diff --git a/doc/gen/LION2CELL02-Fuel Gauge.svg b/doc/gen/LION2CELL02-Fuel Gauge.svg
index ae6f550..3ba2dc1 100644
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+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+10uF
+10uF
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+L2
+L2
+
+
+
+
+
+
+
+
+
+
+
+
+2.2uH
+2.2uH
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+GND
+GND
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
++3.3V
++3.3V
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+D2
+D2
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+PDS760-13
+PDS760-13
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+GND
+GND
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+C35
+C35
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+1uF
+1uF
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+C38
+C38
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+22nF
+22nF
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+GND
+GND
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+Power_load
+Power_load
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+SDA
+SDA
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+System_load
+
+System_load
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+System_load
+System_load
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+SCL
+SCL
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+POWER OUTPUT
+POWER OUTPUT
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+RFBT (feedback top resistor values)
+RFBT (feedback top resistor values)
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
-
-
-
-
-
-
-
-
-
-
-3
-3
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-5
-5
-
-
-
-
-
-
-
-
-
-
-
-
-
-=======================
+=======================
+
-
-
-
-
-
-
-
-7
-7
-
-
-
-
-J4
-J4
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-1
-1
-
-Bottom fixed for 10k Ohm
+Bottom fixed for 10k Ohm
+
-
-
-
-
-
-
-
-
-3
-3
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-5
-5
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-7
-7
-
-
-
-
-
-
-
-9
-9
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-J12
-J12
-
+
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-HEADER_2x05_PARALLEL
-HEADER_2x05_PARALLEL
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
+68 kOhm - 5.1V
+68 kOhm - 5.1V
+
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-R13
-R13
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-15k
-15k
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-R10
-R10
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-44 kOhm - 3.3V
+44 kOhm - 3.3V
+
-
-
-
-
-
-
-
-91k
-91k
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
+
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-1
-1
-
-
-
-
-
-
-
-J3
-J3
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-1
-1
-
-
-
-
-
-
-
-J2
-J2
-
-
-
-
-
-
-
-
-
-
+Buck convertor power source (LMR14050):
+Buck convertor power source (LMR14050):
+
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-C22
-C22
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-100nF
-100nF
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-BOOT
-BOOT
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-1
-1
-
-
-
-
-
-
-
-
-
-
-
-VIN
-
-VIN
-
-
-
-
-
-
-
-
-
-2
-
-2
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-EN
-EN
-
-
-
-
-
-
-
-
-
-3
-3
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-RT/SYNC
-RT/SYNC
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-4
-4
-
-
-
-
-
-
-
-
-FB
-FB
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-5
-5
-
-
-
-
-
-
-
-
-=========================================
+=========================================
+
-
-
-
-
-
-
-
-
-
-
-
-SS
-SS
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-6
-6
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
+Designed parameters:
+Designed parameters:
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-7
-
-7
-
-
-
-
-
-
-
-SW
-SW
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-8
-8
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-U2
-U2
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-LMR14050
-LMR14050
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-C15
-C15
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-10uF
-10uF
- - Source voltage: 4 - 8.4V (Two liion cells)
+ - Source voltage: 4 - 8.4V (Two liion cells)
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-R12
-R12
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-59k
-59k
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-C38
-C38
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-22nF
-22nF
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
+
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-C23
-C23
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-100nF
-100nF
-
-
-
+
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
- - Output voltage: 5V
+ - Output voltage: 5V
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-C35
-C35
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-1uF
-1uF
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-C36
-C36
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
- - Output current: 2A (IC maximal continuous current is 5A)
+ - Output current: 2A (IC maximal continuous current is 5A)
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-10uF
-10uF
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-L2
-L2
-
-
-
-
-
-
-
-
-
-
-
-
-HCI1050-5R5
-HCI1050-5R5
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-D2
-D2
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-PDS760-13
-PDS760-13
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-+3.3V
-+3.3V
-
-
- - Output inductance: 2.2 uH, K_{ind}: 33%,
+ - Output inductance: 2.2 uH, K_{ind}: 33%,
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-GND
-GND
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-+3.3V
-+3.3V
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-System_load
-
-System_load
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
+
+
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
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-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-System_load
-System_load
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
- - Switching frequenci: 1.5 Mhz (15k8)
+ - Switching frequenci: 1.5 Mhz (15k8)
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-SCL
-SCL
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-Power_load
-Power_load
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-SDA
-SDA
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-TODO: Recalculate the divider to 3.3V output.
-TODO: Recalculate the divider to 3.3V output.
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
- - OutC (Vripp: 50mV): 2uF
+ - OutC (Vripp: 50mV): 2uF
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
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-
-
-
-
-
-
-
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-
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-
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-
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-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
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-
-
-
-
-
-
-
-
-
-
-
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-
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-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+GND
+GND
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-POWER OUTPUT
-POWER OUTPUT
-
-
-
-
-
-
-
-
-
-
-J5
+J5
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-HEADER_2x03_PARALLEL
+HEADER_2x03_PARALLEL
+
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
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-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
-GND
-GND
-1
+1
+
-
-
-
-
-
+
-
+3
+3
+
-
-
-
-
-
-
-
-
-
-
-
-
-
+
-
+5
+5
+
-
-
-
-
-
-
-
-
-
-
+
+
+
-
+
+
+J3
J3
@@ -12289,7 +22581,104 @@ L260.5495 83.5530
-GND
+GND
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+U2
U2
@@ -14075,16 +24464,22 @@ L109.2200 123.1900
-
+
-
-
-
+
-
-
+
+
+
+
+
+
+
+
+
+
-
+
diff --git a/doc/gen/LION2CELL02-schematic.pdf b/doc/gen/LION2CELL02-schematic.pdf
index ac31c7b..2b5ba00 100644
Binary files a/doc/gen/LION2CELL02-schematic.pdf and b/doc/gen/LION2CELL02-schematic.pdf differ
diff --git a/doc/gen/LION2CELL02-schematic.svg b/doc/gen/LION2CELL02-schematic.svg
index 794395e..f66058a 100644
--- a/doc/gen/LION2CELL02-schematic.svg
+++ b/doc/gen/LION2CELL02-schematic.svg
@@ -7,7 +7,7 @@
xmlns:xlink="http://www.w3.org/1999/xlink"
version="1.1"
width="297.0022mm" height="210.0072mm" viewBox="0.0000 0.0000 297.0022 210.0072">
-SVG Image created as LION2CELL02.svg date 2024/07/22 11:02:23
+SVG Image created as LION2CELL02.svg date 2024/07/22 16:08:47
Image generated by Eeschema-SVG
-
+
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+
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-
-
-
-
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diff --git a/doc/gen/img/LION2CELL02-top.svg b/doc/gen/img/LION2CELL02-top.svg
index a39f113..11e5699 100644
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index 4dfa922..e2d556b 100644
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@@ -971,7 +971,7 @@
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DYkwPNhyMTn9fZkUoDQiGdONWjGVknl1nRElr8gwADZ5jNaaIAryZQGtf5r5r9RjQtcpq6FdYBkyRpsxr8qVQNdDZOtjcrG9iDVxGDRVntejR3kNdjSlLNX9V9aDqBg9EtpFM9RdjJhTTdalXdeTUTckmdXVRte9RettdxoIO1Uil1WLTDkrXtclbVblRBCdQdfjTtlFARlrYdZ1taHrU1ZqHVdaETTVWra1bJGKJzgLQWGlo7cDS0KTYbSJFVlDXSC1YDZtcKvNVjZdqqB7SHZ9nOHzZMp9QbWjjxHTXjWtTjoTb7V1WosjWDu9ZTabcJifNghescvjVFcnDFQeXIa+qZNCoaCgkqVyGktXRATEp7Xlg3eobFjCGPFDW3b4qZC9A1CzWhB+sov3ZHnUqFnoOQk1Xoo9Y6dyBdjPaaHPYNu3dGePb0iplPSZMrqXB1OjeTe2doqZHkPIMMiTfyLoBgk3QIC3cyQvUCl1aIOiBPVFmvX9WxGfUXW/X3VnnvS4p7YSoZp7UOMrCgojUfVsp7fyCJG0ryXWr/WRrA8krSW2og6A49e8g/dqJ7YaIPY/C1kqL3GPl3efSSQg43ashvQQ6vX3QLZ3sKoQyJBFL+LfXXZ0NgywzAz3Ctb3ZQ0gzwyTRQ+oSlc3eAxTseMffQ3RMKlZnIMA1Qy/b0k5u3Q6Rw8gz3Wg43SpkozQ8I7ZBtaQxesZkQ7ZKisvUtvXX3Wqf/ZGioweiSc/dsitUOJI1A7ttQyTa44cpIs3c8lY43emJ4+Q1o+oUE7oyDaE5iawxnpo6o94n43o1E4YmKLfc8vfVfbwoYkgvPkk+/agjk7Iz/Y3bjg1HY8U+ofYhY7HcPcAzuJ6FDaINvbZM7IkyTeYYva02kytfo64g0MY7Js07EtUy45A7ZKU7bitZfYvWiAw+Chk2KqsU43UgE+oQoME/YzRhoak7E9abQ43Tum063ck9Lhg5Y/szfPdCM5E+3aXVITIRXXFUcn8srMxEPAwK6HSPyDMo8q8+UnoJ890ilPCgFiQlAnRDxKCo6qisgi5mYYC987SnQLCwXB84FEC1NuGjKFdJQOTV88C5kOmBNLoAYmi/izMkSwwAiO8y7uS+Kl0nlgJu81ZhVQiA2l0p6P8yy1C/S6DGje83ixi7qlTCSzSwiwS22pdCIGCAK+K5iwoMSzPBC22mKFxPCmIt0v3MywwS0Mou9INmC9q1iB/Mypjpy9q4rpruqxy3iri74Z6ESkWYa3a9yAkUnvq181q3a2uJytxCHMJKPLK+i4i5kA6E1Py3a8GxK2G0QoAgC1GzMgqwwEq7S0K4ejMOemK0oPFOPB65q3SGKx1G6Auk660OC6sv646qW/nNqxGGONa56wW5QH6RKGGtxB5Jm821FDZtOoLOiNqyq3oI6jGxG8q3kEOyCHCAzLG7K665IyiFOylPIO3LKz6wuyDOG/tWS2m1O1xHluBt6yyFslO3y1uyClCPOx29O6O4K985OwPsuyuy6xe0oAu2Ppu3G6Bke2+8i/fKS7ewS26JxgIGokG+Swuy7uiFyI3B82ux5MlKFGW7K46CNBwUB424sh80KHlm2hBxm/thC8a+9JKEBx2wRw+z2/BxCDtJhyHvCFJHhxe0h/C8sVoNqEB2oqCClFm3u2CHh+3CB3G6myG4FL+9dfCwmz+6e0JxyTmz+0u/ICm7qMW/wJO4jcJJ5DB8J4B3no+0p5J7WmTAGzBwB8aJ5FFMu0q6Z3c6htIXvBhgfE8zoo23G0ZUOASwgqe+C25yG555u+C8qB5HezotiwtJQD5x55TCQqS4F+55i5VPm3G7FyG7MvnNK52iHMpylwLWmIFO8yxGkHx9smJ6i8HHoYFPCnHYRRl2iKxFfZV7eNV+8/Ys5lboaCVzB3TiyC9BwbMgJ8rN55dEKPCqQel811lxKwl+jON0W9l0Z55OfMgkN5yqtBKOxkt2uD1/CrFiIFQHaOF3QK1+6zt6yPt5iFFI6MN5kKt0WnnMi1eRSnNBp22vlwER+rm1N5NK97NylM8yK9Swdz9z832wD5l0D0i7i8eBlxFxS411D990F794SyDzF+SFoguhBM94twV9QEV+Gi5wj3F4GlbFQph8lxK9KNF698se97qvCPfDB9KOj5yuCJDySHdw2I6qz8m+z+d6pGKFaU6vT3C+dzaJ/Ui8pLd0t+D0anD7zzD2unL9D58zhe61gii518t+y7wC0CrdL4jzMqWlx5rzL5KwTwd/nFd5K/6wt+N5t46MK8S6D87EwL6FmrUGt/xud4xBFcyhqp70q4ODrzCI71S6S6z4SiWvNy9xz+VxSs7Il9T4V7m0b9B4Tyl6KLrzymDwb728L6izj7T6G0r695WEoJkIr/9+H8IAxEO9a2l5uO80qrX1xE0lFzi/r0T8X1XzN7n93076j6b+32Fzn3F5OylVn5hzD+u9tKd65xN2Zyd3t0lwv2pwa8x53yJw+5Z73136Jwp0+6P8F+Zwf0q+T2Z4IDaB9Izwvwu+ULt0mJjW90V+Z5L8ggF2j+X8e5S/2xz4iFLMJGj4wcVSSoDBIAJt6Bs7uzEVOHEXM4islWXJcjOQlf6e9BugUVXnf1n57cp+WvDyJfwSgFVd+InXTjv0B599zOe7ZpP8yrToJMBbPRbgWg0iXtzO+fUlogO6TICI80XQPpCzVALsuBg0HgSq0NyYDWBTfOgP/zoE89sen/LoHQNZBUCk+uPceCfz07p8kegA/rqByf5l85BHkSnoIKUFF8hwcvGQTLxMFX9CBT/cwROAf5k9n+Kg/3jgg/66DtEJg+AeIM54Ls5wircQfz3rZBcPezg8QWLxD76CSepcagbf0CEeCyBY/DyJnyoRRDCWNEAAVElebK8UhCISdqnyYBEDAO6QBQQeyP4FCgh7/fIVQBs77kHOz6IXBqnpBsoJQqhYyNUjnCHp7c1oQ0D/n6bkhlI0BZUEOG3w9DWQIiDoTzC0g3w2h70e3Kz2Pha4JwOvZfFiGZgSgrcnoS6EyhmFQpJhhpO3MsJ4IoEehChMPPsNECHDGgeWOtP7jRA5IUImyLYRpFWHd5rQNoKpFsKMwF5Ggo8UYU0LigTC34u2PoWLgGFPCARroV4Xrk6EtB38skFkCcN2xigy8wwoEWriVq3CGWPwtEVNnWE34ACWIt+A9nuEO4MwLQvhHOBREX4SRiuMEd8OgIR5ERq2dYa7jeEO4qQCUXgoOAhFgFjkcw1TsiJ+GgYGR48L4RSJgJCiCRvQn4VniFFkjJR6BQyKnHmHNBFhcePDLyNlEjD5RVIqXICJ+GrIGR1SXUfKIOHojmReuSqIMLWGwjNhSBOBLXivJ0ZWE9uY3LyLBGaixcLoxUd7lZ5wj3cxuRiPaJxEhgzcFo0ET0LYhOikCJonYRGKWH6jSRDos0fpHoKS5AxRotKPQQY4OjaRhBQ7tCPgQvCsU9uEGJaOeEYQACHwM4eiMuF7C/oBoiUccPdz3Quh7+NEA0P9zNj8xEop8icLrEtCJReQSMZWP+HDD2hOBR4UMPWHui1ctEFsfAnJGjDMxVYnYSrhYApiAxGCdYTWLZQpjXRPQ7kjuO4hyRPhbYq4cwCXETDZRuIweLxB8jUjwxwYugv6ANEaiKRt4icWsIXGsEFA9Y7MW+J/H9i/xi4h0KWKqHl0ahh5V9EByYCsROqIqXiL4g466Ede+yBCWkiA4MRl4ySJVCyEMxAclQhaZ5BOD0BTUgOrEVUAznqHNIwBLtWCTWlwnKIyJrISIfam+EACBarQRqqKB16M18JwkKwX0hlALck8GEvbuJ0EnKR2J2pcLr0iwRoSzOyUZiXBLkl7d0JFowifahGFSS5AWEzSXgKtykcgE9qQcbxLmjITekdOSSXhysjlC+mDEvyIZI0jMIcOF2UjmJOJopISJyA9SQJJwkZhGJikuiahNUlTZRO/5CNlsRDghT+BHJJybynkn3thA7k7CeCOikeR30nEyiRsLwnvolJcaR0bxIykUSL0bQ4ST+0wniSFxAAr0uF0mSlTqa6U3ZIoH2opIeJbgmqW1j8k5Skpuk+KSFLX6eRapmkqyYZyUBxS+kLksAeTWQmupfwGQTgXMlgmRoaB/khycZn4mPV5Q80kjo6WSn2pJp7HdaYWi9SSiABIKPKRBjJhpS1E0ktrMNBECTssSF01xGxO8G3SUJL0ySTkOZjHTWJI028TBJYmfSHpHkdtkZOBlSxxxG0r5BiMYAggcCigZqejUskiBsYn1IBHoD+kgyHcY0uEJMhUm+JG8BEgSQTJowO4dJ4k0mUTF2m9T4JaU8AuZIsRtStkjeOKEFMMRCSGpRM6Gcwi0nwzL+jMvqYTK7h7ShZaScXORMapdTlEEspSQyjmlTVxciMiKVRIuxNCbJH0vpAoUMzqzBZpxEaUrJEARTuJrQbRLLPZmCT9JSeCWZlIvT3TIZIs2mVTOxgCyZJl0qKcLMWlAyJJqM48Hnltl6Sypfsn6ZzhNmM19cos/Wb7Ijm0ydw9kl2SHMeqqyME6uAOSky8mSh1ccs5hE+R1muzbJdMg9E0OVktTOR9M2YeNLLmEzaQG0rhLnJlk3DipFiDOdjDRDPTUEB01uU1ONk9RVpXc8KS1JRmQy25S04yczK7lUgm5riTmVbmWGcxQ5p0ruY5nBTOzrIaMJGe7PknYwWIacn2ZDIGG/Tp5Vs7eT1LhZ9ITJZs2SODKjn7zYp9EvuWvIqmkoos1E7UE0OJlJyFZ5CX4bvOll+Ri5Rs0ualKLktchpqxD2eLMgzLwiJwCsmc7FrnBTCZXJduX/Oxh05AFyaAqWbOQWjyOZx848PAsPmoItJaCwyOIhSkzzrZoCzqVgpZk7hrScDVBQQsTlcJhI/UhXGQsyTTyDZUCs+X/F9Bqyby5C4yS3OYUlyLJ2UmWe2gon+pVWis0UAgoOICKU50imFNwujngJmpskq6YTKEVcK95YEtDNh1irYY+E9iVECu1Yi1ANIN8HtPnDy5WK+ItiqFEwCOK5S9uaw/0CIAyDaFEakIN0N7lhAJFLFxmMaTkiCUK5lAe3LpJiEVFmLxoVhZQp9R4lS57ElYDSCvCsUYhjIBCPQGoSiWrJPIYRXJRYoKWE0aI7+NJQnkyXD5/ykIAhLeVYjKFko/xNYVyVhZHFkoU9AhMrBrzaEulcgAhOHSaX9LiIkITxdJIYhRKJq30ZxYNKmWjLdAcgLwGwHOBzAeABgHKLhFsBRB04YAKAHgEuCWAVlGGSwBIA2DHK/AT9MUN0DyxEgYQgwS4CsCuVNUSRty9yA8pUAjAxgL6KGJoGwhWAdlDgWAPssOVEBjlXwM5RcvMB/U204GbANXE4wMRHlRAZ5YUFwZihZgCK2kkUEGDfKs4fygFdsrsDArQVRyk5bAChWXL0VapTFdkEEyfK2ATymFSSThVYrEVUHKgHitGAEqZgRK6wCSsoggqDl5KyFecupXVBWVdKhFXnhswoq0Vkq2lfCruUCcuVXynlb8r5VbKBVuyjDGSvBUUqqVLK5yO8qRVqqmVqK41T5FuU4r5A3Kn5URA8j8qgVQq/VRCvThGqXlJq1gIitVXyqWV0o5VURkZXDANVjq/5dqpdV7KRVBqsVdCq9XWqfVOKkNcypeWBr2Vya81aGodW7wnVkawVdGrBXurTl4qllQiKDX3Ks1qa9FfGNNWcr7VvKvNQnCjV6qY1xaylaWpeXlr2VsqlNZapeUXI3mMqytQ2s1VNrAVBa1tUWsNWdr0V3an1b2qrX9q51zQ9lR8qzX4qx1Ea5tZOuFXTq41EqoyKuvpXAcl1CqvZmypPV+r1VOauzuOuJW6q91oqj1bOuqDS5L1fABlWephVMBj1n609aOvDXOrd1bqmdfGsKDvrpVKquVUYGXWKq/10GkNZuqA35rH1oGg9T+sxzSqEowHXgP6quW/qP1iGxgIBtzXbqJ1aGttWBsPWEaoNStGDRavPWQblV9GpDWGrI38recZdIxYG0eamKKEeShZTTBaAJIO4eXYTWwlHSuL9INMUSJOK8UyhlAOIBgF7gSTzKV2OIS3OcIiVCb/QCeDqPEsE0aaE+2yX+DEXyWWxRot8H2hkstjVxhRBaZieJolgT4hliIgthrEhACoGEkIJgLMDbCYq2lSkKDNJEJBWaQJKifzXgmcWuK1EoWtEIFu7wKafFnml+hwQQTqalNLm7oRluCVKb7EjoT4clvy3jQz61SGdBKG45kg6Qpmk5Wso2XAbKN+6l9eBslW1qT1L9fDTWsTV8B9KlQG9Y2vI0PrSVVGjDWmr/X7h2qXWyVemuyDFAPIpGu9UNp1UjbmtJa1rReuw30b+tjGq1R+v3CdaBtW6xratufXrbD1Uq+FThsO27aE1+2wTDtuzWDaTtrq0bS1ou3eretS1abXszeVzbOMmgRbYStQ2nbY172q1X9q+3txHt1ambRNoK6PbkNHGkHa9rW0dqNtjjG5f9uh0/aMVV2+bYjvY1LaXthas7ejou3zqvtN28AHBuuVChsgfWoHVqp3VNaydnqldfdqJAw7adrykQFiuu2ZAmd96lbajrZ2vroEnO6nbDol3YbGdR2lDSztB3tr2db6vsfzu2246lV6uzjITtvXA7FdousHedp/Vq6ygOun7bRqu0a75dyOg3aTqN3k6TdE2h7Zrud3m6bdxOlHfbuV3i7Ld2u9qiRtg1MasNV2h7WQCF3LaW1T6h3Srp0Sc6cdQep3fHsF0e79dFGpXdRphWzI3QWKwxECx+0YS04ee/kBHpJ1TqxdG27PVTh6Au5IQP2qvbntQT57U9zO9PYbp90bbC9jepWCXsT1XKu99QH3C4VL1e7y9Me8XQPpr3al6A9el3NXutzT6R9CcLjfczJgmKj4U7S+mKGSTShYEYAo6NyG30jJR4Q4SdgftTgA9UE1AFuAAKhiH7L9ZKG/TPxohuhuOhiBQkoEX7MxMqXCDhIVuf1gg8Y1Kf2kOCQxR70N4Oq5TigWh8A5w3IevS72yBwGZ9Le4XeAbe3G6oDXcMQFYr0L17sDSBmBCgbYBI7PddusfR3sPVm9H0H4eA33sKDUGfVIeBoEvrb3e7M9UBxAwiuYPEGad566AzgZ4OsGb0khWzrRCxUQTK6OGHFMrDgQyb/QUHNlsjyh4CpkwihuGcj1FY4gvN2+pFloYrDqGkWpslKEpvV6OVYeACMECvGU04I9W7yLEKoeU0gcsQYBkDRgcd1QHPq/O5A/geEBiBaDvB0g2nuG3t6ODDBrw0wZiK8Hpd7XavQEeEMi72DY2hgwQdgNEHfDMB3AywdQOR63DaO2PQIciN4H6D1QWI+yqEM5HONohwqPCskNOd8emCfiIis1y6HkenyVQ80Y6jb6mkEENlJ0eliOpejUSusQMeJ6PRLFzY8w0i1Wk1tEVIkdzNMdUgdGjoBuFw1Ub3IPpjFfGo+HIAErRQZ4MGBEK1SPHv88u5hCQccesWKVz4MGAhUMJ0gkifF5x9EGxGPqzjWgT7GDGoh4Qd08xCy84+dUTzVkeE/x4XPRALx9x/onxujpAmEyUw5FQ8H3Kbm6H6YlQb+n3F3QLxtkEoIyhfWjXuOyI4ocWxEy7ity7Hq4cUYwgvvuPgxvmTbH3PibJOwhsWZxjE241bKwg5AoJgWmNJhycn9jiJrwwkNhrMmgEUCMExSC0y0mUo9JgfCIBRPFBqAFIQU10lCj3idIDUXE8Ll9ByHFIhFZU2fnlMw5CT0AxuBKdVBaZMc2WA40KYJO7JS4BxnkybkuMExiTC+oCt5tuyswqTDJ/xWSfbZu56TpJsgHVrADrLyAZe6PZQZhXk4uQwkQfbRA/S46JwWgXPdLlx4JH0D+R8XbGdTOD6wSHUH7bmfjM9BEzIgTM3kYr0XaUzJZo9RmZKPJ44zaZxM3hsqOj6ozYRyVTWbTMFmizooPMz0F7NtnyDHZ5I12dyADmHR9Z27RBpGqTnGg05p7cdvbMQHMDEGlKvOfuhJmGzGJ+c5f23MkGidwRxIxQc7PunNzEcVszObfW+xzWpZy8xWdZ3j6Ntu52s3+l4hXm+DP6288Mh6D7nPzQR1vSEaSOQHZzS8X8wvsXPS6/0TZwfXNAPNLmFdbB082OeTyOgILf6KC7Tpgt7mq4AFo80BZPOjnQLb6sfEwj/NVxv1BGsixhfgttBhzyF4i2udIsTm3zW5z89BbnNsW8Lj5jPaheFywXBzPFnc1xbTP/neLoR/i+UFwvUAqLEG6S2+bosSWQLzFh0ehdKD3mPzFun8xpYBwPmGLwFlCyRcrRLxsgVTevTun0h8BzLBloi6uY8MMGuDWS7nfwa4NkhMQyloy6pf1Z5AzLFOCy3RkiMp7Dzeuwi1marNZ7LLQVly1nqcufVddz27VSvrENr7tj8hJ1NZkVzYUPzShp1AL0cOwgcrGhp1BFWysfpcr9QgCldNaMlW9CGm9IEsolYTg1EVh66Blj1bESikT0GiEFyECuGnz0ZqA2IhrbWX/LDZsiXRD8seXbL4V581QeGsrxuDvhAK0h1GvTWQriVkc/Zdj0TXFr7l+i9eao6vlornlpiw5eqC7WTrDZj1iNecsJHkrNRiQ5hikNt8zIKUfiGGCKu9toOBV1Kd0eL6KcyrNV4oPVequ5Xig3IEw9dEauJtcCNoGtjiA4SGYB0P1zbJpr0CfRDFS29ffIXbiqnEOakaSyrjzCKECb6USgnATkBHReI2ecm3vu1CIqJQjLLyLtRv0gg8bvoMm01CUhP7QQpNk3AJFZs9x2b1N5m4LfGjzwUQjNmm4PBeg19547N2pVzazxqJa6UtpWwLe5sEL96BIfm2lC1tTwGgut8kDqf1sq3i4itmIhp30gygebogY0HjYxuu4BIxuQ26GTkAa2zbZkE/YqD1tqRU2S0dW/jc1tzQQDjYD28Hf1v3QQD48HDaJC5vR2T9sdv2wJEniS2qbVt523FEhZq2M7HkMW9neWLKIOVegV49oR3R76k8cxySRZGzvGsdbGd6uBfCiVHi3bQd6gLt1mDZ2KboUIOy0AUGZLBMNcIO6nAfjZ3oBudjm6bbUhp2G7U9hO4CzHgi3hAMt5Qn6xjtS3RbtN+QIvdP0R3ObAtne8GGLue3pI2d/uGPGNvx3D769pO1fenvaEoKNcS2wfbSgqEi7fkRFTrwHuwlMaHmee4farRt2+bJtsm8CWAdx2H725RQKpC2SIqnbTR6OsXE3tVxO7/hRTvbZQf928smSjVH/ZQev2z7eD4exnd4hoP379mVMNLYLtIPJ7sWI0I5Ggf5w8sKD7+zg+mL12Ggltshzrn8LotL7Ednh7XaxKUOps8Dmu13YggwOWHGdhB04V1p32QH19t+xrV5uQOwHl/De7I/0FNHdOvN8R+Q9lUkPEV2Dxhy1krsoPR7ThcxyrirtbnDH9cE+5HbPsIlgHADlR0vFscv2oHG1emwQ6gfcsM8y9wh74onPE2g7ITqxRPZozqPD7IeaR1slidv3ClyD7R9bdGUf2UHHd3h3jZ7sM2ZYP9vG5w44JzGdHThF3Ak5Qcfox7FT5h3A+Nyr3RlxTke6Xb6MbnwnEdqxxk/wf72oHKTye6fe0LxO6nI94PkM88f2i8bSysu1YuPuf2GnBdijlQUbtjOrFvSuhwJXSdrPVbrkDO6Y8yVLPEoBjnJwPh6fwOyn4zx0B06Sdn3hnsDpsCnZMd+OlHUD5XDs4dtb3B4jtrR9XfIdvPmQHzzZ1naIyh4UHOe4F7BgBdguJH2hdyKC4ztM3t7IMZ576tafDGJbc9hZ0i4xdG3OnaL2FxM4wRTPVncLoYe47Pt/R3nET15wETJctKx7/zw4VM/xffOk73DmFzhrnxB2hH/mwCvTe8dk2PQrEe+4K+zDCuXngr8YmS9ogXOyQnDuB2Wd4fHlpHkoExww+sOMCT9n9v6A/ePIgHtXEcNB8q+YeqvPnN4eV6w/VeLQ/7djq2D/aFdZNHbsr2h2kidfpOwte+92+S5XAquRXAtwkHVG6HevCQEYefAK/9dE3PTX9q11eE9fhu0o+4QN8pD9cJubazD5O6A/9cKP7x5z91xrXyeoOlX9G+F2q/teRv6lGdkJzkB7slP7HRb2l1bmoe02cgXLjO2w8cj7gL7xd+h/a7Tf/5Lbcj0kPYenj1PM7H13mk6HjehajHQwm56SBxUlvBnXIRxwZt6eCu7nybtd/69dI1wSbmbhNzu7F5TvSQq0cV8G9qf/4U3oWi98pGXuIvB4F0GUyg/vdZAcYrEY96jAtdbuE3HwcV3O8fd/uU7n7w23yO9cMQV3VdwZ6jC7d+Q530H/Vycu+ASBnADWlc+4dj3LCu6J6hEE0B+04bR40kf9Th9OvbXxdmH+QAuo5C4eGz5HwjzhuI8zXKzc1mFfh4o9EeXoeHzHGx7uX2QSP6H8Xax8I88edeP22j5R94+2WHrREWo89ac7gf/8R+u5TURTkOhFE1LO5XzqXscKFP6ny/oFGWeqhcC4dOsnp+66Qy/4vETBNoS7jBiiYFYGuLo6bx1d/5FYFkHjA0/MQx4WNj4FsbqP8bdjboAU6sXtFtlTj2ikLxJHERUmtiCyO048fxk6AxCUDd4/8a2KvDDhkJj4wl515d5CyHIDistM6A65/TEgl6Gcb6RwksT69rEE+1OKNLWqIN2tDDII/qnFTlJk6S19yrSncTdXk15xFFO2bXElXqU3sdS87hivIp0b7V7nAOI+ThNMUxYiUoVvdjWIGU/lJEDwvyTSp6LyKWEyNe3TqCT/YpHmipelUlYO0wiDK+YLKQnpjU4GfymVhXNZmTU02y1kTfFIdISEG8yG/jLLTj5A0715RNWmHTf0srYpCVBXP/UnX0HGzDRPNf6vikeL/amG/Je/jtX8b4riTyZfTvaPJ7w8YRMpMlvrZWHwd7O+bed0gUPzTnMGUzlrT1PuE/9529+HyfEIL7/LJu/LeAzBX3mbN80ChnwzsgSM6R423FnG9CJKEMmdYti+OGCV5c1tf48i/+z3FgHOHobOi/6ggJIanx+zMY7uzGv8XzFeotS/9fMv7XxFZeV6/7zAOPs8b6t8S/GPA1s8ykgvPW+RLtvo9a742ty/GLwvmjRudrNPx8MFu/343qPH2+vfSFwy2ddj2vnpfQfnc7ebxSyBA/4fxC7bp98K+/f7v1Iqn+gs6WNfYf2X5H7suZ+f1NF3S6gk99fmCNCl7vab4d98XjLYJ8iz4Sr/QXa/Bf+vxH/T9R/ffZf8CxX/bZaALd5fjX6zzoPd+yDGfnXzRtEsm/4/h1gS5Oc19F+e/Jfmf/38Ese/c/2Fuf8n8L9m/mPNf7P0P8B07mO/yf8f4EYItoGmPg1iDfn+T/rZDfD/gf534X9p+p/vf0v/3o8b86WIonojRDqk2kLpNAQvj/6FAgAsRyEGL/hdZ/+DOrUCgB4ARv6/+smPzrZgBevAEIqyuEgFoeKAZAFYBjipgFoBSaiLi4B8vvgFwBJAdipkBNHiHSkBoUOQHT+5voUDgEwARgF0BFxj6o4BqBmAF4BLAdUDkyyqqBiq+h1kIE2goUJEbVw3IK0BMBhlicAEAGwCcCRAZ5vQRueJ6gdYgAWwBAAEAAAK5JAXpLwG8AyAQIHhCXQCb4dQogdX6sBI1IPBP+uoFYGAW/kCYFH+BAYZDdA2TBkDEB5gfYGWBcgev6mBgAj4GrEDpt4F2BR6u3COBN/nwEUBgQZZQeBAll4HjW8QYPqCoUQaFbOB/Aa4FUBwQTBgdUoniNQFsPQGkH+Bs1vf6CBtgR4ExeSQWIGVBCZpxjpBjajEHMB2QbeRWwCQSUE0ehQW2iSBPQJUGTypQZOoKBSgSoGoWt4irid+xbIMDaBegQYHakRgesbRUZGjjavovQO5w3YELDwgq4NIgLxbs6MgGBgihuLZIQschlaIckWgNqzXwzDmCJyQXLNqRwi3uFCLHBxyIrhnBcKqOwjUYvGCJsi5HNYrKQOSOUDrBi3BlL/BN8ICEwMi3MlD/46Io8KnYALFcHoiPBEDIAszSPCA6izQqOzD4tuDCL3BxwWqIHBiYjpgfSALFUhsI5apiFo8aIYaJzIA9P8z6iobAWIrCcISHhrgWuOCHMheYiriGaRIeCwgh1wUcIRUxNBCxSQzDrKK3BFrNCE7C4ofCwIhOwu8Fbsteg8ESiPwbZgAsj+J+JkU70EKEpUYvPz6oesQa0EIgK9pR5EmP2kaFJ+0CJjRM6zQd/6UBlAEeLS+VoQ2bREFwfYFOhk/iDAuB5QfIyJeJocxBmhDoX6Fn+Hoc0BehZ5i6GOhIcD9oRhQYdaFl6wwcoH2AqFslhiAgkMP4qAMwfoEbKwgA36UQCYaMHGWKYfUBdYEoNMESAOgVmHkAOYSGG3+uqvmFJhxlm2DKA2AGmHBhWgeWGzB2YRpaf+x5i2r1hZ5k2HFhXcG2GZhSQHhiSe1RkRCLWfnkfAXQPtEcbpQogKDAcEOvD1BcQ4GN5BLhTUPQDeezQCsE4Yc4ayALhhcFsFxEq4UlDneq8Kihrg3ILuHThsnvxokkH6NXDfecNDeEWESsEOwHsb4cuHXETeFeG1A2HASyB+iyDJhLGMjHeH7h1EErS0UbzJuHIwXxJ+HrhTEEEy/h0CKaAGQoAntygk/4d5COgzbJUKLB3GtjZpWr6J26BQDEKUDc2J2Nmwug+cKFCy2xmAwDZsTYFiQc06UDRFqsOoNyB5Y4tpxEaG+4MxACAgbHhHMRXEYJESBIkUxGaYAkdKCSRakMyQ4mShgG7j4MrNzaqgR4QJFyw8gGpELYMkeyCBQOkVRHSRLEdOBCRvoApEMwYPmZRohvxNRFugKHIZS3gVLExAmR4kYgK8R1EWJFmwdONyDfMfEQ5EEsZIJNSW4fEayD3ierkZHi2rvEcZORhke9zi2zmJDZORIUfxDqRHVGbAzezEiwCiR+kWZTxRukaxgyReoRGZZB3oc2BGYDTC2Fdw3zHh6AQnkBhHVRNfClCDBjvqhYVR5hBpaKAHDC1ENmAbq2yNR3UeYQbq0QURGr61ejOFHkutDry2YlcEqBTKZsDbQfoPKHNFDg9mKxFEgQOM1YLRQYC4irRC0RtHUYxignTzR9mBuCgokAvtHrROoEdGXRtIAvTKRg4KuAysCdLtB4gsEHGB1onaF9inR4kU9FfRq8CCLXRx5M9HfR20WdFmRF0Y3A/Ra0a3xmUe9K1YnRsMT5EOEKoFAhXR7kbHDosgMeMKagTkfDT/4OMWcLbBkMegjQxwcIaCZ0JUYL5lRA4YOCohjUZ5hyYdUVXAiQVUUzGggrUY36qWAbgzEeBlcClAcWtOiG6e47MQLEIWTgWAGDAAAEL3AIhhsbLBpEfFRsUWIN9GhKNiv146AvJuUgyYwYNpCwgVkMQi6xNoBDEBez9NDEgoJsVxG7Gt9IVqrwIKM2yaxHim2g6xxmIeivs80kpBwgWhJ5gCYOvByYwIrxkDhWYLIGViax1GPvSrwI1H0LMYINt7GgRHeMxAkx5JqnAuxUcXGDdE48DbFdCqcOnFUCkIHt6E0TUNDED4VsbHFxg2eOjGlxMINbHZg2sXnEhwBcZrGOUqsXnHfGq2OTiaYuTBVhlxnEAYZBx9sYl41xGhuTimgIgG0jGxw8X3FN448QYgsYUqKbGigOcXpgd4IYEVzk4zsaZgsYIkCJBaY/cZHGOYTeFoC3hGYWGb6hLQd6G7GzSHxCLWS4AyxyW1QBvGK4vGnfEEeXMZJbGWV8Q4h5csgAlS8QNvmVovxf8SNEZBNochjERfylBEOiYkq3EnhRJjfA3EM0TrFYMOvBKJUszjIXByAk1L+g+ibpvdR5YEMTiIqQucZgmj2yofhhbx14QzTd4phPaGgRlJKqAO8PQsrDLRQOBtRDgYccwkfme0cyTmEOCSLh0Jg8V0Ikx6wp6B1orsVCh8gEoh8Z2xnmI6BdgOwkAhv6MmFgmEJwcEspGxu0tglgiOkd3FgRVIE3HQJriuzxgR1cM/Z6WTUO9D06vsQQlcRXwkuA+xKibYm/ou2NwlsJNfLuA0iDifQnnByNI0DogvEOfTC0qwmcHIIKoL1iH0rwt3jpgN8e4lyQfiemCjE1iTJgOGeIG/Aa0SCYPHzRnCX+i6JYSDJhnCzIOkkwIViaBGoo8CcUlOajoABHHwZIZfjhJNSc4nfB+dkEnvITSdmLeJNSWQnZibiQBFKmvENTGbKBod6GNAFVI5C/xw4dpZLUvEEOEr278SpbnWiYgYm3xlcKqBTJ7VDMm/xjtP4FSeisZNGrB5ip544xc+MlECajCcclXC3uPQrYJOMd4r3i7CKGxcQOMXVC0RZyR9KVwvSlYYSimuIoC9YWJIEl0gEou9z+xOMcGDne3Yv8Ex8lcLdCbuTIr5pzxvsCIjCiszA8Ggp9oSHDSJ8Ni9ECxAKd6IJKBcTjGfJ+cA2KPJCKYTQOG/CV0D2YtyUyitC+KcoksQlydIkYgN2JXAnJ9pEcKkpq8CmaiQRXOsJUpTyQnRFKDYvRHKJSsC1bEp4Yiyl6Yn4V1bKh+nitFwQ4KT0IuEeQq9FIp3ydeDoxtIBqkCaXEDMkJ0YKRilvJ2qYl6MQgKRQgCpc8eKmpwkqQ8k3JCdKaCGgHnFUzvJPKRKQlKRySdHlWzEJqkBg3KQaAniSUvREypgaUqK7xeIAGkwg2+vOLT6aqT9Gu8fKUrBCREOEqi+gjkcwkppvWDalfJKqfCkBpBVOiwSiEaQDxfYRqbGmURZWAGkwpfVqfEC+QyRfFnmt8CljFhcEBkoW6VaPCqXY0aalTzJXlosm/qkmK2n1w7aTuZ+sRenNEfovabwFjRKVhNEPhR8HlaegrQN9HOwVSDMgTg2EfklckjoCzzTQqoEbFckHUHXwmWdEHuyrwR6WYSOoF4KPAkJncbunssrQPTw6xLaDkTus7SmCCOJ9TKHG9cXJPxJ7Rc4IaBu87LKmaOUUaaIDMMJlroCfpoEUqgIgegmbwTQQ6UKmYIePDekeKAaWqYZ8/6KyAFpx6VxEZWnEkbEJaV6bqgwgS7DrGmEfQhukTmaXGDG7I9ih5hOozSKDCmpioienhoXIHRl4ZpGbLx+yGGczjsZXEIMlhhqFiVbyQP8YXB4y1HodZOo8kJVizJ0mX2nR+4uuJnGQKydKAdQMmdYGlG0ENgKEel2JrjaZksbOmFQ86Y5z8aeVu2QmJsiIEk0ZL4XomY45cMKyBQGCZDhxaBGS1xp8M5B5nXpRXpNB6YTmZKlm8jEGnFemEYO+k6AC9I4nBEYvL+lRQ6KEDjr26LNihck1cAfHkmdXH5mQ2CIKBHgwMoCTEhZC3DrHMmxrCnz+ZsiQF56AhidbxoM0Ma1AmGXPDxALI6MQ1kQxtVp8glZcYAKg0ZYIFDzfRQSud5MZEfAFmrwINlc66o8+GFkpxKrO6xog0WXlm4ERbBSi1ciWWNl+GXEAuirZGWeDDppvqbLw5ZjiYNkkOTqFNlbxBsT1lpo6SneltZBGdKCiAfWetm9K7WUzwDcQOBdk1ZLEEOCVgi2UUonZLEDh75Ju2WuDMoAOZ1nrZ3ioVlfZG3otnRp6UsTw/ZlPutnYC08AjkPZSgMjlZZV2aNmexJyU1lnZXWU1BL4TWYdmLZGYFYY0ZKUGtlmY7/MpC5s22XtHDWrrCtlRZJLKBG2ZPvJNmhZW8UFks564ZVmY4vmWjmbgvWILmNZCOUKBI5M5M5kG4tQN9nJJHObxDE8DmfklM5RSbLkq5OseOn/4ubNDk/Z62eTn8hWLJLnVJnsUTlpJsuT3CPZuOVlkiZtMWJkaoHCZJlfYNNvXrzZqcQZku5eWMpl9+UBo7n2KKyXJKwBB2YfpAJQeTsmTheyQunyE58ifrQxQZJnQWEooDA6rwLtCO4tMUWI1mp5QkFq4Z5lwtSm0YEoL8m9wyeTWy0YOFLmnny4oL1jD4kQhal9IKWCCm0YMAsql1eKWdnmTyl7t4j+xc8VCHpuGedfoTBzeZQTGpxCnTnYpteelJQMxqD1nZ5FeZKkdyBcYKkiYdUFxGL5WebRhYRo9DPkEp01OTnH0cBkNnZ5cmpDbUQ/ChvksYeDEWlKKF+TyI4MpeVXGsMGabHk+86cVvklwnaXFnpxjEHiAmQexO3mHxcUOnmxIToDrG5SwBcQoSYrKe+jhg+2R3Iq4yie+j9wRXOvkF56WO/zAR9QrfniUleTvmIFV2FPnjMMCEfmHxLeaPn2IoBenGd5m7lMg95VBWWw0FXJJqAVwA+CPl/5IuAAWX5deVAzoKOuenHz59+faZ05b+RgWVMHBVWmAFyBW4RMFFOd/mwF7BRGLxp4Bbbh25wyU77ZgSYL/GsFVIIFC46GhfzHSM06TWFgJZQU74SQ9OloXEQOhdpnS6GhNXAGFcuRAQgJTQaZnhqUCQihTKWVndxIZlniCx2uEpOIKmgISO6y0k/sWdxnefKH4UUgieIEWeeFKO8gvUwAk549WRhiHCwJovPp7BZLWGtT/M4qYOKcoeeHiDWJfPIwmjwehkUWYcPol97us2RdfD/Mu+rAjMoC2J9AZcjKZUgQ8iRd9z0gyNAijRFXvLJBxFfhdU6Q2r3Jp4UoG1EewvRYPN0WOoQpHIbfcBYLxDPM39gEXeFgxQKi4gCIMUURF77hsUY2gqedxjFfhfsWo8RxRsVLguzJlzYRU8H4Uv66RQ0VCSfhe2D65Ogu3Cq2KyIljHhhxesXtclWFLnfFfKM8wNwoPDsUUoIeMw6g8AxZEXFc+dkKAyC1xXkANcGkHUWl8Q1B5ANcfxabmZcrIBOiqFjaWJkjUGWC9yyAS3Fyb16IKBbigcJJTuDKQPuRAGlGhJRUBWWHQBKCaBMRhSUJ4j6CyVDgEeQrEkR+yThjx48xXdzkYSucHLOUqxedyu8b8u8g9c4RaqYe2DsrPhVIQgmqZcR4uJCA/G4gtKUJy6AukXRavybqXt0uRUVH+xCcpbwvF53HoScJ4uBaXFFLEE7RKlNoCiVP8GkSTHi4epbzzWgflEVwalmTDfzOYhieLj88MRU/w6mEMfrhylK/OGXql14bymtFDLGEREwMLMKWZcLVuYkMy8ZeIIxlkMsySpC2xQqXXRrIloAHFSsGqW5lUWW6Co8OZdjCgY/pa9w02eMceB4sLRaMXsiZsnmVbF9gsHyZ08Mp9RRlr3DWVtBMpi+GDl5ZWjKqE9hTIKBlBLI3ielCZemUyyxyPmX2CbpWbLHIkuFiUOlKmhOU1e/xTXIA4b8suVdl2pd0hilc5caXalWkBOVtoU5dmXjlbQSGVe8ZZYqUTlAGCMUil15W0GEskzCKVnlRMPE4xpfgq/opygFV8XaoBif/LxWk6PYKEoFuY3jvlZ3NuXI0jeE+Vn81iiZjWy0oneVP8rEJhUTlzpd3FXFjpbuUrlpfFTZKGjeHuVYlEFWVh4ltoaYFsBFQAZnnc1GIAFDctmiSVwGxmaNH25xlkxWpU9QNQAxKNhbTo4yNEJxUdALGbyVLB/JdHmvoHpWUjQxHwKbIpyXcMxyUAyouakcEtpT9Zzxd+i0XmlelavCziPxuaUb8JPrPKX8JLBjn2hgEbtA6VapFKhYlFPjBUJydIAAVGhqTLFHByzbGqleVyCD5XEiAmNnyuVBeB7hQ8UxeYUOVtZVbCz5dlUAVDCOMsZV3xQoGZXNlfyBfkGVqsbFU688VZpWf0lPrlUberKSpVFIWTLpUX5NuNpVGVWVawxHG/MplVoFyuJ8iUVikXVVLhL4bFU5EmoCZU8wKpbFWKaQ+ZpUIUcRMSI7x+3JpXeVzEPDLtVaBWqK6mGVVuBoFJDDVXByy1cvkC0+iIFD0VAQa0FNCfssWGVQugKOliBrjvzGxYYSaPB0ldocsL4YR1UvDVKonkqiaFd8akxGFPYT1CuFUeRZlHw78tnjKVuIMzknyMIDKB9VnMGaVrye3Bab6VZCnTkny0NR1Cw1gmuLLKgz1O8wSQcWLPIDFKULZVeVCUJnQnyPtPnBxsFdptksyu2Nfox85oTg77ZTQq0D6eGNUlIg5J8k4WhVE5uTUJyGYEJEZclltAKOVSkL5owcmNbNkJyiNcvkyuFOWLU5gEtXDVWkEspcLKJJYnFlc1VGKVVA1zIPDKMpMNdnkQ1TCb8Iy1sNQxAg5WtUyA61d8SSLwVStIbV9VltZRVvgPNX1UfootWvJs1oEZ3T81J8jdC+afVcbVueptQzXE0pGK0Tw5a8nvQWm2eVyCc1a8tLAhw6MXhi01mcr0aTUoEXhiegTZerKvGr4WnVlZqtfql6YCdSzXByM1DxGR1VGGbLW15tcHWvGFXMXU21h8SjXJlgtaXWHxjmPDXBykeEJHpx0MCfqs1WdWAWsYyxBTWX4KdenEVKPVF7X1gZxnlQTQvdWHXRgvWOjI65J8oHVzxzBlLVh1EoEHUcSy2SfIvGlYL3kc17pViQpYFcIXVueJ8prBgg30TnUZ1skFDhGxt9b6XKgANdnl+1dNWjVg1m+eXXD14tYfUh1tdQbVV169fyHvy6Na3W9448P9Whs3dbPXfy99fRGP549VdxNCV9SYmL4Q9XvWn1JceNDYcSdUSAsgpaUvXt19NVvVr15msw67VphahYwEWIGIB3xxtaJAPxbQYoAwGtGDXS6FM6XxWqWfpWw2aVjDddU0eTlXw2VQEBJw3GFomcZbCVHtkJUgwVgdLrSNK7CSU7ogeiGEmFd/meaKNzYXZUJQAYbsjaNXlao2fV6jW1FSNVpgY1yNZoZBgWNDhHGHcNiyXlRKNGILY1q+dZTY2lwdjWoWoWjjQY0qNRZm41CVfjS3pgJuyXJW/V8hH+hFAsCV9i8mdiTVFJ2AabE2/o8Td3Rh0JuHDF5BASabkxN6Tb+gR4dEMxDZpsUtdEwYSgP7GhpSTW/C8J5Tbcm5NVTbqBlYOsQfJNlMGOlkZZX2fBne4+TW55/JPMFBg7hdaefEMVrQTBhggThcWFpKzDX+iqQ1hRM0SCzhWOomN3MQOkbUfGEAko4UzS1iqSzuRs0yVECTMDuFT0VQJOEYiB4oexzGaAzcc2dkUBFVB2WNLl2EgnUWTZOkow4KAqWD6is8qTNUk72S0ARmfNGBY/ZCQEGVkzMZslk8k/N7mHNlax/kIC1aZpyadlF5GOTvZlNPlULxb5gLd9kepsubfTpSGLSIBYt4aMJAEK7pODADGoObBho0Z9ihQxVsudfHUpELQNW0tYLXWTrMU5cTy00BKefZKY5LUS29V1zWfRMJnGVfmD2S8OVV086LdnaOgYrbLwM1vyQ803NgrWBAwtXLU82y8dLeC2stcJbqjqtLLYBEql9LDq2p2ZFGtWgtGDg80otM1Wq3MtDzekpdVTLWa3j2MjLlYvCxLQ83pZQwuGhjxEwd3ZMkcRJ60n5JREeJktVDRo38WhzLcq0gLIBbrhtPqukC6NXDV41N+MbQirjpRjdBbJtlYH8hGNJmfY0x+GbViFpt2Fhm0d4UbQm34lxlp0g9UPqpG2Ftwer+ARtA0Nm28Vibd5YtI3QHLb6e0be0GsAHbaW0SNubapnlAFhSoT929egiTDtNbTdWmBOKFjothJbbW1Z647e23ztU7a0HhoVbQiqTt11ku2xtHIE22gJkjd5Y7tKbZfgLtUBse2ZtGkau3eh67RYW22TGGO23gy7Z8z7tLhUlaR5YTbULyEncdfAHFIccvytk/ucw7asO8dJiICSxqSylxJVYjhRZEHZcHy5rVPNlwdXbOxDqmq2bvnCh0WYh1XY1cBsHvo6WVphywVIN94QsnyKckxNDhmcakdMzXEQ/RP6BawEdWyF9gvhkaV2zL8Plcx2fQqLHOZlIoOEB3cdiXiVVgdsHQXkfM8gOihMd4HaJ0UlnyEIDCdMgdJ2E02HQp0HFEtNh0uxvVd6zo52kEHydNq7CblMdu3pnSzsgObWmrKZ8aVEttDjcnlclHzFSC8YwebGZNQQle+gaRnoNe1nmOkAdBCVgqA51FmTOS50e8BApoE5ty+h+2QJSsfErLR6RW0mWev6A6DOUbSB8zb6ooX4i+gbOe8yxdhCf6CalPsR8xwI2XRTgtZsrAV12J4CDDnIcrrC6loQ4OXazgRqSrqT9Zs7FYb7Zt8NF2885NJtm11t8AVlEVvCV94EIrDZaXMklvEoYII5cBgnJdobs4rpduWbKwpdNGNZopQMgSV0+8diW0K1d+XWt2/o8CqbImcroJw4NKCINblosh3XqlvZsrF1b8JQ3cUUjdN+Nd0AYYSMl1i8uHKOKbdEeNE7fJdDcUWXUUUiUoXdPVBwziu7CMd141WXWV1zIxWZl1kUcXT0oGYLiEKBA9bCKWjL84LL90DJgzZZ3ltqlrfAqs4bEJVdw3SB2mBxeiAT0zxHnfxZ04p8OzHncaOMT1HRjMbT3HgezeNFPW4TQcmNd9xVCg7RfiOgiCMiPT/mpdCCLN15dWJFl7xdqphl2A9k8oV0TdxCIj0y9EPTd2YceeMJHVdvXU902ML+tUh/wQFLzyX89kK1269TXYD1YgGNsj01dRFYCFqIO3WjAVdgPdIEW543dljy9StHCD8hwvbl0q9jhUL0+C9vQr3i9PSl73Q9ivbb1WJB8QL1UsY3XTjB9gPcTK29daKk2I971UFr2hJ3UO0ZY3eOYoA9yffxLXd33d72O9Y3Rt1W9fTTkkl9T3eL74YbCH72Wlt5vnb/d/xb7D3wR3SLmvcofQQiJ959Jlwd9FCCL32CbEC9Bw91OZlz4RGPeZ31ph7QOn9xpPSSVZ4CFtBZU9wXYF2jw+Fge0DtL5jP2M9EeDaDE9ePTT079a/W+1hdfJRF0ClTSPdBu4BxSDDxJvXLRCJU+tpTA0YnSInjUpogElJNM8CKohX9OUUeJ/Cxqb+qv91/ZfiASv6tmwYdk8BNCtdrdoFrvMcjV6LWIVhuoHONxhnES/q53ri0oDt/dtzIsKmnAMOECA9dyHcZiaSyQDqLff0cJMHBQSASnSEcbAd7/QxCf9fCN/2KlYrPNJYtgAz/34DnyNYjgDb+vCBMgZRGwgwDNcPgNlInpr+ovhQ+QIOMDyqbQPwg/lUdAtiubL+6Hl+A5Ahd5nSBKQGpMg//3MoiduCyxYqcNfkv9XA842qSuaaYOsD8LJNAZpL/XSDlshkG3QqDqhEzZsDZvftmdIJhsyBislhguiNkkFb4N7itA6PCsdALFDzkDuA/5Uuizg9YjMQmFWKy2DkXM1nTw+AxYPBZtEAoOkDE5hD4rcxA2ENHQegzgOi41NUoPQiZnVoEWdNMVZ0x+/ZrfECD93e507mdQ7I0r27vav53qSzR/E49YiJNYklIMHiBNDi/r0P1D1Nu0Ms9c6Wz1ftVdF4ZmtheUFQpkKkMB3N5SxVzS8Q81YZCf9LDPnYbDAmK3kLOGw+GD3iTVA53KJtTj5UnDnkKIOF5v3lAwIcyMDrF4YCw5mSyYdeW/XPDLDB+bxpGBIQOW0SCKWnnDcBQnUMFc+fRyj0wI8sOkYewyHB1wOw8vkZUTRCXAHD8IxtmnJntHCPkNZbFYYhtpjapbQMTyZYXGQeiLjo8i9DSJgksQw59WZBNQ+LokkSpsWEh4gvcHl0jcUA9X8gYsCF3NtW8LJVn98ldIZu9qscrxx5d2WRQ9wbAsizSOPRjh1zdB3MKODG0o3l1Kw23WMYwV4LEqOw9bRlWUFlmdDVnpgPxiaWWeJ2QKP6l7RBfXI8Y8CaP2YodTig/ZRFVMI9F6YFqOVF0NBbnhocJZN32I03ey2qQMo0tzigz/Vs2U+i3PaPQsCWWFne8Z3TIY+jio+ZjWjtKonhxswsHvpIsLsRH1eET5E0UKjzo4aN2GYY6Zii8VXRYbaVwYwywajLKPGVCCyoxsU9w+5f9Q1ZO/euHZjmTtWP6jgRS13Mo+TRngmlPeQugNjlpXg5CS4xeSDAtiYx7yG2SLLlkndIY0YbFj4gggWhjVOeGM+C93SmPRjOAv6Ow8qYwj07g2HILzxjEfZfA7Oq4y+E4CUBbDyLj+Y75HiuOKPPiyJG3FWPljEpAgKlj7WR93xD8/AXFDjhTZaXIKf3S2Ndj43G57q5vRa2MHcPVO3W9FTo+NwbjURSONzjo3aGOTjeNSGM4jyzQUbfguwWT1jxvhlDj49JJYT2cj6/TSOV6GE7P13cdPddZqkT5DT2zChE8f3cj+zeZnTD0hrXnX130eUk4ljqClRQDE8bwnLp8XMOMH1ZSVXCcTI3IJMyjMmEqbtZaotDroxiNGzIEZtLIQ0+Jx8DVlYhhkRIlwIJ2axPRNr+AU3MoOkyYlfsWTWJMuxeiZ11iSYk99AvFwSUhlcTHJLJODxckEblUMQk05P9Mz/W86VoyCSJPtZO3Jd5zxHE35M188Nr1jXhImkQOf6bmR90sJOA9ZPJJtJG6CQ1WgxD75JI3daTYodYhpODxPo2aP2Dyk4PFaTerJf1x17iapMSsR0KsK2VkkwpOOoq0Bwl3p8k6JNEDhTdNnz0/xDMgtVbkzYlwY2KGZIWm7iblOeD/UxlkWTPRV1MSTfE0bleTbUx4mcJnSGPCVZG1LJaC8lU6FNZJK0y4M2gpU05NjSr3flM2TU0z6hZT5k3sZMAqE90OLJsyAR5kTpGBpCz6pNGLEWiFPRW3D44nYzHpYolfwbjITAGLGFBEw2ZlTDkEtIZMFWrpc6kp7LLtzgtG5qCH5oMCCa7gz2iSZbhsuTHjYLI7WQWj8SNhJVAQzJlpqwLhaM6KmG8IuGVjukZcCdmgzWVhzZx1ng5TNNGtem8Xx8JMwEVFO8Keyz4zbzEU4FguVpjOJ5oytBxG5BhgjO5OuNc/2mEpM4jPtZ5IhJhJKDhNgn0sUM3WRj4uM06iKzoyujN/Nz8AC6LKWKfTnBarcRzYKpe6adz65eNuGC9ltLXZNd2ys0jNC8WTSUQ2z10UK0nkSs3LMvZvmC7PqzKswpQ9U5TkPFNlWLPxNd2w+EbN089s6MrmzJ8RP1DNe1Te3JpkqBpZWK51G7km2ZfLcqPIbYaF3Y9V0/HN4TPHsrApzlRLP35zmc1yPyxPIwc2RdnsTZhv990GMhpY8oCCOZtVNi+HSYcbQ62KErxpJ0cgHcybZdz08TXNPJmbVSDp1WcS2iUtRrWqY/Z08WxDHNk81iC3NncfKZwRdc5XHTxDkbi2ZtASiF6dplBPPNb1rZFWjCQkaZm1TzV3LGbzQUdi4o5VzOGKAgj49rXQV81c13RDzw+AvNMJuxoPM5Rq0MxANVz82a222Lc0obk4X8y7ZkU68Mxg7prrbbbGQ9xnsTeKXkC1VI0h87si9KnwJm1Emf8yAsvzOUSlT22uVCfAALWeO/MBxoC3LYMABNU0AXTCybHoremhbbYzUxI2r7gw9C39DdclI1nPDN3oaZDp4PbQLT7spoLjqUu7bWwvP0dE4s3fVn7cDNn54IvPg22yUOsNr5f8KbjfzRRKl1bE1pLky22BVBDEaLDgxZDDziiyXm9EIxYYsYOGeUEULhp83ojARnaXCVURwiyQ59IwkHItGtRSmaPOLGkzbZHQtIYIVIZARZm3RpyNA3mhDK80yCwFGef8SmLp7gwW2Q6QPotMQMS+otwZ9i2As6LSi/l7652i0YvUQGqCotpLRi0QUlAQ8x8CFLHMrJMz23WU2UhobEw4vkpJMVrJI19Ope2+gFs1frKT3i0tnBLVRVotGD++UQUNQWSz4t15RBaXDvjbi4jIH5DhOMtbzWoXAWfNjY5PNXD2+T1AAT1i5S1EFBTXCVGt6S73BtFMRWYu6LL9ZDboLf0DYs4RfOpMynzyyyXD31L4Ykv6kHi3ctWL90JMvuMfhoniILfhiMuSIvmnaCBLTAKjkVI71myiBLH6N0tmQP2Z0tBLvcD0sGLq0P8OwrmS80tJLJTNMtI5mbeTnt1BqPqnVJgC5hLX0Cy1kuVQMDOoRwrTELnD+Qmyx0sFL5i8CuY+tK0csmL/y5Ss4MUJVcskrBVNEyWLcEa7bYCbK054vLNYPJhQkHy1cuorOEVEv/LCKxEv0rBy0QSUE1C/2mx6h3uRRVRDC1xC469TJhMthOXK+0SLG/dWZJSfLD22v4Z7eirars/dRFxQAM24VVzH+GzJpRnXVPEL6dXEPN+KjSswRaIWi86uEJ4Jc6YCQHeDZh2JCdcguBrAlC6tD6P+XBEd4rbB5yQccWFRE8iugFLhvTxXuGvuarXWmtZWctgGKh1Q+qnFqRVmECy/oLuNGtMQoWKiGlrSUmGvc2VkB73+rPq4dyerR6i1YBLvqyGu3gcUM0sdrGhtLhurOUb2uoEA6+GtJThCRXg4OakBuWZx1BHoStxctgRIiJxuEqbNLSBcfHu26ZvXHc2Y62vmY1EC+LY7rvcJZau4ygNzZwqODDuiD9eXGeu6s6hGH5dzfEQlCQ1GhIElWLTU5wkvr5axmsOIcBfetXLya04t/9ta7GsuEd63Rgnro68GtHrdvdssdtUG6gTerBiyBuGJ0uGkBZLAG8AQzAB89+vkU+BFhsYrxa/yBCEXa1kserHvbRBbr76690aErDbBvz0lEc0TgbBy/RvYrQG6YtUbJcH+uMRza/yGfr3sRWsm2RG0qsqZL5isZiLpqzWBTNc0AIBWr9Igs2OqXQzQu+6Ym3hOCQFkcH4j1Vq7tiCN/bSf0VzTE9Iv52uiHF3iCV5PaK3iH+gXyARVNhoa3iKWKJ3Wg/IAXg2gxmw5sHdhAy5v2bBxdKC+gN855uq2/A+olNMx7FtLXDVpSPRMJLm1IjIDtPSWVgCBhoOOmbcW+xxYIcJNXy48tzbeJxIIJYgjBbC7PEvSOpfL5tWkFm/RBWb7nLbjfSqrGFu0IUAyRxHzcJEkUVbbgp/midSqLxDxDC7K1ull/VVq0JCK9o1tzj8yMgKhbGwRQV5b/W9Fskd1qBD5ocf8EJJncM25lupbX3tBM8EV3HZtRSPWxwJYtm2yZsHcGW46DfSXm+KMC8Qwp5tbb4o03Z2t/m4NsHcQBX1tRbmiGNugOfmw/nTbw412L9bIwqkMdAKmtPNGbLQN8IZcqWxNu3ioUDs7jcS4d0K3iZ4DoMVgxWyoKFWrEONwPbr3Xtuidf8FPRKGGOwcXygYYrDt8o43OXynJsO5jSa8zW8ez+gE6GgLQw+2e+L+08vLsixD325UjPjO2y/zvbUQjhQ+VT23/bjclO11sDbGHWyTmEc265t47v4E8LCbvuW4HX1QlZyIcjxAfLvUlyLOMNltXC6oEu8ulhkVK741trtCVno+ru6bDE6z1QJg6beXgtmODiWbisIEBRv27bDyvMDh3MPGAtL0BaaBKLu/S0KAnElrhYIlu3WSyIuJFaTjdzEJy1OZyk6JqalTRoLmlTCSChzqB2du9CyTCSCYa4tSezbuSarg3kJJ7cGEwkZadIJGlJ7Wy57uJ4wHdnbQZN8xlr27VLfumVbfiAKiiDhdp+itdWCGHtXNT/R7sJIcJbXM4Z3Xf7uu7mbU+l9boe6Bs7LLi+/jpA0e50ssZAO55wymYS2Bi3NCCJDbGd1y3HtpdlIKouz7V3Bbuu7hdi/R8pfrAHtLLpU3wgD7ve+Rn3JF+6/MiVc+/6D88oK3NCXLSWjh2pDttqXD6LCSBKR5C2i8HvCimMFWsFLGkwkjZsVafe0l7JSM6WOQEB5Ht+I8QzMnZLIBzohL4K8H/tsT1iD3u37n++cLH7g+7vRd7KBxbhGte3JWgAHzWYgdEEIKzLv0lD4kJ5Rcv02yXYWD2IR7DztfIIsa7sc02mNo9B/hThsxPRRI9tHwOwcdDUMCE3hdlc+f0mWhWl4WZcz2Z5kMETLID2G5z/VjubdrieLkmWmudD3yHfmRngfliPbocgZWHdD14yNWc7Dc5GXALJDZj6anCyHhPUXXUGvHdD1w5tdUVmSl+bj0WICJLP8yJJxOezM0dcbG+Ab1krNofKHaMZiz+5lpdYcnZGqIDm+H3WTVkTg13NTVqkQuWq1EMVHWkeaHcmYx2mH1WU1as5XxTEcdWs+AtxWHTeI4e0glhy4d+afre7nFHRRD0UzeOfRodSzZR5KVtHcMeGj6HZ3OUDLRbh8dgAdg5b5lSjqsZcVqkMucbmtHPUHg3E8Z2QmUTwJ+jQd2hJVi0BkThHMFY6Zdzcv1z9HJKIdfVhq1noWoDnWT3UAweXJludOu+UkHH1I6buTD7hUpM5rgEDkf0M2bAJBkoFOUCUTCTEC8ftZ8TmsuObrx1+SmLQJ9JMOTVi1fKXZYyAwSpLgkEXnaTnzK4uCQoAnlNPHaUTGi71MJ9tMBL92RNkwnn+lYsUx/hzCf70pi58dG5AJ1osUnz/cbihQWS7JDzGerHNA/HBkF/wVT4ky9yCQcXARn+T8QwZA8ndUyFNXLUJzVkrG9y2ydMnmU7Ce4nOeXlMlTsp77x+t4p5CefbPRf6IzLfx7ycynakVqfFWyLrbhoHYJ3Ynf9cJ8ae/olMMFs22epysfTty6zqvc2OvBcfU2Jqy2ETFtx4pvKrqmfadabRXs6cr2rp4JBcQHp5Iu8j7PThhPwLCW/2ylhp2Yy9CTc7STfM2QhLpGL4toxnH0aRwAt5lny3GdRnQ8zCyCjcZ+0Pcc3kFelXcJJAGyiDpZ8RxMJJJGYjqBpZ17g4M5QL4vpQXELGd7MOkb/vvINZxYSJJsBW2dfhUDDElNzBZzfOOM5EvrbZn9exWc3L6UCbEXDl/OcvpQ6Z8OewYAC+UCpCtdayqpnm4fMbUbS5xPOCQjcd0Kznc80GdDncZ/WdwRCJL2dxnwkWvu3n743GddnOUeO2Nj0THmc5R1lfYufnu50+eU+0EUpB7zKJ1ufNnTIPvlsnXeGuf3wm89aCwRJkNgYILAp1fQoFhPQ8MoXv53syVnGJwwT3LRZ8ufwn0F7mf/nVsEcbgXX5wZCKaGXoecEp3UYWBWkZ51WfBwB+IhdN4GF0NGXnezEbITBnFx+d7MsF9essXXYy+eAroK2VyFnnZ+CtvnaEKZovn0l5hFgXcZx9AnzsIjme/ak52pDwX+F9AhhJwhdyeoXoqx8Y+DBl1hdvEpKwKcIXn545hQX6l5GekXiwp1spnAC5TxyXEujZf0XY4Ixcn1hAvResX0TMZcwH3PPxdPwelySB8XAOxOdNzwl6ef9nJ8xJfjnGSb/uuXGeLaetB+I6mFdwChJSO2FpIz20QQ4dBwcm7mu8mEcTPbVld8sruvSMthBV7sG2rP1cxPCdFC6FEZgZGFoiQLxECHA5RO4J5BBOzOBNDRQTEFWi6AryaPEd2Biy9XtXM8yZj/Lk16Nffp0Ad1EUSGaeTjnHCUd1E68gSaDgUFm19afWK9oa1Q7XLVz4J+a2kNair9VEfYi7xHV2+iLXO47XwdXmUDGCtXeAocJjXg1wJA9X6aWTjESy8OgtzX1sWSgXXHx21ejXVGakKfXMRMKYwdmVGxyQ3JEvcas8TdrLZXXBWTB23XcEfdd2tX2GtdqRrTOgh8dVcMDetXAiiF7j+4iENfOoBLP9jI3XkC+SAdyooWhoHw11NdCpSgI+CtX7I2Dcr27I3TcRwDN46V4rpaHFrSYKEH9cg3m1+qaMnvNyDfLX1N45t5wVEQDdHYUKLhKnryt4bRPXs138h1cwmAiS03EtzYo60HDBTcg3sEhx3i+pt91EsU5HfrckSfN11fWxAwngLM3oN07cm3d127eMAaV5fE4SRqO20tn1AEWas8IEF1GB38m7mqenIm4eoxNCyINE6pQd2r4h3aoF1EJ3Ed50Ohnkh3yPCdDNV4UwxPPeTiwMy+dUcNwwnR4p6J4MdbF/wo9vklAxVdxS0flGMR1eaYx4WylCghiZ3EA42KV9na9M80zaspPm9/aHXzQP3ehpWxaHWd3AMQnRwIWdEwUHX1aQ9EdXtNI3cl3/IRvE13lGbPil3CdNRhS5TdzB2OUqxfveOpHAqWnj+mfTB1wgp1wGnHwQK19jXxv5TTc29B9+zevh90c8UH3Xd/RnXwnCWWlf3AaZ9Dq5Zaa/eb3lHYTgxKy0bBm/gQ/UKkqa09ZXfMYm6aw30Zv0Yg+C1Nk8RIwPX2LvfZNzfPnai3vQtVnoxddyrct3r4SQ+G0+Lbsz/YqcHfcutoZTQ8X3l2MveTVSN8/fMPuPIqlLwH95dhkPm9z/evdAsSA8APq3m7QQPj93g9ilHye5ysP0D9pD0PqaUJAF3jKZklIxyj4HF73mD/I+EPbmZI+VCmPdUPZztC47khg/MVwJCx56mWlJxYseY8vTqlpx2mPxYSI4WPMZm3JsxuluLFH9Bq+QZxAbgB4AnKPgOYC0QgQHQCDAYQBEC7KwT7EAuAfj4kDmAqQMLj+szJZJMJ47QEiYJCxYeez3TrACxZueyT1k/BhLFkk+ZPyLPdMDAU/TtacigTZdDyNtOu4LVP2WHY+LJFgrnpGhmuAXpVPyjTU9NPlT+CIlPA8B099Pv8agyNB3j0Y8T6nTyjSMB41nOAlPjLD09kendP08ygonks/DPUWKM8KbFT4s+BW6z/M80ebC3M/TPxVyea+PCQAE8oASQP4B0AIT8EChA4QCoHkA8Dt4AxPCQFc+pAOBGx52VrjO0C2i9Q2Ijogvz0oPVP+EUC9KQ1Tz8/lP77af1Z34Zx8W106RZZJlj3EwFPQT03R8U9wvo0i/gnmLzGNyjYk1FPy96o+CfxT2Y4WOmTqUwaPNj102US886Y2idXYbE+IJWjbh+pN2jaBPZOkv8EyuMEnHtvL2ej0jmJO4v64+i9ED207WMsvFKCVP/F2L90erQHdnIDZlT7jCdCgA0+NxT5RKGwtMvYE/w58+Bjw2klXr0/fEbHBEw9NI0eE6b1E9nB9Q1GvN04z20TZr0NQ0ThkOItbP0L/ptAzL1p4FNEN9QzCeeWPmBD5iHeW2gpFvKCHBuZikmcREFSGWcNzIUbykyy4d6QhyLCAb0yBt0jw8zAM0ODHktQDqdVhtOnRBduEZZyuFiD+0hb4fp7Rq0LtAygRS8pASTB+nCImQGqBzRbx90LamIlCbyPN6YOrl2BIrMb4DWu84riKjhvRsZWLxvBTPnB6JPbwN3ev0TQrBohxJK4mzbfVTNG1of58u/N5TDVkyB+iVIq93xdaKG9PwRb3tHP7obKKsv00Tae/fCPt0743EB6ck/8LbYbYWfhZXlyXB1jEAs8Y6d73FglPqZpL7NIr77+/CQ9V1ItevAljvE38EVKcnC46WR/xN2nwjAUOpmXEzb3JiH25vucryTB/HBx2LiRsItgdQnt9nMBanC47ZE3mj9p8AAN/0Iaa9yXcXeWCbL8qPLR+wp8TqilP8JmMqk+46OVMVi9Li97gVsCiYOXQodqfQxIfQJ5h8ifbmyh+praPAJ+4VeSkPg8QVIdTySoHKUiaacPWxxTGs1BKFltb1mwh/gWv2+dwcCJhtfhSoz5RyRMkh+DR3V8uwXykD4o4DZ9XDrXVR8SF3vPJ9r4NfP6l3c8H1rifBXqedygCPlVh/EhnVhwNofPW+XwZpMH+p/V8OhdfnBfao49V0ffnzoNI3K6VlD6v2zxjqUwFkCSUDCPQcw00buX3dwmYp1VSNR3su2+ohzrT/l8fV0FtV8K7yoptc8VRE/ceAz5uy2f52yn9uHpa1tS9DU87n8UmSQ3myvbWRuSfsao8GH3E0QXH/ESF2p5QF9541PH/F+E9wxTR8Uf8CJmeuft5jIzCisqjb00fJ1bCnvI4iNnzN9n6Jt+QrmnT31EfXTSUkYdOH7mmtNE3w2UQIdibtQLRoxesNS4EeFCAPfen1rgR4ISBsFqUp+ecbMSNW0l+wpv3+l1JF7HwAMffunzAISDiPxF+OYHnDD8YdoX3ylA/2veIKBfrXaiiDiJHXEdlMxSfZDGd3n4N96WASf5XNWAH5d/Df1fJp+qgQ3y99U/ZTDe/8W69UJW1fOm9seJPoII1+lf4jeV9ZfNGqBgfovPznl1f2FpL/MlfPIOKi/nC+Alm7Vcy/30ogNdgL2iL/YbgrvkvIK1HQU9LLVo0N850gTQ1g5pWachwrr+jvMSies4DLCXK37vuLMqdaxo9kDg39/c0QNccEhQVUdsng7RC6A8aXI38b1iGJLDVXv58I7ovm9ilwu0H0eJKEStfb+TiJxpb/Nik67wPG/RtZCBV7if0mX6/B87wMki6tdr+P05v9n+R1Bv3f26IlvzjP8bF/bX+HD9HGN1p/zfxAuIDsf769UCqfxBfDVZcAn/AXlP3dMB/4dmAOV/h8T39rCbfyiNHDrf+xe7528VTCvdYAyX8rxR8Xn/Pw/dgPXeKOWjl8JDh8dBwA7nSOsfCFh/wTBW8f0EZhGxxyNiyavcYG4OHxpv6tPgiN/+Sl9bFf5b+rxHf5FMT/l+Uk/HcV/6P5YMDwte6Ca/Mer5wAvBaDa/5INUf44DU/7oNCWwcDff6/bGeqJrRAbzIV8LKzMP4mINf4QA735gDJP44NEAFoDGf7kNKf4hmTL5HHAjQtDX+L1/WX5MaWgHf1G+KfvGjQjDB6qRCBgGYaVjArJGGZlfFX6hNMM6NXDjBwYTHZWFNEYIwQrYHbPkQBQS7bMvL8KXGUQE9bJuzKpHSBKA8UYcUdUyqIALaa8T+gcdNP5hbHdLqXNsgwOD7YwCcjoSQRoqDccwG0dSmBpbcbg6FKrzxnMIZrpHS59wMraa8TQGj0SQHLDNz7IRPLwW/QwFynTdxqAnQGo7BQGKQdQGo7L3DE+OMD7baRpscam7aAu7bCVS7hYtULz87DoB6A/bImAjMbvMUdDGAlRq1oONgFApwGWJfyoOgKy4iAuQGA8Ly4lwMAHxA0oGZALn6fxIBw67ISiVXNXxtAw3bbQOq7WvUNqfxIfztAghr8HNXxDAnoGcgJhYnPQQGwvYQHUzFoRQ7f15SwEWb0nAXZZvMRz6iIN4HcCDIQxPGwZgLYGsVJYHcuZ4ZDbDUYc2KmAfbSCAEsKezODaCaLFeZwxKBYFgTf4L7ZeYGyHHdKDjaly3A2Ua9vCJwXAqIQhvC3JmzE4EHcKsr8hPYE5eJ7qXkSUYR2boi1jHYFcRRFQWRSUpzgI4FtuNKjO8YiDjjBFyumawGcgRtyTGX8obcX4GVuf4F28RYRKGJEGjwSUoFoUooGuZEFTFLHZHjUkF1bKHYLvMFy3DKHbxvRmy4gxYFnA3eg+vPkG7AuaAtwYooI7M9zP7Dd5LcecCrDHDS7xAw4fA0OpygkEHSgpYEPOaxQTCOcbcgijZSgoBwgGY2wMg5XilvZY5UA4iaHqOYwUjHXatQJg7nqZoxMjISrWg1gEwqC0Ecjap7u7aMIgEDY6d7ED5CAwzYeFFqiLcFhY2KEIr+FKYrzEOiB6AIYphFEoFWwcChRFc6he8QCif0eIqGQLUoslV8iRg5Hh3FXnjwURSgpg5EpEVf0BAFC1I4oZ4rFFMNgvQMoqaGCor5ArDawIIww5FKHZF5dEpZgtIpM7cqw3FZQydFQHigCHooR4BMHPjYPjXjUIoOVGbjJgvworFRkHgbGd7+g1MrtoFNaYsQoJZlDoBDgocZlgzDhJg8CjAoK2wHFTcHDgncGnbccHnFbsFLcDsEdvBFDZg5Xj/8FsEIodcG1g8rhQgZ5gFgp7p7gsEpFdUcorgo8E3IAcG1g2vihvG5AtwKjpBg3wownJpREgosH7AzlApUcdgkdCsFlvUk4wQqISR8RQBiTMCHZ8ecF/jPrjRgmbi9g+yZ9FQcFfg2YbbLQHiEQ5mAulaXi4QjEo1g+7aXcMUq/FE/RYlCsAcUFCHFcTEoxgxHg1vViHUQ1IHaUJEqNgrIFLhKsFlGHCrCVJASs/GE74Q2sFiQvqa6kUcECQysEzIDiQwVWsFMCJ8hiTDLBfFdIDucGUAtA7yyMlH95dPaHDklTYrIlEF5yAJ0GeGRLAGQhhp2qa6wclUyG/xQobp3MQ6Z3AzZevU4hG3BgS6kLbYZ5NBg0g4eiHvNkiX0efiIgId5GUYUxNg6EoTSXq6osJiHBFDPKVERF4YVGBwJQ/YFQg2MEFvcBS+gH8Y2IJ05rMQ7ilJBwFhETiGCSNKFRCE7CPFaeSKUJnZpATsHRQ767QTAHDBLcKGhlVipM2PxbNleUqhQwQp+QqcF6EGd4eQra7QTdm6rDENDZQsUESMP8bEKMqGNQtLaFvCMHU1HwRRQ5vjX3KATtQogprRIkHmKOaG8oUuBfFKpjk7Igq9QzIQcJFiFN6HYhTgpgSq2DaF7QswHFQrHxpKDJQhQ9aF56C6FXg9qF/hULKXFJaFDvAYQFZeCZRQ2SBEbKjrbQgaFXyYKHDQw6HQITaHoQrDb0QaJiuZfaGDYKeACrRGEfbGmyKIBGEMQLaHgbOEjcrTqHz8cqwgQwPzAwwbiR8TMH1Ia66RQ36Fy5BqHbAl6FHvaqFXgjigUw+7KqPU8GYqduCbLcaE4CJRB4wwxA4eGV4Rwb4QlwYOBXeefjkYQcTcwwqE6vJ8iirB7JEVA6FTQnzbIPWaFgw2mHfQtGB8oXSGLJEVB70YkpSVHkoNmMaGUxWzqOg/oG4jXWFywNMAK/b0HGwlrimwt0GyBTg4zAtyFOcC0hqzWUYjvBmyXwfibQTN3DJnD2GcTZl4VvOBy2CYOHefUOFS2cOFiAuO5Wkd+xpgfgbtKCbbv2NbgvbKVC3NFQhUwGLZ04b2FS2HcZZNO3h5wn0J7sfyp/pWbb5w6jguA3EApw32G+A/Ig+vSuF8sUrhMgL0Ts2GOGS7aDhYtFQifpUTrZgXXBMJNEg4IRMHe2REE9XMJJKsdIDh0V7pokE2YqQyd7kIUogczKSGXeK7guhRDjU1fuEVwn0KWCeXpbwzOGNoFhIrw2uERCeeFfbIOF9wiWx9bC+GS7RTinJC0i68Gbh1vV4GHw+HYTmZwbtwrAQHFBaxBuDuGksQCjPw1VwJ8Oya1gruFFcWeFiSUBGAIyuFkcEeF3wuIhDwieFM1ATBMuDHz+VYIiNwn0KesUHg/wxeFckDeGLcIPYnw3eHgsIhEA7QchHwuyplsINyJCUhFyzG+Y3w0lhgyEcSMI2sHwIkpy0IqBF1bSuEHpHQZ8uZwY6w2PRROYr7EVPXaHWYRG56AqoaQKYFi/agGFAHQhdpURGjA8RGfhSREywY3ayIvTaMTT17uw4fBgjeEoOsREEbmVYFP8T0Db3CEEHA7WrCgmsAHAyurWI+UF9HM2rWIxSiNHGaiGJG4EeHEnpOOVEKyHaaJmjN4Eg/IGih1DxHcfEe7sPc4Gsg0xFGQSkEVOMXbt9UxCuuTYFEVE+rmIyUH/FOxGIgnVzfAgXqGI5YFEEGzY0fJGy2ub5j8nNj5FIjkFeiGj6VaPJGyYSJE99aJE1Iw0GDlBxAzwrJGdHGeLq5JEFkg6wQQ7QFwuEIkGf1AtwlIqjpWIzJHTQQUG4VXJHt2UUHdlEaDt2c6hblHGiyg1RAqgjJFmwHdAYg0lhrI42xTpYiEC9HDhBRJ/oTIxHpHRbtwxEYLavcCAgkxeBwLIlfgM1ZGg3IqUEINTpEyuC5E9IhvpKOSEH1FXAgwPTlzjsamqjI9ZHBpVqGAo42wOIlfig1Pdz9Is75LI0sDW7OpHPIjBD4ebpFyHFpGweVRCcgqJE8PZUFxItj7VI42yUREFGoxIFZ/Im5QyCBGJW4OOxfIqpHhI15F19TaJAgnUFN9CB50VU0HjPDbQugi1588DMAeg3oTtDYX48oi2FoTcXScomnoagFx5XKO0H8o1XacgH0GzAwza7GSrD0tcVJEPaeLVOcva0TVuaexJVHgtB0qQPaeI6oush6orEz4Ih1o1yZB4GopGREORLylJaeKc2JvafhJ6HrzLCRd2FVE7zY1bp7N1ENzRLA57R1GLzdtADnFQhaAW1HM4dVFv2c1E3zDeI8SN+zGop+bk4e1GIOJkAHXS1ETzd+xw5buaGo0IiUEWuqdxAjzgtfIgE3FNGctD9IomGPpzzCMIhowu4uo6YgsZf1FkYNBY1o6pQoLDLA57P9KVo7MB5ousibpL6LNxTtGNop6HCdBNH0kFHJjzOZCpo6u7JowTJ9o6Iju7cjqmo73bjQb65Foq5ogSC1HM4IdGAtaDKlomxAYXI+x/Zbub4YYzp7oytHcSPeZH2WnINeQbAOtJXyteK9ELo4NE/ZQRE5mRUw4GHdKmPIswvo6tpBCZRGaI9lEXaEGAJQH1RvomRG2FADE4GJwQ/ogQESHN2GWZMfCf0QVLhoULLwtODGu7WXJ2HT0yzITKAF5cNDoYyEAfFEebXDX1CohISE24MfZ8Zd7jiQzDHwYgxCnZcijGpKjGoYp1CuZMSaZUXfKqzW8iTcFxSEYlaH3ia6bMQ8pB5WLoB48OfTrrIeCCYsg4EvbSFiYnjF6sFDHYYsWEODR1ByYhDHJHMg5Po0TaqELkoLTDxo7mOsRcldDg6Yk542vHHp6Y+oAGY2p5MaExj6YyqCGY39GGvHHpWY+oDaYizFJ6LkBOYqt6bPSO7i/H9RYINzGyAZzH16VaB+YogawSCyEMGILFaYjzGBY3UjWYgaCeYjO5yI0owRYszE2YlzEEaXzGxYqhByomDFC4QpS63UdYyg6pAh4VWxFre4IobeKyQPcNZu8PD4MwCKFy2K+jq5YXC41Ucpy2R4SQ1bUyAoG2xj4IcD+xZgj0gWJhy2JQh+rF9rzrLPAhvaPD0RdDaJeahITY5r7oLT6hFId/CPIJ6FgLKSD5rZcqFQ22xObFprztedaKhcrEcsBqH3tJhp2JCajX3Y7FIzYXChsDlZlYjzjFYgGJbY9t7CiOjhDQhhZLGbrovYnNYLYhkLR4YqgBLUuIzY5PDXY2WxjY1BJoWNnxoHLPAnY39BZ4P75e2IbEZNZdbz3C7GEJUkyZJFHGdrSbHNLekJO9NHFaLVZDVvaghnEWDYC0KpBrCBLjnY0nFRJagjA4ryAE4tmgL6MwhWLHHFjdJ7gPY8EohpWdYlYpNa4gAkI94TRAxrGkJilHvCr9EHGqmMHE+4Xt7XrKHGXYt6YE3KrHQ46givCLRag453CXQTbED4HYHqYi7QoUR9AqETVbGw3XE+qArhhYyVRG4lsKxYc1Zm4r8h8LIrym4nwiUgY3HPwPQo24hFTfwe3HbMfkC24g3GHWLYiRxXVZ24oVGXTGPwLYvXHu43THubJ3HxtIzEDAnHqh473FW41tZe4gPE+4uzFcHfiwQQahBu453E7mCBhh4nPEx4y2Ex+TPF64iPhTJPQhR4/VZuvM0HfmKIxCHAvEC/EvEJ4+3ELmLPGALRPGHGZPHt47LE6I/jRSlYmyhaKt4kDFEABfUmZKaIfHvRO7hOnR7L9QEsoQxUfFPjE9zTY+fESoBlaPuQLxwxK4qagRV6z4jfFSwLfF9ZQfHL4zfFPSUzSkgBRavlUxED4pfFz4riKZcYoGtgUpaX4zLiaIAIqPuQpLGgE5HpSKrQKwbpBFcAXrb46qBbmazBbIAXrWGIgg7lB3rgE6aCQVEfFK0QAnn4hUSQ1L/GU+a9yD1Q0pP8V/EysWfEXYe/GJ5HkAX4+fGn42Ji74xUoggD5gquGTSFDHPTagCgkmuGTSEEzfELYci4343AlOVKFaIEqehz1MTrWGEUEEJPV7RzLHrlzbRFQJK35NKAuAYmJDLALCvDrTd0xSEkeIyE63L0fTQ6aVISRKEyqDYRa2J/QPzT8YSXGaEhQlXST/QqmGZqmxcQym4M0waExrLkE1RDiEs0x+kTQ5GhPlC7MPQkOEosh/LEkyz4VwmsYMg4eE7kDQnI0IdwdEy15XOp2VKKTvHakxjLbRBGhEiQeEuFr74v1hPGNT4pZEfF+sMhyCpRJ5gMJhIBE8uDomeKwRZFIneE1YrN+SVJGhP74flZQnz4mwn6LYwn6E8gkqScIkVEu/EsLWPA3GewnXRUSHpdfbiNE/fEdo9wkL6EwlNEjlhCRR0xXYEInCVVWwfgofSRE0AnNE4iFD6PnRRzSoaT9d14iE9X4OgbNjWJdDjMOAjLrExZaNSDAphoB0CmacpCicO4yw2frLs8UTg/LAdASdAuBXE7Yl+ZcTqlI+4kQdbXiY+RZBXE60b9mCU6NSM4mQzKFadoUTgHEpmYw5F6JbEiDpwzU2QvFaCQnkPVgNw7uLQSHqgSsehQcEqjgMFTWZPEs4zgk9o68dHlCIkxMC9ZKnLfeGEm4dd3igkwEkhzYjp+8ZnyrFJCT9NMjJEkk4lPDFRAgZci6AIF4ntHcklDwDknCZNlH2Yq6YvCMzHHIfn4xGAtBCkpzz24wlq56KLbIqa6xik2QAyk5yGHHGvFDWWDDikoIoIGV0Dqk/n4q/YzFXTQXJmYjUDMNSVjSko0l9pM57+PF55XPKJ60QMJ4PPXZSyOF57xADwDvPC6wgwcUn/EdoBTsX0Dik0KDEGUoyUwXSxhSbIyQBd0kKkkah16KF5aItX5SHeggkILwosCTWBmcAMxu8QEmXUb0BsELjj7cCgTXxLiL0ERDihlHMmD5BdjaAg/Dck9MnscB0JeXbkkfdKRAiSI8TMSMJA3SdJSQ1egggcaEkbUb2oOSGP77nGskHdAlAlkvwwT4Psl2HEmIpid3qXE1/A5gFQSlk3Zg3SIoCGJfMlAIfjDzk3MkACFHBqgdkmOkNcmDktMC0k3aT55XckfGG7A3SKVrmJCzbCRMEk9nYslGbdsmbE68nXRcHYW/AxBFkiGJPkodh9k67hvkwqxlkwzgzNJsp2bCcmAkkFCg1NwSAUV5ibEr9iVad2wubQaC/lVck3kqLYQUj4nbkxCk2dKXI3SFFo47JeK9kwzjfZZGj+basl4UhGIiSPYhd4PsmuZIFYubKDgflG6T4UgATOwaVh4k6poW5WCnrHYkmdkoHYOSFtBbnPsm/zdXKwUpikfE68JsKIXY0U7MkVkoXYFklckPkvMlHzIimvkuSkezaEmSUybYfQU3KJkthTa4mFRRbYPgvxczhpcAvTtsBA63xAynOwwvHCozvQmyQSoKksso2gnSnGU9ASmUuyk94qBLmcXXheFfVjvWMUruUslGdofVi+adjhqkMXaAIAKkUmPMlLnBlbpsUIZvk4cJn46KkyBTAQCAQUZiY2RCpwDAnmcEeDdxPNiKFTASMsF4r6sOOqcJV/j0naxIDoA+oEUls4ATYvhu4MckLfFKnF8EmoAUuKm7MAdCGRRcmRU0MoDoGKkRUkXAnLMTFFgxCmEMVJbF8dqk6cAaCuLUaljNVbA3SeQDjLYvg9Us6TKiEandU8KlLU4lgfggdCm4KimgYOrZQILallNAyQgoJ4SLIcqliwJanogH4nlU7aY47ExgrU1IlcUmKRsQe6kMwVcCHSIkBXUwkyiUwzicsX8oBUxKmGcTVilIsKmIU2WgNUkGlvkkZ4FUs1gZk3ajzUrylLQUKRymT5YDUhliIUpzB7E1ano0pSDw0t5qTgH9j5UsqkKAc6k/sZKmwJA6kcIESSrxKKkU0qikIEfqnd8EmmNSX6k8oa6n405mk2bATEPU4qmnOT6mvUgSnI0v6lfUnyn00j8r/UjMnU0rqlcebGlk09ngQ0vMkY06GkcsCWk40qXII0rSl8k9PHGWG6SXUmynpsdp7jWEZ6SVfVgG0iynB4ifQOxZ2oGZIDg6mAvRG0yTI20455p412G94o+AVneZBXNDxhUhK87O1GViMQVUwKJe84h1ZQhYkcbG/aCGpRKX2CQQAVYRg0cr+0oLjPrDyjbLeOk9Yo7a6XP2ouOON5MrZsoGzUOlg474gdbenT+0pgQYEt4j0ob5oFXH7HQIEa5I5O5Srvbc6+wQunKEaypSJS0IQIOchqkIDLARAq6TrazxZ0tfIwRShZ90wd4D03AgPrJTxd0sJhJSRNZ90iVJoXMjDprOunvY8C5EbKmaV0uep1nX2nukRumA4kkjgUSZj+0g94vnU+AOKJ6RIzUK4Z07Qhn066LkMcuklEPPCK4i+hb04emP0ukYVKXTzgbIFa8kKdL8nOulk4rHwbUYOl90urjBLXxz8bYBnHpJQy8kbGEszIlic4p+kz04unR0gxisWAma+wHYEoM/elfOPOk4MUIpD0w+mv0+wyjzK+n903uDZFbtYh01ejgXGukV0v17j9JYkxzPUkqrZN6V43HTGYDMCsMoPFKbDHQsMzdqB433G8M/2nR4tPFMM2ka8MwJaJ4pqh1oZvFcMr048M1egyM33HsMqyzd42RnR3K1TtnThm+47+BWWIRlV4rzGJYvZiaMlPGSMnRmKMkRmx4q2GE0XRnh433FVoYkp6Mj3GDgDhkmMrVZN4FRnG4fRkJYlUkWrdxlfo1PG2Fexk2MhvG6kyxkqrIJn144RmBMvxkp4rx7V4tr52rWMkgwH3g3YD3BKIL/SQ2VYrEiDJQz8H/b7cYkSrvW/SKHUMoFM14lXsW3C7MbJm11KdgvhWBIe4brgexGpli8MJAO4C6GRbZXDOUaxIO4GKHo7Dpkywh3DNIFklXsRXDdxQAidNGfi1M9njkyBOkqCWLApCRuDgEdBCAcS/oRQlhqFM3JmUgfJlWYdZlXsTJkvRRZkEk5/QpM8+DgEWvirYE2lOUwBBiiMpleU11j7M7Zk3M1uwPXIeCsiFqxtcVRCQ+KBCvM2h7usTHD88HlADMvQhVsbtjHhAZlWJXKxpUqe7dM9NL7TSFlZMwBm7pClCEmee4ZVKdJ0Qv5mVYjKpXea1iU+UpGlM9rLmFVWFYsnZkm0zpmLIKplIsig6m5NJlKgeVjZ7LZk2I9rK0mZ5lrMm5mAUS3gx8A5k1ZF9F1MiBikk3tg/ZF4pjMwrJvNFbEZVQZk9FUVlS5Vpl1cQ4lo8fpl4MuiHFAZpnlIClnfWDlknM+kRss4pn8YfFk7E+llXMiPA5Mhan/M8lmKs2GwmGUFkIs4CZiuFFnQsoDLYoB/aYssFmfgXth5Mw1kxKIZltUoti6sy2I/M9Vny4jKrHxIFZbUlVkvM0DBAsgVlks8NmqmV1nd8S5kxsnpkZfQQmGPfkkFGZFl60jUq96WTKUwHhCSZLNnX+Vr5ps1TIZsl+LFyCfzbHUlmUxW+Llswtn0TYQkxk7O4EnBgBv9dtjKDAl4tsoeY7odUTFcDaldsnDodsrPLv9Pq7tcPtnZDOErYcQdmidWcQ3KRcFVwYnL4DCdlCQxkYLs5xqf6CUjPMMdnqDLBLCY3RAb5GQY7suTrNs/dldTNcBTsg4oyTAlqrINuhe8DQkBKXrjXs2bJisG36DUK5xisSnx2DFdlhDUkw0DZJSeVS9l48UWny9ADm5sSWlacWE68YjvAcJd9nyJCVjF0fdm15YHhbs+FjbITQZQcsvIAsJdnA8OECv5Zxo9wNcDaUgjQ7oRnoDDMREC/YjkeBGQbHzIq4WMovHenJeCUc0jk/omIzHVRjltDGRFQYmF45YmPKyqL1KVwTOj2ichjnJZh5LQWs7BUh1ICxf6CMXcTloFX2A9BQJhaxd5JLtIYQkkLOrVTCCBiwRUgcgRhJA4Ilhk/EmgjCP37fgBn4oMxWqBTGXAXDZkhGzACK/JCEzk0XWY4xQYZfEXamyfSuA9UFTkiBCTlyctJgoMgGrL5UOkrpNwgucxf6AiFxYWETrpKfS7ACcx+i8kM8DXDSuAq4Szn2mELlowfTm8kPznWpMmB86XBlH4NAp4IVLAlwYLlipOZAyMEyARc+LmkIT9BQMZkg0zTe4+2Ws7LTYqhbRUsa3Nb+n5pBOjjKSK4yc/zljjLFqsqLlIdc0Tnu2dLkDc5jo3NQrm5c5fJIvVrndcueJXXbLmEcmlRo8SRGVcsr62FPUaSIyngFfJxnEQFbkcsZr6S+YwZOPGXAfVTjkevR467IQfLlk3win4TpAKCZYazU0JDJna6YDXQVJ0UoSmO/V7kvkw+iqaIgaasAvLNkoClxTc45v6TSnH/e6APQE8npk25rm/ByLEkns63cy3EQ7KBA5kxHk40tVIsCdSk1/OeCsdMHmX/XoRQ4RuCA8ry44De7l3En7n17F7lXc8IRGwQVpvzannmcb6B/zKnkA8pWhPcoU7/ct7ls82CI4DYliadTKnLkwAG7cIfIGUrMk1/ZKmU/RnnsU8OxaDL7nck47CP4T7kM8imL7nHAaMsX7aACLTIetVaANUFclfZA/Bq8taAvkuSIk8lqYX6AHiACe2zdCWZAMALincklXnH/G3BvU+3mHcVXkwnTlgGpS3mNkgyZ9UlHkm8s3708gHn68m36B8t7mObX7l8YqkDy81QipksSYe8onkK8xXCLct9TgwUuBmYvTzHQeynpYmp5mYzPF5wEM6GM2gZg1BUkZ85jm06IvnaNcARLgGjlnc1YmxklrD5ic+AubNai9U4SDhElzZtgmjCZU1k79bFvkACKqkIkuVBlM8zh+k2ilD82KkfU48IWCewrjU56m0knCT8svAQTUhMlJjM0buUxvku8unKh1XykjU9wQ/oTASXUqfkCvVinBUhmkd8rjoX8Z+DVU8/mlvUKR3U2kmloYflQ0zYmP8x8n2c9vmv8vMnv8t7nj8r/kr2eKkmCc6gAUsGmwJEwQwQtwTP8j4l4OfpqJSOakYUhfkkOUTiE0qAURwQ5mNSWWmAk3/nVSOMBRUiwS/tbAWj87MkSwNAX78E6ku8iEqMSXmlT81fn07KgXEk6AWE1ZmlkCmIT78xqRzwDBLN8/AXycTmnckz/ne3TWmiMzvSWxV07fbJqB20vVpkTFzbP0e3E60/TzsxfMnZs7Y6PcnVagyXZB1ssZ4Nsh47q/MHIyjU8kPjHQU+xK4n6C2E6CMIwVljIY4cC+z6NbYngyBaEl/0RRC65Mo4IkktrJjWXKFaUAX9BeUbuCy4kwFafHzHc1JNkvxSDiXrhsRAqaGcbZAYEno5LGYhCnk5V6EtbfRtIPQXmCwCLdTJIVOzAUYHxffjUvNnmpCqwW6jL8ipNMwXtZfca2VIoUEZXTg7TZmnkvTQzEdTYkUcI0ZOCpsnSiDMYzjbKaNSRPCMC0sG1Cj4meC6YyJgKPl/kh8aBjBEmv4OLrJ8mE6myFLGJ0B6aTC/zH47SUkkrSvmFKLPkMGYOBsoBUnLCyUlrC7RqSsAXgzCjHJzCqXauUqubr8yaksoYwaX8ufkvRFlDmpTASEC0KlYMYfmdU/jDEoLgVL85uCtU8pLVM+qnk0oH6iARpkD8sJBcoXlKRbJWilU06nLTB1l5U8EViYw+hDM7vnVU28Hb6NwQ/CuWkmMHrEqCFqkFwBFBU2Dqk4Crqnz0J4V9UsWmEiiflXC/ym7SEgUN8s4XGYH0YzUyAWwigaCL8m6RZUoEWUixcnMkK06Mit9CQ0y7nA00kV/8lmkQi8BYciyfnfeC8F0itaTLU1Yq3g+RL07e/nXCkQL0kn6k8CjYquMAilw0tWmPC3kXkisTHaiuGJICokym5CUXMixWllU9kWAcCMng0gUXYCnDkEik25vk0Wn7cHEUz8sziC01mm0i00ViigTGCoKkncCq6lKixgWkClGlqi1gWicdgXEIV4XD8ugUCY/UX8ClNkGvLWmqWHWnyMF+LQGR0DiCxljG09SrqC+JnFsoQUfUvWlC8MQWG0jZ7G0sWG5igxnRkrQVSHHewPQEgl0oHl4/NOeAY5HIDNsSfHNi21JKadSpnA9dBdi+dyXQXsUi4FUoDi+xTXRHezMRIwk5AMcWIg1LYOGULTZnccW0grUrTi4MHLA5cUkExcVjw1W4jFZdwzi9cV7tN/HtVdxHnXFDgDitQhNlbcjp1J5LLuGOLaILOGsjHICNxB5HkiaqAxnThJXiilJDuKKDBCyuHnHM8U5AM4gYEtEgjwbAn4CM9w7pUcGris4EbihNw9i8cVwZO8rLuPKrGOQCAri48XXAnvRVlUcVri6OEDQICp7i3CVcmDhjzFPcU7ETCVE3ACUTFM5zqJL8W3ij8iquWiXvHZdyKaRgUqEf8VVaVFAuEZYHtbVsrQS3YFMSm8XwS3kkJi1yGu0+Qjek4uIHFGJIZ4WZmyYfdkvCT5bj8eSVubXZySShSXKiZSWSoNzZzUydlXsbSUjfXSWjwM/Q+QMIY3EH7Jf6O2rV8TVgbsqjgGS6yWz1F/gKwfdk96exYmSgBrWAg+YKSFSWS7TlgocEyW+bQbjN2CtykcOBomlIyXeSnurpQnDlHGcYUDoVtiNfU8IrC0ozgwTyCNfd6B9As2ncMw9S7sIoIc8G8LJSq9jWkdKUkiGvllzVX41iptkmCKjC6ff7bGpQAQ1SnrZ1Skjj6UCOGK/Mzgn1DqbZlCpSMSXbBpcKYq1bXnaFiaQYvHZzYv1SBHeFSqJocGNAZTQIpTSt6TX6Mj6jStwSfNI2Q8CHnb07WkA5ebqWASaqV7sHrbi8QISNS9LbrbcOwNS/aXijDnYqCVqWxwsIQNSg9JJwkyi5pKAIdsF7ZmbEKXDS2GHNShdjjSun6fbLvImCbK5Evf6WbuEwRA7N+HfSwIQRiQbiHbY9j9gNqU0lIQZvSY6UOAhuiAcLaUtAO3jG1F/iRtShFLcDaUkcH0SWJNARObNwQzS1z60gjzb3IauEEyn6XNUMuHM7XbZ3CQz5HpEeYdSjCAsyp6WSpTXm3pcUawyumVSIauGQyzQTYsRaEgyiob1aIQlJi5p5HSaX6n0cQWcwB0FqCmQWyykkpeKaIx1PBEhF6YSrN6LKVyMnKVay1p7qy7wLay5UBsaItkVS9r5VzHDSTvN+EVUe0Q2yu+Z28PLC3NHDRdGMQEvsK0huyqDaATY2hwov5CTWMCa6YZSjf9RSjPjejinJfDxPrGiqCwAvA4aVSCVgksZBUHyo4aI1B/S5OX7ZHEDMQXeLOjKmBxy4oCJEZXgRys8LsssjGklYOV4Ud2WS7L5iHCHEBVy8Uaey2OylykXYMsN7J4UdqhBA+2WP0HEAdyl7YZyxUDNyx6V5y7RB1yn2V/bTSC11UeWoY1IGiQPrZ1yuNYwcMVydZduVGQDYIKGGHJ4UR7wxbIsFtykBwKDSn46yl2VMJVOUlrWsG5/AHbey6eV/wVthFcS+WXw6kGAXEBz1ypmrnyq7h3y3cFBCWyXvyphEzAATCVyseUBE4thmwAuWZxJmqVsSeVvNHOW1g4eWJOP1jYIM7gFy8o7jCwkAEJHoFBULgFXKFBUvxHWXLpZX7lSwQWHqRigsVJiEe5PDxQUFirry/gHlSl2lQJc6G4c/jl+EwlafMMvIfJIbkbQlKqScwLnsKi/LecjLxywFhXKcq3BN6Gyq9NJzkfhSspN5LrC2cqZYG4IzkWc+ZalPeNLGci4YFccmo2csprH0QLhlZRzmaciwiwifKqCKrHzwXHhU1YDLzGK2Tkp4cc76KlLn1cvRU18EgoMKpRh/hb7oD3eRUmQaxUMpVLkQmcxXF3LLlOXJ+DOlPLkMwArncrBZDFciTCnnIGEOKyrmRXZUCQIN+4tc2s5fZfmqYZNhUCwyaCZczrnlnIPgmKunJ9cnJVBK2xV/hQJVTckrmRKhggX5KYQXDFi6rs5jpYgfJWKKzLmJcuApyRJ9nM4MRXRMMPaoAhPg+c9JVvsqdFcKgWHhgUtK/jU86s8AbhQpXyJVcogrLdHwbro9KnZKycoGpTuK2tJt7MK9GL4IwZUioDhU9KvhUVKtAoCvNEb8K01LNKtZW3lZZX+8U0BggcYUhoD6arc0X7RM26Zbc07n4KsJm0jWECvVe+6j2B5U86D5X8xZ5U6k6hXQY8SWrBUJTOHHe7EcG+AOxco4BpBWH1NFhKN3B2GEJezlSoXrBIq975+GWEywq/YH1NBKAm9bB5DsD2KtNaBSb3ezTtYj74YPPkg5JClXJJFUgM44lW1dMHDkUQH7PwfFVI3VumlNLRTkxCQSB084y1yIprt3ZFXrnFe4FQoVUBJI+4KYlDZgqvO7jKqkLMEEoCUq67gkOGD4kqgNI4eA7HCRYiE43CyKnYuIGlI7VWXYhAgSdNVWVgu7Hu/Vu6yq5VWnOGFWvRNjjOfIkA2qstIprNAZymHw6YZNUAw4kpJ73dFWeq8VXYpH1UkEYVWyPdDHddEObDHdpU6qvtZPDLFWGZHFUL6SxKaPBwJz1H3B+qlB5UpAQkMMqWUEKzfy1QT3KTJN3zUg8ZJNwUuYWy7NVG+QAybJMOgSosCyFqjTJ/IY4VSHWZCH6ZZWU1aVpNq81KgpAFIPsjljIdaFK9WD7g9qixVLHH1DJQDtWzwLFDusDQn/CsKZNHP1qeMkN66csNJQQ5FgOsgCLRpSIam4JRVLZSIbGeFaLW1NypiveaLYpTw5u/UIaL/YI7a8wdU9c4dWdTK9VkpSIRm/P6CuiztUmtaOykkwlKbIEFraE3tXKgRNIuDVXC+KwtKG/JaioA4OAl0tXm33IpoK4D/6rcFRDVpERD6DNHifgAtLopZdW34KFKzME1oJcRFkFpLtVx8i4Uoarspx8sdVg4BDWmTfAU33Wvj7TYfAUay7DspbtXvWYh7bq4aZRZWlk4xSgi2S66a0azu5EamE4AazLkcasEDwvbjUFaKsqO/ETVmQMTWHqjEWwq7rhuHI6DIiqB4o5fwa6gfppRpP9VxS+nHDpPWI/K76YwE47k9pQFWlqt5WV6c6RvvNtK6arPRmagzVTpIzX1sy2WJMptnZLOmHvmK4ZKGLbFTpWyquaqtYggDzUNJKcyn0LiJ+apQlE/F1Yf7NbC6E0LXXRDBYjXPd4LmQLVSwGLVaIM0xRauGKGLFzW9GMLWlLFzWpaxLVQwAmGImXLVS2eExT3SJoOQa4GY1fLF6WdY6XiywHtXQrUOq65EbIwBDvmWJTLA5rUNa+s4zwurUNEvr6Q1ZvZVav9CWJYCUlaookIQOiAogZuYFagLVZam1HOEzLXjizHBMwhrV6XWcVMgerV6WVbXta8aCrQv9AsJIFbn2W6HlIPbUfmRtw+7IaF6Wd3oPI4oDgUdEx6eKtZS2CGwbav9Bdaz+xPa3rXAXTpE3awbUjnMUo72MrxeFBcwnVYrX/oY8Lxal1YV7TECTEhbWIgiPZzE8bUM2JbVEsobVOKXao0K+1YBmehWtqwMRiIDSr/JNaq/qawgWKh9Uh7MRAcKhEisIURADQFhUXq6f4cMCLIARejWYHZyqLq5TWe7I+VQpfo4xpBJB3zLdXrq1vYCUNRWFwNnXf7SKrsTWdXpaUdD5VWnWv7InXXqynXx7cnUOEQyp+IDqgpcoDWS6rWIOK7HWP0TzhK6wTXkHOXWZcjXWgHBbiKPBPB2JVKVtK/7BUa8rS/gfpWka1VoIIJUC1KpVK77TCicFTDXL7P1jL8YjJmpb3U9zC5X1wOfa46lhU6pJ3Vk6ypWlaEfaR6ixVM65zh465jVf9QPXQxX9Xxlc/bKiKPXk5eTSZ6g5WX4aMap7MJXQxC8BstVXUlVPTD5EFXXC9eJUvpEe5O6q3XdK4PXu6yhBn/HjUh6quDM5C9J16vf4p6rvUk64USh6jZXR6lf6x60pW05ef5G62FUTqjxAaVPJY0tX9Q2YIPUi6lA6+601L86+BDroPgonRP9Wm663XupPlJeKEHJRpH1Ib6rXUVcpdWF6/Kpz66D6VArPUTq8YW/qMED8xCzVfTbgFP6mzXMVBYUMc7TXNsSzVQGVjkf6l5UWy9HVSHdMxQgA1LnyJgSbiRMyYy1xAgIfPZiHCOHOLVwjCiRA0F5U4jSlS5hoICRTnkIRU5fNaV9oQIiFEZ6hN5LWQtWY+iHMWaV9MNjC/rYBTNoXFAXDWRAaRfVA9XX4Zk6ziR2ybwlojAMxdSq5Aqc9thGgQVIYGkcTuEQQ30G1WzjnHg275BvJKIWs6463qbGSKA3bveQ3XDDRY0GkyBSGt/QaLcg1QMAQ1IGh0DOYbc56G9A1FgslGTECoBaG+ChfbSwjSIx6ip8ibYaEUFDIDLYjwGwogQ7Sn4uG2Q2FENhRqpFw3dcXfZoGoQ0qSDgaBG5JBRIWbbl4XuToG9tg6G1AgKEaI2DYek4IbPCqPwM1gjiMA2UIjQir9PrZ2FOTCm5T9bWGyg0SFVIj+G3Q1QofSapGjYSRXFQ2PUKomnnTQ3PIVRAoGyYhiGyo1feDLzGGoQ0asI0XmG3g3uEWI0+EXViqG9tjqGkYgSVb7waEKKR9c7QETSyY002FAoOhP2Gt+UY0O40uwx8fo1sG5qhn/SwiGGi9ZbG9nhZGzA32EVVjFGpo2YI1IhqIZYYFG+o10Gyo1PkR9ECCkzU0aI6C3xPw1XeC3QvGjXx2KIA32astVgWaljJ+ew1rc3fwSCL424oH40aChzUNXQzYuGgjVRcxhU4MeYjT1ULmtcvlw/qyxWMXNE3E6+Tn5Qzco4xdzlCK+CjTqnRU9fOJayYBdXqKtLnZgBDB6YZRVwFKeFwa2eDXcOAoVgRTWUmiEy69GTWXYDpWuIWigpcgk0PQiczomsrAZeOoYWK5kDjnUUDPqkTlhcvPKSi55IImmRZSQeLlbci4ZSmgklExDRU8FIU1BKtIr+KsU2+Ktzw5G9U2L/NuSlcuU3vqjrkLK7U09cZAb33NJWRSGe7Nc2xVkmyRjxpGJXlnLE09cvJUoFL02ZKobkyLduilKiU2MXA01zcmYBjLSJbSm1a7fZbc7toS02rXXRUJQtk073Zk0mQBk3um3rm+m+4JzKupVXKtwgsLNjWpmkzmrEPE073LU1kmoM3hmvU3bnP0196nE1kmss25orZWFm5ZWjK6ehBKHDXzK6ZWrETJiTK/bmRXBLrIawTKrK1030dAZXjnUCiN6kU2N0Kc0Q4ebn+KjM1NKis0hBLYpn3NxVkmvs2hpH00SyqoaJiv42SqXHXma/bnAm89Q2Gt94AqpUl3HfMXPGvwzHm8ZSnmp3THQY7kq4CE15iqE2gfeoz2cyhGo8nX41c2A2Y8xIF+FMxAA8nfqm8jwrJ7N7mJTA3kbFHaAo8ziketcmiYgZ36YUsXl+FBiJN5d7kR82kVUGuinS844rkZb7lInVFr4dPFUoU/slQAkaju7MEnVNZDF+GXg0siwXkNcEC1QWuXIwW0dmQWoi2/zM363/Bi3Q8wVoRkhQ1L8sZCU2Di0RwkfmXk0DnsXIPmPNGHmI0aDIyU7aAcZeS1IIpfmVgVC4EWiaVwCb3l+FEhC48kKBu8iUW4WqRxAWjYqvMOZXgCLHl+FANie8gy3H/f80o8oJhPeCC3iWvUYaW2C2cW67llNeFoOW67lM8zwbfmz3m0qVMnbg0JAY8oGE1nY4oKWmeCACb7KUW3oSFw8IT+W5lCkWkXkIiWPnFcfdjIDKAKSWhrggca4axW/C29sjMC75WK0fc3tmeW8IT1Kpy5iWmS1LQF9n0W0q3+8wXiCWgq33ZZy1OYCo2BCSXLH/VK14kh3lW8KzCkHLEntW63kqWjXnNW3NiI0Qi3R8+q0+oaa1aWiK01Wx0jD7Y3kUW3sYcgJY2FWrc63FBiBn/HK0ZWhFDmWmIXpWglqBWhPnEWgK26IAC3h8qAHMkSq2ACaq1uHe63iW4PnzW661+8xT5m/c63R8q3lEoXmjEyl3k9Wq3ihKEoCYC13n2Wza0Pc0a3/WnqAgI8ITcWwXgLW8K1sW1K6PGujmV6Igjp8pE4YK8LG4EXPmu8qhXGajG1UGbrHY276C42hkrMwAm0m5PBXAG4FXm7VphgzIzYvQG8lLdAHk5dQnnxKCI4nEn3Zs27iQIzb7bj1BPr81dkmuefm2bFI/lowQ8kUIDJS0krBDQwBrpkxE8k3kBQjwIJm0JkkCTI8ghBy2sEkdogckUIdsBT8mdDs02+B1HbMmc2j3oC2hEmW2xbo1yCWYs24W1ApK5ybEvm0lNOVAc26aBs2j21vc8W1qJMjDazIzaxKFprCwOnKAkrSHPUPFJZZV23dYC2aNAS+hzkv212Ja0Ab5KQVO27MQg5FHngIGW3+JUW3ckhW2N5b4KzZD4mq2s0b+JYnK823ECU074IV2/O07o9ur+JYu112rkBvU74J52ozZ8QYXHabNzwo8m7XegUZKp2t23J2gO1zkoe0uJK2Bh2uu3grOpI82qe2cwBBLWKGWbN24P6biB0rf4uu029Bu1r2jCnUm6u3QJF20l2wyBq2sESz2oO2K26kIzRUAXZ2lDbrYQO1p2wfIP6pB6SCx/QW6ebIJzMzEv2tRmVfHoSg1SQWYzNLEQaN+0WvZvlugBtVNskNClTSyL2KJxY7jOE7k0Cw1iFfOrcbM4iCFHiLMbKLLEy3yE8RaljURPI1J5F9p0bWrG9Yz6Rn47dZiGjPLw2edaS/CKYyGxZbc2XGql0oygzLR0jNSaehMOgjYe8EyZwGppZeQZbHVLAtC1LUdYIO3yEVLUdbkOwJAsE3trNTN7wo0jtrCO6g1wnPh0oFK67InVzpcOkNBeLcWwM0DemwO9tZRQNaUZ5JB0s2Blg0Oy+CSOvFjSOyySkOix030rwh0O5cq9TaN4JLIR0dTG6EcEqR26LPBCSO+dqeOoryyOjvDyOyvyhLATbQOlZYYgf7FkXDxbc8RR0A6RgVBOiU5y2TzwQrJGoYrGx1r5aJ16O/Tz2YG5U6pCTZCSSXzF87myriUQA7c1oA9tCgpPvHnRtCcp2IIcMDxYlyGGM5xZdRLgSVOs83VOt04y4HuAe42kE1O7BAFO5sKtXNFB6Ac0mvPS0nRPa0k3POzh3PNgDhPR56yAZ57RPZ0lxPPwCpASKSbXPJ2lhHJ69moyQdOmBjtACaQ6FCTYwMeECiBa3GnGDZ2A6KMkJM6E1evU4WeU1TE+U4akyi5qwwPEfkhU6TGARHnqM8loQzwWqxfOrEWNwPKwiQIKm+YcGkrQjKmAigTGAQYYrQizGkJaMCGwugqn3Rdh4Ii7KkUxAeDf8UF3k0lWHNU//mtUr7Kw/TAR2il4UA5f53Ei50WkuskV+UsTEEuvEUeUm7DG5bXpr8ZAU0umT6ICjag98xDG9XQDici1EmIYqHV/8oGlnGfl1fO46khirl2EulUVXUpni93P8nUuy3L7A+UXSi64UKYoMWW048KnZY+JLUuAXGiuI6iu5V3+UvV2Pk6vCGnVl32aR0Xeis10Cu7AUfC7EXsqumn4il4X2ugyROi0KnIuginui06nVHHh778VUVyZcCjo7GMUfO9sgC0rWLiuh51ui8l1uuoFrscSWlOuz50Wu1kVQuhN0K01Wm6umN0/sCMX7UiN3jClMVW0pzGXwatUXWe2m3xM3iCovWXqM/vSW0osXssot2GcLMWSZFGxrJGdJBAbCAgAOYASARAAbAJ4AAgAgD+Pa4AgAO4B+AP9EsqdrTDqetTGwsd0cqBjRUjXIwk2gNQIaIjCyk33GzaGgJpUK81zuyykfaN3TXqX3Fa6bgIjqXMLZSvbR0aQ917uhDSsaDd3eYhNSQ6X1QK4V3S3u21RXuxp2faO919qM82rut93PunxnwaR90AaY2GfuzNSH+bhaU6ad3vu0d09aMD3fukd1dqC91nu7Y686IdR3KCd01hTd3m0r95welD0Ie0D3rqYD3qFRd24aF3FEaZNReM3sJPGllTPiCtS7u7D0Ee6j1OBND3Hul5SUejNT/u7RkIaID1Hu/WWuY0PSEeiPFEaVjSkesKzkegjSm6f9TUe9bk7umd30e690QaUT2cuGd3ptST3myzawwe2T1we8T086fd3DqOj03+Bj1cekT0+QROa5wcD0GeojTGe6D03mp3SlS0gJYe6Cyie6JRYe6T2GM7XAC8Sjy2e7CzK4Vz3YBeD1Oen93wHLz1Qej42Geg92Oe3T0yelPnBe7z3uepjQASROaLqPD38WWL1uehT0eeyL3IeqT1he5z0h6fnQMqOt1+6E0J82BL1JtdT0pepjT2ey933WCQ5X0QjygG8xQWaRxQaxBvblwBxQZSYXFSaZUyOKU7gTKf8g+KaJSJgAJRqaPLShOU2TQiQb2RKUJzNIUmXxKRpQFsLJQpKHXoSCapTjObJSVKChqWKQpRJ/EpT1eipw9S3JTpKBxS1KfFrpaC8CJKRZStKLPq4gKRB+zJZRmaXpS9egZRmaYZSzelpS/eMb0LKKxQeVUb1+ITLSLKKej9WLd0QeyHQC6ZkZjug7RbHXz2qeuHT7aArgayj90TaebQlqlT2Weu7Rbad3Tnu6H1c6Ir14jLT3A+13TJ6W456eyt1LcoH0w+h92ztHuULaTj1E+393k+hHQkjeHRo+2d3he37Tk+gnT0+/bRs+qn3f2yM6y6TH2TunrRg+gn3M+nn08eqXQ86QdQ5evn2oe4X2U6XH3Gw2X1y6aX2NO5j0IBAPREe7DQE6ep1Ce+d1Mehn0J6Nj0Y+/X1M+5X3w+xn22FWX2c+pX1+e5jT+6FRBBe/H1a+2sIA+0z2o+o30Se/bTW6K32Q+o9Qe+s31FtCbSe+433W+uT0u6Y2E4+0P1e+5H1qe6z1pGMX1leibT9gIX3Oezz2Ygf7Rx+7j3oBKX1B+730ue1P3/qdP0GemP2C+rH0DpJL1U6LY52eyL3F+rn20HfhBee6v2L+Mv1y+yP3SymPxN+lHDB5XP0aWZv3Z+qP1vqbL1m6NX1jpST1O0iH19+uPTYaCP0C/EP2M+sf0fmnzy8aWr1rekrR4VUTTNejVwYVQvXSaRaByabr3eKUwy5bIrSTKUGxaacJTH+g/21o1dy3wIzQlaGrTnCOr1CaaLQEIGzTOaT53P+qpKWwdYY5aRtAtIy2DpdCQZLxIahRaTq6TiZRYhaSzSpgTziv6N5hhaSAMVaYkwBaeFzV6xTR/+rzQVuXLTjegNx4EN73GaN6xH+nr0laBXDX7MdEIBkzSpXZn3q+e8xYWNp3u+dMwSxTL1+eygNTmZaI2+Lfx0B8sw1+u0K7GdCwJBdiyS+HgP1BLSycB0wLcB4NGD6cSzMLcCy8B/Swt+g82exAQMUWIQO+45F0JBCQOyB4T3oqFQOCBhfpVOqQPiBmQO9+1v20jLQNT6JQMIey3zUmegMZBQn3c+kwN8qnQM0BtgPk0KwNI+owO6+WgMtmEfweB4SzqBnX2aB2gNDmQ6xMBhcwuB73zj+53xvmQIMC/PfzMBuJlr+OQMRBnsx4WAB3jmNgOKuEv0qrPlyKWHwMC/EPxwWHINz+hINZBsSw5B+r60B8pJxBr/xuBnXHlB5IMu4tgN0WQT1O+9D1Z+NIMGBsoNsBtQOGBuQOx+bQN5exPzNmAwOFBjQNVfWoNmBvPxv+RQOhB4vw9B0fxT6agM/qC/yQWaYPxBkYNoWFvyYWBwOLB2oOLmYYN+B3J4bB8pJTNOYPLB116rB/YONmC8zjBkE1tB3YMMBnP0xBkIN5ex4NdBvYPO++Sw7B2yGL+JYM+4DuwZB33SP+VtZbBgjSAh98wrBqoMzA6r2iE/kygmIAKXGJKismOEOKQJpQGmW4wDgxHwE+PILBSxeAgmT4zk0f0o4hqEwHGRSInrYExEh4wmSmVHy4hm0zIsWEwYhmImurbWLIh/yRBE3Aj6oszAaRLUw/DO0yumVkM0mQCLteDwn8h1bxcho+L8h3eKDeNkxypT2KBebkwe8Z0yaxWUPQmX+Xihlkzimd9iEHFbx0mRZBNYo0yXoikyohsbGLVO7zc+QvBqmXKgo4I2StErXVA+Z6Bumc0xOArHA0h+Dh2mJ0MeE5EzGmO0Oshj0yc+Rnw3GbkMleF7w6h4Mz/eloMxmJXyOhHfyOB5fwG+f4OK+bwMq+VgMxhnqJNBmwO0HUQNpS+wIf+Z956BrMOp+N4Nhhq5QZhqoIH+SQMKB9CL5h+4Pj+4sPv+KMMsqOwM5+JP1+eg1BiBvMPMjBsOlh3wPvB8czlhw7x1hi3zZ+F6pNh730thzMOlm/sP+Brfywm4cPhBiwMr+LwNTh2MPCB9K4WB1DYThx+IRh+oJV+AsOMeycMu+dcOXB5XyVh6wPC+1cN36J2k5hxcMphuMM1BqcPj+Tv15By/xd+boNrBv3HL+IfwPhk/zPhncP6e9FTFBzvyJhw3GDh68PLhkZKPhisOfhqcOdhl8MXB3oNthqZJStOPzHh1wM9B8CONhhCMt+dCOgRptInByvwHhnCwB+e8M3h/vzqWACP4RpYPuEZCNhB6oMkRzCOn+LwOkRp8PmEYiPlq5MPZhm4PJh7cNVhmiOsRo8Od+mINYRrsOFhj4NQR9RgW6CiNX+FiOv+RiMQRjCMQWQSOGByEO+eJtkBeLky1eKfbaQE4zNfS6QReK4wA+I4lgMWGjwmBkNbEVfCEhrLyXSdLyN0FLzqRknhAmZ7z3ecdDveGnJLhcrz4IwgY6QE7zo+VMgKmHmwHeSyTWRLbyChz6SBR7ryveeBa+RiUNuRw0hYmGEPeRvdjihtSN1SXHyRRtUOLeNLSaxEUOveMnz8hg0NM+I7w25Jrz0+Y7wrpabzM+C7yuR67xE+RSBBhnnx4+Lnw9eDHx2mT7xU+H7weRy0MA+CKOeht0MhRrQFCQSHyg+PqOJVLQ1dRy4xI+NqMQmGyOzSBKNCKqaN1R20PjRlJDVRuzAshmBTl6oyP9R1qOHeGnyQ4OnyGIAqN9YK0M5yIbIbRlqMTG2wQZRhyOmh4hS8+O8K28tykI7MNbxy8PpocLBA1HeOUlWtRD5bSRJQ2D6OCcb6NAZRwwasAzCvR1Qhy20kC9DZC0pbT5hbFfzQjG36bfRwKCwxiGO/sBXAAx5r7QgbihpVJHZXYIvCxgf4IJ4b6NsiX6PzaIhBU7HqJZWeeUURUGMULBcKjyva3scYaCVYmqCS4TMFSC5pC7iu3ZccBikm2J6PPiDKXcU3oTMx7MDgUFsFZbC/QwB0dCnccmPDRD6yqeA3Cgx4watWTTTQ6L6NGbJGOXhD0BGgR8Ed2neJsoFWMKx3cnVZbAliIT6NocU2O8uRQ6UEQckEebGJ/R3pSDklu0b4A2O9KeGRKDVhoyaU2P/R6GAU4A+pwxhmCCcN2OJeKSUox3CQOxn2Ma4EmOz4Q2M+xstjMSh/aItbGCTwIaFhgXaDnlCjZ+x7ChdGc6bo27sPhCaAJQ6dioLhQuNf22g5QBYAJKwYgIFxkAKlxu0LlxzP2w+nSmEBHgIVu7+31xqQJVxpD0iBGQWEBbuOcBTGgMBR30VfWg5sBf/yIBTgLFxtsD240eOq+ouMVxnQDTxuENp+ueNrqckCLx1aiDx9ip/2XoKOKJGjmU2jkOAfsJjBC2MaBMsIVhOYKZh8r7GBFYmr6E7D3hOF698tmL7cdwhIZK/CTbdu4vRSwjnHTyBC7USDfMSZC9DF2XkxxMCqGVvyvx4BODjSNBgyVmCgxlRCXhHwjVZSPDfRuBMHsLYiEoVmDfR+DLYxVYhLSZBCYJtAPo0QCgt21oC/xjFjZeGuX1bfqNeFTw1pcELY83Y8J+Gruji7PjC/lNLwE1CbWPxnr6XSdUh0JzSAflUyOe4O6W7zVhOqeAegqCI+aRImLzXxLQBC7Sl4oIQoQeVOhNnCRGIaLSsE/xozYoJleQQgagBaASdjPiKKmqJxRPfRlUSfxwBPp4b6ND5LYg8Jo2O5DSo0VKcxOqC94geSBRPp4Sdh/9H4kxeEaDHgR2NEIT+MGGnRMkcSwFsynSNqJlmQUEe9khJoxM+xwZaoJ/xN7cTOQywXb6XSBOUP4JOMj3cfKXSd6wZgImA39DJOrEaxOxxiSoM4VPlMJwclEbVhNmJ9RPjiBjYoISpP8AXN0pBXwI1BbY5EycIL1IZpOhMi4NBBNpP9gFINmBNpOBcIePM+7pNVBI4l9JkZP1BSII9x9wKD6fD5hBDoJQoIZOGMiZPFBRZMFBbtqrJ/IK1xxip1BJpN9J1pNVBWkAdJ15UXBg5MWBZpPS6M5NPh0ILbJ/aq7JkIIXJsSr3J/tbHJ4m15xomR5SvIK2Yy5PdBUaizJ3UCy4M4PeM5CxHx7WncUEsOC6s+OdhHACGBYwrXx8gygp1Sx3KPP02yqFOVhbAChYEq2oGeMKKBRMKedYtb1BR7SjhHgCYpgQDYp0fSIpxZLIp3SzvqNFNzBK3LdAKkY4pkYINhex4Ep/9SaBYlMwpwSZkpmsJiSqBL7gf4iSMSG5X3V5L3gbOPoLAtDeRDaJgMN3gip7yIugWVNcnf6Jipk+rsU2W4EYW+WIpJikS3BqgjyrWVZkiW5rQDlI9gdVPdRUVN/RWDCXkkG4WpzKKyLSXA2pwKKlgFJZX0G1PhRZRCEgK5U9cWW6zyzOURFPX7dRGaizuf1MwHOOSDKz1NMYIW6bRB2Uup5pa5w7CIGRCiIGLOnA2QacBKpm2xSpvKKmpiG6tXW1OdgOhqgrFNOx2I5PqUyG7SJ51P5eZ65CUJRjsga0jmBF659AL2VVFetN5LQyO1piVM+pks1haYjBCXNOgRRHVI6p81NOpkcCTvHB0qpuGJHgGrQo3T6JipuOQMRLyDjpgSL5EUtMNp8NNSpicnypmSJNgddMc3Zt7ZcpyJ1p6dN70B41sAJDwoeLNVrBg7TsRJqJ5AXqKHWXijXp7yC3pq83M+q9O8RFsJgau9PbHN9MB3OjBfppwKvpjyK/p59N4eIDM9tT9MvpwxkPp99P0XFDh4eNiIwZiDNC6TO7UAAVNQlFwgGQIBCVEDcDtwFq4U6kSDvQDaLYRLyBqXbDM6gYjOYZjSCVED6KVob1NEXAjN2p2jN4rfDPUZxcCRp9BYn1aiSJOUhBiJG2ycZ9u4fRXzRObWy5kZjWB+RXOJBnKjOEZ6cBepgthBnOMwdET1MdpoM4ZSyDKEgJGpw3STMMZ9kAUZrTOiZnN4fklTP+SO1MH1GKDyZ5qAVp7cL+RdSAOmD9DsgKzMlnRFLvTezMQ0fWyh0yaCKgHCTzpkTPuISGJiJLS6Diyoi7hbjlkRQLj+a7TDIxKMBAsSaq80A6I+gC6J6YWLMQxfcCy4LVUq2HnpXplllL/C0AugGrQMPW/4YuqLMQww/6mw92xtgB1hENClrJZ0hCBsy/KRZ6cClUPRKrxSV0BuD+DJJKDmyuz1O6sbJrCkoe7sgcOhuZd9C0PSlFeEIh6DxSTDt1LrNissCKiPPsAMEGWG6xJQBilFSKqPbTA4edkCpZqFJJZy1N+RD8ERZjLMSoVZlrZ35ER8VaGLZj5HNgaLODTWbOCgeKArRaa1kOYtPzNR+5DZph6XZ4rMsYK5VmjZsAEoaeodZkhxhaCHYQ4ZrOGJcrNZZ9LPAxSZqP3bbMoxCGgvZqrMTp8bxnZh7OTZqnpEs/bOQ51Qjo5qi3m9fGJ3ZlSaWBIUCIeZDyMMy9P6UN97HUOt28ULPEnhNiDIZqDPk547kmYeDObRWZLw0enN+e6nMU5syBU56tNM5vIAc5731c5/nNU5xnNbJJr6C5zQU1GGr1Ns/cADZ/ahdYdKmHoDcBsKVlKq9VcREZvaIwRVcQugdqgARJXPSZ5sDdZ1nVkWxjPG5/XOm5mjPm5puD2QX0AbZhxB3pLK5OnPkQawB3O0m3Ug65tNNu5i3Ma5syIO56GLa55XMyZ7rPCTD9C+59TOVaJ9hdYMPNB5iPMeZH3Ox55I5oxACJL7MIRKZgo4p5ziaweHCTgxqTLrHTEDBZkFWClLaV9ZAxDamQvYf1Jr4NEv+gM/eGQl56vPDjWU1ryfKxl52NbZcgOrhJVvON525q/CUpLWhoDKxS/lP2rFNMt1NLyQHNLqZ0Z5AGxZSbxKNBYwycegH672wfg0yP+LDzDC9SfOaSQ/YOaO2zleafOPoofNSHcDxpaKfNKQGWbcwY/OXSeQAyzeGRQUaQ1QUUmbYwOOLL58Cm+zeGQd+yw0ENLFrgeW+ilIrYhX5/fM3xyqUPxxNzfCdIk15lOUCyfJaF4CvPh2EAtQF4XAQZV2XBHMAsHddvPVgTTgN5xAvHyinUtElUwD55iCF5gVOlZBvP4Fi8jkpEgswF2SgvJFAtYFlcJYIEukqmT6DxDbdPkFmgvZy4+VTwnCrl5hn6EF62VprD/P/5t+Xz9YuKX5sSRCgemBJRE/MvGLFqrhNjDP5nGhwlJsDCFj/PSF2+VT4Iek4JsQv1JtYAqAWWLDuqXOOah+MmA7pDfw4cYurauhm9amqWnYeJ5eI8IGHawumxHL5hrDoAPZXRbhJ1qFtsmdYcYaWAfgo0LoWBpY39RyVM1GZoWzTyMESEeGuF2uKEPAw7rMF1aZZcBmhE9PDU3CGwz00IlE5Lrw/I2Q7tsOfA5A8CktAfgayIHtKTeW2IFFvkjt1G2KOrQhF6tIB4pFyUq5sxr3xFr4qUwTvDhxaQJncBwvWxcdIQbOyqRF5jABmfdY9FlotmYaHCXFeotSPYaxBFhKrIIIB4o4Yhl2VdsjlF2YvpFQotTpU6OWFqotFAM0ZedLBKosP1jpFmHxA0XwvH7UDbHecIuTwswvXRT+b4Rf+EXFqIvw0UpHCVXovTxCOLs1SXId3ZRYJF6In7FtVGFrXmrGtLYtSm9NZ2VOw533QEtZFsot9kau6pFo0LpZIB4fFposyfKR77xdmq/zfWI85h4sdF8uJMkUwtPF+QM7F4WqKfNEsrpPZFjFwuItxXnjmFHYholruJPdINoMbZuL1xYEtFF5uL9MCkv/F3Isj3SYtfFlNag4I4m90xIsnF6ubXF6BXZJuGJLzANbAlmvA5oue5