG779u0A0Otnv/vuO7zzzjt45pln+h1vsgkGgzCZTDCZTPD5fJDJZMjKykJmZiYyMzOpZYdza3U38Xc1zfeWOhyKirHtsBQnFlshFotRV1dHM1cAVnAkmSRzblRWVvZwYR7L3PB6vbjzzjuxevXqPpXjrvvl5ubihx9+6PO4IpEI4XD4qPtvBQIBNDQ0JHSLKZVKaLVa2Gy27oejdK0B1NU13FsKPI/Ho1XrCQG2lSuxYFZ8bIVIOPzKDsdYkKn58+dj06ZNuPzyy3HzzTcDAGbMmIHNmzcPSzuRI2EgWbFA7F7MuW/NHWH8eMiH8xfEL6KHS66Y0nOM/PTTTxCJRHjiiSd63ee8887Dzp07+z3WQPzFR8LZZ5+NF198Ec8//zx++9vfoqysDA8++CAEAkHCVVtzczMuvfRSnH766cNSBuC7776D2WyOWyVUVVUhJycHWVlZiEaj0Ol04PP5NEWXi+2Ry+VQqVSwWq30QdI9NsLuCuOF9wRos0tgc/Hwq7kOeL3eAcVZMI6cZMyNcDiM77//Pulz48knn0RaWlq/D8eu+0WjUcjlfddsUqlUAwqKBhL336qrq0vYUJcQApfLBblcDr1e3yNeJ1ENoK6FEhOlwAOxxrwKhQKEAP/dp8bWQ2rsrefhzxMiMGhG3gN4LMjUDz/8gN/+9re47rrrcO6558JqteKJJ57AOeecg61bt0ImG7lZowPJiuX2S01NhckSwl3PW2CxReAPEvz6zOHvg8mUnmNk//79OOmkkxKuDji4+hz90d3MDMRWGInM4DabrV9f9sKFC8Hn83H33Xdj1apVEIvFeOSRR7B27VpkZGTE7Wu323H22WfDYDDg3//+95AGMHM3f5PJBEIIVcq4ydXe3g6Px4OsrCwEAgH4fD60trbC6/VCLpfTgm2tra1wuVxQqVQwGo0QCAQ0NiLKV+LR10xos8du5Ieb5Th9mgtqebTXYoVjhaqqKjz00EP47rvv0NnZidzcXFx++eW4++67+32IHwvJmBuhUAgtLS0Je1Ud7dxoaGjAM888g02bNtHPc20d3G43/X+i/bix+v1+Kn/AL0pHfn4+mpubB7QaTnRNTqezTzeSz+dDdnY20tLSYLPZ4Pf7e60B1N3ayaXAt7e303OkpaWBx+Nj8x4Nvj8cW4mbrQS7D/uw+MSR17dwtMsUEKstt3Dhwjhr+oknnojc3Fy88cYbuP7663s9z3BzJCVEGttCuGutBVZHbBH7+TY3zl+ghFQ8vFE1TOk5Rvbv348lS5b0uc+xuLcmTZrUw5fscDhgNpt7+J67w+fz8ac//QmPP/44GhoakJubi1AohAcffBAnnngi3c/n8+Hcc8+Fw+HAtm3bjrlZ55HS2toKIHaTjkQicLvdiEajEIlE4PF46OzshN/vh1QqhUKhgNvthsfjgVarRUdHBywWC8RiMVWWtm7dikmTJqG4uBhSqRSdjgjufK4NLdbYA0EuDmLplEPwOMLgRZRQKBTg8/lx7rGxQlNTE+bMmQONRoNbbrkFer0e27ZtwyOPPILdu3fjww8/HLRzJ3NuJHJFHO3cqKurQzAYxDnnnNPjvdNPPx1z5szBAw88gPr6+l73u+WWWzB9+nT885//hFgshsFggFqthkAg6JFxmIje+m917TLNZSR1LSoYCoVQUVEBrVYLiUSCtLS0PosKJsoEU6lUCAaD8Pv98PsD+GCbEgeaf3E93HapdkQqPMDolykAKCsrw7Jly+L2yc7ORkpKCmpqavod93Ay0KxYq0uCx95qQ6czZlUsyBRhzW2pw67wAEzpOSYCgQAqKytx77339rnfsbi3zj77bKxevRp2u52ubt577z3w+XwsXrx4QOPUaDSYNm0aAODhhx9GQUEBzeoKh8O45JJLcPjwYWzduhVZWVkDOmYyaWlpARBbTTmdTvD5fHi9XrS1tcHr9UKn00GpVOL777+HRqNBSkoKcnJy0NLSAh6Ph5ycHFr5ViQSgc/n08DmlPRi3PNCB5rbYw8OuciPRcW7ISJe2O2xG5pcLkd6ejrEYjHsdvuYUnreeOMN2O12fPfdd5g8eTIA4Prrr0c0GsXrr78Om80GnU6X9PMma2705Yo42rkxY8YMbNmyJW7bvn37cMcdd+Cll17CzJkzYTabMX369D73O+GEEzBx4kTY7XZYrVa0tLRAIpFAo9H0GwPSV/8tLi6os7OTWisFAgFqampozAkhBHw+f0CuWc7aycl1cXExzGYzdu3ajc37UnGgOZbByQPBhSc7UZzigt8/8ly9Y0GmACAvLw979uyJ27ehoQEdHR09Fr0jjYEo9B0uKV7dKoXTG1N4CrNFWHNrKrSqkWFBZ0rPMXDo0CGEw2HMmDGjz/0MBkNcZdUjYeXKlXjhhRdw/vnn44EHHoDJZMI999yDlStXxk3a119/Hddccw2++uorLFiwAEBsJXP48GEcf/zx8Pl8+M9//oM33ngDn332GV0Z3nTTTfj444/xzDPPwOl00kBnIJa6PlDN/ljgTKYul4sqPJyrCoi5t/h8PgwGA5qbmwHE6lpIJBJYrVZYrVY6TpPJBB6PB6/XizDUeOrtNrR2/qzwiH04o2Q3VJJfao8QQuDxeOB0OpGSkkJroXTvpzRa4dwsaWlpcdszMjLA5/MTmviTQbLmRigUQltbW8JxHu3c0Gq1OO200xKe7/jjj8f06dNhNpv73a+0tBTl5eUJg45lMhl0Oh3tms7Vl3K5XJBKpRCJRDh48CBUKhU0Gg2tb8JVTLZarVCr1ejo6KAuXc5S4/P5wOfzqaJ+NK5Za6cNXx3KwSHTLwrP4mlNKDS44XRqUF9fj+Li4hEl+2NBprhzrFq1CrfffjvOO+88WK1WPPnkk0hNTcUll1zS/xcxjPTXUNdsE+HfO4vh/zlRsCRXjP93qxFqxciRI6b0HAP79++HWCxGaWnpoJ1Dp9Phq6++wq233orzzz8fKpUKv/vd7/DUU0/F7ReNRhGJROJuvkKhEBs3bqT7zp07F19//TVOOukkug9Xe+Kuu+7qce5E7rbBoGssUyQSgcfjoTWCuNgiq9WK6dOnQy6X05oQNpsN1dXVAGIBmWlpaZDL5XC73SirsmDjXgVc/tj3oZEHcdqEXVBKepbZ12q1MJvNaG5uRlpaGs1yGQsBzqeddhr++Mc/4tprr8Vjjz0Gg8GAH374AX/7299w22239VpMLBAIxPnvu8ao9FeVGAD27NkDsViM4uLiAe3fG9xnEx1DqVRi8+bNuOOOO+jcuOaaa/D444/H7R8KhRCJRBAKhXodCxd8HA6H+zwnt18gEEBVVVWvN3+32w0ej4cJEybAYrGgtbWVlpDweDw4cOAAdXFlZmbSBzCn8MjlclitVlgsFqSnp6OhoYG2t9DpdHRhkJmZCT6fT61NA7HadXRYsWGzAIdMMUsTD1HMKzgEo7gNLS2xMej1eqjVahiNxn6PN1C6ypRIJKIy1df33ZWxIlM33ngjhEIh/v73v2PdunVQqVSYO3cu/vnPf0KtVh/TtQ30Oo+FvLw81NXV9VD2WzrFeH1LKvyh2D17Up4IT63UQSaOIhTqWR8q2STKTkwEj4yGakhDgNPphEajgcPh6DXdMBQK4dNPP8XSpUsH/AUPFyNxrImqeOr1etTW1sJkMuHgwYPw+/1oa2ujhdS4TBOpVIply5ahsrIS9fX1mDVrFg4cOIBAIBBXrVmj0UAqlaLSdy6ckXwAgFETxdWL2mBuKkMkEvk5lsGPcDgcazYaDKKjowMqlQpTpkzpUZ9Io9HEd2Mfgd9tXzz55JNYvXp1XIn7Bx98EE8++WSvn3n00Ufx2GOP9dj+z3/+c1CDnxmDz+EWHf57IB8AwOcRnDWtHsXp9kE/79tvv4133323x3YmU6OfKAHe/P442DyxxWGG1o1lx9dAIhx8ZYeje5xUbzBLD2NI6K07td1up5kNUqk0bgXFxS0IhUKkp6fD4/GgqqoKAoEANpuNluTn8XhwOGLp5263G7m5udB4NyIguQYymQzXLXFBJQO8Gg0qKyt7ZCBUV1eDz+cjJSUloeVjtAc45+fn49RTT8VFF10Eg8GATz75BKtXr0Z6ejpuueWWhJ+5//774/oNOZ1O5OTkAADOPPPMIVP2QqEQvvjii6ScMxAIJFyhcplXBQUFkEgkAzpnbW0t2tvbE74XjUbh9Xrh8Xig0+loYH5vMT48Hg+TJk2CxWIBn8+HQCBAIBBAfX09hEIhotEo7HY7IpEI+Hw+1Go1jTfRaDTUdckp5/1RcLgcNp8Lu2sUmF94EHqRBd26UwCIpd8vWLAgaTFfixYtwl/+8hcAv1h6cnJycPrpp+PHH38cMrlKpkwd6TkXLVpE640Fg0HaUqR75t2xwhW43LVrF/Lz8yGVSnucZ6DzYaBMPT6Ee/5shVLsxHN35UGjKu7/Q8MAU3oYg07XKp7d4fP5tC6PSqWCx+OB0WikN3oej4f09HTo9XpYLBYEAgEolUrw+XxIpVJEo1GoVCoolUr4fD60tbXB7/dDIoigULwR0yZPRdCrQkSshVKphE6ng8ViQTQahVQqhdvtBiEESqWyV1dPb4XkRgPvvPMOrr/+elRWViI7OxsAcOGFFyIajeK+++7DZZddljD+QSKR9HrDE4lEQ27hOtZzRiIRNDQ0wOVygcfj9UgLd7lcaG5uRnFxMT1PX+cMh8MJyzoEg0FaToGT7Wg0io6ODrjdbuh0uh6lKQgh8Hq99JzhcBg1NTVoa2uDRCKBXC5HW1sbUlJSoFQq6YKg+zhkMtmAviOlUoEFkypQbBSAH7L0GpTKZTSmpqb2e8yBIBKJaCHE7tu5f4dSroZDjuvq6ug9h6OzszOpbnRugWm32wHEZNvj8cSdRyQS9TsfGhoajihOrChHhGdu52HPj/ugUZWMWCs4U3oYg05vVTzFYjGam5thNpuRnp4Ou90Og8EAHo+HvLw8TJkyBRqNBoFAAB6PB2q1Grm5udDpdDAYDIhGo5BIJLE+YSEVUlQhFBYWwuv1ory8HBMmKJGVpqRZYX6/H1lZWcjJyUFbWxuEQiH8fj9ycnKoG83j8SRsv5GokNxo4K9//StmzpxJFR6OX/3qV9iwYQP27t3boz/bWKSvSrKcosE9BDj3diQS6fXGnUghjEajaG1tpfFoPB6PlmEIh8MIBAKw2WxISUmJe8h0DajlyjdIpVKqIKSkpMBisdBKzF375XEKVG8p8AAQDBGY2kMoyIydR6vVIhwOwagOJrTwcMdTKpWjVu5HGtzCzuFw9FCWk1knbKB939LT0wfcKqU3uappDiI/QwSB4BdZzkkT4sAQurSOhiNOmu+rCWUoFEJjY+MxDYgx9khUxVMkEqG1tRU//fQTamtrAcTqVxw6dIjG8hiNRgiFQhBCoFKpaCE2LgXX6XTiq6++wne7GrG3cyl+aJyD3XsOQCgU4rzzzkMoFMLBgwfR2NiIxsZGmEwm7N27F01NTdDr9ZBKpTSwlEt171pErCuDleU02LS1tSXsg8MFNw60evBop7dKsly2VHl5OZqbm9HY2EjdVlVVVXFNbLuSqKGtx+OhFhvgF0UkEAhQ5SQQCNBjKhSKnxWQMDo6OgDElBipVAq5XE6P7/V6kZ6eDiD20ORksWsLid5S4APBKB7+eztue6YNlY0xBUaj0fTZJgEA5HI5FArFqJX7kUZvAe9d6asf20AZSJsIp9OJtra2AbdKScTOMh9uXtOGP75hRSQ6usKCB6z0PPHEE9DpdHS1najvyZ49e1BQUJDUATJGP1wMTTQahcvlgtlshs1mw969e9HY2EjNsEVFRVCr1QgGgzAYDJBKpXC5XPB6vQgEAjAYDAgEAjCZTKisrEQwGARPVgDk3AsIVIhKS2ATLkQ4HEZLSwui0SgcDgcikQjEYjE0Gg0IIWhtbUVraysikQjtZ2QwGHpt/NrXKnqkU1JSgr1796KysjJu+9tvvw0+n0/rN411ElWSFYlEaGlpQXt7O7X08fl8at3pqxt6ooa2brebxqAJBAJotVqoVCqIRCLo9XraXsDv90Or1cLhcKCsrAxNTU1UEWpqaqKra87i6HA4oNFokJubC7lcjnA4DKlUSksqaDQaFBYWAkBco9JDh6tx7wst2FHmh8dH8PDf2xEMxSqeFxUVAUAPxY3H40GhUCA9PZ0uLhjHDneP64u+lIyBMpA2EYQQtLe3D8iilMjSt/2gD79/KSZLX+7w4qOtiReKI5UBubdeffVVPPbYY7j22msxc+ZMbN26FXfccQc+/vhjbNy4cUR042aMXGQyGdrb22msA1dZ1uFwICUlhT5UuBttNBqFQCBAOBzGhAkT0N7eDpvNBpfLhdmzZ4PP5+P1119HRsHJCKVfCCDmB+f5ayD3fQGpdBrq6uowceJEHDp0CCKRCHK5nPYZ8ng8CAQCSEtLg1qthkQioW6FRK1A+iokN9K555578Nlnn2H+/Pm45ZZbYDAY8PHHH+Ozzz7D7373u6T3HxqpJHJHhcNhWH/27ygUCohEIgSDQbS1tQGIKQA+ny+hib97iwcuK5CzFKalpSE3NxeEEEgkEloEMj09HRKJBB0dHVTmuErOAGhfLYlEguLiYjQ2NtIK5BKJBNOnT4dEIqExaWKxGKmpqYhGo3E1gwIhHt782oC6tpgyJ5Pw8ODVBohFMSWHc5FlZGTA4/EgHA5DKBTS2DYuYHq0yv1IY6BuwmN1Jw60TQSXJNJfN/Tulr7v93vx2CsdCP/8sVNnynDOySOzendvDEjp+fOf/4z77ruP1ntZuXIlbrzxRvz617/Gqaeeis8++4yaXxmM7qnpwWAwru4OV2CNyx7gVsAmkwkikQiEEGRkZKCyshKNjY30Rsw1XMzNzcWCs67F5kOTEUXsYabgm3Bc6hYo8oqoe4xz7VitVuTn58Pv91PzsUgkooXi0tLSEIlE0NnZGRdomaiJ42jj1FNPxQ8//IBHH30Uf/3rX2G1WlFQUICnnnqq38q2Y4nulWSFQiE6OzsRjUbj2pnodDrI5XIYDAZUVlbCYDBAq9UmtHhwLR7a29tRUVEBHo8HjUYTlwFmMBiQlZUFh8OB1tZWEEIwefJkeg4+nw+lUkkfLhqNBgaDATabDR6PB3q9HjqdjipI1dXVEIlEEIvFEIlEcLvdcDgcCAaD0Ov1IITAH+Th9S0paGyPzQ2JKIobz/WhtOAXBZeT56ysrB6BtWNB7kcaA3UTHqs7caDZVlqttl8Fq7uF+9u9XjyxrgORn0N2Tj9ejvuvMkAo4PVyhJHJgJSeqqoqnHnmmXHbTjnlFGzfvh1nn302TjzxRHz++eeDMkDG6CJRajqXCcDV5REKhfD5fOjo6IBYLKYu0bS0NASDQQgEArjdboTDYaSmptJYnszMTLjdbpQ3RlHpnYboz+IrDtciS7gJbmcI4aAUPB6PBo4qFAoYDAY4nU54vV7weDy6GuJcXDqdDhkZGcjLy4NUKqXusERNHEcjc+bMwaeffjrcwxhWuleS5fF4CIVCUCgU1OoikUjismc4N0BdXR0KCgri5IBT7K1WK8rKyuhxOzs7EQgEwOfzwePxqLsqKysLWq0WHo+HNgo1Go3QaDRU6TGbzTTeIhqN0npS7e3tdI50dnYiKysLHR0dtJBnKBRCOByOZSGqU/Ha/5Ro6og9/KTiKK5a2A6DPJzQYlVcXAyv10vbuIwlue8NzrpRW1uLcDg8JNXX+2qQypEMN/pA+75lZWXBYrH0GUPU1dL3v10erN5gxc9eYJwxR477fmuIC2IeLQxI6eG+yO5kZ2fju+++wznnnINTTjkFDz74YNIHyBg9JEpNj0ajsFqtIITQdPK8vDzw+Xzk5eUhGAxiypQpAGL9Z9ra2jB58mTs27cPEokESqUSPB4P9fX1yMvLQ4fXiJrgOSA/i65a0ASN75+ob2yEQqGARCKBVquFXC6HUqmEUCiERCKB3W6HSCSiMUOEELpSDoVCOO6442iDUsbYo7s7ivv9RSIRLBYLffB1jXHhgts5CyH3QOIUe7PZjI6ODjQ3N8Pj8dDg0PT0dASDQdjtdvj9fkyYMAGNjY1obW2FWCyGx+NBJBJBamoqdDod0tLS6AqdS3EHYo2AuT+v1wuz2Qy5XI7GxkbaKkWlUlFrps0Zwo8t+Wi1x44lE0dw9RkdyNSHQAgSll3o3pdrrOP3+1FVVQXgl/Y23P8Hs/r6QNyEyXAn9tcmgjsPFzOWqHZad0vfFz968MfXreDilZecqMDdV+gh4I8+hQcYoNJz/PHH44MPPsDy5ct7vKfRaPDll19i+fLluPPOO3sExjHGD90zB4LBIEwmExoaGmhTUYvFgnA4jObmZojFYuTn58Pj8UAqlSIQCFATvVAohNVqRWtrK9LS0iAWi1HZFEa79FcgvFigabrSgllpu3DwQBAymQyEEJrdJZVK6bG44MBQKETT4T0eD7Kzs8Hn86HVapGVlcUUnjFO947jcrkcZWVl0Ol0kEql9N7FVQfm2gcoFAqYzWb6QKqpqUF7ezuqq6shFotpW5RIJAK1Wg2v1wubzYaMjAykp6fTOinRaJQq71wLFU4ZS0tLQ2pqKgQCAbKzs9Hc3AxCCHw+H0QiEWw2G6xWK220CwCFhYXweDzYvXs3fP4gmgVXw0dirmKZKIyVSx0wKH9pQTDe08/7qheWzLTxRHDH02g0g+pO7Krcdw+e7n4egUAQNx8SWfq27vPiD69bwQ33nJMVuOMyPfijVOEBBqj0/OY3v8Fzzz3Xa4E2qVSKDz74ADfeeCO++OKLpA+SMTromjnA1Syx2Wyw2WwIBoMIh8PweDxITU1FamoqCgoKoNVqsW/fPhgMBmRnZ0OhUMDpdCIcDkMkEsHj8cBkMsWqikY6ICWN8PEKoRPVo1C6BVpNFgQCASQSCVVgIpEIcnNzaeEtQgh9oAWDQSgUCuTn5yMlJQXt7e1oaWmB3+/HpEmTRn2DUUbfdLVsRCKRuMa2QGylbLVaIZPJ0NzcTK09oVAI0WgUSqUStbW1tAJ4IBBATU0NgFickEqlgsVigVAoRCQSQUFBAfbu3QuNRoNwOIz8/HxarJDH40EqlaKxsZEWiDSZTEhJSUF6ejoN9jcYDBAIBLTflkgkov23WlpakJqaCj6PQIv98GExpKIAFhbvBvHLIdJl0PIEXeNFOBdPU1MTDWLWaDRjWv4Hms49mNXXh8KdyCn3VqsVHR0d0Gg0kMlkCc/Tn6VvWpEEBZki1JpCWHaqErdeohvVCg8wQKVn+fLlCa08XREIBHj55ZeTMijG6KRr5gBXs4QrLCgSidDe3k6LCxqNRloXh8v+40yukUgEGRkZEAgEEIvFaG9vp/E4et+b8Ejm48QJnRAJY4ULp0yZQhsy6vV65OXlobi4GHv27EFHR0ec0iMWi2E0GiGRSLBv3z7qSuAq6I72BqOMgSMQCJCZmYmOjg54vV7I5XIa0My5nDQaDXg8HqLRKBoaGqhFwGq1QqvVgs/nY8KECWhqaqIuKpVKhezsbHg8Huzbtw9Wq5W6oLhMrezsbJhMJvj9fggEAjgcDmRmZqKzsxPt7e046aSTqIXIarXSKuVcrzmtVovDhw/TiszhcBh6/n7oNRoUZkahknhgtfpoNeWu8SJer5e6eHbu3Elj7RwOB9rb22nbgrHGQNO5B7P6+pG4ExP1Khxo7BHXmBYAJk2adNTVkTVKAf50Wyo2b/fg0jNUY8KTwyoyM5JG18wBrmYJp9R4PB6kpaVBJpPRVa3P5wMhhJrda2pqcOjQIRx33HFoaGiIZalIZNColZgwYQJaWlpQXV0Nvf5rOOzZmD9/Pmpra2l3eS7NfdeuXeDxeEhLS4PBYKDmZLFYjClTpqCzsxP19fWxTJefg0UjkQgNJI1GoygtLR2zK96xDvewcDgccLlccLvdEIlE0Gg0SElJiXtopKWlIScnh/bHampqou1IurbnkEqlaG1thc/ng9/vh81mg9frRUpKCgwGA7UMeb1e6HQ6hEKhWB2pn0v8C4VChMNhuN1udHZ2oqSkBDk5OWhvb4+r/CwSiSAUCul4fD4fOjs7qfLCpZO73W4EghGIRQJaW4jP52OCsQVKSSwDkWvlotPpoFQqodFo4PF4sG3bNpSVlSEvLw8mk4nOj8zMTEyaNAl8Pn9MZm4NNJ17JLgB/X4/6uvr4XK54rqkJ4o96k056q2tTne6f14glMCYoqN1zgKBAGYXSNDZGRoTlkCm9DCSRtfMAa4/EBfz0NHRAa1WSwM329vboVKp4Ha76eSsqKiAXC6H1WqFQqFAXYcRgvSLIan7M8LhMLUQBYNB6HQ6mM1mtLe30yytxsZGBINBtLe3w2KxQCqVIisrC4FAgBaII4TAZDIhHA7TSc7j8WiaMPewNBqNrAzDKIQLMvb7/TCZTLBarYhGo+DxeJDL5cjIyEBKSgp9aGi1Wmi1WohEIrrC51aznGtUpVLR3lzNzc3g8/nQ6/Ww2+1obm5Geno6srKyoFQqYTKZoFQqcfDgQWi1WmRmZlLrAhd4LJFI4HK5oNFoUFRUhNTUVPoAMxqNUKlU9MGiUqngdDphs9lgNBqh08UeRkGigj/jQUhDW+D311DXBZ/Pj1Pmudo7XD2sgwcP4vDhw9TC2dzcTB+qHR0dsNlsKCkpiWtkOlYYaDr3cFah5kpnlJWVwe1206KqXLZh99ijUCiUMBjZZrMNqHN992zbrYeUONzMwznTt4GEvUhNTaXfx2AHew8VR9yGgsHoja5Vank8Hk0Td7vdMBqNmDFjBk488URYLBY4nU4ap8CtwKZPnw69Xo+Kigr4xDPAy7oRUWEagmmrYGp1UFfApEmTkJWVhb1796KoqAiNjY3o6Oig/bhSUlJotgtXCDElJQXZ2dnU1cApPEDswcJlcRBC4HK5UFFR0W/hLsbIggtU9Xq9MJlMcZWWCSHweDy0GjhXaZkL/FSr1XErauCX6sRarRaVlZUwm800bocQgurqajQ3N+Onn35CeXk5PB4PVa5CoRCNDeJq6nCZYFarFU6nE0KhEHa7Hd999x1t31NdXY1t27bRoonp6ekwGo0Ih8OYNGlSLMNMbER99NcgonTY5JciKC6FVqtFXl4esrOzEY1GEQ6HIZPJkJmZCZVKhdraWlRUVKC2tpZaqgDQsXFwFap/+umnMSf/iVqHdGeoq69zbk/u99m6dSt++OEHVFdXo66uDocOHcKuXbtgNptpPbNoNAqTyYTq6mp8++23tChlNBqFSCQCj8eD1WqlsWZceYNE5+7ap+vrAyp8vleLxnYRNm7Lgd3hRmtra9wc6qtK+WhhTFh6AoEAHn74Ybzxxhuw2WyYNm0annzyyR61hRiDC/cAqaqqonVyNBoN8vLykJ+fD6VSidbWVrS3tyMcDqOiooIGUWZmZqKyshJKpRKZx10CMzkb4MUUEYO8A3qBCikpKcjMzIwLNg0EAlCr1ejs7ERmZia8Xi9CoRBcLhcEAgHq6uqgVqthMpmoRcjv91MLj0qlgsFg6PHAczqdcDqd1C/OGPl0DVS19tJJ0+v10ngzzpIjkUiQkpKCQCBAM7aAWLVirVZLFSiv1wuFQkGzEoVCIaLRKDweDxobGzF//nzY7XbweDxMnToVNpsNHR0dUCqV8Pv91MITiUSQlpYGv9+PxsZGaLVatLS0YMaMGdDr9dTlFAwGIZfLkZeXB7VaHVPI/VI0889DIPxzlpbAjUn5CijEAvh8PhpsLZVKaR8wrqFvVVUV9u/fD6lUipaWFsyaNQtWqxVisRhyuZy6eblWMYMZ0DsccIsyTuFLxFBWoeZcWHa7HT6fj5Yi6OzshMVigUwmg0QiAY/HQ0dHB9xuN0pKSlBdXQ2v1wuhUAiz2YxwOFaDKS0tDYFAAA6Hg1o3DQYDfvrpJ2RnZ/ew0HDzhRDgfz+pseXAL21VMjVWCPiEzpeuXRcGO9h7sBkTSs9VV12FjRs3YtWqVSguLsaGDRuwdOlSbNmyBaeccspwD29cIZVKaQdfzqJSUFCAYDAIlUqFQ4cOweFw0LL6XFYXEPOll7emgqQuBX5ekfEdX0Or3gaX2w2bzYZoNAqNRoNgMEiVn+zsbPrw8vl8qK+vx7x589Da2gqHwwG32w2ZTAaZTIZoNEoVGS4+orvCA4CmCTOlZ/Rgs9kgEAhopeVECIVC1NXVQSwWU1mw2Wyora2FVCpFOBymriW5XA6hUAiHwwGHw0GVYC7bi8saDIVCcDqd9AHU3t4OuVyO+vp6GI1GKBQK6HQ6OJ1OiMViKBQKpKSkUOskl+kFxOZPZmYm/H4/otEojj/+ePh8PlRUVMAbVuGAfSk8wZ/r8AjsELY8g8POWGwS11uOSwBQKpVU+eNauQiFQni9Xvr9RKNR2jqDuxYupmUwA3qHg66Lsu5KcbKrUHePk+Ha23DxW5FIBHV1daiqqkJbWxtUKhXa2trgdDphsVjiFHC5XA6BQICamhpq7RGJRNRaTgiBUqlEc3MzWlpaIJPJIBQK6b5c1e7u6fix+ynBl/vV+ObgLwrPzKxKlKY3AIhZd7omm3DbRrNsHJPS09TUhKamJkyfPn3AQVPJZseOHXjnnXewZs0a3H333QCAK6+8ElOmTMG9996LH374YVjGNZ7oOsGj0SitKRIKhRCJROik5UrrcyZYzgfNucT80pNAdOfT44o934BnewdeQQqcTietmKtQKGAymeD1emnbCKVSCYfDgY6ODkycOJEGjHKBzFz15fT0dKo0ce0qOLhYiGAwiLS0NLoKH8vVaccSnPUOiCkP0Wg0LiiVq/0UDAaRkpJCKxlzAchyuZxmSOn1ehw6dIhagKLRKBQKBSKRCLVOcg8kTo64oGUum6q0tBR+vx/V1dWYOnUqSkpKqLWISzvnApY5q4xYLEZaWho6OzvR0tKC+vp6hEIhlNc5YRYuAxHEFB650IYCwXvgZWnQ3t5O+4RxCtmkSZOQnZ2N1tZWaLVaNDU10WBqsVjco1kqd/2hUAhisRgymWxEBPQmG6lUiuLiYtTW1sJoNA5K9fVEVem5+0xVVRWKi4vh8XhQVVVFYw8tFgusViu1INpsNvh8PlrBXq1WIxAIoL6+HpMnT6bFL61WK0QiEaRSKWpqauDz+WjcmM/nQ3Z2Nm1m291C4/cH8PleDb4r+0WhWTDJhGxFQ9z1JGrCPJpl46hiel5++WVkZWUhPz8f8+fPR0VFBQDgggsuwPPPP5/UAfbHxo0bIRAIcP3119NtUqkU1157LbZt24ampqYhHc94w+/3o7y8HHV1dbBYLKitrYXZbEZjYyNkMhlUKhVtI8GtlLkibhKJhAY772tIgUN2Pj2ugbcThsjnkEokUKvVUCgUmDBhAng8Hq1M63K5kJKSAqvVikAgAJ/PR1ON6+rqoFAoaHYY54bgurZ3v7mFw2F0dHTQIGq3200fWOXl5fTGwRi5cAUq/X4/vF4vCCHQ6/V0Qca5brjfXigUorW1FR6Ph8b8cA8QIJZNWFVVBbFYjFAoRK0pfD4f0WgUoVAIgUCAWjczMjKgVCohkUiQmZlJG4FyriOubhSnWKjVakSjUVRXV9OCeWazGbt370YgEEBRURFsNhsiwnRYJFeDCGJuFxm/AymeV+C2mxAKhWjNqdTUVKSkpKC4uBihUChu3nm9XqSlpSE7OxtqtZoGpxYVFcWlw3MKQNd+YGMN7vefMGECSktLUVRUBL1enzQLT01NDWw2G7X+NTY20ia2XDxZe3s7VVi4BAquHyFXYJW7f4ZCIWqdMxqNtLBlOByGy+WCxWJBVVUVLfLa3XLNfbZroVZCCP7zoyJO4TlzWivmT/H1MGAkasI8mmXjiJWetWvX4tZbb8WVV16Jzz//PC5i/LTTTsN7772X1AH2x969e1FSUtJj5TJnzhwAwL59+4Z0POOJSCSC+vp6BINBNDY2Ys+ePaioqEBraytdxXKtJerr62ntiEAgAJPJhObmZnR2dmJvQxq+Kc+hx+XZPoU+8gUEfD5N1Z06dSqta5KSkgKBQID8/Hzqv5ZKpSgsLITf78dPP/0EQgiMRiPtqC4QCBCJROD1eqFSqWiNFSB2A7DZbAiFQkhPT0dKSgp8Ph+0Wi31l4/24L2xDtejqrKyEjabDQ0NDairq0NFRQWVGU4Rkkql4PP5kEqlNIiTi6XYvXs3fD4fANAHf15eHmbNmgW5XE5j1QghtD8WV55BIBCgqqoKhw4dohlXAJCXlweRSITq6mrs3LmTxvVs374dDocDJSUl1BXB1YqyWCxoaWmBQJGPrypPQBixB5GMb8FJWd8i6IvFtHFuN07JcTqdaGlpgcVigc1mg1QqRTAYRGpqKtrb29HY2IiWlhb6EC4rKwMhBNnZ2QgEAjAajRAKhRAIBKzD+lFgt9tpaxKTyQS73Q6Px0OV2paWFnR0dKCjo4NaB1tbW6lrFYhZLPPz88Hj8WAymdDZ2UljrLh7KRd7RAiJk8VECzqhUEgbPscWgATP/bMDX+7+5fE/J7cMqaIDaGxshNPppL3CeDxeXBNmbttodW0BR+HeeuGFF/DQQw/h97//fY+HwMSJE6nVZ6gwm83IyMjosZ3bxpVs704gEIir28AFQIZCoYQxHtx7Xf8dyQzmWCORCJxOJ1pbW2G1WqkPWqPRQCgUQq/Xo76+nla0FYvFNAi5pqaGNvnr6OiAQCBAiPyy2lAF/gd+4L8QCTMhVKkgk8mg0WggFotRUVGBwsJCuuqWSCRobm6GVCqFUqmkzSFFIhEyMjKgUqngcDhonRQug0YgEECr1SIlJYXWcuGycrpWweWK0gGgpmSuBkt/3+3RFgNjHDnc6pp7uAgEAuTk5KCtrQ0ulwt+vx98Ph8ZGRlwu920jonP50MoFKKuhEAgQCvYGgwGKJVK2p8oJSUFnZ2diEQiCIVCVF4AUJmvra0FEIuNEYlEMBgMKCoqQiQSgdvtxowZM2jtHK4as91uh8VioQq4z+ejDx2JRAKdIRuhmthDTC22olT1OYK+ADIyMpCbm4u2tjbs378ffr8fIpGIZvlwijsXT1RbWwuTyUSDebkHIyEEDQ0NyMvLw8yZM6FWqxEOh2mWmUqlGtXpyUNB17pQJpOJFo3s2tqEg8sq5WoncTKamZlJU+q5jFNOoeHkRa1WU8sOn89HdnY2srOzUV9fTxVVHo9H7z2cQcLv96O5uRk6nS5mdQwE0djiBCACQHBiXhkKU2LPSR6PRy2fnNLb3fIzlMHeg8ERKz0mkwnz5s1L+B7XwHEo4RrvdYebqNyqrTtPP/00HnvssR7b//vf//Zb32A0tdoYirFKpdK4G6Pf70d6enqPOjcul4u2oOgKIcDXh9shl4Qwt1AHYEXC8xQVFfXYlpubi9zcXPp69uzZce8XFhb2+AzXxJFDIpFQGeoaANja2hr3uY6OjrjXfX23y5Yt6/U9RnKx2+1UeTAajbSEgdPppMX5hEIhrdHD5/Np9eXGxka60NFoNCguLqYPDalUGisC+PPKOy0tjcbedHR0UIVCJpPF4m7Ky5GVlYXc3Fx4PB7s2LEDJ554IrxeLzQaDU0dTk1NhUQiQXp6Oo05zM/PBwDaXNTn8yE3NxdpKhvOnhrEjppUuA4/iZYUFY2Ja2hooNldXNVxvV6PaDSK9vZ25OXlwel0IicnBxaLBUCsUjpXvgEAMjMzEYlEoFKpkJOTg87OTlpfiFPyBqMX1Viha/wOV4LAYrHQgPKuJQuAmCLi9XppbSiFQoGMjAyEw2Hk5ubCbDZDqVTCZrMhHA5T6w/XS9BisUAgECAYDOLw4cM0do3P51P3vUgkQlpaGj1nW1sbbUURjUZRVVmO8463IxRKx8QsF1IlDni9sRjLcDhMa5ZxbYE4hTzZwd7DxRErPXl5edixYwcWLlzY470ff/wRJSUlSRnYQOHSlrvDxWBwD7Du3H///bjzzjvpa+7msHjx4h6uMo5QKIQvvvgCZ5555oheyXP9gOrr66HT6XoIbUFBwYALdXXF6/Vi+/btaGlpofVs1Go1PB4P7HY7AoEA5HI5pFIpqqqqMHfuXPj9fshkMuo+8ng88Pv9MJvNsNvtdFV88cXL8eabb6BxjxSnnXYajEYj6urqwOfzoVKpEI1G0djYCLlcDp/Ph0gkgnnz5iEUCqG5uRllZWW071Z5eTl0Oh0yMjLgcDhoDINWq0V+fj5NReYeCmVlZXA6nbRqr0AgSGjF0Wg0tCDYaJCDRDz11FP4/e9/j8mTJ+PgwYPDPZykYLPZ4Ha7wePx6P/5fD4kEglmzpwJh8OB2tpatLe3IysrC8FgEBUVFcjOzkZKSgpqa2uRmpoKv9+Pjo4OZGZmAogpCDabDbm5uTCZTKirq4NKpUJ6ejrUajV8Ph/NwvJ4PMjIyMDUqVPB4/FQXV2NmTNnQqlUorGxEY2NjVSuuIKHgUAAxx13HGpqauIsPXK5nGYkEkKgETZhinonXKUxBd5oNNKinC6XC7NmzYJIJML+/fsRjUbpnJLL5TTdWalU0iwcgUBALZg5OTnU9cHVAgJ+CVQd7enJR0Nf7R8A0PfC4TDMZjPt5ycWi2l1eM7KJhaLqeUkIyODVs/WaDS0zyDnnjruuOOgUqlQWVlJyxtwbUYKCgro/kajEZ2dnTCZTNDr9VCr1dDpdJg6dSpaWlqoW5bzxHDJHB6Ph6bCe9wO/Hq+AAIBH9ForGWK2+2mQfpcA1yNRkNjw5LdI2y4OGKl57rrrsOjjz4Ko9GICy+8EEBMGfjkk0+wZs0aPPXUU0kfZF9kZGTAZDL12G42mwGA3sC603V13xWRSNTvg2wg+wwH3GT96aef0NbWBplMRjOcuJuqy+VCQ0PDEa/eOGXCZDJRs6lCoYBEIkFlZSXS0tLgcrlACIFcLkdxcTE6OzshEongcrngcDgQDofR2taGiPZcaFIb4fX+QNN2ebyYUqXX69HR0YEDBw5AKBTSUvncTcTv98PhcCArKwtNTU3Q6/X46aefwOPx4HA4qNlXJpOhvb0dMpkMSqUSarUamZmZyM7ORigUgtFopBYqt9tNK/dGIhFEIhH6fXVFJpPF/e4jVQ56o7m5GatXrx62TMtk0P2BJJfLadCoQCBAc3Mz/H4/wuEwfa+trY26pTgFwOv1orGxEWq1GsXFxWhvbwcQK1SZlZUFADTuwmKx0OaekUgECoUCer0e+fn5EIlESE9PRzQahUAgQEZGBqqrq2ldHS7Gg3M7ZGRkwGAwQCwWo7KyEvn5+TjttNOoBSm9YD68yIXT8RkOHjyIzMxMfP3115DJZJg6dSrq6uqwd+9eRCIRmq1mNptx2mmnIS8vD7t27YLD4UBeXh6NZXK5XMjOzqYPta5WWYfDAY1GA51OR+8HXRX+0Z6efKQkyrwCQO8lEokEdrudWta4djZyuRw5OTk0i5Rzpe7ZswderxcymQylpaU4cOAASktL0dnZSct31NXVIRKJoLq6GqeffjoWLVqE3bt308B4LsieU4i5it8GgwEulwsulwuHDh3CjBkzkJqais7OTlitVmoZb2g0wSk9GwZhJw4fPkzjdGIKDJ8uLLumpQOxZ+SECROG9PsfCo5Y6bn77rvR2NiI66+/HjfccAMA4OSTTwYA3HTTTbjpppuSO8J+mDFjBrZs2QKn0xlnofnxxx/p++MBbrK6XC7U19eDx+NBJpOhra0Ndrsd6enpNOK+t9VbXyscu90ep/AAsZUwV8ukvb0dDocDkyZNos1E9+zZg5KSEtTW1v68whHDHF6AoH82WjAVxx8nQY67mlrlpk+fTuuJcOX0o9Eo9Ho9jEYj9u3bh7a2NvD5fNp/iEtjd7lcCAaDkEgkmDNnDhQKBdrb22E0GukEF4lECAaD0Gg0cT5pjUaDtra2PpsRjvbgPSA2d0888UREIpEerrrRQKIHksfjoW4sv98Pu90OPp+PQCCAlJQUGqjLZcJEIhEa4yMUCuH3+3H88cfTEgpKpZJaOaRSKWQyGZqamqBUKunvLxAIqPUxGAzCYrFQJYcQgtraWni9Xhx33HFobm4GIQQFBQVQq9XUKhQIBFBaWkpLKaSmpqK5U4lK369AeGLA2QS9xkGtqHK5HE1NTWhoaKBtMILBIBwOB+x2Ow4dOoTMzExMmzaNtoLZuXMnjW/i6lkpFAp4vV6qZHVVzriK5t0ZzenJR0IkEkFVVRVaWlrgdrsRCoUgEomgVCohk8moOzEjI4Mqg9z3xcmhQCDArFmz0NjYSOViypQp1E3F5/NRV1cHv99P6yhlZWXRDK2PPvoIU6ZMgVgshtlsRmtrK9LT05GWloZoNIrW1lYaSE8IQSQSofezlpYWqNVqlJSUwGw2xxZwUR4aQmfD6ilAky0F8/MsCLhjyntDQwOOO+64XmMTR3OGVl8cVZ2eP//5z1i1ahW+/PJLdHR0QK/XY9GiRSguLk72+Prl4osvxp/+9Ce8/PLLtE5PIBDAq6++irlz5yInJ6efI4x+ugZyctYWrvGh2+1GJBKBxWJBZmYmVSa6r976WuFw6eXczY/LFNFoNAiHw3A6nSgsLMRxxx0HqVQKtVqN6upqADEFKxgMIhQOw6M4H0FlKQAgCgkqG/3QECu1lnCd0ktKSlBTU4O0tDSEQiEoFAocPHgQTU1NtLy+xWJBamoqdDodTWmPRqOYNm0aZDIZysvLUVhYiAkTJiAcDtP6KhqNpodPmgvu5DIsEjHag/e+/fZbbNy4EXv37sWtt9463MM5YrqWzO9KOBymFY85ZRmIWeU4l5darabBnOFwGNnZ2bR3lk6nowHqzc3NqK2thcfjwbnnnkvlhcfj0dpOaWlpkEqltI6O1+uFwWCAVCqlDwlOSff7/bTxo9/vx48//kgrJodCIfh8PuTl5UGlUsFk02Dr7kKQn6uQQ16CNGUtXC4Xba1y8OBByOVyuiCJRCLU+qBQKGCz2XDSSSfRoFq1Wg2n00lrEnEWKbfbTeWfy37k8/mIRCLw+Xw9HnZj9eHXnfb2dhw+fJg2YOVwOByQSCTU2pKamprQBc7n82k82cGDB6n788CBA9Q1LpVK0dbWBpPJhBNOOIEWEoxEIggGg5BKpTCZTJgwYQJsNhsNTo9GozAYDMjKykJHRwf4fD7S09Oh1+sRCAQQiUQgFAqpHHu9XgRDUVTsz4c1qAUABCIytNn4SFfF5LerC6w7Y2GR1xtHrPR8++23mDVrFiZMmBBXGweIabu7d+/GqaeemrQB9sfcuXOxfPly3H///bBYLCgqKsJrr72G+vp6rFu3bsjGMZxw5cQ5l05zczN4PB6ys7PR2dlJYwhUKhV9cHddvfX2QAF+6bfidrvpqhCIKT7cKuf0008HEMuUq6ioQF5eHoBYfELMFAx0CJbC5iv9+ZhRaP2bkKuuRyDwS7l8qVQKjUYDi8WCvLw8KBQKWtekoqICbrebxmQ4HA6ccsopqK+vh0ajoRkpnNtALpdDr9dDp9P165PmKrUmUvrGQvBeJBLBrbfeit/97neYOnXqcA/nqOBSsxPBpVp3dTtwxQNVKhW8Xi+Vbc7NU19fD4PBAKfTSbMJw+EwMjMzqbs8LS0NkUgE7e3taGhogFqtptmKXJ84mUyG1tZWVFVVISUlBRkZGQgEAtTKOGXKFDQ1NeHQoUN0vjidTuj1erS0tGDPnj1ILViE2uDpID9XEJFHKzEjdxc8biHNNOSa5opEIoTDYdqzzufzUSuVy+VCW1sbBAIBXC4XZDIZzcbSaDTw+Xyw2Wzw+/1xTVUBIDU1FW63G263G9nZ2XFxgGP14deVSCSCiooKWtwRAM2G6horlpKSArvdDqPRGOfa1ul0aGhooO1uZDIZ9Ho9vF5vnEVIJpPRApHBYJC6oA4dOgSBQECtSgKBAOnp6ejs7KRtTrRaLeRyOdLS0mg7lIqKClpVXigUorm5GSkpKZBIlShzLISLaGMDJCGoHK/CHTRDmTGDuly5a+Hq+HAWqdG+yOuLI1Z6Tj/9dGzbto3WwelKeXk5Tj/99CGvZ/L666/joYceiuu99fHHHw+p8jWccOXlzWYzNX12TZUkhMDpdKKhoQFTpkwBn8+PW7117VnUG1wAXU1NDSorKxEKhaDX61FcXAyHwxHX8VwkEiE/Px8KhQJyuRK7TdPhk8z4+UhRpJOPYTV9htoOCbKzs2k353nz5tFsGEIImpqa4PP5UF5eDrlcTjusW61WLFmyhK5KpVIpRCIR6urq6M0mMzMTWVlZA/ZJS6VSTJo0CQ6HA52dnQgGg2MmeO+ll15CQ0MDvvzyywF/preSDsDQlmzgzsU1ik0EF6dTXFwMq9VK42e44pdWq5V2OOeKVXKp2JxLwuVyobHx/7P3n1FyndeZMPpUzjnnzhkZIBggiqBIyZZGI34yLV175sqa8Sd7/F1fmc6WrLElj7Tku2yP02jscZBp2aOwZCuMJVomJZEUSRAEAZBInburu3LOOZ37o7g3q4EGCJAAAZD9rMVFsjrU6TrnvGe/ez8hxGMjoM9/W1lZgU6nQy6Xg1arRS6X41FDp9NBNptFOByGSqVCJBJBNpuFzWbD7t27EQwG+XfRDr1arcLpdPa7n+021Pa7sd56PwT0ry+tsART46uoVQ3sJzU6Osp8DnJLpvt30JIhkUgwr8TlckGhUEAul6PRaMDlciGXy6HZbKJaraLb7cJoNHKKNhWHEomEO0kAWOZ8Pc754DVFMQqD5/jNuq62e798Ps+fJRG9ieBN6iv6bMgXidZVMhNMJpM8Ygf6m75iscgEaODVgFGz2YxGo4FcLgeDwYBms8lRJTRqJKEFiXVILHLkyBGsrKwgGo1Co9EwR6vdbiOZTCIcTaJi+E8oC31Vq0howVT9EuRYB6BCuVyGy+VitfVgvpbT6YTRaOTg2svFuVzLZ/tm4Wr5lSLhSkSGbSAWi3H8+PFti54f/ehHeO973/umy9avB0qlEgwGA7eFt0O73cZjjz2G9773vbcUgZXM0BYXF6HX6zE/Pw8A2L17N9bW1ngcpVarsXv3buj1ekxOTvIObnV1lSWt26HX6/EukTxBrFYrTCYT3G43Tp8+zTshCvV83/veh6effgZZ+UMIFWnE2IO58c8wiOZhsVh4kTGbzTh8+DA7LMtkMkQiESSTSSwvL3NRQ2qVsbEx3HnnnVhaWsLQ0BDa7TaCwSB6vR4mJibg9/vR7XZhMpm2lbm/Udyq18F2yGazmJiYwCc/+Un86q/+KoC+iSi14C+HT3/609taOnz5y19+TUuHHVwdVpMG/OuZIfSEfldl3JHHe3ZvQPK6fPJvfXzlK1/B1772tUte37mmrh/aHTH+z0sjiOT6pGSZpIt/v38dXvPt90y+VlytTchVdXqOHz++JcPqy1/+Mp599tkt39NoNPDtb38b09PT13CYO7geILIlWeOPjIywDw050NpsNnQ6HW5fD7Yut5P8A69WzvF4HPV6HfF4HIFAgHkBKpWKuRJUWBFBOp5IIdh8EIX6KwWP0IVX/B2M+MtIpRQIhULc1aEik0wGn332WYRCIXg8HoyOjrJsUiKRMIkZAObm5pBKpTh+QiQSweVycfv+7dCWfy186lOfgtlsvmYez+UsHQC8qVJ9sgcgNeB2SCaTPL6amJhANptlZVY+n8e5c+c4cDYej7OcnSIiaFdP3KCZmRmMjo7i+9//Po8qyO22UqlgZmaGR0oqlYq7RZSOTWPZ3bt3sxSY+CAymQx2ux3raSuSkoeAVzg8TnUQP7a7gOXlRWg0GmxubsJut7Nfikwmw+OPP847b+pCGo1GtNttrK2tQavV4t3vfjfOnj0LhUKB8fFxzgBLp9OIxWJbTDq1Wi06nQ4KhQJqtRrnNdGo2GAwwOVycbfqjVpevOtd78IXvvAFAK92enw+H44ePYoXXnjhTbuutrOcWFxcRK1WwwsvvMA8xVKpxJ+3WCxGPp/H3NwcDhw4gGAwyDlqcrmcE9Lr9ToMBgPOnDkDhUIBtVqNdDoNpVKJD3/4wzh16hTy+Tzi8TiGh4dx4cIF2O12+Hw+nDx5EkDfs2lqagqJRAIGgwGRSARA35VerVazLD4ej6PRaCCZTEIqlaLZFiGCh9GS9gseMVp46MAGXnjqH/HiK383dQ4bjQaazSb27NkDAFtUjgpFvwPv8/lgNBqv6XzfDnYeV1X0/Nu//Rvv+kQiEf7sz/7sku+RyWSYnp7G//yf//P6HuEOXhO08AFghRJxCiKRCLdcx8fH4XQ6L+GnbHdBy+VyFItFLC4uYnNzExqNBslkErVaDXK5HGNjY/B4PJifn0c2m4XFYuHZtUqlwqmFCgq9vueHCF34pN9BPfUs1ssK+Hw++P1+TkwfGhriuIdwOMxS4GeeeQbj4+NskEX8hb1790KhUGBtbY2Pt9VqsWqMsr3eqjPpq8XKygr+6q/+Cn/yJ3+yxZm80Wig3W6znf12xeHlLB2AmyPVJ4JmuVzeoqrRaDQsEyb1YaPRwOjoKFqtFhu9kWKNCvxer4ehoSF2Fid1jtFo3JKDJZFIYLVa2UnZ4XCw825/fKtGLpdDsVjE2NgYJicnsbGxwa7GJpOJDeSKxSJkMhnS2QKSwsOA6JV7sPgsJh1rEIt3Y3NzEwqFAhKJBBsbG6jX6wgGgzhy5Ah+4id+AidOnODwU4VCwbJph8OB4eFhpFIpyGQy5pP4fD4O+yVCdavVYtlyNptFPB6HSCSCz+eDWq1GtVqFVCpl3ofL5eL15fVaXgDgc7bd6/TvN/O6Gnw/GiHp9XosLy8jnU4zwVsikUCh6K9btVqNC5disYharcZFCxHK6/U6nE7nFmNBuu7kcjlqtRpsNhvTEXq9HsrlMuRyORfI1WqVMwNNJhN/3WKxYG1tja1IbDYb5HI5ms0mUq1ptMr9cb4YDczpvwe3KcCu+GT7YbPZcPbsWYyPjzMtYtCIlbr6FosFEonkdZ3vW9nO46oaqb/7u7/L8z1BEHD8+HH+f/qn2Wzi5Zdfvqxb8w5uHIjIq9FokMlkkEqltqRN0wOsVqtt2b0QTCbTFg6QTCZDLpfD6uoqNjY2YDabWf1EfKFisS+nJQIdkf6MRiMqlQqkzWUYG9+GSOjg3tEzuGtOjrvuugu7d+/mG9Xv92NqaoqJzCS5PHbsGJLJJH7sx34Mu3btglKphNvtxq5du7B3794t9uiUam2z2eB2uy+r0Ho7IhqNotfr4eMf/ziGh4f5nxdeeAHLy8sYHh7G7/3e793sw7wq5HI5lqSTjDuRSCAWizGvix4apFikmAmlUomhoSFMTEzA4/HA5/NhbGwMOp0O8XicievUASJDU71eD6VSCbVaDZ1Oh5mZGbaB6Ha7XOBT6Gg4HEahUIBOp0O9Xt/CQyLLBIvFgma9AmP5ryDqFiEUnoY894+Qy/v7z1KphFQqxS7SzWYTnU4Hp0+fRiaTwfj4OPNHjh8/jmazCY/HwxufEydOIBaLYX5+Hr1eD36/H5lMhguhi2MRyJ+IvGAGXYCB7blUZHnxVoLZbEYymYRer2c1VafT4QBai8UClarPh1lbW+MQ2k6ng0QigVarxbxHCpylKCSVSsX/TWukTqdDJpPh9ZSk56Ojoxyfo1Ao0Gg00O124ff7kU6nce7cOeTzeWQyGeh0OlSrVSSTSTSbTezy5eFRngF6VZjKfw2vtd+hKxaL7HlG5OihoSEMDQ1BKpVuS22o1+tMU3mrne9rJjJfK7FpBzceEokEk5OTqFQqCIfDKJfLKJVKmJ6e5nal0+mEWq1GJBLBM888w8nMRqORJdv5fB7VahW9Xg/JZBKhUAhWq5VVYbQTImLfysoKt9hpdyoWi5ls7PFIIMvN44UfbOLIkSMse8/lclCr1RAEAWfOnGGZ+uAuiW54m83GOTUjIyMcBZDL5WC1WtHtdplkKJFI3hLE4+uFubk5fPOb37zk9U996lMol8v40z/9021jOm4l0AM3n8+z0WixWORxKrnMBgIBiMViNrikxTyXy8HpdGJxcRE2m40fVJFIBBaLBW63m0mpVCRZLBYA/Va9QtEfxRJhlBRh5BFF9v5ULGQyGczNzaHb7cLhcHBBvri4yB0TqVQKUSUFbeaPgG4RQxPj/FAhVQ6lp9frdVgsFojFYkSjUezfvx8GgwHBYBBDQ0P8t1LYqkQi4SywRqPB76tUKiGVSnmzQgaVF5tw0t9MoA6XyWTic/FWNCwkG4FEIgGdTof77rsPzWaTA2l9Ph8WFxcBvJqtZrVa0Wq1uPAlA0yJRIJEIgFBEDjlnjpl4+PjePHFFzkHjfiKw8PD/LmS8k4qlbJpKnUOKXZnc3MTzzzzDDqdDlqtFiQSCaLRKPz+KPz6ZawvRSCV9k0277nnHtTrdWi1Wtjtdh65njp1ChaLBVar9ZLCh4o+4K13vl+XTw/Qb5Gvr6+zsdwg9u/f/4YOagfXDpvNBo1GA51Oh3Q6zeoOhUIBl8uFUqmESCQCjUbDTq65XI7l2F6vF9FoFNlslluwxHGIRqPs1UPmbwqFArlcDi6Xq89RCIYh1u1Co3QWBoOBE571Gg0Cnjnkcrkt1uw0VqhWq9wGNZlMCIfDyOVysNvt8Hq9EIlE6HQ6sNvtLIWnHJodXBlWqxUPPfTQJa//yZ/8CQBs+7VbDYM7zFarBb/fj1QqxQGwFHSbTCah0Wj44ZJKpVAul9FsNlltRV2Y8+fP87iUHgLpdBpGoxFjY2PMYaGHSzKZZAO5arUKh8PB8RRk2y8IAud72Ww2iEQiTmV3uVxYCMvQqc6j2Wyi1WrBaDSiVqvBavVCrVZjdXUVd911Fx+zUqlEIpHgIolS4XO5HNrtNrtRJ5NJLC4usuxeKpXyvUXjJJ/Ph3a7DbFYjEAggGw2y7t4cpge9Py5mONHPzvY8XmrGRZSLmAikYBYLOYU+lwuh1qthkKhgGAwyDYY3W4XEokE3W6XPW/27dvHhTYAztiSSCScN0jSdJ/Px92/SCTCxbUgCLxJNRgMmJmZweOPP45YLMZ8zVQqhVarhVpTDIlqGL3GAlsWFAoF7Nq1Cz/+4z/O6+qgp49EIkEmk2G3/EgkArVazSIeAhXPhLfS+b7moqfVauEXfuEX8I//+I9b2qCDeLMl6zsA+3mIxeItIXFWq5Vb5lqtlosIIm5SLhHtXBwOB5aWlthWP51O885Po9HwiKtUKmFkZASJRAJanRlV84+h0vVBjy9Do+m305PJJCYnJ2G1Wjl/hsYHFGw3MjICp9PJLXiv14vp6WnmLEilUvbK2MHbD4VCgf9bJpMhFApxICdJrxOJBLsdp1IpHDhwAKVSCd1uF3fccQeWlpYwMjLC1/TMzAwXFmQwaDAYEAgE4Pf7mTiqVCqh0WhgsVhgt9vRbDaZAPq+970PzWYTKysrMBqNyGQysNlsqNfreOmll9gXR6FQ4LvHmljI3YcJ515MeZ9GNpNih+iNjQ2srq5usZCgINNwOMymdRKJBIVCgUfJ5Efl9XphMpnQarXYoE6r1cJisSCdTnMcQqlUgsfjQSKR4HgNImHTWMblcnHa/CCokCoUCsynIkLtW6Gj2mg0cPbsWUQiEVQqFcTjcebA0Tg0m82iXq8jmUyyw3utVoNMJsPo6CgymQxWVlbQarUwOjqKXC7Hm8rJyUmsrKwA6HdNDhw4wLwck8mEd7zjHVhbW+PPVxAENpR0uVyYmJjA+fPnodfrIZPJkM/nodDYUDR8EC1BDxX+Amohwutru91Gt9vFv/3bv+FDH/oQVldXmd82OTkJt9vNozWyOpiZmdlS9FB8D+GtZFB5zUXPZz7zGTz++ON49NFH8R/+w3/AF77wBWg0GvzjP/4j1tbW8Od//uc34jh3cBXQarXQ6XRotVpcmZtMJmQyGej1eua/yOVynld3Oh2srKzwTpKKH2rVVyoVGI1GDjIkB1Bqka+shbHWfD8qPRcgAmq6h2Fz/Cve8cr7UkzEINE4m81idnaWfVWWl5dhNpvhcDjYB4McdkdHR9Hr9d5SN93NxlNPPXWzD+GqMbjDJF8cvV6PlZUVHrVLpVKo1WrEYjF2Idfr9XA6nbz7zefzWF9fh0gk4mgSChA1m80Qi8VMkj5x4gQmJiawsbGBQCCAsbExJvdSCGO322VeWigUwsGDB9HpdLCwsMBdynK5jM3yFILVAwCA5YQRXuMUcrlFTlwfHh7GxMQEP3BIfVipVJiMTMoqrVbL96xcLsfMzAyi0SjHzlDnQavVsoEdPQBNJhM2NjbYfI82ReSqTiRwk8nEIx0AnEe3ubm5hftEo7PR0dEtWV63A2hTvr6+ziqoWCzG6rSzZ8+i1+tBJBIhHA5DLpfDZrNxBEgqlYLX64Xb7Uar1UIoFEIymeT1i86tSqVCsVjk2BOg33l/8sknkUwmoVAo+Hq22Wy47777OD+QOGEikQh+v5/ztEqlEuRqO54L34MmzIAI6Nk+Aovw1zCbzXzNnDt3jkeYVOw3Gg1sbGxALpezCadGo+HOn1KpRKPR4Pgh+vm3mhL2mh0hvv71r+PTn/40PvShDwEA7rjjDnzkIx/B448/jiNHjuBf/uVfrvtB7uDqQIm7Wq2WDbFo90etStrFUQbMwsICVlZWsLm5iUKhwPk+lEFEM18irJMRmk6nQzZfxUb3gyi2+yQ9qbiNWcPjqJRSbAyoUCi4VUwE6ZGREZhMJrz44otoNpsshb5w4QLm5+exvr7O2VC0u30r3XQ7uHpQsUt8FOo6DHILzWYztFotlEolF/YTExNotVo4fvw459FVKhVkMhmUy2WcOnWKHbhzuRyWl5cRi8VYPQUAs7OzqFQqWFtbY0ND4siFw2GcPn16S9hxOByGw+Fg76rz8QCC1Tv569rmD+HWRrB7925W1GxsbPADEwBvQFKpFBQKBQsUKJtJr9fDaDTCYrHAYrEgFAoxn06lUvEGhbpVxHXT6/UoFAqXdEyJeEvO5WKxmD1zBEFgA7tBOzdS9RSLRaytrd1Wnf1Go8FdF8r529jYQCKRQD6f5/w1AExWD4fDMBgM3GWjrLJwOIxWq4VMJgOj0Qi5XI5er4doNAqFQsFWBr1ej/lotJGbmZnB+Pg46vU6zp07h7W1NayuriIYDOJHP/oRVldXWUKfy+Xg9/sxPT2NTKGLY5F3oNHrr4dSoQhH56sQel0Ot11YWODoEuBVnzVSbZZKJTidTuj1elbQUjdRpVJxQUeF2ltNCXvNnZ5IJIKJiQlIJBIolUrk83n+2n/8j/8RP/VTP4W/+Iu/uK4HuYPLg2bK0WiUdxUKhYIv2G63yyx/cjCmZGZyqiVFQS6Xw+bmJorFIsbHx6HT6ZBMJjE+Ps7dH5odiyRqnE7fj1y9f/OJhDrsjX+EVNVAVyLB2bNnMTQ0hNnZWdTrdUilUtTrdXi9XjidTtTrdZbIPvfcc9i7dy80Gg0rb2QyGfsOvdVuuh1cPah4pzgSIsoD/fETEdvn5+cRi8XgcDgwNTWFYDDImXCDJFOHw4FGowFBEHgcTC7H9D1UaA0NDbHbM91nBoOB7zfyq7rnnntQKpWYX1SpVFDXvBs50Tv579A1vw9z7xlEoyMwm83s2ExSe4Lf74dYLMbLL7+Mubk5GAwGiMVi9Ho9DA8P8z1stVqRyWRYsTYImUzGCjK5XA69Xs+KML1ez2nrQN/XiDph9Pc4nU5WgIrFYh4xisViJn/TObhcePGtiIvjdoijKBKJ2KOIHJQHHaOJDzY2NsafCwWSUqxHt9uF1+tFLBbjAsfj8aBarWJtbQ1SqRQejwfr6+tIp9MYHx+HQqHg9yMp/KFDh1ipNzIyArvdjnA4DLvdDrHChguV+9B6JVpC0stDnvwTwAioXokqkUqlzO8kfptGo2HXcUEQkE6nEQgEsHv3bmQyGfYbImqETqeDWCzeNoKHOoLFYpFd6w0GA3OXbgdcc9Hjcrn4JhgeHsZTTz2FBx54AACwvLx8XQ9uB1cGtZiXl5d5N0ZyVpLpUpaVIAhwOBy8s1taWgIATqMul8uIRCJsqx6Px3H33XfD7/cjGAxCoVAgnU73jQpbYjRsv4im6JXUadTxjuHjaBZ7kEhUrFgpl8tYXV3F1NQUZmZmsLa2xrYG5JlCqjCg39XpdrsQi8UcAKrX6zE0NHTb3FA7uL6gYpe6DuRbIhaLeQQrk8kwMTGBqakpHteura2h1+uxiRxdj4lEgsnGpIihkNxMJsOBokD/gT40NARBEHjUu2fPHrz44osol8vYs2cPms0mq3rK5TKMRhPOxkbR0L5a8MgK34JQ+T4KEgmPEmZnZyESidgYkXblPp8PL7zwArRaLSvE8vk8hoeHYTKZEAqFuDjT6XS4++67sbq6yo7opMYE+lmIJpOJ5dVisZgz+Hq9HrLZLD+MnU4nd1W9Xi9mZ2eRy+UQDAZZrUkPtsGR4+2k7KG4HSL4lkolZDIZ1Ot16HQ6XvcqlQoXD5Q9WK1WMTIywuRfUntRh8Tv98PpdGJ1dRX1eh29Xg+pVArBYBASiYQLU5FIBKVSiUgkApVKBY/HA7lcjmg0ypYMZrMZqVQKKysr2LdvH+RyOfIVCV5M7kNL6HfhFOIi/OKvoappo17vk+n9fj8KhQIqlQparRbzksLhMLvnE2erUCjAbrdDpVJBJBJhbGyMDTYvF8HTaDQQCoV4ZEycJrrmbpd1+pqLnvvuuw/PPPMM3v/+9+NjH/sYfu3Xfg0LCwuQy+X41re+hZ/+6Z++Ece5g4vQ7XaxsrKC5eVl1Go1bj8TkZGq/Fwux3NpMr4iFj91gaRSKVZWVlCpVNDr9eByuXhXA/SDF9PpNBKJBERSHZrG/xtN9NvxEtTgbP09oms5WCwW1Ot1VmqRQZVOp8NTTz2Fc+fOQaFQ4PDhw+xmu7q6uiXSRKPRsEyevFFuN87ADq4faBElfgG5Ii8sLMDn83FXsN1us4y91+uhVqshmUwyF4fGDdQ99Hq9zB8j4u/u3bvZ1gHoj5rm5+fRbrfhdrthNBpx8uRJ1Ot1vOtd70I0GsX6+jpHsvQEAWulfWhoX838s3Qfh9D6EVp4Nb8snU4jk8kgm82i3W4jnU5z0bCxsYGJiQkeQ2k0GrzjHe9Ar9fD4uIixGIxVCoVd2X37dsHj8fDPCXaRGi1Whw6dAher5f5R5fjxdFaYTKZYLfbMTw8DADcHaJOE417Lsbtouyh1HIaSRJ/Jp1Oc5eDujN0HZHzNilOLRYLG6vGYjEYjUbmiZFR4draGtxuN1ZXV6HX66FSqfhz0+v1qFarUKvVqFQqmJiYQDQahcFggMlkYoNDsu9Ip9NQG4ZwInYUjW6/4FFLS9hneRydhoBqASxrV6lUHMpMG2AA0Ol0KJfLnDcHvKq+lsvl7NBPhc52aLVaWF5exvLyMmc90t8Sj8dhsVggCAJfO7cyrrno+dznPsd8i0ceeQSCIOCf/umfUK/X8fGPfxy/8zu/c90Pcgdb0e12EQ6Hce7cOaRSKebYkFdDo9FAp9PB8PAwE5PT6TTK5TKT5IgoSTc4eecEAgGo1WqcOnUKRqMRq6urGBoawsrKCtqdDvKqn0L3lYJH1CvD1ngUQz4lwuG+GiaZTLJvRaVSwcGDB1EsFnHq1CkMDQ1henqaF9lqtbpFWqnVauHxeLh9bjAYbosd5A5uPMbHx1GtVpFIJFAqlTA7O4tUKoVisYhisQibzcaGhKOjo+yuLAgCp0eTbBcAzpw5A4fDgWQyiUqlgkAgwPcP+fSQZFwulyObzcJoNEKlUmFxcRHDw8PMMaKRsmC4H2X5qwWPsfkdWGRnUddo0Ov1oNPpYLPZkEqlkEqlMDo6inQ6jW63i1QqheHhYdRqNf4adQfOnTsHpVKJQCCAc+fOYWFhASqViiX0ZLRYLBZ5lKxQKDhyg5zYXysTkfgdBBq/vBZn53YRGXQ6HcRiMXaQz2QyXEwTt0un08Fut3OyerPZxPDwMKanpxEMBpkbQ8o3rVaLer3O/mh6vR5er5fDZR0OxxbvIyrSpVIpdxqJ96PVajE0NMSu4AqFAharEydT93PBo1dUcO/wCUgEKY4f34AgCPD7/UxP2L17NyqVCiKRCHS6fhwF2RQQAZvuiXg8jrGxMd70Xo6U3mg0cObMGRw/fnyLmlIsFsNut/PzBcBtsV5fc9HjdDrhdDr5/3/5l38Zv/zLv3xdD2oHr85O6cYjsqFKpUIoFMLm5iZisRiq1SokEglf5OTBQ7bipVIJZrOZ59XtdhtWqxXxeBwejwfZbBYGgwEikYjJjLQI6/V6Nr9qNBr97k33/6Br/X+AXg2O1t8DrThqNRdbtXu9XmSzWfh8PgwPD6PZbOKpp57C1NQUjEYjYrEYyuUy8vk8dDodUqk+6dlut2PXrl0sudxxVd7BIIrFIvMPrFYrX4/VahXlcpmv5W63y9watVoNkUiEUqkEtVqNAwcOIJVKcWyD2+2GUqlEOp3G0NAQNjY2oNVqt5CnKdaFpL0HDx5kngXQ3wGTm69LXUOtHUNL7Ia69HUoe6dQ7/S5IRqNBm63m6XJTqcT4XAYiUQCRqOReSB07bdaLaysrGDv3r3chchkMojH40xoppDkdDqNjY0NuFwu+Hw+Lm4oQTuTyeDuu+9mvt7lcDF3zmQyIZ1ObyExX4zbSdlDCedE1KZokE6nw2ILkvcbDAYmLwPAc889B5FIxMpY4oR5PB6IRCK2+chmsxgdHUUgEOC1jFLLAfCIcbCLNDw8zHlfgiBArVbjAx/4AEqlUt+WoXYWZ9KHYdE28I6hF9GoZCCWyzE3N8ddHhoxkXpMIpGw8Wij0WA1o1wuh8PhYHEKqXGbzSbW1tYuiZsgHhTxzwbR6/X4OWMwGLiwutVxzUVPOBxGOp3e1oDw9OnTLNfcwdVjuwInm82i0+lsUVtQu95ut6PVaqHT6TBBrdlsolarQa1Wb8k8qVarWFlZYfMy4i1otVoeMVEQKZmfEbFTEARWkgB9/o+4fQHy3hcg7hUgM/SQLZWYKwT0iZikpCmXy0in07jnnnt4walUKhCLxSiVSuh0Oky6A/q7hO1myTt4+4L4XhsbG2xloFQqsbS0xLwXt9sNjUaDRCKBTqfDCqZ4PA6VSoWRkRG0Wi2cOnUK4XCYFUqdTgcOhwMTExPsRJ5KpZgTA4BzjTqdDprNJo86isUims0mZ9IBwNiYHgfNT+Ll5Ra0wgKar3jakOIKAHd2pFIpcrkcbzTy+Tx8Ph/Gx8cRDochkUiwb98+zmgikv/o6CjOnz/PNg5GoxFnzpzh+5Tk9wBgt9v5syH/GFKsDWI7wioAdmq/lkLpVgZ54AxyesLhMDweD8c8UGhoPp/H4cOH2ahQpVJxZlW324VarUYikYDJZILZbMbo6ChisRi7NZPalfzTyCrAZDKhVquhXC6j0WhwkO76+jpHU1gsFkSjUbTb7b4pZvhHGJKlMe2UoNusY3p6Gmtra1hYWEC73YbNZkOpVOLO3v79+5FKpXDq1CmMjo7i5Zdf5vDYXbt2wWg0IhqNcrFK4+HtSOnEg6KCbDukUin2Ystmszf4LL5xXHPR8wu/8AsYHx/ftuj58pe/jJWVFXz729++Lgf3dkCj0eCFiG7ItbU1ZDIZqNVqrs6B/i4kGo2i2+2yrXyz2US9XmeOTqlUgt1u53ZqrVbjRZsW9kKhAIPBwKoWiUTCRD6tVotms8kOovWWCGp13xtEp9P1yY6VC5DIZGi19Lybabfb7FAbiUSQyWQglUqxe/duWCwWrK6ucjtYJBKhXq9zhIXH40GhUIDVauX33cEOut0ugsEggP7CTFyYwW4MpaRXKhU0Gg2YzWbeDNBDhyTGUqmUDeEAcOgqFQXlchmzs7P84FcoFJiZmUE2m0U4HEa73UY2m+X082arBZFYhUTiLCQSCdbW1rB79278+BErYrFRjpDQaDRYWlpCOByG2WzmAo2k9kSg3b17N5LJJMxmM1s9pFIpjkPI5/MYGhrCwYMHsbq6CqfTyWo2+jubzSZMJhMMBgMmJyf5cyKy8dTUFIrFItLpNLLZLGw2G2w227abDOoWDK5PhMsVSrcypFIpj46oOwf0M+ocDgfGx8eZLkBhnvF4HKVSCSqViq+hdruNSCQCs9nMI7Hx8XGMjIwgnU5Dp9NhaGgIZ8+eRTQaRbPZ5EYABeA2Gg32VHvuuec4FigcDqPTk0OrFiMSiUAikcDhcKBSCaFWVnOgrl6vx6FDh3Ds2DFkMhl2q9fpdNxBpNdGRka4o3Py5El2gk6n069EV/jhcDg4Imiw6CEZ/5W6fb1ejwUwV/q+WwXXXPS88MIL+Pmf//ltv3b06FF86UtfesMH9XbBxRJK4FUDtl6vh0wmw2x+WrCppTg9Pc0Jz3RRUvbV4AxeIpFwV4WiJKRSKdxuN2QyGV5++WXodDocPnwY2WyWFVPdbhciuR0Z7fsgla2j3X6UfUBI8gv0ZcMGgwHtdhtms5mTz2ncpVQqUa1WEQqFmBAplUpZWWa323nRzOfzO0XPDhi0ywT6/BqpVMoqIzLTDAQCHBRpsVhgNBqRz+dhNptZoh4OhyESiSCTyZiY22q1oFQqIRaLEY/HsXfvXhQKBaysrECpVGJ0dJQTzu12Ow4dOoTNzU3YbLY+P6Zaw3dOOlDrGuEbaqJW7vv/kGcLdWgLhQLOnj3LKedms5m7TFNTU7wBofvJ6/VytpfNZsP58+eZCEtFoN/v5/FdoVDgnCYiOdNmYpBrQ2RjyqfT6XRYXFxkRdLloFQquVC6krLndgBZHFB00uA6WSwWEQwGuUtIJPN8Po9SqcRjLorpIGsBp9MJQRCwtLT0inrPyPYgCoWCR/zUfdNqtRgdHeX0+ng8jsnJSXbGdw7diZPJd2Jc9BLM5hpWV1fxrne9C1qtFouLizCZTFhbW4PD4YBKpcK+ffvwwgsvwGKxIBgMwmKxcCeQ+DdarRbxeBzBYBButxvr6+vYu3cv4vH4lvWWJgiDoE4rdeMvB+ItGY3GSzqJtxquueipVCqXvUnI1XQHV4fBRR0At7xFIhFb7dO4SywW8w6BWuJerxfJZJJzUtRqNbsgE2hnq9fr0Ww22fH13LlzeOCBB9h+3+FwQCKRoF6vY2xsDCfPbGKleBSCVIt42wpnoIjMytegVCphNBo5FVir1cLpdKLRaODUqVMIBoPw+XyYmZlhQrVMJuP8r0ajAZFIBJ1OB6fTuSXK5HZRgezgzQHtMoF+R7TRaODChQsQBAHZbBaBQACCIMBkMjGhk7qIZMhJizDdE/V6HYVCgcdFOp0Obrcb1WoVm5ub3CkhKJVKzozbs2cP9Ho9jh07joT4/cj3RgAREBV9COPWr2N0dBS1Wg1LS0uwWCzYt28f1tfX4fF4YLFYYDAYUCgUsLq6it27d0OlUmFjYwPRaJSLh3a7jTNnzsBqtcLr9aJUKjEPpVarse/LXXfdhUwmw2NuvV7Px9tqtS4JEn0jZGMqlG4X7s7lYDKZeGNVrVY5QJaIxUajEfV6nTlYxP2RyWRYXV1lwi5dE/fddx96vR5yuRx75MhkMthsNi5EW60WCoUCb17JkoO4seRuXy6XkW+YEc88CEEsx3L5CIalWTidIhSLRajVavh8PvYI6nQ62NzcxNjYGPbv3w+RSIS9e/eiWq2yRQEVdY1GA8FgkBVhQP8+oGcK0O8QWSyWS64Tum8sFgtisRj//MWQyWRQqVRwOp0IhUI35PxdL1xz0TM9PY1vfvOb+LEf+7FLvvbtb38bk5OT1+XA3g4YXNSB/oVDQaDlchlSqRQmk4lDDWkHQrlZLpeLiXTkQULjrcH0bJPJhFgsBr1ej2QyiXA4jOnpaSYcu91unDlzhouXk2fDWKx/EG2h70wqRxZWRQi26WkOmaXdIvkA0XFTWnUul+PdJxmiAWDCXaVS4dR2wu2iAtnBmwN6kADgkEQy0xwaGkKr1eLIgEAgAJfLBalUimq1CovFArVajWKxCJFIxK+RTYNer+c8Iq1WizNnzrAip1qtAujzb6RSKccLmEwmnL+wgPXmu1HGCABAhC5MwguIRMLodJxsTmixWCCVSlmtE41GUa/XoVarsWfPHlgsFiSTScTjcTYbBPpFTyqVQiaT4aBdepCSkow4gGQUS50hg8EApVIJlUq1ZWd+O5GNbySMRiOPQynomLIAaXwnCAJsNhtzcWgUSCapYrGYpeVmsxkvvfQSNjY22NB1dXUVlUoFcrkcOp0O+Xx+y9hHr9cjEAiww7hKpcL4+Di0tn14au0AukK/oaBGGN3KPHLNMhcjtIZaLBbYbDbI5XLmhRGButfrsWUBbShLpRIfe61W4xgRGtWRt0+pVLrk+U1kdtocRCKRS7LZyJeNcuBudVxz0fPII4/gox/9KCQSCf7zf/7PcLvdiMVi+Lu/+zv89V//Nb74xS/eiOO85TFIRibSMCkALtcCHrx45HI5Njc3sbi4yEoAoL/LGhsbg8lkglQqhcFg4At7aWkJOp0Ou3fvRjgc5gBGsjcHwKaCtHhHIhGMjY0xca/b7aJWq/HsOpzsIKX89+iJ+wWPrJfCuOpbUEpbMFodGB4eZrvyWq0Gh8OBZ555BslkEhaLBXq9HmazmW8il8vFuw7qXqlUKshkMlSrVXg8Hv4MbocbZgdvHhQKBS/0ZFxJvidE/hSLxWzI6fV60ev1WArs8Xig0+kQjUYRDoehVCqxZ88eFItFlMtlZLNZ7Nu3D5ubm8jlcnC5XGw+B4AdiRuNBnw+H/KFMuYL96GMsf7XhQ5mTU9hxC5HvX4n8vk8pqamoFarYTabsbCwAJvNBqvVipGRETa9azab0Ol0HIdACisAnMcVj8eZ30Nhoh6PB9FoFKFQCGq1GmKxGO12Gz6fD5FIhAsk8nkh3E5k4xsJ4iiRMSutQZFIhK+ZSqXCRbXZbObun9/vh16vZ8Ku1+tFJBLhDahCoWDhCQlDiOBMwaNAv2lQq9Vw4cIFHtnW4MN86Z3ooV/wWFQpjMgfR6JaZ+4UFcJEGjYYDBxRQvSF5eVlDA8P49ChQ0w+BvrjrWw2i3K5zFEZCoWCTS7JPJFI94MYJLN7vV7uDtXrdeaDBgIBjIyMYGRk5LYYd15z0fORj3wEyWQSn/nMZ/C//tf/4tdVKhV+//d/Hz/zMz9zXQ/wdgCRkev1OtrtNkvD5XI5nE4nxsfHuVU6CGod0kK7naN1t9tFLBaDUqmExWJBIpFAsViEw+FANptlme7Q0BDvUARB4J2dTqeDy+WCXC7nmbZGo+E8GYPBgEgkAoPBgJfm02jaf2mg4ElgUv1/oJK1odcbuNqnMVutVkM+n+c0avILqtfraLVacLvd6Ha7bF5VrVahUCjQ6/UgFou35PwAuOSG28HbG+QjBYB3qED/Okmn01v4OfQAs9lsiMViCAQC0Gq1KBQK2NjYgFKphNVqZV6cyWTCxMQEAoEAOyKTbwuZZc7OzqLVakGlUkGh1OK5jX0o9l7xqEIHPsk3oe6lkUj0R9Pkih6Px/H9738fMpkMQ0NDiMVinP1FYzUy37RardjY2OCCn/KvAoEACoUCtFotzGYzW0yQ8pJGJb1eb4t6khLhLxcj8HYHjbKAPn/queee44xBepALgoBqtcrdPY1GwyqrUCgEiUTCSi7qooyPjyMYDGLv3r3Y2NhgPzJS25I3WTAYhMlkwtGjR7GxsYHvPLmOUPc9EESvFDzKOH7icAyN2ggSsU0uRjQaDTY3NyGTyXg8u7CwgKGhIWg0GuZZarVaduCnTg95WZGyrNVqQa/Xs+0C0C/wieIwiIvJ7H6/HxaLhY1srVYrZmdnOY+N/s5bGddc9ADAr//6r+Pnf/7n8fzzz7PR01133fW2fGgRGbler7Px1aBraSwWQzKZxD333HMJGYxah2Sa1el00Ov1YLFY2OxJKpVCLpdjfn4e09PTSKfTcDgcCIVCPGZKJBK4cOECrFYru4OazWZe0PP5PGw2G+r1OkKhEHbv3s3Bie12G2q1GumyCnXrTwGvFDxqcRrT+n/F+srCFr+eSqWC9fV1VKtV7Nq1C9lsllUoRBYVBAFKpRKCICAcDrNFOqlW6Ot0o9BOZGdh3gFlXIVCIWxsbKBarTJpN5FIcAez1WrBbrdDqVRyCjmNk/bv349SqYQTJ05ALBZjbm4Oi4uLeP7551GtViEWi7eopuRyORsdmkwmtFot7Nq1C6VSCRsbG2i0ehD7fgktGRU8bWjzfwOJOoViVw6TycSkUXrgkB1EpVJh3h11A5RKJSuyAoEADh48yORaGm/5/X40Gg1263W73ZwKTzERFHFgNpvh9XrZFZccmG9HsvEbweW8zQZzoYhfA/QLRMpNy+fzUKvVMBqNUCgUbMwok8nw/ve/H8FgEOvr62i1WjAajbw+C4KAUqmEbrcLm82GYrEIt9uNzc1N9lxaWlqCVCrFkSNHEAqFEIvF+jEU1kOIig5AEL1iMaBJQJX7W6STu9i3DABfo1TceDwexONxKJVKfl5Q53JhYQGCIKBWq0GlUgHo87xI5NLr9TiMt9frQaPRQK/Xw+VybfHfGwSR2YlfdjuT2YHXWfQA/d3We97znut5LLcs6GaiFjRZzxuNRhQKBS546EYYBCUeX7hwAQcOHLjEB8NkMnE4Irkjk1S9WCxCEAT20CkWixgbG4Ner2dXZfoZcvgkzxFqbRIjPxaLwWq1YmpqChqNBqlUimfPEvUwVjN3A9L+TYL6OmqRP4J4/wycTidncpFEttvtYmJigt1J9+zZg3K5DJVKhXq9DqvVipMnT6LT6fBunB4oHo+HeT6BQIBDR9fX12/8iXybotls4nd+53fwD//wD8jn89i9ezc++9nP4sEHH7zZh7YFlCW3urqKcDjMqhmDwYBisci8F7oGqQiidHUqgEwmE1s40KiVdqbdbhcqlQoGg4F5cFNTU9Dr9ezBQ2KMXC4HqUyNjvlnAFmf6yBGC3ssT6IjqyEeL3Oekdls5hwq8rVyOp04ffo0/H4/YrEYhzMSKZl27T6fjxWc1C0i8qpYLMbq6ipvZKrVKjqdDvvJ+Hw+TlF/O3d0Lrb+IKTTaf5syDuMjB5rtRoKhQKy2Sx3EsvlMiQSCUfhtFotOJ1OLCwsQKPRMFdHIpFAJpNxCGsymYTdbodarWZi8tTUFID+eIk2wnv37kWtVsNqXIV/OeZCT+gXPBb5Ju70noViZB8AcAiqz+dDLpfDSy+9BJ1OB7VaDYVCgXK5DL/fz6TrQSI70SZIQSiTyeD3+7d4WkWjUQ7b1el0GBkZuWQEejVF5O2Iqyp6vvGNb+D++++H0WjEN77xjdf8/g9+8INv+MBuFQzeTMSGT6fTPKelbsmVTJkEQWAuzSChUCKRwO1249y5c6wAAMB+HuPj4+h0OpwVo1arUSqVsLy8jFKphCNHjvAukuatNCJrt9vYtWsXXnzxRezatQtSqRRTU1Psrkkp0d1uF1a3ERJxD90egMYaxLE/hkTcwtLSEsxmM6anp6HRaLbMfMm7hML6FAoFxsfHkUwmIRaLMTQ0xBb/arWaF4xOp4NAIACPx4Px8fHbpiV6O+OjH/0o/umf/gmPPPIIxsfH8eijj+K9730vnnzySRw5cuRmHx6AV7PkFhcX2bwNAD8sGo0GNBoNW/wnEgke4VBhRDt0Iii3220olUo8//zz0Gg0HIg46KKs0+kQCoV4PEHjNKB/f3rcFhQLVQjoFzyuzlfgMqjQ1brZXZwKmXg8DoVCwdlK2WyWY1+o0Ekmk3A4HAgEAojH40gkEhwMCbxqhjgYrkryZwr+bLfbiMVivMv2eDxv64JnO+sPqVTKjsfFYhGRSARyuRzLy8vc7cvn89y1pu8nsi+N/Ofm5hCLxXDy5EneiDabTVZ6EV+KrhvqGt5///2Yn5/nApUctx9//PF+saGfggh7AUjgN6Vw38QmEvEylAojj6EMBgM2Nzfh9/s5cPbcuXO8aYxEIjxJkMlkqNVq2LVrF0wmE5RKJcvRZ2dn0el0+HMKh8Po9XpQKpVQq9WYmZnBrl27tlw/1WoV58+fRzQa5fExkf6NRuNlIytuB1xV0fPwww/j+PHjuOOOO/Dwww9f8XtFItFrZrXcLtjuZiJIJBImIAqCsG0Q3yDa7fYlxk/dbheRSARqtRp2ux3FYhESiYQ7KuSSSTvYWCyGYrHIUREUErp3714kk0mcPXsWer2e+Q2D70G+Jdlsls3abDZbP7MnvYL3zjnw/ZcNaCf/CiJJB1KpAhKJBIlEArVaDQcOHEA8HofBYOBZMPEYaHEhtdk3vvEN7Nu3D1arFSsrK+ypAvR3PXa7/bZJ5L3dceLECXz1q1/FH/zBH+DXfu3XAPR5eXNzc/iN3/gNHDt27CYfYR+FQgHxeJydxS82OaNsIYfDwRyHZrOJoaEhpNNpbG5uQq1Wc7GTy+X4PiLCfTabRTKZ5EDGtbU1WK1WKBQK7vaEw2HuKMnlcthsFvzUnjKeWd2EtPIsDNo8FAojpFIpJicnmQckk8kwOzuLCxcuQKVSQalUolQqsdqHxt60Yy4Wi8zPI67eXXfdBZlMxh2eubk5HktHo1HY7Xbkcjkkk0n4/X5MTU3BarViz549t+0D6Hpg0PpDJusbqeZyOU6iNxgMOHHiBAqFAvNejEYjzp49y+MqWseVSiU6nQ5qtRoWFhZwxx13YGNjg9f7crnM8Q3UZRMEAeVyGeVymTeIxGmkMFkaNY2MjOD06dOQlV+ETZ5FV3c3RpQnUSxoUS6XsbCwgHvvvZfJ0O12G+VymSXqo6OjiEQiiEaj/PeQ6tdgMGBxcREWi4U77ADYWZ+uKVI0Wq1WuN1ujIyMbKFe1Go1PPfcc4hEIlvuQ+o+0ib14siK2wVXVfQEg0G4XC7+77cLLvbRIZA8u91uo16vw263Q6PRbNklXgzybBhEOp3G+fPnIZFIUCwWIZfLUa/XOffKZrOhUCig0+lApVJhZmaGnV3VajVfzHK5HOvr61AoFOxES15KZMCmUCiQSCSgUqlgtVqZHB0IBPoKmVYS75pOoD50BxOkB8mh8Xgc3W4Xi4uLSCaTMJlMkMvlmJiYgN1uh06nQyKRQLPZxKFDh9BsNtHr9TAzM8OqG6/Xi8nJSSZc7+DG45/+6Z8gkUjwcz/3c/yaUqnEz/7sz+KTn/wkwuEwfD7fTTzCVwvzcDjMjrPNZhNyuZzJ/rSjpqgAIuRXKhWUy2VWo1DrXiaTIZlMQqlUskEcPbBoVNzpdJhHt7GxgdnZWezZs4fHU3fffTfz61qb/xOVVgvVV0ZS1LUVBIHl8T6fD7FYDJVKhbOOaJdMLrokfz958iT/TTKZbItzslarxcTEBKRSKdbW1niMl8lk0O12ecRQLpeRy+XYc+btCrL+kMvlW3iVlPX31FNPcSI64Z577oFer8fa2hp3CjOZDDsUE5cyl8txArlWq+VMQaVSCa1Wi2QyycG2U1NTqFQq8Hq9OHnyJGe8kYO3xWKBTCbD+973PmQymVfe7yto63wolXocGvvyyy9jaGiIu/fxeJxz5lwuF1/fCoUC0WiUi3iS1VP8SiwWw9jYGBsZAv2O6dDQEBdEjUaDPa9oJLyysoJoNHrJxoMI3olEAjKZ7JLIitsFV1X0kJ31xf/9VsfFPjq0MC0vL3Nnh/g8Op2OOT4XQyQSbbHOB/oLPbl4qtVq+P1+zM/Po9FosF9OMBjksZnZbOZd5PT0NBKJBBwOB7rdLvL5PHsutNtttqUHwPJElUoFi8UCpVKJcFYL48xvwCz/Phucra6ucoGk1+vh8/mQzWY53Zq8HzY3N5mPMD09DYfDAbVazYXb+vo67rrrLpTLZVSrVYhEIvj9fuzZswcul2un2HmT8dJLL2FiYuISkQEplF5++eWbWvQ0Gg026KM8om63i3K5DJlMxotqIpFANpuFTqdDp9Ph3KlcLscOyHa7nbkuNBZqNptwOBw4e/Ysh0TSWEyr1UImk7E/SbFYxIWFIMKd9+D/Mrdx7tw5CIIAl8uFBx98EI899hjEYjGbDNpsNrzzne/E5uYmd23GxsZQLBZZJba+vg6ZTIZcLodarYaNjQ2MjY3B7Xbj7NmzcLvdGB4e5kTsiYkJqFQqfkgtLy9zJ5lM8SiRWyKRoFAosF3E2xU0DkwkEsjn8xCJRMzbabVanLeWy+UAgD9boE9mjkQi3LWTSqXshTY3N8eqOeqmkVEhdV3UajWvjUTuXVxcRCgUgs/ng06nw6lTp7AYM2GucQ+CJ74E5yuBn0SapjxEGkm1220sLi6yrxB1eiwWC/L5PPsMaTQa+P1+JJNJuN1uFqUYjUZoNBpMTEyg0Wjw+9AanUwmWSWo1+tRq9VY7l6r1ZBIJK44uajVaqhUKpdMLm4XXFXRQxfL1eJ2/CC2w6CPjkwm49n7YCGkVCrRaDRYhTU43yVQ233wcymVSqjX69y2HBkZgdfrRSKRQDgc5h1ftVqF2+3mENJYLIZDhw5hfHycA0Kr1Sq7sDYaDeYDAH1ipMfjYeJySzaO84VD6AoSFMR3wtb5ZxQLeb6hydxMp9PB4/Gwg+j58+extrbGRL9mswmLxYJGowGr1YozZ87A4/Egl8uhUCggkUhwNAAZx+0UPG8+4vE4d2kHQa8N8kkGQcnLhMGO5/XiYNGuslqtMjGUHuiUc0Qdy2QyyYrDQRIwEedNJhOrbcRiMbf9vV4votEoE53JsVihUHAcBJH/1zaSWO9+CA3Y8Y0XW7A1noZe2UAoFIJGo8Gdd96JEydOQCaTweFwoFAoYHNzE//6r//KD71QKISpqSnk83nesVMBJJPJoNPpsLa2BovFgtHRUchkMpw/f56LHrlcDolEArlcjkajAZVKxQpHUj9S0UXk61QqhfHx8Wv67Okcvpl8usFriorN63EsFAAbDofRarXYOqNWq6FWq0EqlfKaRescAB57lkol5um0223eIFLRbTKZMDo6inA4jHg8jkgkAplMhng8Dr/fj71793IGolwu5w4P0J+MrKadaFt/Gi9timB1/hQ6nScgkUhYJt5utznvcNB/KZ1OY3Jycsva3mg02LfJbrej1+vh3LlzcDqdbBditVqZN7a0tMRF/vz8PHM5CXTfqVQq7no1m80tQdfboVKpsEXLIG7GdUW4UpzKIETCVSSE0Yd2tbgdOT2lUolVIrQrXl1d5Va3SCTC4uIizGYz82IIGo0GhUIB6XQaMzMz3O2h3SRZmns8Hu7GkPyP2vlSqZRJkfPz86jX67DZbBCJREgkEkin07BYLPB6vZwL43A44PV6sby8jOXlZc66oir+wx/+MP7lX/4FUqkUVqsVbfkUTibuhvBKrWuWh6DI/DWkEnCC9OjoKARBQDKZxMTEBC5cuIA77riDScn0wNFoNBgbG0M0GsXw8DA7j7788ssYGxuDxWJBq9XCxMQE7r777m19igjtdhuPPfYY3vve9171hXszcTsd7+joKCYnJ/HYY49teX19fR2jo6P44z/+YzzyyCOX/NynP/1pfOYzn7nk9S9/+ctXPJe3K2otKb7x4hiylX4XQC1v44OHVmHRNm7ykb118JWvfAVf+9rXLnn9rXpNAcD5sAU/mPcB6D8/d/vSuG86gmt4nO7gKvGBD3zgqr7vqjo9X/ziF6+p6HmrgHx0JBIJRyxcDJFIBJPJxJ4hNHMXBIFt8Om1xcVFLphIkTE/Pw+fz4dAIICXX34ZWq0W6+vrcLvdUKvVWFtbQ61WYwUU0H/o7t69m631Dx48yCMB6jbRw9jn82FlZQVd1RzWc/dAQL/bosUSfOLHEWs3UCrWmExZKpXYYDGVSqFcLmNpaQnpdJp3ob1eD41GA36/n0d2c3NzOH36NO8StFotPB4P9u/fD7VafUX54w5uHFQq1SW28QDYF2aw1T+IT3ziE/iVX/kV/v9SqcRjsAcffPC6FHuLi4u4cOECu3TTqKtQKLC7NxXOX/va12C1WtFoNFAoFKBQKGCz2dBoNNhNudvtsnyYYhmGh4cRCARYtUjk+3K5jL179/b5EBI9vvqcGx1J/7MQd4v4iUNR/Ou3v8jmcB6PB/feey8ikQjq9ToWFhb4d5D/FYXxjo6Oot1uw2az4cyZM5iYmOiPlcNhzlqizLrl5WUUCgXs2rULhw4dwtNPP421tTXMzs7CZrNhcXERnU4HWm3fP0uv1/N4w263w+VyYffu3X3H6HyePVSMRuMVPVTa7TaeeOKJ63Yum80mW29sl8Y+PDyMd73rXfjCF74A4NVOj8/nw9GjR/HCCy9c87EMijmI6wiAswEbjQbq9Tr7qJHST6VS4aGHHsLJkyd51EOeZsTRVKlU7LdExGSTyYREIoFcLodOp8PSdrIcIDFKOp2GIAhYTvsQae/j493rT2Hp2U9j4ak2n0ej0Yi9e/dydy8YDCIej6NSqWB2dhbDw8OQSqV46qmnkM/n8cADD+Dxxx9Hr9eDx+Ph65wiVihn8cCBAxgdHcUPfvADeL1ePPPMM1tyMWmNNpvN7CRNhoqkAr5SP8RoNOLIkSOXuOhf7+vqRuCqip6PfvSjN/gwXj8effRR/Kf/9J+2/Vo8Hr+s4dLVgCy4a7XaZdt1VIyIxWKMjY1BoVCwVXk2m+WcllAohFQqxSRN8hehNjkFeQqCgPHxcVQqFQSDQQ7FI/mtTCaDz+dDOp2G3W7n7wkEAkgkEsyloUUymUyirdiFePPfQUCfvKbDIizNr6PaEXGuF8kqqesEgJ2TiSNEEsd6vc5KByJ0nzlzhrOPPB4PDAYDDh06xJ2nK3lovJ14Ym82iPh4MeLxOACwlPZikPx7O8hksje8oHW7XSSTSR4FV6tVGI1GjIyMIBgMolAosEQb6D/sScUoFotRrVYxMjLC/B6g33El0n+n04HD4UCr1WLC/9jYGHq9HitQms0mVDoXvnosgI6kv6EQdfIwVf8aZu2D7InT6XQQj8fRaDRgMBiwsLDA4+lWq8VGg3K5nJPPS6USJBIJK4lUKhUnrafTacRiMchkMjYSpL+TPLk0Gg1nZsViMRQKBbRaLeb8icViJrMqFAqsra1tubfIUuO1pMXX61xubm6iXC5DJBJdskEul8vY3NzE1NQUr0sXH8PrOZZSqYRKpcIOyRTrUKlUeM2l9YcKf1pPCbOzs5ifn4fL5cLKygqPnSitXKfTcQGbSCTwwgsvsBFms9nE5uYmF0VisRg6nQ7hcBjJ1m5E2odf/RtL38e9UxZceLLNxoD0HIhGozh8+DCbTQ4+D3q9HvuskV+QxWJh80GRSASJRAKNRoNkMsl2DKOjo3z/qlQq2Gw29nKTSqX8zKLPghS9Xq8XjUZji0HuxRCJRGyGebmi+npcVzcKr9ucsFgs4ty5c8wZ2LVr103Nd/m93/s9DA8Pb3ntjXYRyIJ7Y2PjEl6TSCRiE0FiwpM8dXh4mImLlOmSTCaRzWb5IpVKpWwnrtVqkc/nMTk5iXQ6jeeff55JYoFAgL9n165diEajUCgUqNfriMfjaLVarFIhx02tVov5+Xnce++9SFR9KGo+zAWPSbKIYcX3Uen1Dc3y+TyMxr4El0h1FJaoVCrZUI2KP3KCDgQCbK9PfJ1sNouRkRE+lo2NDfj9fgSDwW1l/+Sh8XZSBL7Z2Lt3L5588km2yye88MIL/PWbAeqADoLuhwMHDqDdbrNKEOjHqZTLZeh0Oib0kix3dXUVer0ezWYTuVwOGo2GuzxLS0t47rnnUCqVWBUpkUgwPT2NQkWMZ5/xo9ruFzzibg7K9J+i2e2LB8jhmfKUqIui1WrZKVksFqNUKkGlUrGIwG63Y2NjAxaLhRPQV1ZW0Gw2odFo4HK5kEwmYTAYmKQ86DQ9OjqKTqeDQqHAnB7KFKNUdbPZDKvVyuTt7ZQ2xWIRa2trN1xafDmV6yBKpdJ1V/uQ0IQ+D/pcc7kc9u7dizNnzvBon+TXg59Tp9OB0+nkzvydd94JoP/ATqVS6Ha70Gr7UvJBWgF1Q8jnrF6vw+v1Mrcq1tyDYOUOfh9R7juQ174HkehnAYALVuoikqmrTCbD5uYmZ7UB/Q5aNpvFe97zHlSrVcTjcdxxxx18LGR3Qv5Oer0efr8f7Xabi55ut8uFNB03/TMIkviLRCLeDF2cMCAWi+HxeDA7O3vbcjSvuejp9Xr41Kc+hT//8z/fQtjVaDT4xV/8RXz2s5+9KR/Gj//4j+PgwYPX/fcqlUqMj49DpVLx32swGJirQwUPsDXNmFqgpAYgN2fKraLdoUgkgk6nY8dMci0eGxtDtVpFpVLB3NwcNBoNQqEQQqEQpFIpGo0GUqkUB4BubGzAaDRyDo9er8dS3ISi5qe44JHWXoBd/RRksr6jM5mqGQwGiEQizgSq1+twOp0wm80IBoOw2WzY2NhALBZDs9mE1+uFx+PhYuX555+HWq1mW3S/38+t3pWVFSZXD+bBDOK1FswdvH48/PDD+MM//EP81V/9Ffv0NJtN/N3f/R0OHz5805Rb1ImgRZhQrVb5oUK8NcoNoiKJxiWUUj09PQ21Wt3varbbCAaDeN/73sc+WqlUiiW5FAh8Zj6Kov7n0RT6nQdxNwt54o/Ra2cgGlA+0rHQ+5LnlclkwtjYGFtKECG0WCxienqaBQAWi4U3FeVymQsZu90Og8HAY3MKVtVqtRz1otFoMDs7i4mJCeRyOQ6MNBqNCAQC8Pv9kMlkW8aXNPoijxcq0rxe7w1bly9WuW4Hcqu+nkXP4N9NHmFUNNRqNfj9foRCIXg8HnQ6HS4UJiYmAPSLnjNnzqDb7SKTyUChUPCYlNzkqaNIKliKcwD6RYJMJkM+n4ff74dYLMazCyYEK1N8XKbej1At/gvwSvecTFppg+xyuaDValkBbLVaeVRVLpcRj8chlUo5jmVkZAQ//OEP4XK5oNPp+PvsdjuOHDnCvm7ZbJa7anQNkE3D5SCXy9lWYW1tDW63G3a7HYVC4aqyJG8XXHPR8+u//uv48z//c3ziE5/Aww8/DIfDgWQyia9//ev4/d//fbRaLfzRH/3RjTjW1wTJv6/3zU2Ox6VSCevr63A4HFuKHcJgmvGgFThJWCkegojMxKcQiURsf2+z2eByubC8vMzGZfF4HLVaDUqlEk6nEysrKxCJRNz2JKfkUqmEQqGAcrmMPXv24vmQlQsei+Q8RPV/Rk1QQKNWYXJyErFYjL1OrFYr6vU6jw+cTid6vR6OHj3K/iiBQIDJ0tVqFSqVCt1uF+l0GoVCAZOTkwiFQuj1+p4TZMpGpovkMkryesJVcOl38Dpx+PBh/ORP/iQ+8YlPIJVKYWxsDH//93+PjY0N/O3f/u1NO65mswmpVLptG10sFnMcA/EQGo0GisUiS9LJHdfhcPA/arUaarUaNpsNw8PDzJehuIFms8my3Ex3H5pC/141qBrwCd9GRFJBow3206K8rGaziampKbaRmJmZQSAQQLPZRKlUwtDQELLZLMvnE4kEh4M2m00kk0mo1WqOL5BIJBgeHsbw8DBarRaCwSCmp6cBgCMMVCoVisUicrkcPB4P9Ho9P2SHh4exb98+lhcTWq0Wm4nSPVWtVtnlmvxlbsS5vBpc7FP2RjE4fhUEAQaDAQ6Hg6kFJOkmjpjRaGReIgB20W61Wnxsa2trvAaTIaRCoWBO48GDB9n+QKvVckhnq9WCWKbBS0s6PqYZ+yJM3SUcW2lBOvCeVKiS0Wan04HL5YJYLMbo6ChisRgUCgUsFguWlpa407+xscFFPhXkpKINBoPI5XJMsRj8rI1GI7RaLUdkbAda86kTOjU1xdcfSd6J7nG7dngI11z0PProo/hv/+2/4Td/8zf5NQpHU6lU+MM//MObUvQcPXqUs6Te85734I/+6I+uKOO8nCSX2pfbwefzYX19/RIHZiLrBQIBbhtKpVK+MOv1OsRiMTKZDM/2RSIRer0evF4v53ONjY1hfn6eDa8cDgfcbjdWVlZQKpUQCARYxloqlSCXyyESiVAul+HxeFAoFCCRSFCtVhGJhPGBg+v4+ycdkHUjMLQfQ1MuY7fZer3OHSOSwgJ98jZ1sgwGAwKBAFKpFJxOJ+RyOf9MsVhk63apVIrNzU2WHlPStEwmw/z8PNrtNo8a4/E4t6LpxqTP8naJo7gaWeatNM/+0pe+hP/6X//rluyt73znO7j33ntv2jGRK/F2bXRy8DaZTFhaWsL4+DhMJhM7HFOYLY015HI5Tp06xYG7MpkM0WiUeXPdbpe7RdS5tEpeQj7fhtL+Trxz+ATEPTPU8gm89NJLfIzUody/fz+Gh4c5voDG6N/61rcgkUhgt9u585vL5ZBIJLBv3z44nU6srq7i+PHjrIA1mUzcFUin0wiFQrDZbKjVagBe5SWJxWJYrVY2UqzVarDb7RgdHcWBAwdgtVpx4cIFPtZer4dEIrHtQ42Cgm/UqOty3K+LMehTdj1AQhNBECASiVAqlWCz2bgIXV5eZp4Ymb66XC62aQiHwzAYDCwqIZPIQqGA/fv34+zZs5iYmGAfHVoHK5UKSqUSTCYTGo0GJBIJd87fv2ce3z23CwdGCnjwgA6ZzB0oFous6CU+mtVqZY8f4uCcO3cO5XKZIy7oeB0OB+r1Ots4WCwWHDt2jP/eWq0GnU7H62k4HMbc3Bx/TgaDgeX4FxfFQP/5NRgLBICDbN8q9jODuOaih1KMt8OBAwfedLm6Wq3GRz/6URw9ehR6vR6nTp3Cf//v/x133303Tp8+fdn2/ec///ltJbmPP/74a7butvMtymQylw3NpIvncp/bIPx+/1W9dnXo4qP3JyCTiCES/bvX9RuIUDo2NnbNP1upVC577ESkHcQTTzxxze9xM3Gl471a+eSbAaVSiT/4gz/AH/zBH9zsQ2HQA6vVasHlcnEbnVxfbTYbFwW0edmzZw9CoRB0Oh1kMhk73arVajgcDt586PV6VqfpdDpYLBYmh9IDymw2Q9v8Pg44alDJNKjXe7Db7bj33nu5u7R3717odDo0Gg1Uq1VEo1GEQiGsra2xQobItHK5nDc7MzMz3A3W6XSYm5tDp9NhFRilYR86dAhDQ0OIRqPI5/Ns9kkPN7VajUqlAo1GA6PRyLEBxHMaLDaq1SoXTheD/I9uBK9m8FxeqWM7OPq/VgwqPxuNBn+W5HTdarVgtVqh0WiwubnJ9h5OpxOpVArxeJxHjUQeBvoFJnmSkQcUcRPD4TC8Xi+PLwVBwPHjx2Gz2fDggw/2Q0NXVzmTqtFocBbb+/fUYdQrsL7exNjYGO677z6mAgwNDTENIJ1Oc04WUQeKxSIWFxeZW2O325HNZqFSqSAWixGLxbgwcbvdUKlUyOVyEIlEUKlUfA2QGAV4lZsKgLlElUqFP0ev14vZ2dnbemR1Lbjmoufhhx/GV7/61W0Tmr/61a++6WGjH/rQh/ChD32I//+hhx7Ce97zHtx777343Oc+h7/8y7/c9ucuJ8l997vffYl7LeFKcjzaTZLKgsywotEoEokEMplMXzr+yvdRmzqTyUAsFvNuhOTguVwOdrud57ndbpd9e8LhMJRKJZLJJFQqFd88RcxAKJ+FTi3C0NAQDh8+jEhoFSdPnsQdd9yBcrnMVv+CIKDb7WLPnj0wmUyIx+PI5XIQi8XsYPvggw9CIpGw8+2ZM2dQKBR4t9LtdrmzNTIywmaGZM9ODP+LLeCB/iI4OTmJXq/H8/5bWeY4iNtBlnmrg1rlxWKRO2ZWqxXRaJQzuEQiES/WzWYT+Xyed9qpVApnz57liBWKY6Hvs9vtyGQyUKvVfb6Hcw61lhxWfQpqtRp6vR5DgQBUChFqtb5lQ7VaxdLSEo+Ams0m2u02zGYz6vU6lpeXmad3/vx5DA0NAQBL4QVBwK5du5BOp1Gr1XD69GnuIHe7XY7CoEIsHA7D4XBgfX19i2mfz+dDs9mETqdDLpfj0cLU1NSW3fhgsUHjwIshFotZwg3ghrjoDp7Ly2Fw9H8tGFR+NptN7lSQwsrv9yObzeL8+fMcztzpdJBMJpkYb7fbWbauVquZVkBRJdR5F4vFzOWh0Fr6/PL5PIaGhtBqtXD8+HEkk0kolEq01XehEVmARt3vYmWzWZx9+QWMjIxg165dqFarzMMCXo1cEQQBZrMZbreb7Qzq9ToHSDcaDXbdpqlEr9eDzWaDWq3G1NQUNjc3+TMnCkGv14NGo+HCjqBUKreMrIiUbzabr2ht8FbENRc99957L377t38bR48exUMPPQS73Y5UKoVvfvObWFtbw+c+97ktSezXqwhqtVqXdFgul+F05MgRHD58GN///vcv+/suJ8m9Gqndxd9zOUl2u91mcjKF1GWzWZYMFotF9vNxu93I5/OoVCrswUFE40wmg1gshkQiweaHVNnT31KVH0FF8eOQKO+FsfUl/lqn08H999+PcrmMbDbLC0apVOLZ8GOPPQa3273F/p923haLBVqtFhcuXOD2dLvd5mOgoNFIJIKDBw9iZWWFXW8p5M5sNl/SARQEgVvEarUauVzulpY5bofb7XhvJdDuc/CBls1mmS9B7t5LS0vcDel0OqhWqzCbzZicnMT8/Dw7F8vlcr53KHAxGAxCpVJBbZrESvP/giCXo1f6G/gUVSSTSc5R+sEPfsCEVSInA/0Oa6PR4ER36tgYDAY4nU6USiUsLS2h3W7DYrHwQ5VCTLPZLMcK0CiCwknL5TIymQx6vR6mpqa46NHr9dizZw9yuRyy2SyPuPfv3w+Px7NlvduucLwYJCum0eH15tVsdy638+l5PSnwg4HPF4/vBEFAOp3m8WWv1+NuEm3I6NlEo8J8Pg+9Xs+SelLCkSQ9n89zWKxKpUI2m8Xs7Cy63S7i8ThzGo8dO4ZGs4WM5MfQw/0otEbg734LI8MB7vbodDrMz89DoVBALpezezJxw4jQHAwGsbCwgL1793Kmo1arZfrB5uYmAoEAPyvIuTsSibAJLRnG0kbB6XRuO3F5K4+srgXXXPSQZ080GsXTTz992a8D1zdx/dixYzh69OiW14LBIO+2LobP58PS0tJ1ee8r4UpJ7NTBoDa3SCTCHXfcgXg8DolEwm1qIkg2m03E4/EtJlkHDx7kXUitVkOpVML4+DjOnTsHsVjc95Ww/Dvkpe/qH4/Mh47sACqVNQD980SZW/v27cOJEyeY8KlWq/Hkk09CIpGgVCqxBN/j8fBNlkgk4HQ6WR1Df0cul2M5LwA4nU7UajXI5XL2RiHfIb/fj1Qqdcksud1uw2AwwOv1XnY0uIO3Lmj3mcvlsLy8zAZwpPzLZrMsGCDyO42eWq0W7r77biSTSU4mj8VicDgcKJfLOH/+PAKBAE6eTyMpfxiCuL8JaBveB6XyX6DT9dPYpVIpJiYm8PLLL/OogB4szz33HI8OzGYz9Ho9PB4PZDIZjh07hkAgwCMU8ooJBAIwGo1cDNH94XK5eHRH8RfdbpcNC41GIyYmJtBsNvHSSy/xpsXlcmFsbOySggfYWmzI5fItfB4a57jd7i2FzvXm1Vx8Lq9nJ2FQCn+58R0ZTfZ6PT4/wWCQY4FI/m+xWJDNZjE2NoaVlRUA/e4+Sdo7nQ7sdju/l1gsRiKRwIMPPohnn30Wq6urzMdyOl0I1u9FT9ynKzSkE0iWTBjq9TA5OclmlWtra+wX5HA48JM/+ZPodruco5jJZFjJJQgCq87S6TRzfSjiiLp+KpWKrU1onCWXy1mhRX48N+o8vxVwzUXPzfJU2bNnzyUciisZD66vr8Nms93ow7qsR0Wv10MsFkMul8PCwgIeeOABaDQahMNhVCoV2O12CIKAUCiEQqGAVCqFAwcOQKVScfSF1WrFwsICfD4fy9wpi2v37t3Y2NhAWXE/Sq8UPAAwZjiLQyMiFIv9v53MzeLxOL8nLZI0LtNqtawm6PV6uHDhAsrlMkZGRiCRSPDyyy8zr2dzcxM6nY6JmBKJhBOvyYeo2WzC6XQyGVUul8Pr9bKUlkYEfr8f4+PjVwy328FbGyQBph22RqOBRCJBJBKBTqdjbgI9uJxOJ6rVfqdm//79sNlsSKVSPNKSy+XsoaMyzyKtHEa3138AaCUJTKifQLfdgc/nQyaTQSgUYruGzc1N+Hw+JJNJAP0CwWQyQavVso+VXC7H8vIyRkZGoNFoUC6XucBIp9NYXl5GrVaD2+3m0RzQ39hsbm6yk3Sr1eLRWTKZZEsLEgGYTCZoNBpIpVK+D7cDFRtarRaLi4uc6m40GllVRHgjvJqrwfXuJAxK4QfHd1QoSKVSFItFXhOz2SwWFxfZUJUKZ7fbzWOhWCzGxaHb7UYkEkGtVuPOezabxdDQEEKhEA4dOoSlpSXOuioWi8hkctho3o+SeHf/IIUerO1vQSUJo9EYhtvtRjgcRjQaZWoAEdGBfgCw0+lkn7dut4tSqYRut4vHH38cUqmUjQeJhkBiGHJertVq0Gq1yGazzEOiYopGqJdrBuzgdRQ9N8s912Qy4YEHHrjk9XQ6fUlx89hjj+HUqVP4+Mc/fsOP63IeFYVCAdFolAuiCxcuYGxsjPkD5M/hcrkQDAY5qNRkMiEcDrPTM4XbUXhcNBrFxsYGZmfnIHd/GKXybn7PccPLMHSfxdmzfVv/8fFxpFIpvlGKxSJsNhvPjev1OhcwRqMRnU4H4XAYJpOJnU0FQWADxLGxMXi9Xg7ao1ZyuVxGNBrl5G6dTsd5Y/TQom4X7aJFIhF8Pt+W1vsO3p4g7xwy7SyVSsxto933+Pg44vE4FhYW2A2cdsN+vx9+vx/Ly8ts/pcoanHimB+CuF/wWDV5HHafhMU0Ar1eD6vVinA4jEajsUXiPjiGoYc4yYpJRbO8vIy9e/dCJpOxQmh1dRXlcpnz6sjYs16vIxgMotPpsLuvTqfDysoKF1Ukh6b3JKPDsbExTE5OvibBlCw1KP2aTPMuvq9eL6/mZmFQXdtut3k0WCqV0Gq1oNfrIZVKodfrkcvlkEwmOXGdOFYU6Exr6MrKCoftkmKLeD7pdBp+vx9qtRqNRgMmkwnPP/88O8xXqnUsFo+giJn+QQldiBJ/g654EVKjEWazGaFQCIuLixgZGUG73YZEImEeGtDPcwTAY9RoNIqhoSHk83kEg0FMTU1hZmaGOZZUbNfrdczNzcHpdOLEiRNQqVTMYavX6xgaGuLYFkEQmPy8g0vxuh2Zv/e97+HFF19EOBzGpz71Kfj9fvzoRz/C2NjYZa3tbwTuvvtu7Nu3DwcPHoTBYMDp06fxxS9+ET6fD5/85Cdv+PtfLtdoZWUF8XicFR0AuL1tsVi4ANFqtex90O12YTQaefZfrVaZX6BQKDA3N/cKw7+EZO8diA8UPPu9yzB0z6DT6ZsLbmxs4J577kE+n8fY2BibwGk0GkxMTMBkMkEkEuG5554D0G+jx+NxqNVqvsny+TxMJhMcDgcqlQrC4TD27NkDi8XCOwwqzpxOJ/uOkOw2mUyyodXF7dbbbQHewY1Ds9lkrkw+n+ddMZF5Cdls3ylZrVazTFkul+PEiRPweDxsB7EcAWrmnwTEfUKyrLOOKc0xDPn7o4cf/vCHGB4exszMDMLhMNbX1yGXy/GOd7wDpVKJR1Kzs7Mol8tb/HoWFxfZPbfZbEKr1UIkEqFarbLaR6FQ8Oi21+tx9IFWq2XFUafT4a6AQqFgB14K8rVarSxZvxqQ9w/xagbxRng1NxODnEuTyYSNjQ2kUiku5khZajQamdBN0R5E/CUicSKRgNlsZvk+0DeCnJ6ehlar5VFYtVpFo9GAIAhYWFiAQqHA5uYmbDYH4qK7UOhN9g9I6MLa+ifU2mfQBJjTVavV0Gg0UC6Xkc/nYbVat7gfk/s2XeMOh4O7YxaLhd2aR0ZGYLPZ0O124ff7mafUbDYxMTEBiUTC3B+9Xs9KLJ1OB7PZzPFAO7gU11z0pNNpPPTQQzh+/Dh8Ph/C4TD+y3/5L/D7/fjiF78IjUbDoXJvBj784Q/ju9/9Lh5//HHUajW4XC587GMfw+/+7u/C4XBct/fpdrtMpF5cXIRKpYLZbN4iDQTAnjuFQoHJdYIgwO12o1wuY319ndUdUqkUWq0Ww8PDiEQiMBgMMBgMGBoaYpMzWqxqtRoikQgkEimykgeRbO3l9/TJn0Y9ehwGpxPBYJC5OQAwMjICQRBw4cKFLeTlaDSKmZkZ+Hw+FAoFLrgoz4eKMwqBzOVyKJVK0Ol0SCaT8Pv9mJ6eRrlc5h23SqWCQqHg81Aul5FOp5FIJOD1etmr5HZcgHdw40APN6lUyqGdBBpF1Ot1uFwudnEGXiWSZ7NZdLtdTE5Ooth2oWb+94C4/zvFjUWMKL+LXkeHr3zlK5idnWU36E6nA4VCgfHxcTzxxBNwu92cmwf017p6vY52u41Op4Px8XEu4CmeoNvtQqPR4ODBg1AoFAiHw8xtcbvdLGemQkSpVMJgMMBms0Eul/MoI5fLYWRkhOXxiUQCY2NjbFp4NbgaXg3Jv2mctr6+DqvVyuOwWwnUBaMx1qARI9DfXLpcLuRyORQKBe4kR6NRtFotqNVq5kLK5XLmytBmiwqDSqWCbreLYDDIRRERnrVaLZKpDBKSh1Ho9ceVInRhaX0NZtkGNDYby95JCk6ZbxQ/1O12uVvn9Xr7o1eVCsPDwwiHwyiVSvB4PKxEo5GpyWSC2+1GMplErVbD9PQ0k+d3797NPKVOp4OxsTFMTExwVhew43R/OVxz0fPII48gnU7j/PnzGB8f37KDf+CBB/DZz372uh7ga+Gzn/3sDX9PUmdR16VYLLKlvFgsRjQaRbfbhUwmg0Qi4RC8wcwTh8OBp556ig3URkZGkMvlcP78eS6ONjc3USqVWH1CbepWq8WOsjXZXhRUe/nYXOIncMd4A53OBFqtFiwWC3q9Ho8he70e1tfX2YuCgu7MZjMymQx8Ph+rRzY2NiAWi1Eul2EymXhHVKlUIBaLodVquX26trbGclCS1hM5k2TEpGQhYziTyfS2lEjuoI9Bv5Vms8nXBD3cSEUjkUj4nqJOB7kRU1Fdr9dhtVrZkbxYLKJSF7DZ+QDwykhLqJxFQPFdiEX9fC6dTodsNgufz4dKpYILFy5gamoKPp8Phw4dwsbGxhbhRbPZRLfb5RFFu93G0NAQNBoNy4LdbjdmZ2exsbGBYDDIBVG322Wn87m5OaRSKbbyp9BRGkdRXhjQH/UNjqVSqRTMZvNV3y9X4tUMqkzp70yn01cdTvpmg9Rp5IVE3bZB0DiQOC802qKiQ6VS8eZXqVRyfAMAjqZoNBrsYwSAVafETxRZ3o9cp1/wiEVdHJ24AEkdqFZt7PJMa59KpUI8Hkcmk4FMJuMgXSrUSaBCOXHEWyMhC7lJ0+ZQKpXC6/Wy+71MJsO+ffug0+nQ6XTg9XrhdDo5AHUQO0732+Oai57vfve7+Ou//mvOlxmEz+dDJBK5bgd3K2BQnTV4EcnlcsRiMTQaDQ4WpcgJMj+jHejc3BwEQWAHT2LfU0Lv+vo6VCoV/H4/pwInEgkmG5M/TqfTgUp9HErpFBrSObhE/4YPPehEKBTiaAqxWIxisYjnn38eo6Oj0Gq1KBQKUKvVLHOn3Q3luQwNDWF5eZldcWu1GjweD1qtFnQ6HWKxGJ9rSlInefvBgwfZv2RjYwPlcpkTfskrgozVLg6E3cHbB5ezdUin09BqteyF0mq1YLPZsGfPHib+Av1riNyWO50OJ65T2KZCoYAEDexxnMapxB0QVc8Bsf8By/49iEQisFqtTIC1Wq2Yn5+HIAicKXfXXXfxyDafzwPAlocWAIRCIWQyGbjdbrzzne+E3+9HLBbD9773PZRKJU5kJxt/Ch6loFCyogD6kmOfz8cPV+KZEGg9uF6Ggq+lMn2zwkmvBaROo3Bck8nEBTNlFhJZ2GazQSaT8ZoFgKXhKpUKsViM8w1rtRo7eVPGm8Fg4AKXxkoGgwGVSgVm0QmUOn50JB4YKl9CZqOE4eFhOBwO5PN5GAwGtNttjI+P4/z58zh79iznVYnFYuTzeVgsFgD98SW9N6djBJIAAEmoSURBVDlHp1IpuN1uDg8lo8RqtYp0Og2v1wu9Xo9gMAiXywWVSsWEfqvVim63+6abAt/OuOaip9Pp8K7kYuTz+becVG47dZZMJkMsFuPMIKvVinK5jFQqhVwuh3q9DolEgsnJSQ5xI3Ms8o84e/YsOp0OMpkMbDYbOp0OKpUKu4uGQiEcOHAA4XCYoyOIYGfofBMmewyTvv7YisZpKpUKlUoFFosFHo8HQP+cyGQy/j3EwaEZMHF9iL9QKBTg8/kgEomQz+fRbreZNErmXWQo2Gg0OPXdZrOxkygRol0uF9rtNicR7+Dtidd64FJmntlsRj6f51GWSCRi7oPRaGRfFeK/zM/Ps2Myqb+MygjePaVALXsGCByG0Wjc4qo7PT2NTCaDUqnEXju0MaAoCbLwVyqV7F9FRohkLJjNZjnrjoKDieej0+lQrVaxubkJl8uF559/nrOVisUi9u3bx/J7m82GXbt2cXFH/i1er5e5QdfDUPBmJaG/USiVSh6z09iJeJKDPmAUGUJRODRuJ+WVVquFxWJBq9Xiz4H4QNS1m52d5XFUp9NhRevCU0/BoP9b+MbuhERXRzpdQDAYhN/vh06nQyaT4XEaBZ+SAa0gCFvEGiaTCUajEZubm6y4oqKFMttEIhHm5+fR6XSYXnD06FGYzWbuuANgD7gdXBuuueg5fPgwvvjFL+K9733vJV/76le/invuuee6HNitgu3UWdQWBcA5P3q9HmNjYwiHw+zwOTIyglQqhR/96EfsTGwymZBIJOByubC0tLQlfyuZTEKpVKJer8Pj8aDdbuPC/AJ2738n3O4SotEoxGLxK7vCOBIJAUtLS2yv7vV6IRKJkE6nuTAtlUrs1UEz5HA4jE6nw6qBjY0NjIyMwGq14vz58zyqarfbyOfzcLlcqFarmJ6eZn6CSCTCxMQEkzQLhQJ7YrTbbTZmI7zViuEdXD2u5oFL17zdbmc+yszMDEQiEc6ePcuLOz0AyW25IzKh202wQd+JEydw8GANY6NDaLfb2NzcRLlc5gfGwsICpFIpXC4Xd3RSqRRsNhuUSiUSiQR3JKVSKQeWUho2BVaSm69KpeJxFgBW1XQ6HeTzeZjNZnZq37NnD3Q6HZaXl9nUstFoIBQKsReWyWS6xF/nehgK3qwk9OsBpVK5Rfl5MWQyGUwmE9rtNtRqNUeC9Ho9yOVy/joVmcTD1Gq1WFhY2BL54PV6sboWRr0l5o730NBQf3xVWULzlU0/rYMulwtPP/00jEYjlpeX8e53vxsHDhyASCRCMBhkygN1z6gbRER8IkoTRaBYLHKhRtcUdYtGRkagUCh41PpaxqhEyN/BVlxz0fPZz34WR48exb333ouHH34YIpEI3/rWt/D5z38e3/3ud/Hss8/eiOO8adhOnUWSWoPBgEajgUajwYRHh8MBuVyOtbU1nD59GjKZDGNjY5BIJNDpdAgEAkysm5iYwNraGhYXF2EymXgn2Gw2+5EOPaBp/hk8veGHIvknUIhy7IszPz8Pm82GTCYDrVYLl8uFxcVFVppQUUZp551OB7FYDNFoFJVKBTqdjomYgiDg9OnTuOOOO7Bnzx42IaQxAu2QzWYzVldX2RW31WpBqVRy9hDQLwiBPpeoUChscaPewdsTV/vALRaLGBsb23KttNttnD17FlNTUyiXy2i1WlhfX+8TQ3WHsJi7Bzbr4xgyBtkFXCKRIBaLYWlpCXa7HWq1mkdh5I2iUCjYJgLAloiDdrsNl8sFn88HrVaLeDzOSdPJZBLVapWLLOKR5PN5ltxTR4qS0p1OJxOFI5EIHA4H31tUSFEnlLpM19tQ8GYloV8PvFa2V7vd5gicQqHAdiAEo9EIv9+PUCiEbrfLxdPk5CQqlQoSiQTsdjvS6TS6ghRdzy8BHTmc3h9BIpHgjjvuQK1WQygUQqPR2OIX1Ww2cfDgQaRSKej1erz44osYGxvD+9//fpTLZTa3pBHp/Pw8XwNarRa5XA4ejwfVahUikQiNRgNKpZLNKOn6dDqdCAQCzBVVqVQIBAJXPK96vZ4J6zt4Fddc9Nx111148skn8Vu/9Vv41V/9VQiCgM997nO466678IMf/OCqQjVvJ2wXVUGp4ZlMBouLi7yAEeFXqVTCaDSiVqshlUphaGgIhUIBs7OznISeyWQgkUiY2EjeIwqFArlcDvFEGinpPSihP+vvWX8B8uzvc1dFIpGwJJHa+71ej99/kABarVaxe/duPPvss+xJoVKpuOhRKpVYX1/HsWPHcPfdd/NOmFqzZrMZ8Xgcq6urKBQKcLvdkMvlyGaz0Ol0OHv2LOdoXfw5UTt2R57+9sX1eOAODw9jc3OTRwmnV2UINo4AIjFS4h/HXvdpVNOncPDgwf5IYmGBifaZTIYDR2u1GgwGA7LZLJxOJ8rlMhQKBWdhDca7lMtlJBIJqNVqlEolLC4uQiQSwWq18iiLRmB6vZ5HUTqdDoIgIJPJQKVSwe12w+Fw4IUXXkClUoHBYIBcLmezQ4PBwA/pi2XG18tQ8GYloV8PXE22l1KpxPj4OIsmSqUSd4jIGFKn08FgMODkyZOw2+1YWFjgnMVMJgOj2YXl+r9Dod7n35yK34mffTCDU6dOYm1tjT2AIpEInn/+eQwPD0OpVGLXrl1wOp24cOECms0m1tfXsbS0BL1ez4rAkydP4s4770S5XOZuoc/n4656JpNBPB6HIAg8bisWizzKqlarWF9fh9fr5S6nx+Nhp/KLTSj1ej0CgcCO0/02uKaip9Vq4Tvf+Q727t2Lp59+mr1cjEbjWzahdbtdhk6nw+rqKjY3N7mzQa1GyojR6XRsSkXhcaSMIjn3ysoKVCoVq0GI15PLl5DX3Iea+BVyo9CBrvZ/oNUoYTQ6WcVC/Bxqf8pkMs4iIrv+arWKTCbDfCKPx8Pp1kB/N0AqLaDvhZLJZFCpVKDValGpVFAsFtFoNOB0Otm1mYq5bDYLvV7P8RODICXL8PDwLUOO3MGbj+vxwCVpeafTQb43g2AzAFDEg2oF4sYqAoEAt/SJw6FSqTA6OgqVSsW+Pvl8np2ftVotzGYzotEoj6kGs5mIgJrP52Gz2dgkj7LB2u02FhYWeCOUzWZRKBTgcrlQqVSYFLuysoJKpcI+WLRbJz4KvSdxami0cb38rG50EvqNxNVme5Hw4/DhwxwDsbCwwJuxdruNYDDI3ZPNzU2o1eo+YThXxXLzw2hL++dbKmri/rk0Go0G5wxSxInBYIDJZIJMJkO9Xse5c+dw1113YXJyErlcDolEgvlFZ8+eRb1eh9frBdAX+9CoSq1Ww+Vy4fHHH2cFWa/XQzgcZsuRUqnE6+vCwgIikQiMRiN0Oh2P7igr8WKLgh3T1+0hvpZvlsvl+Omf/mmEQiEA4F3MW7XgAV7dZQxCoVBwWCAALjYIFKbpdDq5m2OxWHDmzBlurw4NDaHb7bI3SavV6vtQiKRo2X4ONXHfn0OMLnSlv4NGWOHgQkpIpwufKn2FQsGhjFSE0aw6nU4jEomgWCxCp9Oh1WrB5/PBaDSiXq9Dq9VCp9OxpHhzc5MTnmnsRjkyyWSSOUDRaJSVJwaDAUajEVqtFiaTCdPT08z72cHbF2SEeSVczQO3XC7jR2eB758PAHiluOm8iFb4r3D8+DGsra0xxyyTyeDChQs4ceIEe2LROIK4FBKJBG63GzKZDIlEgnfadD3n83lcuHABqVSKixXK4BoeHuaHLyk2yUiOfqdOp4NSqUShUGBuh9FoZKde8mHRaDT8+VB3VCQSwWAwXDc/q+3WsYtxKxuGkgfR5OQk7HY7jEYj7HY7JicnMTU1tWWNoS6cWCyGXq9ndaDVamU3Z6Dv0zM/P49ipYuq+f+DttTf/3lxEw9MnobT2N/UT0xMMDerWq2yl8/6+jo0Gg1mZ2dx7NgxvPjii2zBoNFo2PFZJpNhba2fhZhMJvkcP/vss3jmmWcwOzsLuVzOlgpkK0IFzMzMDFsZ0HiNxnLkOt1sNjE5Ocnj4Z1N5uVxzeOtqakpLnreDhjcZZBPD+3YKJGcXFkHf4aUVGT8RenmqVQKzzzzDN75zndi7969SCQSqNfr/Va5Wo+4+CfRlU8AAMRo48GZBUSWCohEquxyTOGejUYDMzMzWFxchEwmg0ajQTKZZENEAMzvIbJzLpfDnXfeya1+WixoXKVUKnkHEwqF8OCDD/KIipQtbrcb1WoVy8vL2L17NzuiymSyLQXQdiGJO7h5+NjHPoa/+Zu/wfve9z585zvfedPe92rGE1fzwP3W00V88/lX1So26Rkoa/8CQamA3e6DQqHA+fPn+eFB2XD5fB4ejwcWi4U7PIIgYGJiAtVqFaurqxyrMj4+zqpMnU6H8fFxVKtVqFQqVq6WSiWEQiG43W5Ofyfp/PDwML+/x+OBIAjo9XosR6ZRtsPhgN/vh0KhgNfrRaVSQbPZhF6vh8VigdFovK5+Vhd3SwZxuxiGXm22V6FQYN4i8XeIlD6opNLpdCjXBMSl/xGC0PfyEfXKOOw9hoBDj6WlJd7gETeyXC5zN85gMKDT6UAsFiMQCHCeGsVikAEm8T/pb9BoNByNkc1msX//fkxOTiIUCkGlUnGhRHEpZrMZi4uLzEcjJ+parYZqtQqdTndLKu9uVVxz0fP5z38ev/RLv4SZmRkcPHjwRhzTLQfaZdDoRyQSwev1Qq1W8wJJFbdIJILNZmP/Byp6VldXoVAomHtz7tw5NgZcWlpCKJJAUfdTaPT6poIioYUx1Xcw7vYjsgQMDQ1t2alOTU0hHo/DYrHA5/OxYWK9XufuEdDvxp0/fx579uzhjlAmk2Guj0QiYSWLWCyGzWbjNF+r1QqxWIyVlRUMDw9zQB+lA999992wWq3Y2NgAAP77b4cF9O2GkydP4tFHH70pXberHU9c6Xr59o+q+N/ff3W5mnJsYtIYRDzeH/fWajU0m00Eg0Hce++97LnS7XZRrVYRi8UAgDPpZDIZzGYzNjc3YTQa4XQ6IQgCTp48ySGVFPaoVCrZA2txcRFOp5Nl06RkJAsIMiHcvXs31Go14vE47rjjDthsNrz88ssQiUTweDwYGRnhc0GbimaziZmZmS2qx+uJQcfmdDqNbDYLm80Gm832ljIM3Y44T0aDNM4CgJ5Yi4775yCgn90o7pUxZ3gMbrOOg5FJRUVrpVqthlar5UKWOuilUgkGgwEikYjFHyR/d7lcTFQPBAJQq9WIRqMwm81sSuv1epnT2ev1uItPwc5U8ABgk0tBELi4u1WVd7cirrno+Y3f+A1ks1kcPnwYFosFDodjS5dDJBLhzJkz1/UgbwVQOxoA/H4/0uk0u2QWi0VIJBJYLBYe9ZGag7x13G43t1bFYjHL1BcXF7Ee3ERS/hG0Xil40GvAXPt7jAwbEAqF4PV6USqV2Lcjm83C6/XyDmB6epq9ISgri441Fotx5pdSqeTWrsVigc1mQzgcZlt0ssYnpZlarUar1YLT6UQul8P6+jqTpWnspdPpMDY2hlKpBLPZjMnJybfUAvpWgCAI+PjHP46PfOQj+MEPfnBTjuFqIhIuhzMhK55aeLU7sT8Qx5RlGYCad/7nz5/nh0I+n8fw8DBWVlZ47ES8Onp/q9WKZDKJUqmESCSCZDLJBQuNhuPxOIaHhznM1Ol0Ynp6Gnq9Hi+//DKWlpYgEomwZ88eVt4Ar/LkaCfv8XhQLBYxMjICqVQKp9N52eJTr9df1rn6ekRFULdEp9NxMOZrSZ9vN2xHnKdcLoVCAYVCgUZLgo3e/wtdCRU8RUyqvoVmKYbFxT4Hjbp7q6urnIWYSCSwb98+GI1GxONx9toZHx/H2toaHnvsMdTrdR7tZzIZzv8CAJvNhvn5eXS7XWSzWchkMlgsFlZZkReaSCRCNBrl58QgZDIZv0acUuDWVN7dirjmoufAgQNvmw7P5aDRaHDmzBlUKhUu+Ei6rtfrOQmYSL8kcVepVLzDGx4eRq1Ww9LSEjrtJoTWecA4AvTqUKT+B6SKDESi/VheXsbs7CwqlQpCoRCTIJ999lm43W4cPnwYBoMBi4uL3E6PxWJ46aWX8NGPfhStVgvj4+MQiURwOp0wm82w2WysPCHjQeIfZbNZlt8DYIv8ZDIJAKwWIJfQeDwOh8MBn8+HQCCwY5Z1C+If/uEfcP78eXzjG9+4aUUPcPXjiYvhNFShUYlQrQu4b1cJ48Yg+p6Ffb5aqVSCSqViI0OKphgfH0c0GkWxWOTOjN1uh81mY6fxRqOBdDrNogMaPxHK5TKWlpYQjUZRLpc5f8tqtaJQKMBisSCXyzHZv1arQSaTwWg0YnZ2Fu95z3ugVCrh8/lgsViQSqVQqVQu6XaRoqzT6VzWufpWjIq4FbEdcZ5k4xsbG31bD1kXKsRQgQPibh4B8deAVhHFYhF+vx/RaBT3338/NjY2kE6n0ev14HA4MD09jVgshtOnT/M4UqfTYWlpCe12G4FAAPPz81haWoLD4UCz2USpVGLftGQyyXlsRqOR1X/ZbBZqtRq5XI6d+2mERW7e1NHR6/VMtRjMfrwVlXe3Iq656Hn00UdvwGHcXigWi1AqlSiXy5BKpWyY1mw2kUqloFQqsWfPHjidTjYCpJvGZDIhHA7j6aefxuzsLLxeL8rlMtrRb0DS7UDSXILf0cO+fe9EtVpFvV5HPB7H6OgoZw2JxWL4/X7I5XIEg0Hs378fLpcLzWYT58+f5zEXAA7CIxUAGXbR4jw5OQmPx4NsNotQKASXy8V/W6FQwB133IG1tTUMDQ1xK9/hcLD1OtBfkH0+32sSJXfw5qNcLuM3f/M38clPfpIVIVeDZrO5Zcc8yAN5M9Ob2+02HIY6fu9jepxf62Cvv4jlZRnq9f5mQyaTsd8NZTNRRIzP58PMzAxqtRpL1fV6PZRKJRNKbTYbG4cO3h9AvztFKe5WqxV2u527QSRzbzabnJ9FCdnAq4aMU1NT8Hg8bHhoMBhQKpU4ckMul8NkMkGtVmN9fR1ra2usvLwY+XweKysrGB8ff8MdHzqHb+a5HLymaGN4I46FQpGpaKTrodlsQiqVIh6Pw+/346DnHOYzXdhVFzDstWFtrW/kqtPpYLPZEAwG0e12kU6nmScpk8m2OEPTOhgIBBCJRKDT6XDkyBF2kCbnaDpfxPekwpjMEomoPDU1xderWq1Gu91mx3Cgn8rebrchEokgEomg0Wg4u5FsEwg34xzfjPckXG3HUiTspJIBAM9ki8XiZR/e7XYbjz32GKxWKxQKBWKxGLPtAbCEf2hoCG63G5ubm0ilUhwkp9PpoNFooFQqsbGxCYlEzGMv+oeIk8lkEq1WC2trazCbzRgbG+MFvVQq8YhAqVTirrvu4nDSXq/HSetHjhzBE088gUKhALvdzjdhu93mtGm1Ws1qABq/iUQiJmErFAo2WKPdCAXhAf0dlFqtxu7duzEzM/O6Pnv6XN/73vfeFq322+l4f/3Xfx3//M//jIWFBSgUCgwNDWFubu41icyf/vSn8ZnPfOaS17/85S/fcLUmrUg7hrJvLXzlK1/B1772tUtefzOuKaB/Xe1cU29dfOADH7iq77vmTs8O+vPhVqsFl8sFu93O4XK1Wg1DQ0MoFotYWFiARCLhnQ2R2xYXFzE6sQdh8UcwaV5AsbjI3iAulwupVArxeJzdnclCvVaroVAosDEa/U5aLKLRKAwGA6RSKbdBAbApW6PRgFQqZVUA7SbIon9jYwMajQZjY2OoVqtMcKzVamyEODIyAovFgnq9jk6nA6lUyqquHdx6WF5exp/+6Z/iK1/5ylV75RA+8YlP4Fd+5Vf4/0ulEnw+HwDgwQcfvGHFniAI+LvvlFGtC/jFn+yrX5544okt79lqtbC8vIxEIsG+OZFIBBqNBtlsFolEgscKAFhubjAYoFAo0Gq1oNFoMDIyglgshh/+8Iec1G21WmEwGLB3716cO3cOiUSCuTrkhi4IAiKRCPx+P4+2ms0mLBYLZ9kZDAYcPnwY+Xwee/fuZafly6HdbuOJJ55gZ/YrwWazcf7Y6wW93408lxfjXe96F77whS8AeLXT4/P5cPToUbzwwgvX9ViI1E7jyVJdiWfWd+Hu4XmM+ZRM/CVKgiAIzNtaXFxkp/pCoQCz2Qy32w2xWMx+ThaLBYIgoF6vo1AooFwuM52BPKE8Hg/UajXL50lJplQqMTo6Cq/XC4lEguXlZZRKJeakUWZXLpdDLpdDp9OB3W5nyxJy+yb3f7JQuPgevxnn+Ga857Vip+h5nej1esjlcmzsR6TmRqOB9fV16HS6Lcm35KGj0jnwbOgeVDs6ZCsHMa5KQKjOo16vIxAIYG1tjaWxcrkc09N9v550Os3dJY/Hw8WUw+FAIpGAQqGA3W5HJBLB+Pg48ybuvPNO1Ot1tFotTltXKBRIJBJbgk4tFgurAhQKBXdyKECPkn0ppO9i7MyTbx5arRZyudyW12w2G37pl34Jd999N37iJ37imn8nET63A0lqrzcEQcBffqOAr/+gr66RyyX4+Ye0l7ynTCbD9PQ0lEol2/dTIjV1JwVBQDqdZqUiCRHsdjtWVlbQarXwr//6rxgbG8N9992HjY0NlEolNiME+kWjVquFRCLhjQ3x4CiPSavVsspr0HTQ7XazU/q1fF4UonkldLvd6/b536hzebn3Iofhi1+/3scik8kwMzOD8+fPoye14fvLk6i2FPjhykH4/UnIhBSb/pHzsdFo5OtJLBYjFotxQGk2m4XVauUIIaIziMVijI6OMmFeq9XC6XTCYDAgkUggm81CpVLxJpT4PUQjAMDXK41HO50OisUi5yzK5XKUy2XY7XZMTEyg1WpBIpFAqVRelRDgzTzHN/M9rxY7Rc/rQLvdRjKZRK1W44u5XC6zKVq73YZUKuUdItAfA4llJiw33oGm0C9IpOIWFNI6lkMh+P3+LTNosrSfm5vjLk86neZIh9HRUZjNZni9XsTjcb7IPB4PYrEYer0e7HY7yy71ej2MRiNzgsbHxzm4kVyhDQYDbLa+moEkmyMjI2g0GlCr1ZddjG9VJ9e3C44dO4ajR49uee1v//Zv8b3vfQ/f+MY32FIAAHvKbGxssNHerQBBEPCFr+fxjadedQf3Oy6/PCmVSkxMTLAaS6PRQKfTod1uw+l0Ip/PQ6FQwO12o9PpcHez2+1ibm4Ox44dQ6fTwcrKCsuIY7EY1Go178jpQWa1WmG1WnmHrVAoMDk5iVqtxgUUFTdisRgWiwVarRb1eh16vR7ZbBbr6+ts3vlG+Tg7G4yrg0QiQaYkx7dfmkW11f/MtSoBWqWAZq2/MajX62g0GuyCTfSGUqkEqVSKZrPJ1AEymgXA5zuVSrEal7r5TqeTHZbJooTWdplMBqlUio2NDUxNTXExTj5nF1MmAPA1NTo6esPsDN5O2Cl6XgfS6TR7PRC63S6318nMbLDoESQGHI+8A03BCABQyxoYkX0dIx4DurVRlrjTrpS6PcTD8Xg8TFQjAnIymcSzzz6LWq0GlUqFBx54AMFgEPl8nkmrFIyoUCi4fS+RSLgzoNPpWEVAi71Op4Ner+e2aTAYfMPGcju4cdizZw+eeOKJLa+trq4CAD74wQ9e8v3RaBTDw8P44z/+YzzyyCNvxiFeEb2egD/7Wh7/55l+wSMSAb/602a89x7tFQmRF6vBxsfH2WVXEARYLBZ0Oh2kUimsr6+jVqshnU4z506tViORSCAajUKj0UAmk0GtVvMYT6vVotVqIZ/PQ6vVcpeUnMkPHTqEXq+HQCAAqVSKXq8HjUaDbrfLUvNSqQSPx4NEIoFkMvmaCqzr4Vy9gz6CsRb+7NtqVBr9z9RpbOE/PZCBSt5DswYeOXm9Xmi12n7EST7PXRwa8dM1ODMzg0gkglQqxcR3tVrNXX9y2ne73YjFYnA4HLx5pM652+1mfycyEzQajTCZTFheXmbft0H0ej3UajUkk0lYLJYdO5A3iJ2i53VAr9ej2Wxe4otADHraUVL7vdHV4Fz0PtS7/aJCIa7gvpEXEVpLYnU1Db/fj0AggEajwXwDuVyOTCaDcDgMm82GxcVFCILA7s4rKyvcXu10Orw463Q6VKtVLsrIvIpA7XOr1coxGAcOHIBYLOYx18Vt0zdqLLeDGwuTyYQHHnhgy2sTExP45je/ecn3/tzP/RwCgQB++7d/G7t27XqzDvGy6PUE/Pcv5/DYsf71KhYBv/H/NuPdd146BnktSCQSiMViqFQqKJVKRCKRLVlLNIoOhUKYmpqCTqeDw+HA2toah0em02nuGrVaLR4l0FjX6/VyBIxSqeQHG+3MKS2eRiQ2m41dgOlra2trvMu/GHq9/rLqLfr6zgbjtbEabuHX/iyFcq1f8LjNLXz0XRmoFT1cHElF3fNOp8MqLDKbpU2mxWLhWIlarcZydKVSCY1GwyN/Gk+JRKItjtC9Xg/ZbJa75YNmghRPQhlsF6+xarWaLRV2XJffOHaKnqtEt9vl7gjN7TUaDXsoAH2vnomJCUgkEp7BVppKnNi8G/VOfxGXowhv73+j1+yTh6VSKcrlMqxWK+bm5tDpdJDNZhGLxdjITK1Ws6MohdU1m03enajVakilUuZ2uN1u9sshjx/iAG1ubrJMVqPRYHh4mF1EZ2dnt92BvhFjuR3cHPj9fvj9/ktef+SRR+BwOPDQQw+9+Qd1Ebo9AX/wDzk8/sKrBc8nPmrBuw5dGzGexhLlcpl34iKRCIVCYYt5G3Hser0ebwyIm0M+Pvl8nkn7+/btQzgchiAIMBgMCAQCGB4eRrvdhsViYTHD4EhCJBJxR9VqtcLtdl+yObpSZAClye9sMF4/lkMt/PqfpVCu9aubgL2L/3hfGir59kJlo9GI4eFh7tAdOnQIZ8+eRaFQgEKh4I77/Pw8tFot9u/fz949g0atFosFFouF5eWvhcHrolKpcLzPYHeIhCJisXjHdfk6YafouQo0Go0t2VvJZJIXHiI1UsoyBRmWy2UEo1U8s3kQ9U5/EVdJStAX/xf84w62RHe5XLwjoLGYWCxmslwymYTRaITL5cLm5iaGhoYgCALvIGnGrNFoYLVa2TiNuBszMzOYn59nHwgi71ECusFgwPDw8GtyDV6vsdwOdrAdul0Bv/+lLH7wYt9QUCwGPvWfrbhv//bS5Vwuh3K5fIlDcbPZxMrKCtLpNHuq0EODfLQIND4GwCRk4m5Uq1V4PB5Oxwb6njo+nw/NZhMajQbT09PsphwMBtFoNDhmwG63o1wuo1KpwOFw8BhiO5fcKz28FArFzgbjDWAh2MRv/I8UqvV+gTMzLMdn/m89ErHatoUk8SOVSiWLRqrVKgwGA29oyXuNMgkDgQD785CAxGQy8fkmH53XwiA3a1DhNdiZvxg7rstvHDtFz2ug2+1ibW0NxWJxyw1DO0gK/nQ6nZyLlc1msby8jM2sEfVOv3OiFOcxofwWZvfsRa/XQ6vVYuM0ysJJpVI8chCLxZzInEqloNVqcfjwYd4JuN1uqFQqNJtNVlbNzs4yga7RaKBer+Ps2bPQ6/U4ePAg8vk8KpUK7HY7OzDTe+0spm8PDJKabyYq9R6WNvsLuFQC/NefteIdey8teKhDubq6uuVBkk6nYTabEQwGkclkkE6nWUBA8nUAPGamAqVWq/GIl6wiKIE7FotBo9FgdHSUhQBkQmi32xEIBPj9tytMKA+P5McXxwcM4koPr50NxuvHcqjFBc+uMQU+///YoFaKYdS/er7q9Tqy2SzGx8e3cGTkcjkcDgcWFhZYcl4ul9ljzWw2s9u91+uF3+9njs7g+dZqtVtELtvhYm7W1VpK7JDY3zh2ip7XADmrDmJw7trr9ZBKpWCxWKBSqTA/P4+VlRVYLBZMKOqQZX+Ezcoe7Lf9EO16fzyVzWY5MG5+fh5+v59VAOFwGBqNhp1iSQWmVCphMBiQz+c5H8tqtXL702QyYXh4GGtra1hZWUGhUIDBYEA8Hkc0GmWFwfDwMMtwSRpZrVbh9XqvW77PDnbwWjBoJfijR+z4jT9P42MfMODu3ZcWPN1uF8FgEEC/OzJY9EilUiwtLbFrLvFgXC4XRCIRisUipFIpS5Lp99F1L5FIEI1GMTs7C5FIhGQyiUqlArFYjFwuB6PRCKlUylyPi3fflytMMpnMFquKy2Hn4XVj8IF36tBoCTgxX8dn/4sNKkWfQzN4vtrtNtbX17k7MwjiY4lEIsTjcSgUCqjVavYVInsQ4nOJRKJLzrdOp4NUKr0m8QcpuK6lUNrB68NO0fMaGEzspVY5FR+EXq/HJlbr6+tsh1+pVODSNOA3ZSBCDyvhDFZWVrB//37U63VkMhl4PB60Wi3U63Xm5lQqFW6xj4yMcCaP0WiE2+3mrCyNRnPJrL/ZbHIG0SB6vR6SySQMBgOsVivC4TDzELRaLeRy+U6+zw7eVNiMUvzNJ52QSLYfBWy34SCQQWC73UahUGBPkFqtBpvNhmw2i1wuxzlzRqORM7rIgRzo38sGgwHz8/PQ6/VbeFCU2zUzM7Otv8x22Hl43Xx8+EE9Hr5fd9nr6kqgTaDT6YRMJkO5XIYgCGg2m2weK5fLea2+GNQ5dLvdlxV/0EhtsOAyGo3Q6/U7Ktk3ATtFz2ug2WwyI58KHWqD0qgJ6I+ILqyWkGhMYpcvx9/bH4M1+HfQhd7r9RCNRlmKbrPZIBaL2TWWHEFbrRa8Xi/PjrVaLXK5HCe4ezweVgBQWKjX6+2rxl7pEBFRWalUotPpIBKJbJFG0s27nbrkRiY+7+Dtg2arh//9byX89Hv0UMpf9Xu60oNpcMMxCNpFk5SX7lGg/9Cy2+2QSqXsOk47d+LPGY1GFAoFTE9PcwbSvn370Ov1kEgkkMlkMDc3h1QqhWq1CrPZDJlMdlWbgZ2H15uLF+fraLUF3LNna6fw9RQ8QN+DjcwmSU5erVbR6XSgUCgwPT2NVCp12dElnVuJRLJlBHq5kdqrx7ujkn2zsFP0vAYUCgXW1taQzWbZ+yOVSgHoz269Xi8KhQJqPTu+/oIejbYUGu0CbNLylsBGiUQCkUjEPh/dbhdqtZrzs4D+Yk4W5uT5IZPJYDAYWEZZrVbhcDjYTj+VSkGn00EikfBDQiwWQ6PRoNFowGq1brlBJRIJwuEwm2aJRKJLdrGkLlGr1TuJzzt4w2i0evivf5nBqcUGFoItfO4XbJDLXvuhNHj/DEIkEqHVakEqlbLyahCpVAoGgwH79u1Dq9XixGpyHQf6HVRyJtdoNPD7/QiFQhzwCAAejwdisRjVavU1peaEnYfXm4fj5+v43b9KQxCA3/s5G+7cpXrDv1Or1XKUCPE2ST3V6/XYsfvi6J3tzu3VjtQIOyrZNwc7Rc8V0O12kc1mkclkLuEUCIKAcrncT2LWT+JvHzej8YqPWjDrgse/yiMqkpvTWIy4ApTUq9FoUCgUIJfL2T1Zr9ezkywtnn6/n11fafEeXIy3e0ioVCo+DgorJS+gXq8HtVp9yQ1MmTPxeHzbHevV+I3sYAcAUG/08Nt/kcbLK/1rcz7YRCjRxpjvtTktlyN3CoKwJa16O6fwYrGIZDKJsbExVjMSiVmr1TJXjtx2yU2dHnD0Pp1Ohx9+V5KaD2Ln4XXj8dzZGn7vbzJov+JI8P0Xq9el6NHpdLBYLFs64b1ejwvrQqGAoaEh+Hw+yGSy635ud0jsNx47Rc8VQD4farX6EgdmQRDQaDTw4rkcTiZ3ofnKzWfXFXHf6GlIxQrUXuH2CILAjs1SqRRqtRqCIHDVL5FI4Pf70W63oVarYTabuStks9lQqVQwNjYGrXZ7h1pajLd7SDgcDo7MEIvFvEMWBAEajQZOp3Pbh0a5XN6WG7Td++7coDvYDrVGD5/4Qhrn1voFj0Ypwu//ov2qCh6gz49JJpOXvN7pdGAwGFjBtV2xT/y2er2OZDKJubk5CIKAXq+HfD7PGxaFQsEKTCqmLiamDo5/r9YnZefhdePwo5dq+G9/m0H3lQbfffvV+K2fsVz5h64SBoMBHo8HAC4bB2GxWOBwOHbO7W2KnaLnCsjn8xCJRHA6nUgkEqjX6wD6i24ul0O2ZsaZ3DvQ6fWr+xFnCw9MraHTkqLZ7MJkMjEXRqPRIBwOY2ZmBj6fjxUh+XyePSDS6TTkcjl3lCwWC4+otjM5IwwuxheTKGUyGXN8ms0mj9mMRuOWXe0giEz9Wl4TO2ZZO7gcKvUefut/pDAf7F+zWpUI/7//rx3TQ1ef9k78mEwmc8nXqFtKeUfZbHbL13u9HpxOJ4+kqbAB+vdENptFoVCAz+eDRqNBqVRCMpnknT7h4vHvjk/KzcWTJ6v43KNZdlV+4JAav/kRy+vm8FwMiuQh7yUKmiXuFwV97nCybl9cOc73JiEej+O3fuu3cPToUeh0OohEIjz11FOX/f5jx47hyJEjbNf98Y9/nAnGbwS0g5TL5fB6vXC5XAD6C2pdFMCZ3APo9PoEyjF3Cx88tAGTQfX/b+/Ow5o607+BfwMhJCEQEhYTCm4YqAoV60Lh54a7jEU7irVTp+5LXyuoMw6tXWxV6nhhrXRFpzPq1P6syqW1fVGm9H2x1YodwfpOq63iAgXFhUUCsifP+we/cySSQMAkB8j9uS4u5SQ5z33CfU6ePOdZ+FYaqVQKX19ffjj7sGHDEBoaColEArFYjF69esHX1xcikYif5dXX15dvBerfvz8CAgKg1Wrbvdg2NDTwt8wexk165evri4EDByIwMBCenp4WFxDlJke0Bn0IkIdV1Rix7r0HFR4vDxdsS+zVoQoP0Nxa0q9fPwCt16RqamqCTqeDTqfD4MGD0adPHygUCkilUnh5eeGxxx5DcHAwn/dcS61YLEZZWRn0ej3fd46brJMxBr1eb7Ji/cO3f2moue1ZM8QfALJ+uI/k3Q8qPFOe8kDSfNtVeIAHfbJatsZrNBqoVCowxiCXy6lPVjfXJVt6Ll26hK1bt0Kn0yE8PBw5OTkWn3v+/HlMmDABAwcOxPbt21FcXIxt27YhPz8fx48ff6Q4Wt4u4voC1NfX42alCqd/GwEja377tF6lCJZ8i0u/NrfOcPd4udWXpVIpgoKCoFAokJubi5s3b/InuoeHB7+cBHdi9e3bFxKJBA0NDfyQyfYuttzcPVwnyoenQuc62lmzgKhCoeAnWWwPfQiQliqrDVj3/h1cKWq+DatUuGBbgj+CAzuXJ9w5qNPp+P5oLftQAM39dwICAvjHudnNufm0CgsL+f+3nNOHW2POxcUFXl5efGdV7gsT9yWK+3JAQ83t4+rVq+0+JzOnGin7ysE1Ysf+lwfWPqeGi4vtKjwc6pPVs3XJSs+wYcNQVlYGtVqN9PR0xMfHW3zu+vXroVKpcOLECb6Vo2/fvli6dCm+/vprTJ48udNxPDznhtFoRJNBhH8XDeErPGrJbxjV91fcua1HXfPdL6jValRVVSEwMBBKpRI6nQ4A8Ouvv/JLT3BT5bu4uPBTkAOAv78/P5sy0FypKCoqQkBAgMWWmZYXY+6E5TpgK5VKyGSyDi0g2rdvX9y/fx/l5eU03wjpkL0ZlXyFR+Xpgm2J/ugX8OgVY5VKBX9/f7OPmes7c+3aNdy6dQsA+Nu79+/fR2lpKeRyOT+FA7cUS0NDA/r06YOSkhJ++Ds32y6HhprbBzcXk8Fg4N/7lsoqDdjxeQVf4YkbrUDCsyq7VHg41Cer5+qSt7e4Kb/bo9frkZWVhXnz5pnc1nnhhRegUChw8ODBR4qD61PAqampgdiV4Qn1/4GrqB695MUYrj2D+roHt9Kqqqr44Y4GgwEVFRWorKzkJ1rjbjVptVoEBQXxK7bX1NTg5s2brW4XicVifrV2Sx6+GLu6uvILjj7++OMYMGAAP5cP8KBiFBoaCn9/f3h7e8Pf3x+hoaF4/PHHIZVKWx27NeUSsuwZb0SEuEPt5YLtq3vZpMLTGUqlkr8lxp1zGo0GXl5eUKlUkMlk/OrWjDG4ublh0KBBGDhwIH/utGzhMTehHLEtSxNR+ihd8eYSX4hdgd+PUyBxrn0rPKRn65ItPdb66aef0NTUhOHDh5tsl0gkiIiIwI8//mjxtfX19SajPrgTrrGx0WSEVJ8+fXD9+nXo9Xrcv3+/uQOl+z08pc1CoL8EzKjA3bt3TVphampqoFQq+Z7/3CgAc/euuaZ0rvm9oqIC3t7e/HO52Zerq6vBGDPbMtOnTx+TYZXccbT81xxzi9u13E/LY7e23M6wJtauxJp4zX1jdQZSiQuSX/RDRZURAb7CXV4sTRLY8u/CTRLH5S+3arqvry/u3r1rtpWU2E9FRYXF1rynwmVIe1mDfgFuVi3mSYgl3brSU1JSAgB8B+OWtFotTp48afG1W7ZswVtvvdVq+9dffw253HR2z1v35OilrOGbusPCwlqVZQ7XJ6atvjFisdhktAg34aA5XF+ElkpLS3Ht2jWL+8/KyrL42KNor9zOsFes9tJWvDNmzHBgJMK5W9EEiJqXlODI3F34NY+EYuk2rkKhQFVVFdRqtdkRkdyMvEBzK6mzVl6F0PJv8cv1egzsZ9rxvf9j1H+QPLpuXenh+r2Ym59GKpXyj5vzyiuvYO3atfzver0eQUFBmDx5ssltnf+bW4tDX9/DtGg5Yp8sxeXLl/iJzrglHR6m0WgQGhrKt/706tULRqPRZMIrzu3bt02+jWq1WpOWHo6fnx/69+9v8Xge1tjYiKysLEyaNKnLX7i7U6xA94vXXm6VNeFPO27D1VWEHWt6Qa10TEuItUujmOuQ6uPjA41Gg4aGBosjDy0Nkyf2xQ2K+CyzEn//shLLn/HGs5PavsVOSEcJWulpaGgwGR4KNH+4W9uMLJM1z8BpbnKyuro6/nFzuOUgHubm5sZ/kH19phop++7ByICM72vQX+MFF4CfVpxrEWp5e0cmk5l0gBSJRPDx8eHntHm4Y7BCoUBlZSW/fIRKpYLRaDS5XSYSieDn59epD9iWx9PVdadYge4Rb15eHjZs2IDc3FxUV1ejf//+WLJkCVauXPlIt2tuljZXeG6XN1fO3/nvciS/6GersC2qq6vr0NIo5jqkWtpHy9u2tm7FJO3z9vbG3oxK7M1o/hK488g9PKFz7/BUB4S0RdBKz+nTpxETE2Oy7fr16+jbt69Vr+duK3G3uVoqKSlBQEBAp2M79n013vnvB0Mknx6lwJQoGbKyHkz4ZzAY+BEf3KRVLYfSAqadfc31MfDw8OBnfH64j4G5fRBirby8PERHR0On0yEpKQlyuRzHjx9HYmIirl69itTU1E7t98adJiR9WI6795orPIH+Yqx+TmXL0M0yGAy4evXqIy+N0t6Q5Efto0Y6jjHgi+9dceCbB3/bpTO9qcJDbE7QSs+QIUNa9YvQaDRWvz4sLAxisRi5ubmYM2cOv72hoQHnz5832dYRX35XhR2fV/C/zxyrwKo5Kn4NHqVSierqari4uGDQoEHw9vZGeXk5pFIpP6+HuQXozPUxcHFxgVarRX19PXx8fExarWiBQvIodu7cCQD47rvv+JaO5cuXY+zYsdizZ0+nKj0V1RL8+f0ylOv/p7O71g3vJPg75NYWNwKyLdYujdLWkGSq9DiWp6cXvvl/auQVPFj25sVZ3oifQLe2iO0JWulRqVSYOHFip1+vVCoxceJE7Nu3D6+//jo/EunTTz9FdXV1m/P7WPLld1X4x7EH/Wlmj/fEi7O8TUYM6HQ61NTU8N8SucpXbW0tDAaDxYms2vqGqVAoUF1dTZNhEZvR6/X89AMtabVaXLp0qVP7PHouGI2i5kpB/wA3pCT6Q+XpmPysqKhoc94ogJZG6Y5O/doLeQUPPopWzVHhmXGebbyCkM7rsh2ZN2/eDAC4cOECgOaKzKlTpwAAr732Gv+85ORkREdHY+zYsVi2bBmKi4vxzjvvYPLkyZg6dWqHy931xT2IJc0n3NzJXlg6Q9lqiOSjTFzV1mtpMixiS+PGjcOBAwewfPlyrF27lr+9dfjwYaSkpLT5WktTOtQ2ukEsAYIfE2PL/1JDITWisdF+LSMtpweora21qhWmtrb2kaY/EGIKBUeXKcQxtswpNzc3Pqf+9+la/pqbMMcLv/svqV3jcoa/rzOVybG2f6WItffVSSBtzcXwcMinTp1CUlISzp07B09PT8yZMwdbtmxpNQdNW/R6PZRKJUYv/hliiSfmTfPCwummFZ7GxkYcO3YMsbGxXb4DK8VqP90lXoPBgNWrV2Pnzp38RcjV1RUffPABVqxY0eZr33zzTbNTOoxe/DMCfF3wzLCrkEqsWzOJEADYv38/Dhw40Gp78zVXgYmDf8PgwHIzrySkfdZOE9JlW3o6UhcbNWoUvv/+e5uU19RQjeenemH2WJdW8+I0NjaipqYGer2+S3/YARSrPVkbL7dYrlC4uWqmTJmC+Ph4SKVS7N+/H6tWrYJGo8HMmTMtvvbhKR0qKyvRu3dvqN3vIHlFKLw9oxxwBM3vdXZ2NmJiYlBdXY1r1661uzRKcHBwq1t6nS3TUfno6DKFOMYRI0bgr3/9K4Dm+cmMRmPzBKeN1Rgz6DcsmjW0xx47lWl/er3eqmtul23pcbTi4mIEBQUJHQbpQSorK9tdysMWLE39kJKSgtTUVOTn50OhUPCPxcTE4PLlyygsLDRZW6otdH4QW7t48SIGDRokdBikB7HmmttlW3ocLSAgAEVFRW3WFLkJDIuKihzyYfYoKFb7sTbejtxefRSWpn746KOPMH78eJMKDwDExcVh7dq1KCgowIABA6wqIyAggP+QcuTfSYjccIYyu8I55+HhgaKiIjDG0Lt37x597FSmY1hzzaVKz/9wcXFBYGCgVc/18vLqFh/OAMVqT10lXktTP9y+fdvsem9c/x5uCgZruLi44LHHHgMgzHFTmT2jvIcFBgbyHZqd4dipTOFRpYeQbs7S1A8hISHIyspCWVkZv76bwWDAwYMH4enpieDgYEeHSgghgqJKDyE91Msvv4x58+YhMjISy5Ytg0wmw/79+5GXl4fNmzd3i07jhBBiS1Tp6QB3d3ds2LDB7JpdXQ3Faj/dJd7nn38evr6+2LJlC1JSUqDX6xEaGoq0tDQsX768w/sT4ripzJ5RXleKxRn+vs5UZkfR6C1CCCGEOAWX9p9CCCGEENL9UaWHEEIIIU6BKj2EEEIIcQpU6SGEEEKIU6BKjxklJSV4+eWXERMTw8/QfOLECYvPP336NEaNGgW5XA6NRoOEhARUV1c7LmAz9uzZA5FIZPbn1q1bgsbGqa+vR1JSEgICAiCTyRAZGdlqkr2u4sSJExbfzzNnzggdnsPk5eVh+vTp0Gg0UCgUeOKJJ/Dee++ZnQTR1pYuXQqRSITp06fbZf9C52NycjJEIhHCwsLsVkZ+fj7mzp2LwMBAyOVyPP7449i4cSNqamrsVmZ7hMwpwL55JXROAc6bV5bQkHUzLl26hK1bt0Kn0yE8PBw5OTkWn3v+/HlMmDABAwcOxPbt21FcXIxt27YhPz8fx48fd2DU5m3cuBH9+vUz2fYoizHa0oIFC5Ceno7Vq1dDp9Nhz549iI2NRXZ2NkaNGiV0eGYlJCRgxIgRJtusXcqhu8vLy0N0dDR0Oh2SkpIgl8tx/PhxJCYm4urVq0hNTbVb2bm5udizZw+kUqndyhAyH4uLi/H222/Dw8PDbmUUFRVh5MiRUCqVeOmll6BWq5GTk4MNGzYgLy8PR48etVvZlgiZU4D980roa5yz5lWbGGlFr9ezsrIyxhhjhw4dYgBYdna22edOmzaNabVaVllZyW/729/+xgCwf/3rX44I16zdu3czAOzs2bOCxdCWH374gQFgKSkp/Lba2loWHBzMoqKiBIzMvOzsbAaAHTp0SOhQBLN06VImkUj4c4MzZswY5uXlZbdyjUYji4qKYosWLWJ9+vRhv/vd72xehtD5+Oyzz7Lx48ezsWPHssGDB9uljOTkZAaA/fzzzybbX3jhBQaAlZeX26XctgiVU4zZP6+EzinGnDev2kK3t8zw9PSEWq1u93l6vR5ZWVmYN2+eyTojL7zwAhQKBQ4ePGjPMK1WVVXlsKZia6Wnp8PV1RXLli3jt0mlUixevBg5OTkoKioSMLq2VVVVdWjdqp5Cr9dDKpW2ainUarWQyWR2K/fTTz/Fzz//jOTkZLuVIWQ+fvfdd0hPT8eOHTvsVgYAfo2rXr16mWzXarVwcXGBRCKxa/mWYhIipwD755XQ1zhnzqu2UKXnEfz0009oamrC8OHDTbZLJBJERETgxx9/FCiyB2JiYuDl5QW5XI64uDjk5+cLHRIA4Mcff0RISEirRelGjhwJoPm2YVe0cOFCeHl5QSqVIiYmBrm5uUKH5DDjxo2DXq/H8uXL8csvv6CwsBBpaWk4fPgwXnnlFbuUWVVVhaSkJKxfvx4ajcYuZQDC5aPBYMCqVauwZMkShIeH26UMzrhx4wAAixcvxvnz51FUVIQDBw7g448/RkJCgl1vgbQVk6NzCnBMXgl5jXP2vGoL9el5BCUlJQCaa7QP02q1OHnypKND4snlcixYsICv9OTl5WH79u2Ijo7GuXPnEBQUJFhsQPN7Z+l9A4CbN286OqQ2SSQSzJo1C7GxsfD19cXFixexbds2jB49GqdPn8bQoUOFDtHuli5digsXLmDnzp345JNPAACurq744IMPsGLFCruUuXHjRshkMqxZs8Yu++cIlY9paWkoLCzEN998Y5f9tzR16lRs2rQJb7/9Nr788kt++6uvvorNmzfbvXxzhMgpwDF5JeQ1ztnzqi1U6XkEtbW1AGB2nRGpVMo/LoQ5c+Zgzpw5/O8zZ87ElClTMGbMGCQnJyMtLU2w2IDm987S+8Y93pVER0cjOjqa/z0uLg6zZ8/GE088gVdeeQWZmZkCRucYrq6uCA4OxpQpUxAfHw+pVIr9+/dj1apV0Gg0mDlzpk3Lu3z5MlJTU7F//367r+UjRD6WlZXhjTfewOuvvw4/Pz+b79+cvn37YsyYMZg1axZ8fHyQkZGBt99+GxqNBi+99JJDYmjJ0TkFOC6vhLrGUV61zakrPQ0NDSgvLzfZ5ufnB1dXV6tez91zrq+vb/VYXV2d3e9JAx07hlGjRiEyMtIhtf/2yGQyi+8b93hXN2DAAMyYMQOHDx+GwWCwOm+6Oks5lZKSgtTUVOTn50OhUABorlzHxMRg5cqVmD59OsTijl9SLJWXmJiI6OhozJo1q/MHYyUh8vG1116DWq3GqlWrbL5vcz7//HMsW7YMly9fRmBgIADg97//PYxGI5KSkvDcc8/Bx8fHLmU7OqfaKtNReSXUNc6Z8qoznLpPz+nTp6HVak1+OtK5jGum5G5ztVRSUoKAgACbxWpJR48hKCio1YVACFqt1uL7BsAh750tBAUFoaGhAffv3xc6FJuxlFMfffQRxo8fz384ceLi4nDz5k0UFBTYrLy9e/ciMzMTiYmJKCgo4H+amppQW1uLgoICvgOlLTg6H/Pz87Fr1y4kJCTw711BQQHq6urQ2NiIgoICm5+nH330EYYOHcp/MHHi4uJQU1Nj1z6Ijs4pS2U6Mq+EuMY5W151hlO39AwZMqTVRFEd6dQWFhYGsViM3Nxck1tJDQ0NOH/+vMk2e+noMVy7ds1hTZ5tiYiIQHZ2NvR6vUlHvx9++IF/vDu4du0apFJpq4t2d2Ypp27fvm12FGBjYyMAdHpEm7nyrly5AqD5G+PDbty4gX79+uHdd9/F6tWrO1Xmwxydjzdu3IDRaERCQgISEhJaPd6vXz8kJibadOTN7du3oVKpWm1/1L+fNRydU5bKdGReCXGNc7a86hShx8x3de3N0zN16lSm1WqZXq/nt33yyScMADt+/LiDomztzp07rbZlZGQwACwhIUGAiEydOXOm1RwWdXV1bMCAASwyMlLAyMwz936eP3+eubm5sbi4OAEicrywsDCmVqtZaWkpv62pqYkNGzaMeXp6soaGBpuVVVhYyI4cOdLqx8/Pjw0fPpwdOXKEXblyxWblOTof7969a/b4Bg8ezHr37s2OHDnC/vOf/9i0zOnTpzOJRMIuXbpksn3mzJnMxcWF3bhxw6blWcOROcWYY/NKiGsc5VX7qNJjwaZNm9imTZvY3LlzGQC2aNEifltLeXl5zN3dnQ0dOpR9/PHH7NVXX2VSqZRNnjxZoMibDRgwgMXHx7OtW7eytLQ0tmzZMiYWi1lQUBC7deuWoLFx4uPjmVgsZuvWrWM7d+5k0dHRTCwWs2+//Vbo0FqJiYlhsbGxbPPmzWzXrl1s9erVTC6XM6VSyS5evCh0eA6xb98+BoAFBwezrVu3svfee49FRUUxAGzz5s0OicFekxMy1jXy0Z6TyH377bfM1dWV+fv7s40bN7IPP/yQTZs2jQFgS5YssUuZ7ekKOcWY/fKqK+QUY86XV22hSo8FACz+POzkyZMsOjqaSaVS5ufnx1auXGnS8iOEV199lUVERDClUsnc3NxY79692YsvvthlKjyMNc9O+uc//5lpNBrm7u7ORowYwTIzM4UOy6zU1FQ2cuRIplarmVgsZlqtls2bN4/l5+cLHZpDZWZmsrFjxzJfX18mkUhYeHg4S0tLc1j59qz0dIV8tOeHE2PNswRPmzaNaTQa5ubmxkJCQlhycjJrbGy0W5ntETqnGLNfXnWFnGLMOfPKEhFjjDn2hhohhBBCiOM59egtQgghhDgPqvQQQgghxClQpYcQQgghToEqPYQQQghxClTpIYQQQohToEoPIYQQQpwCVXoIIYQQ4hSo0kMIIYQQp0CVHkIIIYQ4Bar0OKk9e/ZAJBKhtLQUAFBQUACRSIT09HSbl/Xmm2/i9OnTNtvflStXsGLFCkREREAsFiMsLMxm+yaEzg1iD5RXXYNY6ABI16DVapGTk4OQkBCb7/utt96CQqFAdHS0TfZ34cIFZGRkIDIyEkajEUaj0Sb7JcQcOjeIPVBeCYNaeroBxhjq6+vtWoa7uzueeuopqNVqu5ZjC08//TSKioqQnp6OJ598UuhwiIDo3DBF54ZtUF6Z6kl5RZWeLmjBggUICwvDsWPHMGTIELi7u+Orr74CAOTk5GD8+PHw8PCAUqnEH/7wB9y5c4d/LddkunfvXixevBhKpRJqtRpr165FU1OTxTItNbX+85//xNChQyGVSuHr64vY2FgUFhYCAEpKSrBo0SL0798fMpkMOp0O69evN7lYiEQiAMC6desgEokgEolw4sQJAM0Xlm3btiEkJATu7u7o378/3n333XbfHxcXSltnRedG2+jc6BzKq7b1pLzqOUfSw9y8eRMJCQlYs2YNMjMzERERgZycHIwbNw5KpRIHDhzArl27cPbsWcyYMaPV69evXw+j0YiDBw9i3bp1eP/99/Haa691KIaUlBTMnz8fw4YNw+HDh/H3v/8dOp0Od+/eBQCUlpZCrVZj+/btyMzMxF/+8hfs3bsXK1as4PeRk5MDAFi1ahVycnKQk5PDf1NITEzEG2+8gfnz5yMjIwMLFixAUlIS0tLSOvu2ESdA5waxB8orJ8FIlzN//nwGgJ05c8Zk+5gxY1h0dDQzGo38tgsXLjCRSMQyMjIYY4xdv36dAWCjR482ee3rr7/O5HI5Ky8vZ4wxtnv3bgaA3b171+R1hw4dYowxdu/ePSaXy9myZcusjruxsZF99tlnTCwWs/v37/PbAbCUlBST5165coWJRCK2c+dOk+1JSUlMo9Ewg8FgVZnz589ngwcPtjpG0r3RuUHnhj1QXjlPXlFLTxfl4+ODyMhI/veamhp8//33iI+Ph8FgQFNTE5qamhASEoKgoCCcPXvW5PXPPPOMye+zZ89GTU0NfvrpJ6vKz8nJQU1NDRYvXmzxOYwx7NixA4MGDYJMJoObmxuef/55NDU14dq1a23u/5tvvgEAzJo1iz+WpqYmTJw4Ebdu3UJRUZFVcRLnQ+cGnRv2QHnlHHlFlZ4uqlevXia/V1RUwGAwYM2aNXBzczP5+e2331olrL+/v9n9lZSUWFV+WVkZACAgIMDic3bs2IE//elPmDFjBo4ePYp///vf+PDDDwEAdXV1be6/tLQUjDH4+vqaHMukSZMAwGlOQNJxdG7QuWEPlFfOkVc0ZL2L4jqjcby9vSESibB+/XrMnDmz1fN9fX1Nfm/Z0Q4Abt++DaB5mKQ1fHx8ADTf5w4MDDT7nEOHDiEuLg5btmzht128eNGq/avVaohEIpw6dQoSiaTV46GhoVbthzgfOjfo3LAHyivnyCuq9HQTHh4eiIqKwi+//ILNmze3+/wjR45gzZo1/O/p6emQy+UIDw+3qryoqCjI5XLs3r0bI0eONPuc2traVifPZ5991up5bm5urb6FTJgwAUDzt5unn37aqpgIMYfODWIPlFc9E1V6upGUlBSMHz8ezz77LObOnQuVSoXi4mJkZWVh4cKFGDduHP/cq1evYuHChZg7dy7OnTuHLVu2YM2aNVCpVFaVpVQqsWHDBiQlJcFoNGLGjBkwGo3Izs7Gc889h+HDh2PSpElITU3FBx98gJCQEOzbtw9Xrlxpta+BAwfi6NGjGD16NDw8PBAaGoqQkBCsXLkSf/zjH7Fu3TpERkaisbERly9fRnZ2Nr744guLsdXU1ODYsWMAgMLCQuj1en7Y59ixY+Hn52f9m0p6BDo3mtG5YVuUV816VF4J2YuamNdW7/izZ8+y2NhYplQqmUwmYzqdjq1YsYIVFRUxxh6MCNi9ezebP38+8/T0ZN7e3iwxMZE1NDTw+2lvJAHnH//4BwsPD2cSiYT5+Piw6dOns8LCQsYYY1VVVWzBggVMpVIxlUrFli5dyr766isGgJ09e5bfx8mTJ9mTTz7JZDIZA8Cys7MZY4wZjUb2/vvvs7CwMCaRSJharWZRUVFs+/btbb4/XKzmfrh9k56Jzg06N+yB8sp58krEGGN2r1kRhykoKEC/fv1w6NAhzJ49W+hwCOky6Nwg9kB51b3Q6C1CCCGEOAWq9BBCCCHEKdDtLUIIIYQ4BWrpIYQQQohToEoPIYQQQpwCVXoIIYQQ4hSo0kMIIYQQp0CVHkIIIYQ4Bar0EEIIIcQpUKWHEEIIIU6BKj2EEEIIcQr/H0CxneevJX/IAAAAAElFTkSuQmCC", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# data = mut_df_replicates.copy()\n", - "saveas=\"shift_distribution_correlation_naive\"\n", - "pal = sns.color_palette('colorblind')\n", - "fig = plt.figure(figsize=[6.4, 9])\n", - "\n", - "# the ratio of plot to divider between \n", - "dist_sf = 3\n", - "\n", - "# three rows of distributions\n", - "dist_rows = [[] for _ in range(3)]\n", - "for row, mut_type in enumerate([\"m\", \"i\", \"n\"]):\n", - " dist_rows[row].extend([f\"dist_{mut_type}_beta\"]*dist_sf)\n", - " dist_rows[row].append(\".\")\n", - " for param in [\"shift_Delta\", \"shift_Omicron_BA2\"]:\n", - " dist_rows[row].extend([f\"dist_{mut_type}_{param}\"]*dist_sf)\n", - "\n", - "# empty space row\n", - "number_of_rows = len(dist_rows[0])\n", - "empty_row = [\".\"] * len(dist_rows[0])\n", - "\n", - "# correlation plot row\n", - "corr_row = [\"corr_beta\"]*dist_sf+ [\".\"]\n", - "for param in [\"shift_Delta\", \"shift_Omicron_BA2\"]:\n", - " corr_row.extend([f\"corr_{param}\"]*dist_sf)\n", - " \n", - "# niave correlation plot row\n", - "naive_corr_row = [\"naive_corr_Omicron_BA1_beta\"]*dist_sf+ [\".\"]\n", - "for param in [\"Delta_S\", \"Omicron_BA2_S\"]:\n", - " naive_corr_row.extend([f\"naive_corr_{param}\"]*dist_sf)\n", - "\n", - "axs = fig.subplot_mosaic(\n", - " dist_rows+[empty_row, corr_row, empty_row, naive_corr_row],\n", - " height_ratios=[0.3, 0.3, 0.3] + [0.38, 0.7, 0.55, 0.7],\n", - " empty_sentinel=\".\",\n", - " gridspec_kw={\n", - " \"wspace\": 0.05,\n", - " \"hspace\": 0.05,\n", - " }\n", - ")\n", - "\n", - "query_dict = {\n", - " \"m\" : \"muts != '*' and muts != '-'\",\n", - " \"i\" : \"muts == '-'\",\n", - " \"n\" : \"muts == '*'\"\n", - "}\n", - "\n", - "bins_dict = {\n", - " \"beta\" : np.arange(-5.25, 1.0, 0.5),\n", - " \"shift_Delta\" : np.arange(-3.25, 3.25, 0.5),\n", - " \"shift_Omicron_BA2\" : np.arange(-3.25, 3.25, 0.5)\n", - "}\n", - "\n", - "#################\n", - "# DISTRIBUTIONS\n", - "#################\n", - "chosen_replicate_models = models.query(\"scale_coeff_lasso_shift == @chosen_lasso_strength\")\n", - "df = multidms.utils.combine_replicate_muts(\n", - " {\n", - " row.replicate:row[model_name] for idx, row in chosen_replicate_models.iterrows()\n", - " },\n", - " times_seen_threshold=times_seen_threshold,\n", - " how=\"inner\"\n", - ")\n", - "df[\"sense\"] = [\"stop\" if mut == \"*\" else \"nonsynonymous\" for mut in df.muts]\n", - "\n", - "prefix = \"avg\"\n", - "bins = np.arange(-5.25, 1.0, 0.5)\n", - "# df = mut_df_replicates.copy()\n", - "df[\"avg_beta\"].clip(lower=-5, inplace=True)\n", - "\n", - "for col, param in enumerate([\"beta\", \"shift_Delta\", \"shift_Omicron_BA2\"]):\n", - " for row, mut_type in enumerate([\"m\", \"i\", \"n\"]):\n", - " \n", - " iter_ax = axs[f\"dist_{mut_type}_{param}\"]\n", - " sns.histplot(\n", - " df.query(query_dict[mut_type]), \n", - " x=f\"{prefix}_{param}\", \n", - " ax=iter_ax,\n", - " stat='probability',\n", - " bins=bins_dict[param],\n", - " label=\"stop\",\n", - " color=\"red\" if mut_type == \"n\" else pal.as_hex()[row],\n", - "# color=\"lightgrey\",\n", - " alpha=0.5\n", - " )\n", - " iter_ax.set_ylim(-0.05,1.05)\n", - " \n", - " # remove the ylabel from all but the first column\n", - " if col != 0: \n", - " iter_ax.tick_params(axis='y', labelleft=False)\n", - " iter_ax.set_yticks(\n", - " [0.0, 0.5], [0.0, 0.5], rotation=0, ha=\"right\",size=9\n", - " )\n", - "# else:\n", - "# iter_ax.set_yticks(\n", - "# [0.0, 0.5], [0.0, 0.5], rotation=45, ha=\"right\",size=9\n", - "# )\n", - " \n", - " if col != 0 or row != 1:\n", - " iter_ax.set_ylabel(None)\n", - " else:\n", - " iter_ax.set_ylabel(\"probability\")\n", - " \n", - " # remove the x labels from all but bottom\n", - " if row != 2:\n", - " iter_ax.tick_params(axis='x', labelbottom=False)\n", - " iter_ax.set_xlabel(None)\n", - "\n", - " iter_ax.set_xlabel(None)\n", - " \n", - " sns.despine(ax=iter_ax)\n", - " \n", - "# axs[].set_title(\"\")\n", - "axs[\"dist_n_beta\"].set_xlabel(r\"mut. effect $(\\beta_{m})$\")\n", - "axs[\"dist_n_beta\"].xaxis.set_label_coords(0.5, -.5)\n", - "\n", - "\n", - "axs[\"dist_m_beta\"].text(\n", - " 0.1, 0.9, \n", - " f\"nonsynonymous\\nmuts\", \n", - " ha=\"left\", va=\"top\", \n", - " size=9,\n", - " transform=axs[\"dist_m_beta\"].transAxes\n", - ")\n", - "axs[\"dist_i_beta\"].text(\n", - " 0.1, 0.9, \n", - " f\"in-frame codon\\ndeletion muts\", \n", - " ha=\"left\", va=\"top\", \n", - " size=9,\n", - " transform=axs[\"dist_i_beta\"].transAxes\n", - ")\n", - "axs[\"dist_n_beta\"].text(\n", - " 0.1, 0.9, \n", - " f\"stop muts\", \n", - " ha=\"left\", va=\"top\", \n", - " size=9,\n", - " transform=axs[\"dist_n_beta\"].transAxes\n", - ")\n", - "\n", - "axs[\"dist_n_shift_Delta\"].set_xlabel('shift ($\\Delta_{d,m}$)')\n", - "axs[\"dist_n_shift_Delta\"].xaxis.set_label_coords(1.0, -.5)\n", - "\n", - "axs[\"dist_m_shift_Delta\"].set_title(\"Delta\")\n", - "axs[\"dist_m_shift_Omicron_BA2\"].set_title(\"BA.2\")\n", - "\n", - "\n", - "#################\n", - "# CORRELATIONS\n", - "#################\n", - "\n", - "data = df.dropna().copy()\n", - "data['0_beta'].clip(lower=-5, inplace=True)\n", - "data['1_beta'].clip(lower=-5, inplace=True)\n", - "# plot the correlations of parameters\n", - "for col, param in enumerate([\"beta\", \"shift_Delta\", \"shift_Omicron_BA2\"]):\n", - " iter_ax = axs[f\"corr_{param}\"]\n", - " x, y = data[f\"0_{param}\"], data[f\"1_{param}\"]\n", - " sns.scatterplot(\n", - " data = data,\n", - " x = f\"0_{param}\",\n", - " y = f\"1_{param}\",\n", - " ax=iter_ax,\n", - " s=60, \n", - " alpha=0.3, \n", - " c='0.25'\n", - " )\n", - " \n", - " # remove y labels from all but first column\n", - " if col != 0: \n", - " \n", - " if col == 2:\n", - " iter_ax.tick_params(axis='y', labelleft=False)\n", - " iter_ax.set_ylabel(None)\n", - " \n", - " lim = [-2.8, 2.8]\n", - " ticks = [-2, 0, 2]\n", - " \n", - " iter_ax.set_ylim(lim)\n", - " iter_ax.set_xlim(lim)\n", - " iter_ax.set_yticks(\n", - " ticks, ticks, size=12\n", - " ) \n", - " iter_ax.set_xticks(\n", - " ticks, ticks, rotation=0, size=12\n", - " )\n", - " # line of equivilence\n", - " iter_ax.plot(\n", - " lim, \n", - " lim,\n", - " linestyle=\"--\", \n", - " lw=2,\n", - " c='royalblue'\n", - " )\n", - " \n", - " else:\n", - " lim = [-6, 3]\n", - " ticks = [-4, -2, 0, 2]\n", - " \n", - " iter_ax.set_ylim(lim)\n", - " iter_ax.set_xlim(lim)\n", - " iter_ax.set_yticks(\n", - " ticks, ticks, size=12\n", - " ) \n", - " iter_ax.set_xticks(\n", - " ticks, ticks, rotation=0, size=12\n", - " )\n", - " # line of equivilence\n", - " iter_ax.plot(\n", - " lim, \n", - " lim,\n", - " linestyle=\"--\", \n", - " lw=2,\n", - " c='royalblue'\n", - " )\n", - " \n", - " iter_ax.set_ylabel(\"replicate 2\")\n", - " \n", - " iter_ax.set_xlabel(\"replicate 1\")\n", - " iter_ax.grid()\n", - "\n", - " \n", - " corr = pearsonr(x, y)[0]\n", - " iter_ax.annotate(\n", - " f\"$r = {corr:.2f}$\", \n", - " (0.07, 0.8), \n", - " xycoords=\"axes fraction\", \n", - " fontsize=11\n", - " )\n", - " sns.despine(ax=iter_ax)\n", - " \n", - "#################\n", - "# NAIVE CORRELATIONS\n", - "#################\n", + "text/html": [ + "
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dataset_namescale_coeff_lasso_shiftconditionlosssplit
0rep-10.0Delta0.209246training
1rep-10.000005Delta0.213277training
2rep-10.00001Delta0.217899training
3rep-10.00002Delta0.225076training
4rep-10.00004Delta0.237947training
\n", + "
" + ], + "text/plain": [ + " dataset_name scale_coeff_lasso_shift condition loss split\n", + "0 rep-1 0.0 Delta 0.209246 training\n", + "1 rep-1 0.000005 Delta 0.213277 training\n", + "2 rep-1 0.00001 Delta 0.217899 training\n", + "3 rep-1 0.00002 Delta 0.225076 training\n", + "4 rep-1 0.00004 Delta 0.237947 training" + ] + }, + "execution_count": 67, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cross_validation_df = mc.get_conditional_loss_df()\n", + "cross_validation_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "7cab36ff", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ "\n", - "# data = mut_df_replicates.dropna().copy()\n", - "# data['0_beta'].clip(lower=-5, inplace=True)\n", - "# data['1_beta'].clip(lower=-5, inplace=True)\n", + "saveas=\"shrinkage_analysis_linear_models\"\n", "\n", - "data = naive_mut_df.dropna().copy()\n", - "data[\"0-Omicron_BA1_beta\"].clip(lower=-10, inplace=True)\n", - "data[\"1-Omicron_BA1_beta\"].clip(lower=-10, inplace=True)\n", + "fig, ax = plt.subplots(3, figsize=[4.5, 7.5], sharex=True)\n", "\n", - "# plot the correlations of parameters\n", - "for col, param in enumerate([\"Omicron_BA1_beta\", \"Delta_S\", \"Omicron_BA2_S\"]):\n", - " iter_ax = axs[f\"naive_corr_{param}\"]\n", - " x, y = data[f\"0-{param}\"], data[f\"1-{param}\"]\n", - " sns.scatterplot(\n", - " data = data,\n", - " x = f\"0-{param}\",\n", - " y = f\"1-{param}\",\n", - " ax=iter_ax,\n", - " s=60, \n", - " alpha=0.3, \n", - " c='0.25'\n", - " )\n", - " \n", - " # remove y labels from all but first column\n", - " if col != 0: \n", - " \n", - " if col == 2:\n", - " iter_ax.tick_params(axis='y', labelleft=False)\n", - " iter_ax.set_ylabel(None)\n", - " \n", - " lim = [-8.2, 12.2]\n", - " ticks = range(-8, 12, 4)\n", - " \n", - " iter_ax.set_ylim(lim)\n", - " iter_ax.set_xlim(lim)\n", - " iter_ax.set_yticks(\n", - " ticks, ticks, size=12\n", - " ) \n", - " iter_ax.set_xticks(\n", - " ticks, ticks, rotation=0, size=12\n", - " )\n", - " # line of equivilence\n", - " iter_ax.plot(\n", - " lim, \n", - " lim,\n", - " linestyle=\"--\", \n", - " lw=2,\n", - " c='royalblue'\n", - " )\n", - " \n", - " else:\n", - " lim = [-11, 6]\n", - " ticks = range(-10, 6, 5)\n", - " \n", - " iter_ax.set_ylim(lim)\n", - " iter_ax.set_xlim(lim)\n", - " iter_ax.set_yticks(\n", - " ticks, ticks, size=12\n", - " ) \n", - " iter_ax.set_xticks(\n", - " ticks, ticks, rotation=0, size=12\n", - " )\n", - " # line of equivilence\n", - " iter_ax.plot(\n", - " lim, \n", - " lim,\n", - " linestyle=\"--\", \n", - " lw=2,\n", - " c='royalblue'\n", + "# replicate correlation\n", + "iter_ax = ax[0]\n", + "sns.lineplot(\n", + " data=(\n", + " corr_df\n", + " .query(\"mut_param.str.contains('shift')\")\n", + " .rename({\"mut_param\":\"shift params\"}, axis=1)\n", + " # .replace({\"Data-1\":\"rep-1\", \"Data-2\":\"rep-2\"})\n", + " .replace({\"shift_Delta\":\"Delta\", \"shift_Omicron_BA2\":\"BA.2\"})\n", + " .assign(\n", + " scale_coeff_lasso_shift = [\n", + " f\"{l:.1e}\" \n", + " for l in corr_df.query(\"mut_param.str.contains('shift')\").scale_coeff_lasso_shift\n", + " ],\n", + " correlation = lambda x: x.correlation**2\n", " )\n", - " \n", - " iter_ax.set_ylabel(\"replicate 2\")\n", - " \n", - " iter_ax.set_xlabel(\"replicate 1\")\n", - " iter_ax.grid()\n", - "\n", - " \n", - " corr = pearsonr(x, y)[0]\n", - " iter_ax.annotate(\n", - " f\"$r = {corr:.2f}$\", \n", - " (0.07, 0.8), \n", - " xycoords=\"axes fraction\", \n", - " fontsize=11\n", - " )\n", - " sns.despine(ax=iter_ax)\n", - "\n", + " .reset_index(drop=True)\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"correlation\",\n", + " style=\"shift params\",\n", + " markers=True,\n", + " ax=iter_ax,\n", + " linewidth=3,\n", + " color=\"black\"\n", + ")\n", + "iter_ax.set_ylabel(\"rep1 v. rep2\\nshift $(R^2)$\")\n", + "# move legend outside of plot\n", + "iter_ax.legend(\n", + " bbox_to_anchor = (1, 1), \n", + " loc='upper left', \n", + " frameon=False\n", + ")\n", "\n", "\n", "\n", - "# Add subpanel labels\n", - "axs[\"dist_m_beta\"].text(\n", - " -0.2, 1.05, \n", - " f\"A\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"dist_m_beta\"].transAxes\n", + "# plot loss\n", + "iter_ax = ax[1]\n", + "sns.lineplot(\n", + " data = (\n", + " cross_validation_df.query(\"condition=='total'\")\n", + " .assign(\n", + " # lasso_strength = [f\"{l:.1e}\" for l in sparsity_df.scale_coeff_lasso_shift]\n", + " # lasso_strength = lambda x: f\"{x.scale_coeff_lasso_shift:.1e}\"\n", + " lasso_strength = lambda x: x['scale_coeff_lasso_shift'].apply(lambda y: f'{y:.1e}')\n", + " )\n", + " ),\n", + " x=\"lasso_strength\",\n", + " y=\"loss\",\n", + " ax=iter_ax,\n", + " hue=\"split\",\n", + " style=\"dataset_name\",\n", + " palette={\"training\":\"slategrey\", \"validation\":\"#2CA02C\"},\n", + " markers=True,\n", + " linewidth=3\n", + ")\n", + "# move legend outside of plot\n", + "iter_ax.legend(\n", + " bbox_to_anchor = (1, 1), \n", + " loc='upper left', \n", + " frameon=False\n", ")\n", "\n", "\n", - "axs[\"dist_m_shift_Delta\"].text(\n", - " -0.15, 1.05, \n", - " f\"B\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"dist_m_shift_Delta\"].transAxes\n", + "# plot sparsity\n", + "iter_ax = ax[2]\n", + "sns.lineplot(\n", + " data=(\n", + " sparsity_df\n", + " .rename({\"dataset_name\":\"replicate\"}, axis=1)\n", + " .rename({\"mut_param\":\"shift params\", \"mut_type\":\"mutation type\"}, axis=1)\n", + " # .replace({\"Data-0\":\"rep-1\", \"Data-1\":\"rep-2\"})\n", + " .replace({\"nonsynonymous\":\"nonsynonymous\", \"stop\":\"stop\"})\n", + " .replace({\"shift_Delta\":\"Delta\", \"shift_Omicron_BA2\":\"BA.2\"})\n", + " .assign(\n", + " scale_coeff_lasso_shift = [f\"{l:.1e}\" for l in sparsity_df.scale_coeff_lasso_shift],\n", + " sparsity_percent = lambda x: x.sparsity * 100,\n", + " )\n", + " ),\n", + " x=\"scale_coeff_lasso_shift\",\n", + " y=\"sparsity_percent\",\n", + " hue=\"mutation type\",\n", + " style=\"replicate\",\n", + " palette={\"nonsynonymous\":\"grey\", \"stop\":\"#E377C2\"},\n", + " markers=True,\n", + " legend=True,\n", + " ax=iter_ax,\n", + " linewidth=3\n", ")\n", - "\n", - "axs[\"corr_beta\"].text(\n", - " -0.2, 1.05, \n", - " f\"C\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"corr_beta\"].transAxes\n", + "# move legend outside of plot\n", + "iter_ax.legend(\n", + " bbox_to_anchor = (1, 1), \n", + " loc='upper left', \n", + " frameon=False\n", ")\n", - "\n", - "axs[\"corr_shift_Delta\"].text(\n", - " -0.15, 1.05, \n", - " f\"D\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"corr_shift_Delta\"].transAxes\n", + "# rotate x labels\n", + "iter_ax.set_xticklabels(\n", + " iter_ax.get_xticklabels(), \n", + " rotation=90, \n", + " ha='center'\n", ")\n", + "iter_ax.set_ylabel(\"sparsity\\n$(\\%\\Delta=0)$\")\n", + "iter_ax.set_xlabel(f\"lasso regularization strength ($\\lambda$)\")\n", + "\n", + "for axes in ax:\n", + " axes.axvline(\n", + " f\"{chosen_lasso_strength:.1e}\", \n", + " color=\"grey\",\n", + " linewidth=10,\n", + " alpha=0.35\n", + " )\n", "\n", - "axs[\"naive_corr_Omicron_BA1_beta\"].text(\n", - " -0.2, 1.05, \n", - " f\"E\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"naive_corr_Omicron_BA1_beta\"].transAxes\n", - ")\n", + "sns.despine(fig)\n", + "plt.tight_layout()\n", + "# plt.tight_layout()\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", + "# plt.show()\n", "\n", - "axs[\"naive_corr_Delta_S\"].text(\n", - " -0.15, 1.05, \n", - " f\"F\", \n", - " ha=\"right\", va=\"center\", \n", - " size=15,\n", - " weight=\"bold\",\n", - " transform=axs[\"naive_corr_Delta_S\"].transAxes\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "e73c8774-b6b5-4bf1-98c0-e8f9633da993", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "## Validation mutations\n", + "\n", + "Next, we compare the results of the model to mutations tested individually in _in-vitro_" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "0ce65a40", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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wtssitesmuts1_beta2_betaavg_beta1_shift_Delta2_shift_Deltaavg_shift_Delta1_shift_Omicron_BA2...avg_shift_Omicron_BA21_predicted_func_score_Delta2_predicted_func_score_Deltaavg_predicted_func_score_Delta1_predicted_func_score_Omicron_BA12_predicted_func_score_Omicron_BA1avg_predicted_func_score_Omicron_BA11_predicted_func_score_Omicron_BA22_predicted_func_score_Omicron_BA2avg_predicted_func_score_Omicron_BA2
mutation
M1IM1I-2.924932-4.256726-3.5908290.0000000.0000000.000000-0.000000...0.000000-3.162696-3.348626-3.255661-3.009065-3.236155-3.122610-3.085516-3.409368-3.247442
F2LF2L0.2009280.2071150.204021-0.000000-0.0000000.000000-0.204654...-0.1023270.2876890.3666440.3271670.4059550.4872420.446598-0.2001090.107339-0.046385
F2SF2S0.194773-0.0743430.060215-0.0000000.0000000.0000000.000000...0.0000000.275053-0.286178-0.0055620.393345-0.1663550.1134950.195843-0.525584-0.164871
F2VF2V0.239144-0.0306720.104236-0.086489-0.153066-0.1197780.000000...0.0000000.188819-0.521577-0.1663790.484417-0.0692160.2076010.286191-0.431950-0.072880
V3AV3A-0.007044-0.047157-0.027101-0.000000-0.0000000.000000-0.000000...-0.001301-0.133532-0.225989-0.179760-0.013975-0.106083-0.060029-0.206590-0.473092-0.339841
..................................................................
S1252TS1252T-0.132241-0.189524-0.160882-0.0000000.0000000.000000-0.074971...-0.037485-0.379343-0.533716-0.456529-0.258642-0.414259-0.336450-0.586871-0.763869-0.675370
S1252VS1252V0.1616720.1770890.1693810.262923-0.1853480.038788-0.044192...-0.0809980.750125-0.1387380.3056930.3256930.4146060.3701490.039893-0.233608-0.096858
S1252WS1252W0.0464940.2832810.1648870.0000000.0000000.0000000.018787...-0.015843-0.0264140.5534410.2635130.0927330.6742090.383471-0.0642180.1683650.052073
S1252YS1252Y0.3492030.4646810.406942-0.103307-0.228062-0.165685-0.029801...-0.1070360.3802130.4385520.4093830.7116871.1328730.9222800.4508060.2827060.366756
S1252*S1252*-0.069944-0.002437-0.0361910.0000000.0712980.0356490.113153...0.020770-0.2579140.038034-0.109940-0.137814-0.005529-0.071672-0.107910-0.524964-0.316437
\n", + "

5934 rows × 21 columns

\n", + "
" + ], + "text/plain": [ + " wts sites muts 1_beta 2_beta avg_beta 1_shift_Delta \\\n", + "mutation \n", + "M1I M 1 I -2.924932 -4.256726 -3.590829 0.000000 \n", + "F2L F 2 L 0.200928 0.207115 0.204021 -0.000000 \n", + "F2S F 2 S 0.194773 -0.074343 0.060215 -0.000000 \n", + "F2V F 2 V 0.239144 -0.030672 0.104236 -0.086489 \n", + "V3A V 3 A -0.007044 -0.047157 -0.027101 -0.000000 \n", + "... .. ... ... ... ... ... ... \n", + "S1252T S 1252 T -0.132241 -0.189524 -0.160882 -0.000000 \n", + "S1252V S 1252 V 0.161672 0.177089 0.169381 0.262923 \n", + "S1252W S 1252 W 0.046494 0.283281 0.164887 0.000000 \n", + "S1252Y S 1252 Y 0.349203 0.464681 0.406942 -0.103307 \n", + "S1252* S 1252 * -0.069944 -0.002437 -0.036191 0.000000 \n", + "\n", + " 2_shift_Delta avg_shift_Delta 1_shift_Omicron_BA2 ... \\\n", + "mutation ... \n", + "M1I 0.000000 0.000000 -0.000000 ... \n", + "F2L -0.000000 0.000000 -0.204654 ... \n", + "F2S 0.000000 0.000000 0.000000 ... \n", + "F2V -0.153066 -0.119778 0.000000 ... \n", + "V3A -0.000000 0.000000 -0.000000 ... \n", + "... ... ... ... ... \n", + "S1252T 0.000000 0.000000 -0.074971 ... \n", + "S1252V -0.185348 0.038788 -0.044192 ... \n", + "S1252W 0.000000 0.000000 0.018787 ... \n", + "S1252Y -0.228062 -0.165685 -0.029801 ... \n", + "S1252* 0.071298 0.035649 0.113153 ... \n", + "\n", + " avg_shift_Omicron_BA2 1_predicted_func_score_Delta \\\n", + "mutation \n", + "M1I 0.000000 -3.162696 \n", + "F2L -0.102327 0.287689 \n", + "F2S 0.000000 0.275053 \n", + "F2V 0.000000 0.188819 \n", + "V3A -0.001301 -0.133532 \n", + "... ... ... \n", + "S1252T -0.037485 -0.379343 \n", + "S1252V -0.080998 0.750125 \n", + "S1252W -0.015843 -0.026414 \n", + "S1252Y -0.107036 0.380213 \n", + "S1252* 0.020770 -0.257914 \n", + "\n", + " 2_predicted_func_score_Delta avg_predicted_func_score_Delta \\\n", + "mutation \n", + "M1I -3.348626 -3.255661 \n", + "F2L 0.366644 0.327167 \n", + "F2S -0.286178 -0.005562 \n", + "F2V -0.521577 -0.166379 \n", + "V3A -0.225989 -0.179760 \n", + "... ... ... \n", + "S1252T -0.533716 -0.456529 \n", + "S1252V -0.138738 0.305693 \n", + "S1252W 0.553441 0.263513 \n", + "S1252Y 0.438552 0.409383 \n", + "S1252* 0.038034 -0.109940 \n", + "\n", + " 1_predicted_func_score_Omicron_BA1 \\\n", + "mutation \n", + "M1I -3.009065 \n", + "F2L 0.405955 \n", + "F2S 0.393345 \n", + "F2V 0.484417 \n", + "V3A -0.013975 \n", + "... ... \n", + "S1252T -0.258642 \n", + "S1252V 0.325693 \n", + "S1252W 0.092733 \n", + "S1252Y 0.711687 \n", + "S1252* -0.137814 \n", + "\n", + " 2_predicted_func_score_Omicron_BA1 \\\n", + "mutation \n", + "M1I -3.236155 \n", + "F2L 0.487242 \n", + "F2S -0.166355 \n", + "F2V -0.069216 \n", + "V3A -0.106083 \n", + "... ... \n", + "S1252T -0.414259 \n", + "S1252V 0.414606 \n", + "S1252W 0.674209 \n", + "S1252Y 1.132873 \n", + "S1252* -0.005529 \n", + "\n", + " avg_predicted_func_score_Omicron_BA1 \\\n", + "mutation \n", + "M1I -3.122610 \n", + "F2L 0.446598 \n", + "F2S 0.113495 \n", + "F2V 0.207601 \n", + "V3A -0.060029 \n", + "... ... \n", + "S1252T -0.336450 \n", + "S1252V 0.370149 \n", + "S1252W 0.383471 \n", + "S1252Y 0.922280 \n", + "S1252* -0.071672 \n", + "\n", + " 1_predicted_func_score_Omicron_BA2 \\\n", + "mutation \n", + "M1I -3.085516 \n", + "F2L -0.200109 \n", + "F2S 0.195843 \n", + "F2V 0.286191 \n", + "V3A -0.206590 \n", + "... ... \n", + "S1252T -0.586871 \n", + "S1252V 0.039893 \n", + "S1252W -0.064218 \n", + "S1252Y 0.450806 \n", + "S1252* -0.107910 \n", + "\n", + " 2_predicted_func_score_Omicron_BA2 \\\n", + "mutation \n", + "M1I -3.409368 \n", + "F2L 0.107339 \n", + "F2S -0.525584 \n", + "F2V -0.431950 \n", + "V3A -0.473092 \n", + "... ... \n", + "S1252T -0.763869 \n", + "S1252V -0.233608 \n", + "S1252W 0.168365 \n", + "S1252Y 0.282706 \n", + "S1252* -0.524964 \n", + "\n", + " avg_predicted_func_score_Omicron_BA2 \n", + "mutation \n", + "M1I -3.247442 \n", + "F2L -0.046385 \n", + "F2S -0.164871 \n", + "F2V -0.072880 \n", + "V3A -0.339841 \n", + "... ... \n", + "S1252T -0.675370 \n", + "S1252V -0.096858 \n", + "S1252W 0.052073 \n", + "S1252Y 0.366756 \n", + "S1252* -0.316437 \n", + "\n", + "[5934 rows x 21 columns]" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mut_df_replicates = combine_replicate_muts(\n", + " {\n", + " f\"{fit.dataset_name}\".split(\"-\")[-1]: fit.model\n", + " for fit in models.query(f\"scale_coeff_lasso_shift == {chosen_lasso_strength}\").itertuples()\n", + " },\n", + " predicted_func_scores=True,\n", + " phenotype_as_effect=True,\n", + " how=\"inner\",\n", + " times_seen_threshold=times_seen_threshold\n", ")\n", - "\n", - "\n", - "\n", - "# titles\n", - "axs[\"dist_m_beta\"].set_title(\"BA.1\")\n", - "axs[\"corr_beta\"].set_title(r\"mut. effect $(\\beta_{m})$\", size=10)\n", - "axs[\"corr_shift_Delta\"].set_title(\"shift ($\\Delta_{Delta, m}$)\", size=10)\n", - "axs[\"corr_shift_Omicron_BA2\"].set_title(\"shift ($\\Delta_{BA.2, m}$)\", size=10)\n", - "\n", - "# axs[\"naive_corr_Omicron_BA1_beta\"].set_title(r\"$\\beta_{m}^{BA.1}$\")\n", - "axs[\"naive_corr_Omicron_BA1_beta\"].set_title(\"mut. effect in BA.1\", size=10)\n", - "# axs[\"naive_corr_Delta_S\"].set_title(r\"$\\beta_{m}^{Delta} - \\beta_{m}^{BA.1}$\")\n", - "axs[\"naive_corr_Delta_S\"].set_title(\"shift in mut. effect\\n(Delta - BA.1)\", size=10)\n", - "axs[\"naive_corr_Omicron_BA2_S\"].set_title(\"shift in mut. effect\\n(BA.2 - BA.1)\", size=10)\n", - "# axs[\"naive_corr_Omicron_BA2_S\"].set_title(r\"$\\beta_{m}^{BA.2} - \\beta_{m}^{BA.1}$\")\n", - "\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", - "\n", - "plt.show() " + "mut_df_replicates" ] }, { - "cell_type": "markdown", - "id": "e73c8774-b6b5-4bf1-98c0-e8f9633da993", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, + "cell_type": "code", + "execution_count": 71, + "id": "535e949f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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phenotypic_effect_Deltaphenotypic_effect_Omicron_BA2phenotypic_effect_Omicron_BA1
count5934.0000005934.0000005934.000000
mean0.6858440.5550770.691773
std0.3334410.3006390.398528
min0.0926870.0941480.101826
25%0.4688650.2785950.306873
50%0.7420530.5956590.748459
75%0.9092770.7863140.983936
max4.1264362.1763772.776442
\n", + "
" + ], + "text/plain": [ + " phenotypic_effect_Delta phenotypic_effect_Omicron_BA2 \\\n", + "count 5934.000000 5934.000000 \n", + "mean 0.685844 0.555077 \n", + "std 0.333441 0.300639 \n", + "min 0.092687 0.094148 \n", + "25% 0.468865 0.278595 \n", + "50% 0.742053 0.595659 \n", + "75% 0.909277 0.786314 \n", + "max 4.126436 2.176377 \n", + "\n", + " phenotypic_effect_Omicron_BA1 \n", + "count 5934.000000 \n", + "mean 0.691773 \n", + "std 0.398528 \n", + "min 0.101826 \n", + "25% 0.306873 \n", + "50% 0.748459 \n", + "75% 0.983936 \n", + "max 2.776442 " + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "## Validation mutations\n", - "\n", - "Next, we compare the results of the model to mutations tested individually in _in-vitro_" + "mut_df = (\n", + " mut_df_replicates\n", + " .assign(\n", + " phenotypic_effect_Delta = 2**mut_df_replicates[\"avg_predicted_func_score_Delta\"],\n", + " phenotypic_effect_Omicron_BA2 = 2**mut_df_replicates[\"avg_predicted_func_score_Omicron_BA2\"],\n", + " phenotypic_effect_Omicron_BA1 = 2**mut_df_replicates[\"avg_predicted_func_score_Omicron_BA1\"]\n", + " )\n", + " .reset_index()\n", + ")\n", + "mut_df[[c for c in mut_df.columns if \"phenotypic_effect\" in c]].describe()" ] }, { "cell_type": "code", - "execution_count": 124, + "execution_count": 72, "id": "7d31b330-1b7c-47cf-abe6-385faa435cf6", "metadata": { "editable": true, @@ -8282,7 +7967,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -8306,15 +7991,12 @@ " 1, 0.39, 0.7, 0.7\n", " ],\n", " empty_sentinel=\".\",\n", - " # set the width ratios between the columns\n", - "# width_ratios=width_ratios,\n", " gridspec_kw={\n", " \"wspace\": 0.20,\n", " \"hspace\": 0.4,\n", " }\n", ")\n", "\n", - "\n", "#############\n", "# TITERS\n", "#############\n", @@ -8334,10 +8016,8 @@ "\n", "# Plot data for a given mutation\n", "validation_mutations = ['D142L', 'A419S', 'A570D', 'K854N', 'T1027I']\n", - "#mutation = 'A570D'\n", "homologs = ['Delta', 'BA.1', 'BA.2']\n", "replicates = ['1', '2', '3']\n", - "# plt.figure(figsize=[7,4])\n", "xticklabels = ['unmutated'] + validation_mutations\n", "pal = sns.color_palette('colorblind')\n", "hex_codes = pal.as_hex()\n", @@ -8375,21 +8055,6 @@ "# FOLD CHANGE\n", "#############\n", "\n", - "replicate_models = models.query(\"scale_coeff_lasso_shift == 5e-5\")\n", - "fit_dict = {row.replicate:row[model_name] for _, row in replicate_models.iterrows()}\n", - "mut_df = multidms.utils.combine_replicate_muts(fit_dict, times_seen_threshold=3, how=\"inner\")\n", - "\n", - "rep0 = fit_dict[0]\n", - "for homolog in rep0.data.conditions:\n", - " if homolog == rep0.data.reference:\n", - "\n", - " mut_df[f\"beta_{homolog}\"] = mut_df.avg_beta\n", - " else:\n", - "\n", - " mut_df[f\"beta_{homolog}\"] = mut_df.avg_beta + mut_df[f\"avg_shift_{homolog}\"]\n", - "\n", - "mut_df.reset_index(inplace=True)\n", - "\n", "# Read in data\n", "val_df = pd.read_csv('data/spike_validation_data.csv')\n", "\n", @@ -8414,7 +8079,7 @@ "\n", " predicted_beta = float(mut_df[\n", " mut_df['mutation'] == mutation\n", - " ][f'beta_{homolog}'].values[0])\n", + " ][f'phenotypic_effect_{homolog}'].values[0])\n", " val_dict['predicted_beta'].append(predicted_beta)\n", "\n", "val_df = pd.DataFrame(val_dict)\n", @@ -8434,8 +8099,11 @@ " iter_ax.set(\n", " title=mutation, xlabel='', ylabel='',\n", " yscale='log', ylim=[1e-5,2], yticks=[1, 1e-2, 1e-4],\n", - " xlim=[-3.1, 0.5], xticks=[-3, -2, -1, 0]\n", " )\n", + " iter_ax.set_xscale('log', base=2)\n", + " iter_ax.set_xlim([0.1, 1.3])\n", + " iter_ax.set_xticks([2**-3, 2**-2, 2**-1, 2**0])\n", + "\n", " iter_ax.grid()\n", " iter_ax.get_legend().remove()\n", " sns.despine(ax=iter_ax)\n", @@ -8447,7 +8115,7 @@ " iter_ax.tick_params(axis=\"y\", labelleft=False)\n", "\n", "fig.text(\n", - " 0.5, 0.02, 'inferred latent effect of mutation\\n(= $beta_m + \\Delta_{d,m}$)',\n", + " 0.5, 0.02, \"predicted enrichment ratio in DMS experiment \\n(mutant : unmutated)\",\n", " ha='center'\n", ")\n", "fig.text(\n", @@ -8473,8 +8141,8 @@ " transform=axs[\"D142L\"].transAxes\n", ")\n", "\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] }, @@ -8486,29 +8154,333 @@ "slideshow": { "slide_type": "" }, - "tags": [] - }, - "source": [ - "## Model reference choice comparison\n", - "\n", - "Here, we fit each of the replicate dataset as before, but we also fit models where using Delta and BA.2 as a reference to show the model is robust to choice of reference " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "fac1a21d-bc2c-4f20-b768-2af1869af792", - "metadata": { - "editable": true, - "scrolled": true, - "slideshow": { - "slide_type": "" + "tags": [] + }, + "source": [ + "## Model-reference choice comparison\n", + "\n", + "Here, we fit each of the replicate dataset as before, but we also fit models where using Delta and BA.2 as a reference to show the model is robust to choice of reference " + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "fac1a21d-bc2c-4f20-b768-2af1869af792", + "metadata": { + "editable": true, + "scrolled": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "inferring site map for Delta\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "cc6c6f97c3c14a9ba1b8f063102568ee", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/28515 [00:00,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 5e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.2605234291784324, Time: 27 Seconds\n", - "training_step 1/30,Loss: 0.999524635155407, Time: 22 Seconds\n", - "training_step 2/30,Loss: 0.9030574688633981, Time: 22 Seconds\n", - "training_step 3/30,Loss: 0.8688729049594187, Time: 22 Seconds\n", - "training_step 4/30,Loss: 0.8466665387889438, Time: 22 Seconds\n", - "training_step 5/30,Loss: 0.8311084091458969, Time: 22 Seconds\n", - "training_step 6/30,Loss: 0.8195446361911185, Time: 22 Seconds\n", - "training_step 7/30,Loss: 0.8104637772083955, Time: 22 Seconds\n", - "training_step 8/30,Loss: 0.802853829440652, Time: 22 Seconds\n", - "training_step 9/30,Loss: 0.7963074496983358, Time: 22 Seconds\n", - "training_step 10/30,Loss: 0.7906042127883919, Time: 22 Seconds\n", - "training_step 11/30,Loss: 0.7856265392812442, Time: 22 Seconds\n", - "training_step 12/30,Loss: 0.781132984526885, Time: 22 Seconds\n", - "training_step 13/30,Loss: 0.7770966088589972, Time: 22 Seconds\n", - "training_step 14/30,Loss: 0.7733727994818685, Time: 22 Seconds\n", - "training_step 15/30,Loss: 0.7696940119749235, Time: 22 Seconds\n", - "training_step 16/30,Loss: 0.7665301092086444, Time: 22 Seconds\n", - "training_step 17/30,Loss: 0.7636812132901628, Time: 22 Seconds\n", - "training_step 18/30,Loss: 0.7610813394569935, Time: 22 Seconds\n", - "training_step 19/30,Loss: 0.7587144457434005, Time: 23 Seconds\n", - "training_step 20/30,Loss: 0.7565827346213753, Time: 22 Seconds\n", - "training_step 21/30,Loss: 0.754446245304731, Time: 22 Seconds\n", - "training_step 22/30,Loss: 0.7521008976193019, Time: 22 Seconds\n", - "training_step 23/30,Loss: 0.750079858640926, Time: 22 Seconds\n", - "training_step 24/30,Loss: 0.7481641918441759, Time: 22 Seconds\n", - "training_step 25/30,Loss: 0.7465809835583317, Time: 22 Seconds\n", - "training_step 26/30,Loss: 0.7452361057952901, Time: 22 Seconds\n", - "training_step 27/30,Loss: 0.7440690665248332, Time: 22 Seconds\n", - "training_step 28/30,Loss: 0.7430154786528279, Time: 22 Seconds\n", - "training_step 29/30,Loss: 0.742041680508619, Time: 22 Seconds\n", - "Done with 1/6! Total time: 674\n", - "------------------------------------------\n", "inferring site map for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "aba156f0b06e4c1a9a36ffe558e6b732", + "model_id": "d827f138e1af4ec082d49efaadc0571d", "version_major": 2, "version_minor": 0 }, @@ -8749,7 +8664,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "758769141bb64bb58829a1466e6cde70", + "model_id": "15827713306049279d6f77c8fca13171", "version_major": 2, "version_minor": 0 }, @@ -8770,7 +8685,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "1f59b61569a548649c3c07e3a3f109d8", + "model_id": "bd78c40e9b4144918ee5e5ee0a7fd69a", "version_major": 2, "version_minor": 0 }, @@ -8785,19 +8700,19 @@ "name": "stdout", "output_type": "stream", "text": [ - "INFO: Pandarallel will run on 8 workers.\n", + "INFO: Pandarallel will run on 16 workers.\n", "INFO: Pandarallel will use Memory file system to transfer data between the main process and workers.\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "e0e304033325443ca54806e26268a77b", + "model_id": "dfd78b4ca2ad4d1e91091982050fa1d6", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=18626), Label(value='0 / 18626')))…" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=9313), Label(value='0 / 9313'))), …" ] }, "metadata": {}, @@ -8814,12 +8729,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "41799a35b1804682b19acc52597ef4c2", + "model_id": "d28922cce2cc41f5b6c8e6e4c401434f", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=17360), Label(value='0 / 17360')))…" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=8680), Label(value='0 / 8680'))), …" ] }, "metadata": {}, @@ -8830,20 +8745,18 @@ "output_type": "stream", "text": [ "invalid non-identical-sites: [371], dropping 1873 variants\n", - "Converting mutations for Delta\n", - "is reference, skipping\n", - "Converting mutations for Omicron_BA1\n" + "Converting mutations for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "396cc9d7666544e69dd1941aea419666", + "model_id": "222c58b26f234dbc8db382aab4b71d4c", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=7192), Label(value='0 / 7192'))), …" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=1700), Label(value='0 / 1700'))), …" ] }, "metadata": {}, @@ -8853,18 +8766,20 @@ "name": "stdout", "output_type": "stream", "text": [ + "Converting mutations for Omicron_BA1\n", + "is reference, skipping\n", "Converting mutations for Omicron_BA2\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "ff8d76dfef684e1aac2886a32aa0e1f6", + "model_id": "6dd6a65f6a0d452f8fb621179a304df8", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=6536), Label(value='0 / 6536'))), …" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3268), Label(value='0 / 3268'))), …" ] }, "metadata": {}, @@ -8874,70 +8789,13 @@ "name": "stdout", "output_type": "stream", "text": [ - "Finished, time: 84\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 5e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.205205251603795, Time: 26 Seconds\n", - "training_step 1/30,Loss: 0.9783868394403228, Time: 22 Seconds\n", - "training_step 2/30,Loss: 0.9058261938758438, Time: 21 Seconds\n", - "training_step 3/30,Loss: 0.8655712236131738, Time: 21 Seconds\n", - "training_step 4/30,Loss: 0.8282620500458435, Time: 22 Seconds\n", - "training_step 5/30,Loss: 0.8042340299399076, Time: 22 Seconds\n", - "training_step 6/30,Loss: 0.7902722656474288, Time: 21 Seconds\n", - "training_step 7/30,Loss: 0.7786066657129922, Time: 22 Seconds\n", - "training_step 8/30,Loss: 0.7701263756560153, Time: 21 Seconds\n", - "training_step 9/30,Loss: 0.7633472344020807, Time: 22 Seconds\n", - "training_step 10/30,Loss: 0.757861365965669, Time: 21 Seconds\n", - "training_step 11/30,Loss: 0.753409583448672, Time: 22 Seconds\n", - "training_step 12/30,Loss: 0.7495124878706453, Time: 21 Seconds\n", - "training_step 13/30,Loss: 0.746076308233313, Time: 22 Seconds\n", - "training_step 14/30,Loss: 0.7430586410080567, Time: 21 Seconds\n", - "training_step 15/30,Loss: 0.7402759560529052, Time: 22 Seconds\n", - "training_step 16/30,Loss: 0.7374876635043772, Time: 21 Seconds\n", - "training_step 17/30,Loss: 0.7347188994893757, Time: 22 Seconds\n", - "training_step 18/30,Loss: 0.7318630198021119, Time: 21 Seconds\n", - "training_step 19/30,Loss: 0.7287377842654426, Time: 22 Seconds\n", - "training_step 20/30,Loss: 0.7261337066388808, Time: 21 Seconds\n", - "training_step 21/30,Loss: 0.7241964075696825, Time: 22 Seconds\n", - "training_step 22/30,Loss: 0.7226232318668933, Time: 21 Seconds\n", - "training_step 23/30,Loss: 0.7213056050083549, Time: 22 Seconds\n", - "training_step 24/30,Loss: 0.7200973958871734, Time: 21 Seconds\n", - "training_step 25/30,Loss: 0.7188154622909371, Time: 22 Seconds\n", - "training_step 26/30,Loss: 0.717714609041072, Time: 21 Seconds\n", - "training_step 27/30,Loss: 0.7167328057097382, Time: 22 Seconds\n", - "training_step 28/30,Loss: 0.7158228056335592, Time: 21 Seconds\n", - "training_step 29/30,Loss: 0.7149752200121084, Time: 22 Seconds\n", - "Done with 2/6! Total time: 653\n", - "------------------------------------------\n", "inferring site map for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "4a6927aafeaf48029a798e326548c8d4", + "model_id": "de4a71195406483b9a99c0a8a0ad2833", "version_major": 2, "version_minor": 0 }, @@ -8958,7 +8816,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "430b7b924c724fe8b266f4d9660469fc", + "model_id": "4bfd9939969f486382914f7cbaad940e", "version_major": 2, "version_minor": 0 }, @@ -8979,7 +8837,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a0483fd9bac441f8929926b62408f47d", + "model_id": "0189e85649324054a23aba8d90f0f092", "version_major": 2, "version_minor": 0 }, @@ -8994,19 +8852,19 @@ "name": "stdout", "output_type": "stream", "text": [ - "INFO: Pandarallel will run on 8 workers.\n", + "INFO: Pandarallel will run on 16 workers.\n", "INFO: Pandarallel will use Memory file system to transfer data between the main process and workers.\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "299ffb6295514f1da6ba95c3381c5d54", + "model_id": "84b474b46ab745fe86189998c27f720a", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=19939), Label(value='0 / 19939')))…" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=9970), Label(value='0 / 9970'))), …" ] }, "metadata": {}, @@ -9023,12 +8881,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a079f3c39aa1468b8ecc86915dec6d40", + "model_id": "c51aa488f96e4aeeb55dc8cd89f879e2", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=18566), Label(value='0 / 18566')))…" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=9283), Label(value='0 / 9283'))), …" ] }, "metadata": {}, @@ -9038,19 +8896,19 @@ "name": "stdout", "output_type": "stream", "text": [ - "invalid non-identical-sites: [371], dropping 2041 variants\n", + "invalid non-identical-sites: [376], dropping 1486 variants\n", "Converting mutations for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "9e51e5a1210941828c2f8400b14f5a2b", + "model_id": "12b960b3d57c41d5aee61be584f71f8d", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3325), Label(value='0 / 3325'))), …" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=1662), Label(value='0 / 1662'))), …" ] }, "metadata": {}, @@ -9060,20 +8918,18 @@ "name": "stdout", "output_type": "stream", "text": [ - "Converting mutations for Omicron_BA1\n", - "is reference, skipping\n", - "Converting mutations for Omicron_BA2\n" + "Converting mutations for Omicron_BA1\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "3a6c7177a2404301a55dcc3006bf96dc", + "model_id": "0d688af9b06e4c039fee646a3bd3bf11", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=6824), Label(value='0 / 6824'))), …" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=4122), Label(value='0 / 4122'))), …" ] }, "metadata": {}, @@ -9083,70 +8939,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Finished, time: 81\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 5e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.0301489074136183, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8815023085296904, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.8316761322453992, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.8057918973855474, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.7898302299659423, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7791412540127545, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.7708315984371734, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.7627483727772836, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.754258017238152, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.7491785701825028, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.7455233879971653, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.7419945399612992, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.7392307084436651, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.7368311019521347, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.734771939233956, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.732883879785335, Time: 17 Seconds\n", - "training_step 16/30,Loss: 0.731133709579838, Time: 17 Seconds\n", - "training_step 17/30,Loss: 0.7294546056666147, Time: 17 Seconds\n", - "training_step 18/30,Loss: 0.7275966904937514, Time: 17 Seconds\n", - "training_step 19/30,Loss: 0.7256608918547425, Time: 17 Seconds\n", - "training_step 20/30,Loss: 0.7233380189624234, Time: 17 Seconds\n", - "training_step 21/30,Loss: 0.7217106164409008, Time: 17 Seconds\n", - "training_step 22/30,Loss: 0.7204506784546181, Time: 17 Seconds\n", - "training_step 23/30,Loss: 0.7193850667674497, Time: 17 Seconds\n", - "training_step 24/30,Loss: 0.718290016425008, Time: 17 Seconds\n", - "training_step 25/30,Loss: 0.7172900929102534, Time: 17 Seconds\n", - "training_step 26/30,Loss: 0.7163877433724036, Time: 17 Seconds\n", - "training_step 27/30,Loss: 0.7155420409213579, Time: 17 Seconds\n", - "training_step 28/30,Loss: 0.7147963282093279, Time: 17 Seconds\n", - "training_step 29/30,Loss: 0.714129407145653, Time: 17 Seconds\n", - "Done with 3/6! Total time: 513\n", - "------------------------------------------\n", + "Converting mutations for Omicron_BA2\n", + "is reference, skipping\n", "inferring site map for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "6657e7da624c4f768a327b9e39edbb43", + "model_id": "5ac3ec1d20304147934f248486343d87", "version_major": 2, "version_minor": 0 }, @@ -9167,7 +8968,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "cb188961d3884b45b74f5030951c0548", + "model_id": "30ac742aad784f30b280342d9a8e3e9d", "version_major": 2, "version_minor": 0 }, @@ -9188,7 +8989,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "77aa941a85c74e5dae218f518725ccf0", + "model_id": "f05e7ac4a1f442b8bc5b8552ae23d77e", "version_major": 2, "version_minor": 0 }, @@ -9203,19 +9004,19 @@ "name": "stdout", "output_type": "stream", "text": [ - "INFO: Pandarallel will run on 8 workers.\n", + "INFO: Pandarallel will run on 16 workers.\n", "INFO: Pandarallel will use Memory file system to transfer data between the main process and workers.\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "27b0bbbaa53f4893abaa2bcd9b5bad58", + "model_id": "b8145257cd2d46c7ab311a2b44a93948", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=18626), Label(value='0 / 18626')))…" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=9313), Label(value='0 / 9313'))), …" ] }, "metadata": {}, @@ -9232,12 +9033,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f592cbb3f86d4bd691c440ed92feb353", + "model_id": "f431b05706374b2daf754b94940604d8", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=17360), Label(value='0 / 17360')))…" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=8680), Label(value='0 / 8680'))), …" ] }, "metadata": {}, @@ -9247,19 +9048,19 @@ "name": "stdout", "output_type": "stream", "text": [ - "invalid non-identical-sites: [371], dropping 1873 variants\n", + "invalid non-identical-sites: [], dropping 0 variants\n", "Converting mutations for Delta\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "311a2276f7ce4395951f63de9695301c", + "model_id": "958f4c84d46e42889ab0e9ed3b2b5533", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3399), Label(value='0 / 3399'))), …" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=1704), Label(value='0 / 1704'))), …" ] }, "metadata": {}, @@ -9269,20 +9070,18 @@ "name": "stdout", "output_type": "stream", "text": [ - "Converting mutations for Omicron_BA1\n", - "is reference, skipping\n", - "Converting mutations for Omicron_BA2\n" + "Converting mutations for Omicron_BA1\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "216469480a4b409d9d594493816eaaad", + "model_id": "5d8aa3db755e44d1a52dcb6c141e3800", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=6536), Label(value='0 / 6536'))), …" + "VBox(children=(HBox(children=(IntProgress(value=0, description='0.00%', max=3658), Label(value='0 / 3658'))), …" ] }, "metadata": {}, @@ -9292,56 +9091,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "Finished, time: 82\n", - "running:\n", - "{'PRNGKey': 0,\n", - " 'alpha_d': True,\n", - " 'data_idx': 0,\n", - " 'dataset': ,\n", - " 'epistatic_model': 'Sigmoid',\n", - " 'gamma_corrected': False,\n", - " 'huber_scale_huber': 1,\n", - " 'init_beta_naught': 0.0,\n", - " 'iterations_per_step': 1000,\n", - " 'lock_beta': False,\n", - " 'lock_beta_naught': None,\n", - " 'num_training_steps': 30,\n", - " 'output_activation': 'Identity',\n", - " 'save_model_at': [30000],\n", - " 'scale_coeff_lasso_shift': 5e-05,\n", - " 'scale_coeff_ridge_beta': 0,\n", - " 'scale_coeff_ridge_ch': 0.001,\n", - " 'scale_coeff_ridge_gamma': 0.001,\n", - " 'scale_coeff_ridge_shift': 0,\n", - " 'step_loss': array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", - " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]),\n", - " 'tol': 0.0001,\n", - " 'warmup_beta': False}\n", - "training_step 0/30,Loss: 1.0488032402947918, Time: 20 Seconds\n", - "training_step 1/30,Loss: 0.8753462512325968, Time: 17 Seconds\n", - "training_step 2/30,Loss: 0.8108047806996399, Time: 17 Seconds\n", - "training_step 3/30,Loss: 0.7859567618338887, Time: 17 Seconds\n", - "training_step 4/30,Loss: 0.771061980919078, Time: 17 Seconds\n", - "training_step 5/30,Loss: 0.7605564136990941, Time: 17 Seconds\n", - "training_step 6/30,Loss: 0.7498480144410131, Time: 17 Seconds\n", - "training_step 7/30,Loss: 0.7409516546841562, Time: 17 Seconds\n", - "training_step 8/30,Loss: 0.7359908540585843, Time: 17 Seconds\n", - "training_step 9/30,Loss: 0.7316905786785197, Time: 17 Seconds\n", - "training_step 10/30,Loss: 0.7281942605328195, Time: 17 Seconds\n", - "training_step 11/30,Loss: 0.7252906630167362, Time: 17 Seconds\n", - "training_step 12/30,Loss: 0.7228621836992042, Time: 17 Seconds\n", - "training_step 13/30,Loss: 0.7207246201721291, Time: 17 Seconds\n", - "training_step 14/30,Loss: 0.7187652848985951, Time: 17 Seconds\n", - "training_step 15/30,Loss: 0.7169945389079592, Time: 17 Seconds\n" + "Converting mutations for Omicron_BA2\n", + "is reference, skipping\n" ] } ], "source": [ - "ref_com_models = pd.DataFrame()\n", - "fit_iter = 0\n", + "variable_reference_datasets = []\n", "\n", "for reference in [\"Delta\", \"Omicron_BA1\", \"Omicron_BA2\"]:\n", - " for rep_fsdf, replicate in zip([fs_rep1, fs_rep2], [1, 2]): \n", + " for replicate, rep_fsdf in func_score_df.groupby(\"replicate\"):\n", " \n", " start = time.time()\n", "\n", @@ -9353,60 +9112,40 @@ " reference=reference,\n", " assert_site_integrity=False,\n", " verbose=True,\n", - " nb_workers=8 \n", + " nb_workers=16,\n", + " name=f\"{replicate}-{reference}\"\n", " )\n", " data.condition_colors = cc\n", - "\n", - " end = time.time()\n", - " prep_time = round(end-start)\n", - " print(f\"Finished, time: {prep_time}\")\n", - "\n", - " fit_params = {\n", - " 'init_beta_naught' : 0.0,\n", - " 'epistatic_model' : \"Sigmoid\",\n", - " 'output_activation' : \"Identity\",\n", - " 'warmup_beta':False,\n", - " 'gamma_corrected':False,\n", - " 'alpha_d': True,\n", - " 'scale_coeff_lasso_shift':5e-05,\n", - " 'scale_coeff_ridge_beta':0,\n", - " 'scale_coeff_ridge_shift':0,\n", - " 'scale_coeff_ridge_gamma':1e-3,\n", - " 'scale_coeff_ridge_ch':1e-3,\n", - " 'tol':1e-4,\n", - " 'save_model_at':[30000],\n", - " 'num_training_steps': 30,\n", - " 'iterations_per_step':1000\n", - " }\n", - " \n", - " start_t = time.time()\n", - " model = multidms.utils.fit_wrapper(data, **fit_params)\n", - " model['replicate'] = replicate\n", - " model['reference'] = reference\n", - " ref_com_models = pd.concat([ref_com_models, model], ignore_index=True)\n", - " end_t = time.time()\n", - " fit_iter += 1\n", - " print(f\"Done with {fit_iter}/6! Total time: {round(end_t - start_t)}\")\n", - " print(\"------------------------------------------\")\n", - " \n", - "\n", - " pickle.dump(ref_com_models, open(f\"{OUTDIR}/ref_com_models.pkl\", \"wb\"))" + " variable_reference_datasets.append(data)\n" ] }, { "cell_type": "code", - "execution_count": 125, - "id": "3ecd9917-102a-4c20-b15b-62c75b734cbb", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, + "execution_count": 74, + "id": "2cccd793", + "metadata": {}, "outputs": [], "source": [ - "ref_com_models = pickle.load(open(f\"{OUTDIR}/ref_com_models.pkl\", \"rb\"))" + "variable_reference_fit_params = fit_params.copy()\n", + "variable_reference_fit_params[\"dataset\"] = variable_reference_datasets\n", + "variable_reference_fit_params[\"scale_coeff_lasso_shift\"] = [chosen_lasso_strength]\n", + "_, _, variable_reference_models = multidms.fit_models(variable_reference_fit_params, n_threads=-1)" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "19cfad8c", + "metadata": {}, + "outputs": [], + "source": [ + "variable_reference_models = (\n", + " variable_reference_models\n", + " .assign(\n", + " reference=lambda x: x.dataset_name.str.split(\"-\").str[-1],\n", + " replicate=lambda x: x.dataset_name.str.split(\"-\").str[0]\n", + " )\n", + ")" ] }, { @@ -9425,7 +9164,7 @@ }, { "cell_type": "code", - "execution_count": 126, + "execution_count": 76, "id": "cdd5d948-b2c8-4c23-aab5-192dc19233a8", "metadata": { "editable": true, @@ -9472,37 +9211,37 @@ " \n", " \n", " M1I\n", - " -3.807655\n", + " -3.362432\n", " 0.000000\n", " 0.000000\n", " Delta\n", " \n", " \n", " F2L\n", - " 0.225899\n", + " 0.232434\n", " 0.000000\n", - " -0.003043\n", + " -0.066369\n", " Delta\n", " \n", " \n", " F2S\n", - " 0.161098\n", + " 0.142001\n", " 0.000000\n", " 0.000000\n", " Delta\n", " \n", " \n", " F2V\n", - " 0.468743\n", + " 0.277621\n", " 0.000000\n", " 0.000000\n", " Delta\n", " \n", " \n", " V3A\n", - " -0.066108\n", - " -0.011762\n", - " -0.011762\n", + " -0.026383\n", + " -0.045533\n", + " -0.045533\n", " Delta\n", " \n", " \n", @@ -9514,37 +9253,37 @@ " \n", " \n", " S1252T\n", - " -0.151533\n", - " -0.034652\n", - " -0.034652\n", + " -0.155242\n", + " -0.036178\n", + " -0.036178\n", " BA2\n", " \n", " \n", " S1252V\n", - " 0.155869\n", - " 0.033387\n", - " -0.062213\n", + " 0.166300\n", + " 0.030589\n", + " -0.078923\n", " BA2\n", " \n", " \n", " S1252W\n", - " 0.176853\n", - " 0.000000\n", - " 0.000000\n", + " 0.165440\n", + " 0.014676\n", + " 0.014676\n", " BA2\n", " \n", " \n", " S1252Y\n", - " 0.399715\n", - " -0.157242\n", - " -0.102541\n", + " 0.420877\n", + " -0.176302\n", + " -0.121661\n", " BA2\n", " \n", " \n", " S1252*\n", - " -0.060105\n", - " 0.106457\n", - " 0.056037\n", + " -0.061469\n", + " 0.114527\n", + " 0.062062\n", " BA2\n", " \n", " \n", @@ -9555,22 +9294,22 @@ "text/plain": [ " beta_Omicron_BA1 shift_Delta shift_Omicron_BA2 reference\n", "mutation \n", - "M1I -3.807655 0.000000 0.000000 Delta\n", - "F2L 0.225899 0.000000 -0.003043 Delta\n", - "F2S 0.161098 0.000000 0.000000 Delta\n", - "F2V 0.468743 0.000000 0.000000 Delta\n", - "V3A -0.066108 -0.011762 -0.011762 Delta\n", + "M1I -3.362432 0.000000 0.000000 Delta\n", + "F2L 0.232434 0.000000 -0.066369 Delta\n", + "F2S 0.142001 0.000000 0.000000 Delta\n", + "F2V 0.277621 0.000000 0.000000 Delta\n", + "V3A -0.026383 -0.045533 -0.045533 Delta\n", "... ... ... ... ...\n", - "S1252T -0.151533 -0.034652 -0.034652 BA2\n", - "S1252V 0.155869 0.033387 -0.062213 BA2\n", - "S1252W 0.176853 0.000000 0.000000 BA2\n", - "S1252Y 0.399715 -0.157242 -0.102541 BA2\n", - "S1252* -0.060105 0.106457 0.056037 BA2\n", + "S1252T -0.155242 -0.036178 -0.036178 BA2\n", + "S1252V 0.166300 0.030589 -0.078923 BA2\n", + "S1252W 0.165440 0.014676 0.014676 BA2\n", + "S1252Y 0.420877 -0.176302 -0.121661 BA2\n", + "S1252* -0.061469 0.114527 0.062062 BA2\n", "\n", "[17804 rows x 4 columns]" ] }, - "execution_count": 126, + "execution_count": 76, "metadata": {}, "output_type": "execute_result" } @@ -9580,15 +9319,15 @@ "homologs = [\"Delta\", \"Omicron_BA1\", \"Omicron_BA2\"]\n", "\n", "# For each respective model fit \n", - "for reference, replicate_models in ref_com_models.groupby(\"reference\"):\n", + "for reference, replicate_models in variable_reference_models.groupby(\"reference\"):\n", " \n", " # combine the replicate mutational \n", - " mut_df = multidms.utils.combine_replicate_muts(\n", + " mut_df = combine_replicate_muts(\n", " {\n", - " f\"rep_{row.replicate}\":row[\"model_30000\"] \n", + " f\"rep_{row.replicate}\":row[\"model\"] \n", " for idx, row in replicate_models.iterrows()\n", " },\n", - " times_seen_threshold = 1\n", + " times_seen_threshold = times_seen_threshold\n", " )\n", " \n", " mut_df = mut_df.copy()[[c for c in mut_df.columns if \"avg\" in c]]\n", @@ -9619,7 +9358,7 @@ }, { "cell_type": "code", - "execution_count": 127, + "execution_count": 77, "id": "a6e371d1-09de-4225-b503-7117c3ab5894", "metadata": { "editable": true, @@ -9633,7 +9372,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -9665,7 +9404,7 @@ "param_titles = {\n", " \"beta_Omicron_BA1\" : r\"Mutation effect in BA.1\",\n", " \"shift_Delta\" : \"shift in Delta, relative to BA.1\",\n", - " \"shift_Omicron_BA2\" : \"shift in BA.1, relative to BA.1\"\n", + " \"shift_Omicron_BA2\" : \"shift in BA.2, relative to BA.1\"\n", "}\n", "\n", "\n", @@ -9690,9 +9429,9 @@ " c='0.25'\n", " )\n", " \n", - " corr = pearsonr(data[x], data[y])[0]\n", + " corr = pearsonr(data[x], data[y])[0]**2\n", " iter_ax.annotate(\n", - " f\"$r = {corr:.2f}$\", \n", + " f\"$R^2 = {corr:.2f}$\", \n", " (0.07, 0.8), \n", " xycoords=\"axes fraction\", \n", " fontsize=11\n", @@ -9737,8 +9476,8 @@ " transform=iter_ax.transAxes\n", " )\n", "\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] }, @@ -9753,12 +9492,186 @@ "tags": [] }, "source": [ - "## Cumulative distribution of model sparsity" + "## Cumulative distribution of model sparsity" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "3c9dc700", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cache miss - this could take a moment\n" + ] + }, + { + "data": { + "text/html": [ + "
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replicatemutationsenseconditionshift
0rep-1A1015DnonsynonymousDelta0.316587
1rep-1A1015SnonsynonymousDelta0.000000
2rep-1A1015TnonsynonymousDelta0.117340
3rep-1A1016DnonsynonymousDelta0.000000
4rep-1A1016SnonsynonymousDelta-0.081105
..................
25609rep-2Y917CnonsynonymousOmicron_BA20.000000
25610rep-2Y917FnonsynonymousOmicron_BA2-0.001024
25611rep-2Y917HnonsynonymousOmicron_BA20.000000
25612rep-2Y91CnonsynonymousOmicron_BA20.000000
25613rep-2Y91HnonsynonymousOmicron_BA20.000000
\n", + "

25614 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " replicate mutation sense condition shift\n", + "0 rep-1 A1015D nonsynonymous Delta 0.316587\n", + "1 rep-1 A1015S nonsynonymous Delta 0.000000\n", + "2 rep-1 A1015T nonsynonymous Delta 0.117340\n", + "3 rep-1 A1016D nonsynonymous Delta 0.000000\n", + "4 rep-1 A1016S nonsynonymous Delta -0.081105\n", + "... ... ... ... ... ...\n", + "25609 rep-2 Y917C nonsynonymous Omicron_BA2 0.000000\n", + "25610 rep-2 Y917F nonsynonymous Omicron_BA2 -0.001024\n", + "25611 rep-2 Y917H nonsynonymous Omicron_BA2 0.000000\n", + "25612 rep-2 Y91C nonsynonymous Omicron_BA2 0.000000\n", + "25613 rep-2 Y91H nonsynonymous Omicron_BA2 0.000000\n", + "\n", + "[25614 rows x 5 columns]" + ] + }, + "execution_count": 78, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tall_mut_df_chosen = (\n", + " mc.split_apply_combine_muts(query=f\"scale_coeff_lasso_shift == {chosen_lasso_strength}\", times_seen_threshold=times_seen_threshold)\n", + " .reset_index()\n", + " .rename(columns={\"dataset_name\":\"replicate\"})\n", + " .assign(sense=lambda x: [\"stop\" if \"*\" in mut else \"nonsynonymous\" for mut in x.mutation])\n", + " .melt(\n", + " id_vars=[\"replicate\", \"mutation\", \"sense\"],\n", + " value_vars=[\"shift_Delta\", \"shift_Omicron_BA2\"],\n", + " var_name=\"condition\",\n", + " value_name=\"shift\"\n", + " )\n", + " .replace({\"shift_Delta\":\"Delta\", \"shift_Omicron_BA2\":\"Omicron_BA2\"})\n", + ")\n", + "tall_mut_df_chosen" ] }, { "cell_type": "code", - "execution_count": 128, + "execution_count": 79, "id": "47784572-2636-4707-81ea-873a633ad642", "metadata": { "editable": true, @@ -9772,7 +9685,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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" ] @@ -9784,7 +9697,6 @@ "source": [ "saveas = \"percent_shifts_under_x_lineplot\"\n", "fig, ax = plt.subplots(1,2, figsize=[6.4,3.5], sharey='row')\n", - "tall_mut_df_chosen = tall_mut_df.query(\"scale_coeff_lasso == '5e-05' & condition != 'Omicron_BA1'\")\n", "\n", "condition_col = {\n", " \"Delta\" : 0,\n", @@ -9792,8 +9704,8 @@ "}\n", "\n", "replicate_line_style = {\n", - " 0 : \"-\",\n", - " 1 : \"--\"\n", + " \"rep-1\" : \"-\",\n", + " \"rep-2\" : \"--\"\n", "}\n", "\n", "sense_colors = {\n", @@ -9806,9 +9718,9 @@ " abs_x = np.abs(x)\n", " return len(abs_x[abs_x<=t]) / len(x) #)*100\n", "\n", - "for (condition, replicate, sense), df in tall_mut_df_chosen.groupby([\"condition\", \"replicate\", \"sense\"]):\n", + "for (condition, replicate, sense), mut_df_replicates in tall_mut_df_chosen.groupby([\"condition\", \"replicate\", \"sense\"]):\n", " iter_ax = ax[condition_col[condition]]\n", - " lt_percentages = [perc_abs_lte(df[\"S\"], t)*100 for t in t_points]\n", + " lt_percentages = [perc_abs_lte(mut_df_replicates[\"shift\"], t)*100 for t in t_points]\n", " iter_ax.plot(\n", " t_points, \n", " lt_percentages,\n", @@ -9843,8 +9755,8 @@ "\n", "plt.tight_layout()\n", "fig.subplots_adjust(wspace=0.05)\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] }, @@ -9864,7 +9776,7 @@ }, { "cell_type": "code", - "execution_count": 129, + "execution_count": 80, "id": "4f644e9e-e4ff-4e30-a7c4-b5c3147fab9b", "metadata": { "editable": true, @@ -9876,24 +9788,195 @@ "hide-cell" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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wtssitesmuts1_beta2_betaavg_beta1_shift_Delta2_shift_Deltaavg_shift_Delta1_shift_Omicron_BA22_shift_Omicron_BA2avg_shift_Omicron_BA2sense
mutation
M1IM1I-2.924932-4.256726-3.5908290.0000000.0000000.000000-0.0000000.0000000.000000nonsynonymous
F2LF2L0.2009280.2071150.204021-0.000000-0.0000000.000000-0.2046540.000000-0.102327nonsynonymous
F2SF2S0.194773-0.0743430.060215-0.0000000.0000000.0000000.000000-0.0000000.000000nonsynonymous
F2VF2V0.239144-0.0306720.104236-0.086489-0.153066-0.1197780.0000000.0000000.000000nonsynonymous
V3AV3A-0.007044-0.047157-0.027101-0.000000-0.0000000.000000-0.000000-0.002601-0.001301nonsynonymous
\n", + "
" + ], + "text/plain": [ + " wts sites muts 1_beta 2_beta avg_beta 1_shift_Delta \\\n", + "mutation \n", + "M1I M 1 I -2.924932 -4.256726 -3.590829 0.000000 \n", + "F2L F 2 L 0.200928 0.207115 0.204021 -0.000000 \n", + "F2S F 2 S 0.194773 -0.074343 0.060215 -0.000000 \n", + "F2V F 2 V 0.239144 -0.030672 0.104236 -0.086489 \n", + "V3A V 3 A -0.007044 -0.047157 -0.027101 -0.000000 \n", + "\n", + " 2_shift_Delta avg_shift_Delta 1_shift_Omicron_BA2 \\\n", + "mutation \n", + "M1I 0.000000 0.000000 -0.000000 \n", + "F2L -0.000000 0.000000 -0.204654 \n", + "F2S 0.000000 0.000000 0.000000 \n", + "F2V -0.153066 -0.119778 0.000000 \n", + "V3A -0.000000 0.000000 -0.000000 \n", + "\n", + " 2_shift_Omicron_BA2 avg_shift_Omicron_BA2 sense \n", + "mutation \n", + "M1I 0.000000 0.000000 nonsynonymous \n", + "F2L 0.000000 -0.102327 nonsynonymous \n", + "F2S -0.000000 0.000000 nonsynonymous \n", + "F2V 0.000000 0.000000 nonsynonymous \n", + "V3A -0.002601 -0.001301 nonsynonymous " + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "chosen_replicate_models = models.query(\"scale_coeff_lasso_shift == @chosen_lasso_strength\")\n", - "mut_df_replicates = multidms.utils.combine_replicate_muts(\n", - " {\n", - " row.replicate:row[model_name] for idx, row in chosen_replicate_models.iterrows()\n", - " },\n", - " times_seen_threshold=times_seen_threshold,\n", - " how=\"inner\"\n", + "mut_df_replicates = (\n", + " combine_replicate_muts(\n", + " {\n", + " f\"{fit.dataset_name}\".split(\"-\")[-1]: fit.model\n", + " for fit in models.query(f\"scale_coeff_lasso_shift == {chosen_lasso_strength}\").itertuples()\n", + " },\n", + " times_seen_threshold=times_seen_threshold,\n", + " how=\"inner\"\n", + " )\n", + " .assign(\n", + " sense=lambda x: [\"stop\" if \"*\" in mut else \"nonsynonymous\" for mut in x.muts]\n", + " )\n", ")\n", - "mut_df_replicates[\"sense\"] = [\n", - " \"stop\" if mut == \"*\" else \"nonsynonymous\" for mut in mut_df_replicates.muts\n", - "]" + "mut_df_replicates.head()" ] }, { "cell_type": "code", - "execution_count": 130, + "execution_count": 81, "id": "c96eab17-2c6b-47aa-ad7a-00f35dfa89b4", "metadata": { "editable": true, @@ -9907,7 +9990,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -9917,13 +10000,13 @@ } ], "source": [ - "data = mut_df_replicates.dropna()\n", + "# data = mut_df_replicates.dropna()\n", "saveas=\"shift_corr_Delta_BA2\"\n", "fig, ax = plt.subplots(1,figsize=[4,4])\n", "lim = [-1.6, 2.6]\n", "ticks = range(-1, 2)\n", "sns.scatterplot(\n", - " data=data,\n", + " data=mut_df_replicates,\n", " x=\"avg_shift_Delta\",\n", " y=\"avg_shift_Omicron_BA2\",\n", "# hue = \"sense\",\n", @@ -9939,9 +10022,9 @@ " lw=2,\n", " c='royalblue'\n", ")\n", - "corr = pearsonr(data[\"avg_shift_Delta\"], data[\"avg_shift_Omicron_BA2\"])[0]\n", + "corr = pearsonr(mut_df_replicates[\"avg_shift_Delta\"], mut_df_replicates[\"avg_shift_Omicron_BA2\"])[0]**2\n", "ax.annotate(\n", - " f\"$r = {corr:.2f}$\", \n", + " f\"$R^2 = {corr:.2f}$\", \n", " (0.05, 0.8), \n", " xycoords=\"axes fraction\", \n", " fontsize=12\n", @@ -9956,8 +10039,8 @@ "ax.grid()\n", "sns.despine(ax=ax)\n", "\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] }, @@ -9976,23 +10059,9 @@ "\n" ] }, - { - "cell_type": "markdown", - "id": "b5781ec4-51c5-458c-8243-47c718217cad", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "Read in mutational effects" - ] - }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 108, "id": "95ae0f57-512a-4478-8cc5-131f624db3b1", "metadata": { "editable": true, @@ -10003,6 +10072,25 @@ "hide-cell" ] }, + "outputs": [], + "source": [ + "# mut_df_replicates = pd.read_csv(f\"{output_dir}/mutations_df.csv\")\n", + "mut_df_replicates.rename(\n", + " columns={\n", + " col : col.replace('Omicron_BA2', 'BA2')\n", + " for col in mut_df_replicates\n", + " }, \n", + " inplace=True\n", + ")\n", + "\n", + "# mut_df_replicates" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "e244ce31", + "metadata": {}, "outputs": [ { "data": { @@ -10025,119 +10113,117 @@ " \n", " \n", " \n", - " mutation\n", " wts\n", " sites\n", " muts\n", - " 0_beta\n", " 1_beta\n", + " 2_beta\n", " avg_beta\n", - " 0_shift_Delta\n", " 1_shift_Delta\n", + " 2_shift_Delta\n", " avg_shift_Delta\n", - " 0_predicted_func_score\n", - " 1_predicted_func_score\n", - " avg_predicted_func_score\n", - " 0_shift_BA2\n", " 1_shift_BA2\n", + " 2_shift_BA2\n", " avg_shift_BA2\n", + " sense\n", + " \n", + " \n", + " mutation\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " 0\n", - " M1I\n", + " M1I\n", " M\n", " 1\n", " I\n", - " -2.755360\n", - " -4.943197\n", - " -3.849278\n", + " -2.924932\n", + " -4.256726\n", + " -3.590829\n", " 0.000000\n", " 0.000000\n", " 0.000000\n", - " -3.231755\n", - " -3.367304\n", - " -3.299529\n", " -0.000000\n", " 0.000000\n", " 0.000000\n", + " nonsynonymous\n", " \n", " \n", - " 1\n", - " F2L\n", + " F2L\n", " F\n", " 2\n", " L\n", - " 0.188683\n", - " 0.214562\n", - " 0.201623\n", + " 0.200928\n", + " 0.207115\n", + " 0.204021\n", " -0.000000\n", " -0.000000\n", " 0.000000\n", - " -1.609024\n", - " -1.301885\n", - " -1.455455\n", - " -0.184437\n", + " -0.204654\n", " 0.000000\n", - " -0.092218\n", + " -0.102327\n", + " nonsynonymous\n", " \n", " \n", - " 2\n", - " F2S\n", + " F2S\n", " F\n", " 2\n", " S\n", - " 0.188578\n", - " -0.074652\n", - " 0.056963\n", + " 0.194773\n", + " -0.074343\n", + " 0.060215\n", " -0.000000\n", " 0.000000\n", " 0.000000\n", - " -1.336347\n", - " -1.740480\n", - " -1.538414\n", " 0.000000\n", " -0.000000\n", " 0.000000\n", + " nonsynonymous\n", " \n", " \n", - " 3\n", - " F2V\n", + " F2V\n", " F\n", " 2\n", " V\n", - " 0.203996\n", - " 0.017819\n", - " 0.110907\n", - " -0.000009\n", - " -0.000000\n", - " -0.000005\n", - " -1.312262\n", - " -1.609005\n", - " -1.460634\n", + " 0.239144\n", + " -0.030672\n", + " 0.104236\n", + " -0.086489\n", + " -0.153066\n", + " -0.119778\n", " 0.000000\n", " 0.000000\n", " 0.000000\n", + " nonsynonymous\n", " \n", " \n", - " 4\n", - " V3A\n", + " V3A\n", " V\n", " 3\n", " A\n", - " -0.016783\n", - " -0.045525\n", - " -0.031154\n", + " -0.007044\n", + " -0.047157\n", + " -0.027101\n", " -0.000000\n", " -0.000000\n", " 0.000000\n", - " -1.638335\n", - " -1.699940\n", - " -1.669137\n", " -0.000000\n", - " -0.000000\n", - " 0.000000\n", + " -0.002601\n", + " -0.001301\n", + " nonsynonymous\n", " \n", " \n", " ...\n", @@ -10154,177 +10240,144 @@ " ...\n", " ...\n", " ...\n", - " ...\n", - " ...\n", - " ...\n", " \n", " \n", - " 5929\n", - " S1252T\n", + " S1252T\n", " S\n", " 1252\n", " T\n", - " -0.130752\n", - " -0.192505\n", - " -0.161628\n", - " -0.000000\n", + " -0.132241\n", + " -0.189524\n", + " -0.160882\n", " -0.000000\n", " 0.000000\n", - " -1.876513\n", - " -1.896484\n", - " -1.886498\n", - " -0.067849\n", + " 0.000000\n", + " -0.074971\n", " -0.000000\n", - " -0.033924\n", + " -0.037485\n", + " nonsynonymous\n", " \n", " \n", - " 5930\n", - " S1252V\n", + " S1252V\n", " S\n", " 1252\n", " V\n", - " 0.154626\n", - " 0.178750\n", - " 0.166688\n", - " 0.250819\n", - " -0.187264\n", - " 0.031777\n", - " -1.445278\n", - " -1.530436\n", - " -1.487857\n", - " -0.037420\n", - " -0.108238\n", - " -0.072829\n", - " \n", - " \n", - " 5931\n", - " S1252W\n", + " 0.161672\n", + " 0.177089\n", + " 0.169381\n", + " 0.262923\n", + " -0.185348\n", + " 0.038788\n", + " -0.044192\n", + " -0.117804\n", + " -0.080998\n", + " nonsynonymous\n", + " \n", + " \n", + " S1252W\n", " S\n", " 1252\n", " W\n", - " 0.076877\n", - " 0.285857\n", - " 0.181367\n", - " 0.000000\n", + " 0.046494\n", + " 0.283281\n", + " 0.164887\n", " 0.000000\n", " 0.000000\n", - " -1.504959\n", - " -1.245907\n", - " -1.375433\n", " 0.000000\n", - " -0.037846\n", - " -0.018923\n", + " 0.018787\n", + " -0.050473\n", + " -0.015843\n", + " nonsynonymous\n", " \n", " \n", - " 5932\n", - " S1252Y\n", + " S1252Y\n", " S\n", " 1252\n", " Y\n", - " 0.336228\n", - " 0.471705\n", - " 0.403966\n", - " -0.094418\n", - " -0.231065\n", - " -0.162742\n", - " -1.132958\n", - " -1.179122\n", - " -1.156040\n", - " -0.021132\n", - " -0.184621\n", - " -0.102876\n", - " \n", - " \n", - " 5933\n", - " S1252*\n", + " 0.349203\n", + " 0.464681\n", + " 0.406942\n", + " -0.103307\n", + " -0.228062\n", + " -0.165685\n", + " -0.029801\n", + " -0.184271\n", + " -0.107036\n", + " nonsynonymous\n", + " \n", + " \n", + " S1252*\n", " S\n", " 1252\n", " *\n", - " -0.070599\n", - " -0.003073\n", - " -0.036836\n", + " -0.069944\n", + " -0.002437\n", + " -0.036191\n", " 0.000000\n", - " 0.059310\n", - " 0.029655\n", - " -1.565056\n", - " -1.737305\n", - " -1.651180\n", - " 0.105908\n", - " -0.069276\n", - " 0.018316\n", + " 0.071298\n", + " 0.035649\n", + " 0.113153\n", + " -0.071614\n", + " 0.020770\n", + " stop\n", " \n", " \n", "\n", - "

5934 rows × 16 columns

\n", + "

5934 rows × 13 columns

\n", "" ], "text/plain": [ - " mutation wts sites muts 0_beta 1_beta avg_beta 0_shift_Delta \\\n", - "0 M1I M 1 I -2.755360 -4.943197 -3.849278 0.000000 \n", - "1 F2L F 2 L 0.188683 0.214562 0.201623 -0.000000 \n", - "2 F2S F 2 S 0.188578 -0.074652 0.056963 -0.000000 \n", - "3 F2V F 2 V 0.203996 0.017819 0.110907 -0.000009 \n", - "4 V3A V 3 A -0.016783 -0.045525 -0.031154 -0.000000 \n", - "... ... .. ... ... ... ... ... ... \n", - "5929 S1252T S 1252 T -0.130752 -0.192505 -0.161628 -0.000000 \n", - "5930 S1252V S 1252 V 0.154626 0.178750 0.166688 0.250819 \n", - "5931 S1252W S 1252 W 0.076877 0.285857 0.181367 0.000000 \n", - "5932 S1252Y S 1252 Y 0.336228 0.471705 0.403966 -0.094418 \n", - "5933 S1252* S 1252 * -0.070599 -0.003073 -0.036836 0.000000 \n", - "\n", - " 1_shift_Delta avg_shift_Delta 0_predicted_func_score \\\n", - "0 0.000000 0.000000 -3.231755 \n", - "1 -0.000000 0.000000 -1.609024 \n", - "2 0.000000 0.000000 -1.336347 \n", - "3 -0.000000 -0.000005 -1.312262 \n", - "4 -0.000000 0.000000 -1.638335 \n", - "... ... ... ... \n", - "5929 -0.000000 0.000000 -1.876513 \n", - "5930 -0.187264 0.031777 -1.445278 \n", - "5931 0.000000 0.000000 -1.504959 \n", - "5932 -0.231065 -0.162742 -1.132958 \n", - "5933 0.059310 0.029655 -1.565056 \n", + " wts sites muts 1_beta 2_beta avg_beta 1_shift_Delta \\\n", + "mutation \n", + "M1I M 1 I -2.924932 -4.256726 -3.590829 0.000000 \n", + "F2L F 2 L 0.200928 0.207115 0.204021 -0.000000 \n", + "F2S F 2 S 0.194773 -0.074343 0.060215 -0.000000 \n", + "F2V F 2 V 0.239144 -0.030672 0.104236 -0.086489 \n", + "V3A V 3 A -0.007044 -0.047157 -0.027101 -0.000000 \n", + "... .. ... ... ... ... ... ... \n", + "S1252T S 1252 T -0.132241 -0.189524 -0.160882 -0.000000 \n", + "S1252V S 1252 V 0.161672 0.177089 0.169381 0.262923 \n", + "S1252W S 1252 W 0.046494 0.283281 0.164887 0.000000 \n", + "S1252Y S 1252 Y 0.349203 0.464681 0.406942 -0.103307 \n", + "S1252* S 1252 * -0.069944 -0.002437 -0.036191 0.000000 \n", "\n", - " 1_predicted_func_score avg_predicted_func_score 0_shift_BA2 \\\n", - "0 -3.367304 -3.299529 -0.000000 \n", - "1 -1.301885 -1.455455 -0.184437 \n", - "2 -1.740480 -1.538414 0.000000 \n", - "3 -1.609005 -1.460634 0.000000 \n", - "4 -1.699940 -1.669137 -0.000000 \n", - "... ... ... ... \n", - "5929 -1.896484 -1.886498 -0.067849 \n", - "5930 -1.530436 -1.487857 -0.037420 \n", - "5931 -1.245907 -1.375433 0.000000 \n", - "5932 -1.179122 -1.156040 -0.021132 \n", - "5933 -1.737305 -1.651180 0.105908 \n", + " 2_shift_Delta avg_shift_Delta 1_shift_BA2 2_shift_BA2 \\\n", + "mutation \n", + "M1I 0.000000 0.000000 -0.000000 0.000000 \n", + "F2L -0.000000 0.000000 -0.204654 0.000000 \n", + "F2S 0.000000 0.000000 0.000000 -0.000000 \n", + "F2V -0.153066 -0.119778 0.000000 0.000000 \n", + "V3A -0.000000 0.000000 -0.000000 -0.002601 \n", + "... ... ... ... ... \n", + "S1252T 0.000000 0.000000 -0.074971 -0.000000 \n", + "S1252V -0.185348 0.038788 -0.044192 -0.117804 \n", + "S1252W 0.000000 0.000000 0.018787 -0.050473 \n", + "S1252Y -0.228062 -0.165685 -0.029801 -0.184271 \n", + "S1252* 0.071298 0.035649 0.113153 -0.071614 \n", "\n", - " 1_shift_BA2 avg_shift_BA2 \n", - "0 0.000000 0.000000 \n", - "1 0.000000 -0.092218 \n", - "2 -0.000000 0.000000 \n", - "3 0.000000 0.000000 \n", - "4 -0.000000 0.000000 \n", - "... ... ... \n", - "5929 -0.000000 -0.033924 \n", - "5930 -0.108238 -0.072829 \n", - "5931 -0.037846 -0.018923 \n", - "5932 -0.184621 -0.102876 \n", - "5933 -0.069276 0.018316 \n", + " avg_shift_BA2 sense \n", + "mutation \n", + "M1I 0.000000 nonsynonymous \n", + "F2L -0.102327 nonsynonymous \n", + "F2S 0.000000 nonsynonymous \n", + "F2V 0.000000 nonsynonymous \n", + "V3A -0.001301 nonsynonymous \n", + "... ... ... \n", + "S1252T -0.037485 nonsynonymous \n", + "S1252V -0.080998 nonsynonymous \n", + "S1252W -0.015843 nonsynonymous \n", + "S1252Y -0.107036 nonsynonymous \n", + "S1252* 0.020770 stop \n", "\n", - "[5934 rows x 16 columns]" + "[5934 rows x 13 columns]" ] }, - "execution_count": 13, + "execution_count": 109, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "mut_df_replicates = pd.read_csv(f\"{OUTDIR}/mutations_df.csv\")\n", - "mut_df_replicates.rename(columns={\n", - " col : col.replace('Omicron_BA2', 'BA2')\n", - " for col in mut_df_replicates\n", - "}, inplace=True)\n", "mut_df_replicates" ] }, @@ -10344,7 +10397,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 110, "id": "cf871238-2934-4284-ae88-50f0f0eebc02", "metadata": { "editable": true, @@ -10406,53 +10459,53 @@ " \n", " 1\n", " 2\n", - " 0.092218\n", - " 0.000005\n", - " 0.030739\n", - " 0.000002\n", - " -0.030739\n", - " -0.000002\n", - " -0.092218\n", - " -0.000005\n", + " 0.102327\n", + " 0.119778\n", + " 0.034109\n", + " 0.039926\n", + " -0.034109\n", + " -0.039926\n", + " -0.102327\n", + " -0.119778\n", " 2\n", " \n", " \n", " 2\n", " 3\n", - " 0.109558\n", - " 0.080911\n", - " 0.038917\n", - " 0.014263\n", - " 0.033630\n", - " 0.012707\n", - " 0.201777\n", - " 0.076245\n", + " 0.115220\n", + " 0.104436\n", + " 0.042435\n", + " 0.017570\n", + " 0.033281\n", + " 0.017242\n", + " 0.199683\n", + " 0.103452\n", " 3\n", " \n", " \n", " 3\n", " 4\n", - " 0.061545\n", - " 0.117023\n", - " 0.021648\n", - " 0.041205\n", - " -0.021648\n", - " -0.036810\n", - " -0.064943\n", - " -0.110430\n", + " 0.060115\n", + " 0.107191\n", + " 0.023524\n", + " 0.052339\n", + " -0.023524\n", + " -0.019122\n", + " -0.070573\n", + " -0.057365\n", " 4\n", " \n", " \n", " 4\n", " 5\n", - " 0.678796\n", - " 0.281289\n", - " 0.084177\n", - " 0.083834\n", - " 0.043340\n", - " -0.081281\n", - " 0.736772\n", - " -1.381776\n", + " 0.686307\n", + " 0.291834\n", + " 0.089656\n", + " 0.090932\n", + " 0.041643\n", + " -0.086132\n", + " 0.707937\n", + " -1.464238\n", " 5\n", " \n", " \n", @@ -10462,20 +10515,20 @@ "text/plain": [ " sites max_abs_S_BA2 max_abs_S_Delta mean_abs_S_BA2 mean_abs_S_Delta \\\n", "0 1 0.000000 0.000000 0.000000 0.000000 \n", - "1 2 0.092218 0.000005 0.030739 0.000002 \n", - "2 3 0.109558 0.080911 0.038917 0.014263 \n", - "3 4 0.061545 0.117023 0.021648 0.041205 \n", - "4 5 0.678796 0.281289 0.084177 0.083834 \n", + "1 2 0.102327 0.119778 0.034109 0.039926 \n", + "2 3 0.115220 0.104436 0.042435 0.017570 \n", + "3 4 0.060115 0.107191 0.023524 0.052339 \n", + "4 5 0.686307 0.291834 0.089656 0.090932 \n", "\n", " mean_S_BA2 mean_S_Delta sum_S_BA2 sum_S_Delta res_n \n", "0 0.000000 0.000000 0.000000 0.000000 1 \n", - "1 -0.030739 -0.000002 -0.092218 -0.000005 2 \n", - "2 0.033630 0.012707 0.201777 0.076245 3 \n", - "3 -0.021648 -0.036810 -0.064943 -0.110430 4 \n", - "4 0.043340 -0.081281 0.736772 -1.381776 5 " + "1 -0.034109 -0.039926 -0.102327 -0.119778 2 \n", + "2 0.033281 0.017242 0.199683 0.103452 3 \n", + "3 -0.023524 -0.019122 -0.070573 -0.057365 4 \n", + "4 0.041643 -0.086132 0.707937 -1.464238 5 " ] }, - "execution_count": 14, + "execution_count": 110, "metadata": {}, "output_type": "execute_result" } @@ -10518,7 +10571,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 111, "id": "d67ac38a-d4f8-4229-ad8d-40dafe70e156", "metadata": { "editable": true, @@ -10603,7 +10656,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 112, "id": "28974a14-fead-4750-86b0-a85fdc649cef", "metadata": { "editable": true, @@ -10686,7 +10739,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 113, "id": "0e4f24e2-f119-49b5-a7a8-1c8b03533197", "metadata": { "editable": true, @@ -10703,68 +10756,14 @@ "output_type": "stream", "text": [ "7tf8\n", - "Structure exists: 'results/pdb7tf8.ent' \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain A is discontinuous at line 26735.\n", - " warnings.warn(\n", - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain B is discontinuous at line 26861.\n", - " warnings.warn(\n", - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain C is discontinuous at line 26945.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Writing distance matrix for 7tf8 to results/multidms02/7tf8_dist_matrix.csv\n", + "Downloading PDB structure '7tf8'...\n", + "Writing distance matrix for 7tf8 to results/spike_analysis/7tf8_dist_matrix.csv\n", "7tl9\n", - "Downloading PDB structure '7tl9'...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain A is discontinuous at line 26146.\n", - " warnings.warn(\n", - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain B is discontinuous at line 26272.\n", - " warnings.warn(\n", - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain C is discontinuous at line 26328.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Writing distance matrix for 7tl9 to results/multidms02/7tl9_dist_matrix.csv\n", + "Downloading PDB structure '7tl9'...\n", + "Writing distance matrix for 7tl9 to results/spike_analysis/7tl9_dist_matrix.csv\n", "7tge\n", - "Downloading PDB structure '7tge'...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain A is discontinuous at line 22717.\n", - " warnings.warn(\n", - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain B is discontinuous at line 22801.\n", - " warnings.warn(\n", - "/home/jared/miniconda3/envs/spike-analysis/lib/python3.11/site-packages/Bio/PDB/StructureBuilder.py:89: PDBConstructionWarning: WARNING: Chain C is discontinuous at line 22913.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Writing distance matrix for 7tge to results/multidms02/7tge_dist_matrix.csv\n" + "Downloading PDB structure '7tge'...\n", + "Writing distance matrix for 7tge to results/spike_analysis/7tge_dist_matrix.csv\n" ] } ], @@ -10779,19 +10778,19 @@ " # Download structure\n", " print(pdb)\n", " pdbl = PDBList()\n", - " pdbl.retrieve_pdb_file(pdb, pdir='results/', file_format='pdb')\n", - " shutil.copy(f'results/pdb{pdb}.ent', f'results/pdb{pdb}.pdb')\n", + " pdbl.retrieve_pdb_file(pdb, pdir=f'{output_dir}/', file_format='pdb')\n", + " shutil.copy(f'{output_dir}/pdb{pdb}.ent', f'{output_dir}/pdb{pdb}.pdb')\n", "\n", " # Read in structure\n", " parser = PDBParser()\n", " structure = parser.get_structure(pdb, f'results/pdb{pdb}.ent')\n", " \n", " # Compute distance matrix and write to output file\n", - " output_file = os.path.join(OUTDIR, f'{pdb}_dist_matrix.csv')\n", + " output_file = os.path.join(output_dir, f'{pdb}_dist_matrix.csv')\n", " if not os.path.isfile(output_file):\n", - " df = get_distance_matrix(structure, d_metric='interatomic')\n", + " mut_df_replicates = get_distance_matrix(structure, d_metric='interatomic')\n", " print(f'Writing distance matrix for {pdb} to {output_file}')\n", - " df.to_csv(output_file, index=False)" + " mut_df_replicates.to_csv(output_file, index=False)" ] }, { @@ -10810,7 +10809,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 115, "id": "803f763f-bd3a-48d7-9150-7e6ffa4162e2", "metadata": { "editable": true, @@ -10822,16 +10821,6 @@ ] }, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_173366/3939008951.py:5: DtypeWarning: Columns (0) have mixed types. Specify dtype option on import or set low_memory=False.\n", - " df = pd.read_csv(output_file)\n", - "/tmp/ipykernel_173366/3939008951.py:5: DtypeWarning: Columns (0) have mixed types. Specify dtype option on import or set low_memory=False.\n", - " df = pd.read_csv(output_file)\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -10846,9 +10835,9 @@ "# Read in data\n", "dfs = []\n", "for pdb in pdbs:\n", - " output_file = os.path.join(OUTDIR, f'{pdb}_dist_matrix.csv')\n", - " df = pd.read_csv(output_file)\n", - " dfs.append(df)\n", + " output_file = os.path.join(output_dir, f'{pdb}_dist_matrix.csv')\n", + " mut_df_replicates = pd.read_csv(output_file)\n", + " dfs.append(mut_df_replicates)\n", "dist_df = pd.concat(dfs)\n", "\n", "# Ignore subset of sites\n", @@ -10934,7 +10923,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 116, "id": "4e2443a8-ebb0-49b5-b285-25d6d35405f8", "metadata": { "editable": true, @@ -10948,7 +10937,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -11071,8 +11060,8 @@ " axs[iter_ax].grid()\n", "\n", " \n", - "fig.savefig(f\"{OUTDIR}/{saveas}.pdf\",bbox_inches='tight')\n", - "fig.savefig(f\"{OUTDIR}/{saveas}.png\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.pdf\",bbox_inches='tight')\n", + "fig.savefig(f\"{output_dir}/{saveas}.png\",bbox_inches='tight')\n", "plt.show()" ] } @@ -11093,7 +11082,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.4" + "version": "3.11.5" } }, "nbformat": 4,