EVTEvydRktGhf6Cz3TaLLF4iCrFmeb4lpmp+Eie7JEboulEqUs6daIvtFtUt33bipEgrDQPane5siFEuilkeI+iKjAvymTbALcVLYbOyo9BSfH33QYQuVW4toPWmj/FWIumxaUBtFmMG9F4nPnp1Nk8RwoAgLA2FW/VkD+dXwjJPV5aQZxgMZEB95RYZhrRlxMtp0SXORlx+JtsrMs+0eMuVoB6oEJHMtyBjUwxlraoZl1MslluzVjqFDMy5owvFgZwukYWtEBxByARvUYlQgZuIR07PJgYIPOKoqOqH1fsu+Zq+K+bPd6tlg6BMdf0Ae0guomltEs87KFLJQGvCZggLwwSIJLHVMhwBxTe0blxdH+KRUM91OcvIW9s6axLUKVZUOwJCQuKc2IwkW1bNHlxZH6w1X+YDlgoEMPN5yIJzWIdlu34ZgPzTlxS7iN3FqoqgMnAKKSuJ9lsw7lxFTSpNVstgVsu6IyCeIhzd8uho2CuPlsCvPF8cvx5f9AmxZ4uzl7PLHljMCaxCCu7lsWAhgXgugGvJarZ9F3+2++BaqiivrdTFV7ZyVUecNNL/Q6e6ohKXBwZI7PIusu2ciM7NKwS3AahPPrwPZqIN29isMPR3J84piu+KyojC4s7xZZ1EES4s1C1Zn1VApapzbpUVW0VqpLNcuFUCaDRInKyFW5KDLDVTMSuNYuOR4JHjEh7EyvFcymJAra/0GVoproWMu0UFMbMsV72nIiabMMVnYR5JTe6CqjJq4JYrlSVnYRhJa3LYPONX8pZErF6tSuUpb+wTxOSs19HqCmV1ObSVuKvKJANUOiJRJR5pSsOiI2R7ZlKv2JFFmrXSNVeJPKs0V8e1Xa2R7yMFpqyQDGyKPKwgiJAYqyVqLJNcvhAtYYhLcqkNVsIZqtVa/KvyzPSxZV9c1tV4pK9VppWEq6JLsXSSshVvTxnZjKt7ahxK167yvJNB1UyqswvtV9JNniiFWeeMMuk52CMwRbnNggV+2aY2ZK7V8lPW+7avHco2HfBmLEHVoFNQwZn3rCNBiXVvat3V8XNnVplPOeulWnVwqW5JYLH8cq6udAFDPdhJtmNASgjRNLEgts/u0DCTFkCxaEQL2t4qQV0OkAYakJQYfVVw1s+BuiGaugpKGtuiAeD3qtugyORoCKAZzw4xL5iMDN0QqVpppA0fRAk11bOWUbkCppvGvEJPTAIQICiMhSojL5IJgGYVGt5Vylj+SHRI29aerpgek67OC4QtJcXWiQeGsn27hLCTC4FKgE+3GJEWtmJFoB8ILEi2VmzkC16kJrRSrL81sWuJiUmv4mgxIMAQ4L01/E3mEWmsp2pytrwMIjUAGkRJJUCJSOTUoL21xR7Z6mvNQb4LK1y7C3XfWsOiAqiP3LWWJdb4IS1wmurCVOAu18LMg15bp1JB2ulpMXrj4K2sLZ5GuC102tuZOOtq1w2u8PDGva1qmtA1VSQkVptkpTLzkxKNtV1iCTn7qynmF1odUK6if151m9W8DaMDfRXWhSax/XHCSWtya4QZKW4f7F1p+a0aCTlga+usWloJVV1nRDfQU03K6zf43U1lLh6nvXvzBJVGpb3ASQZkRFNE3VEDMWCt6r3XAa2By5mt3V5DdKlB6mFKIa2uimpfvWO/MWiZc/uu513U3gav7kRiImLN1nAZb11PUS6+AE1iJjXL6ovm41WutJ68P5z19jUn63gZkNMmvL6zgaRctlIgM9LQfM1zmewYFrWIAr6+Ki3V9rcwqMzPvX9qw+sScyvWqxZ3bhUwSvr6m+tUYQyvv1i+tupC/V/co+uyaiBuEN5Bv56u1paDS+vM4aDX7TD4AE1cKv96jasXp2CNucY7nOUC3QKsTbmHcJoM3V1hu/xFrgd4vhvcm96BlltYM1ILhvsNncycNuZqSNvlPOe6Rv8N7hvE9ItgyNkRtHV651TOxsvCAjLT6pIHBBoKvVBKV1hExc0N26nrHtCOjU3KM/1mN6YR0a6ERjdQxuP8VaKYIV/bEcJTm/gW1JZ7HVWYyKtUkNlfaGRL3Fh0VxjoB+WP+KW5JBNzXVcmTRk+Npy4IIRowwgdjUULO1Jt7I4xkpJUDON7vYe7MlJ4VO1rO9W3BZNyxvOKLYpJxYxuLVWJtkHO+uIgVBt+IbojmNqx7OpQpuZN6tK8EZJvFN16Kv6LmEN7cpvVpH/Sv7SJscM6e7sifvbRx0JvT3cJvf7JGpPGf7BjN7726Nm+6DNrPaqpKB4nYJ76wgRpttN9JvfetZtlpJoiW6uNJQPaUoecTkzQCTDK4iu3WToFAMdckxup7fxvOmq5uq6uOo+kjrmnN+PbQ6C4KGpLSCHN5mBWGfh47NiXqW4exTVpdpuy615ub3ZZtJN3EDosKB582GJv9w//DNcoLgCobOsPxs3jWkNXNQ3DjJSmijJ9JJcDdHOnA4lCHCooHFt6HfFsRJdFsKHNmIAfQqZxaNDJJSZSBbZj1AIZTFtn0HKYUgDlJMYyxKlpRGhEt7Vokt8bPctq1rLhcbNblynL/pFSbNe93iV7V8JMRQ9DUk4fbYpc6TtnKFpyttWJtXAIRyZXEhSt6xQnnXVCgZe7NoQTCsCt7cKDxK+B7pSC0EtsltNZClulpQlu8ZVWYlAelsmthkncZDmIGtvKxbpCRLA/MNDNvDtg+JdkZqt71upYQeKwIK1iy8K/ZpTQomeDFMzOtlRLit21D2txLOGEwo5WtueJctq9JSjWfYxZxI1scdloFNSao2tidga5AJIJTLNuDHJNGBtlGhTKc5po1LFtMxfDDE8Pa1XK7Fu2tzoRX8JtscZVxL+sOSaEITlCU1QVsutmEBMNiMtyBwlpGyWZKRfTUnfZDx5ZXfyCiNi4MjtxQDHc5EyPtSdtjtxzCztvOMmk0dsTJCz6v6zgz9kjx7AIGdvqN8f2bthdvi5pdvbtfduLtsaQ5lmYGoZ9X7tbPtsfJBIS9cdMa30QlJ+aPdJi0CHB9S11hNZAmqAY5h4J2prKKIaHAftsPbCsUNh3pU/EwPDKy41KFKh0zUpQtGBy00QmtWJfkCO8Dypv1jhAwMYVjwdhmtoIQFaQd29IEd56JhCEqyMJCcsxJItj/toSLmcq+CjEMjKTUc1sMd3zOqzTkBGxajugyW1ByCvRsxECMCRHDEQrpdRV/ttNC8dkTuMdnY5gdoDt/tpFvCApw6LVpesKHMI443KSXFWRgSoqk1U5HDTsMPEy0YzByaO10VoBzIyjUSAjt+EwrJqHPRJK1/moKzIoCR1x5rtHSny6dhzuazXo58d+uaFHKnLe10UaxHIo7kPWfBVHDo7d3GPkhs6o6OqwLjL1EPJuqwzJI0L1sJZbzv4LGjJudtVVQ4XVBOd83Vqd21B2dzLlKd/9spHMe6pd0NvWZN+uJd3VAqdpnjA1WXhjwGyYRdiCZRHZJLpW0LspCqzsBdvKa2CfFX63Gw6ht/Lv4movA0ZT/SGd3LvptwI6EpGuoUoIY4iqobsa5eXI21xl7WjPXINdxT6RCsHIV3Q7jBZQLimdrTvuzRPDQNzLu0tTI6mpVV7jdnDqN3dq30Ms9ObVjds20Pbn4tCdtDqR1KiQddvCR0ozXduZrx2Zdv3dmJqPd49u5lkyw7xYdK3duUlKdN7u+gJ7u7h0oyOaSREI7C46vdxRvvdn7t3trRt+grwjhq+NE64V9v26tzKMCB9KhtuMzzm7UhFIEDsOmcM0NRIPMlWd3YTl7Hvdl2XizyyrJU9MOkZWU0Baqrrj4ZYVjPhIJKICLkwY9+KCQVxin9ex3ibd6hvdwd3i09u9L0KddJldinvhV5C1JxMrvE9rvWqvMnsLCTTsRqwntkZM9KHpX2Oy92XgUSRFWPNKsgHZKXt962eoyJtVosZMXtGdjSDatJnv9mz/Y5EbVrs91dLjQKsru8Vfq89m7mCxa3uC91a4tipLvm9ivVa9yDJyZI3uq9pXsBx5KtrdsPviIIKtVMCDL45KjPT1NJS2pGjISVLHse9uzMytDXtD66yAnlmVoJ9ofV297xMytDKXVTbXb2KSbLflhhsm96knLwG8vk4J9L7ls3s45evs4OO3NqtG3sB9+SCNxB3tlIJ3upmLcA9993tgYRTRe95nuyYKDDatf3td676DU94Pt7dafsmFtjt4IbzKF3Rfv45EvtoqpE6z9yNo7xIfXJ7NWOnZLPtd64fsZASbJH9wTJt8rkCTZfPtd6rvvqJ07Ib9vvWt9vdK4SCPsN9rQBydwzanMRUTT1ZXBoLdLSiNDqr/9yI1BcdGKXVf2JYG8qwn6Pqo9e9ANBYvBo4VjByRGk7AbDMgp4bFAcojNKqTiQAcbDMaSRG8g1/ZggrxfHAcojYVp8iaXBagJQpED4j5bma3XELBAqoEAgeP5S5odN7/vLZEQoQDxgc3sxer2VEI01rVjptUeQrUEDAfkNH/J/zCgdmJTlsr2YvKoEWvgCDwVDpuQNUiDoNsMFVA1FRNAoKDuj4DDC/K0kKQqDt/c2vhzm0PVNdvGwhskOFEwdyN5sNGD9Z4WDhD3WD2jC2DgDONOswfGDo9u+4lwc2DtwcvV5sMeD32JeD2wr2DlRJeDpwfVi6XO0K7o3aCFjC7fRi7sGxxt0cXPKDG35I2NhKjM5MDb0QWpuPvO1qWEf2J5vV5sdNmw0hvSOplZPY2U07xukYH/NGGquBc9yOrk1Qoiv4t5vlD2odkmoSRRN8oeZ2sk2KIE2JFD5godDwCH/1HrJY+QChJD/+o+8KBlDDwnvH5VIe9DuPvpxWPDHDTCjJ92Yc65I9mWEYYcQAnoeJDiYekFBfKxDhOIxKGQeDGk/TBxZWkdGu+BmEPOJD1TjZVDvoT8FPBolwddCoZW4cJDv/PjKBiAXD32bTD1pt1ZzgerEOsnJDrPARZXuDjD2punOJfKfDkSDrDyvILDtQhj1doc4JoKhS/Q+LTEuodIkgerIj+whRSRuKwjnu0YjtKgBNnjDFDyYhpFNzGkFAYdEjnrHHDgD6vJSY14jykdxZMDaYjtKWT/S4cYj1EdPDpPkH5nOtzFPO7iGSzwWGfiGaVf1hpUbcGSQ1KpsKGny9FH8GhE8Uew8YEo/yvdjnUCHgnkKwvTsIKgNg8iFOsCqihWiEo/yoUcSjqzBSj6IkyjhrjDFY0u4scZQmjmGiYcGI2Y0KS0aQkjoasJ8icoJcF1Fm1jngl0dRVF5iS8PK2IQpmqS8C9iWj5SE9FxvJKY2SH/l5FiUOBriijwUfGjvYo6jvqp6jmZCOkZUfdvCMctwW4ptgv4tUwK/i3FfiEwlyrS92DYp3g+YupUeqC3g7iFmsTsEXgvMeOj79gbFS8HIIuHZTWmYAiQ+GMWjuMfRjMBUyjj4qmj0mrPQeDioQ7CFijvkfPMYselE56hugKiEnlHosf6PiEulQUeD5UMewlKFK8jtKgNcE4oJj2McAQ4FoJjxceDjuSFtPEMf6D5n3tcPAaq7eiC+GM8cHcC8c/d4duDUehrjEq16yZe8c9Am8eWD733nCh8ffIS8d5CNWUE9sHu/h0oyooX8cdABqL16F8d/jsCcI9iQ73txtXHUtMHSNNEK9cEFA4OEhLSNa8DoWtvk5g3wjQ6WYqfRQsE4TsnvwOydDsQjCewW/IsDC4Sq4kMHEQW8qr3guESZgjwrjxN0BQ7HiIYd2C3MT58aQpU3u0Tj0a9A3PseFCieDcFJ3kd4icHjP5D6pPCdX3RWFOeIiewYVsoW8FOp4Tjmh3jRtCSTp4qz1WKFirBiDPMGah3jKfa4T3S2cT2sGPJaTMIoeGi+jAydyTiyd5dexmGTvYpxYbca6gISJJj2OArdQHgw1bFCOkYyeA8bmZHs9rjXxPZFWTtju3/fsUdAUyfFWKDnTj6RpKThrjHzHKFBFMnuJxbSq98FyfMWxfvCTzyfMWlsWDgvyef9r1701HggsTjoAPbGWQIkOUrgsTChJlVmokiPLqKmS/ESyDrZJdeqcRle/hhT4SoRUIMry4OiclTtf7mlTcohlzAGZyGqIpT0Ikj0MardTyboAvSAn01EehVF67axlGvijTmEvZ/RqpXOQppM1M7ZN1RCp0I1E7uVIqdKscwoNTrZpvCHRoiCYOTrT4qcBVJmz7TiDKHT6zZFlHFRWeXqeBaYqrtTqqdBlEbrLTlqfqlOsoITn6cVlGmsfyzqezlV/Ajil6ckOe/BFTyqf/SumrGYaGdgK8ac6VMGceFx6ooVRKZ/CH+ULTisqXTuhHYzvsoXcI4vqMUOqN4Eco4Ih6dwxVmRGYAktmbQBqukZ6fmhDrYexImTbY+6d7TtoLUVPsfYzgiqPCNkvcztoKalUYtynCcpkzn+VbT+GSkmDUdaVeCoVsecXBF2ijJnJAhl8G8srThqeyzlWcAz7GA0a/6cUz+MUgAC7vMN95OlxL8d5iUTx54CEeq7HhAAT6n3DlC2cCQ3ds2BYOM9Aq2e3jtYPq4O2d+jQ0Bmzp2d/j0OLWz7+3uzh8dhsB2cVBH2f2z29swTpHsFToUgIT/hSVaXKo8INCe69VcC5VeaLtg0Wu+Z+pnkQ+bbZ4CspxQEieo7J2gsySki7QQbh4VMHHEiBwz8vcDZmEQap/CK6eNoTUR1zu6fE7EHmZyfsE9T/GXW4PCtYs51KUT9BSu4amQ8wAueyjPmyQZLOcyT13hB51plpz5XhTzzOeQi1SfDi7Xs4yewpaTnUwG9+/CJzryH5z6eeS/Fuf3bDOcaGVkRwqWyfDzveer0LF5xvC+eJpJydnlA1tgs0udrAqjD/yfecbT0EHm8o9lEyWedFQ3OcTlH1ITQ+eeQyORjLTvYgE1YBd9zBUEKlbwgwEeue07F+exVPQgndTtKXCdudRGZBfPwZ6hYVXoQ7j+7ZnlHSoGjzufJz6nswEOBCMQ8+eZzjKTZzihcQLpRBJQ8qwkLz4Jzgyihqxj5MiQ5PJYLicozRPZGNzvoRcLwLwvbLUCfeLhc/zi3htz/+fyJaKV+UK3ssNMhfz8RsoyL2hpEL3RCoLicpXUB4vDXIHbFz9Bd41Xhf8gfKdyeVLb7sv5mYIR/MaYS+ERUZgscKJGiidU/w3zQzw2L0wuoUKBonwbRWJF9KqGeLOrZ8BQCyGczxEgFJUlT7aoVVCgp1VNKqHCBxc8RWWrOL0hRU1ZP6XcAHaGeBQjxcgDFrVTxeKYnWJlVe0SGebPCoAuhtdi0hRb1VvV5LvrKkKRWp2/SeRZLgwz0KlJc95+6RgDx6oJLoxfNVdRj2Lppey1MJfiyOpdM1OTTqlKpc6DSypUKTPJzKmEtBLgpf+Nv4ujVHSp7ENpUrTmlppLo/UJVUZfMKJJcbBAZcxLvIfdL3xcxLyJfI1V+RTYCJcdVVqp+LxxeH1WSx9bBxcbLhwchSTORxyBxXHVXjXzLu03VVWpdH4VAF95SpcBnVvXvLlRRDLx+paVF5fFxZZX3LhJddLq5eqtcDwnLxAel6iFc7L22pHL0hSGcp2qrSQZeArrX5LLwzxlL+peTLsZdb6qarCSOhSvLiHCxYfFekKIHZ2m+V5zL25fJLqLAkNi5f5VH+aMtA5fNLzqqKzmQqYDcockr6xewrzfL4r+GS8Fb4Yy/bBSErmvL2VU5KGeGWrT1NPJJVNleEDjpd2eYVfd1LqAuLgSi1Kz6jXLsxeQr1urXLvlcqrgQehYAvXMKOLmVZovK2SmFfYFE1e+lEJcrVaQdf5q1fL5eegtFY8eGM+mq8p4MeJ45YTYxLp6Iyf2cjx5voOFb1c0eP1dugjgPvj8f0ervKWHj91dywf1chr7wfe+8Ncxr91dBrugHryCOcwvWCdNs5YRgoT37uMpKrc8XdK+1dwVvyH0RbDq36U+Maolr2ptgAg9XLCPyru1ZWld5LNcLcepfvWLT5Q8VGNlD4Q6LVYuTzSfEcfARcZEwBSj9evqrYOqsH/VF3sjrz/RlT+i1dD/d4Wjf+T31GYevxBTpQNWESlr6tfhVNddVr2RZirxddfDl40eNk+RbgGEcMNLcZ15uG0ZDnqCHr9tckIbdfYRbDjnr29fJD1vCwxo9eqVR8ssdfBrSsWdeqEldcg1Xxepjr+jiQ9+QbeVP13xe9fGSx+Tvr3Wq2jQddSsS9ck1Epc3r6De0YAD4SkAxf8aRvASkJGpalnXAAVVwY4bkqdjdgmfYbpxeQNLWcEbsjeRdpAjZseGxgK1EDiyFKimT6BX5FyGTcTLsAxgjyUSzyjfI1BjdEwLEJV1fLXUb1Ngt1AqrX6FBrBmLup3xPWo6VPDAw1DJca1FOT0MTkC9YUpb5EtoJHGeXb7vb2LMzltgODEdexdo8rdsS6LK1SGpYbuETg1cTcsyZoWEbzSpt1eWo2b9pd8bm8oWbnousbkWfQ6Aku+02eR6b+XqReLE6N4TTdslk+ljVZTcR1HRoE1ULfy2fVJ+jsbsUbxPBSbmEtY1a2Qib0ose0tjc8bhMd8b7jekbx8v1gSioCb2zfP7ZImSMQFiib12xzHUrcJb1lKiNTBqlb41gxb9hqu4fWphbiHBdKSruBbnmq+vYP7q5VCqQpeOo/SMzcUcS6K1bieoCz1zdQjMKU3lFTenLreqvdLDczb22r5biBeshJ2rJbjzcwNcDdxbx8r9bld6RbghcXGLTdTVH+oUbxXDhb47fR1Gjfybvbee1KrciTp2rbbpAjosUTdBYl2pIEXLdLb4nLcb5Yhx1MuqXbxzeH1IctPzJWc0zP7fulVrcirkLeybgIi/b6ajrb0rc/b2VfObhHdYpHgf2bqBqFKQhrkNKKWZyAHewNPBrcb+IYH1dOJWSijdE741fp1ITUCzxbdP/SncY7zLe07kInvbmndBDnXJOrvz3gET9JugqHDezyeQPjxQj5wH1e3Vaa0iNQTYhzjKoat7neC712enJ/2RsNNp487oRrc9MkZBkaXehr37upyUXd/x8Xec7rXeK79XeI9qBIe4V5uFrt7f5NbBP8Nf0aDVZSaw1fTyMC7JmCsmAdWjbRfneJtiaVXQjfCbqrw2FtfpuV+cw7ztcYOyGedkn/YjrjV6xVNGg010Pf8OWKqacY7ojrqAp+78MC3lSdcKeWKoDcT3AwD8CZQNL9iO71+LO7tPc27vqp27saq80efBG1K3fistiaA1ENKruB3fOUbPK7gSVJ1759cA6f2izVaaC571Qk5jAved7t5xF2GPctEwGqu0TdzQsl8KAb33cx7ppbfRIjD8OdvcR7hoejqpne8JBA4d5BPcx74YndbqfKJ70JZzlh4KgzwFj88GDfQnAZlV7jvJb7tPcaTQ+pDUIPdXYTveL7jOo57+veob/Pfisy/dz5ICbIz1wY1eOfI6jN+SCsQ/fl5aeCANaaRj7ufJAHv/dKdICg/7jrfL79ATv727c4yP5YZvbBIdlI+KR75vLj5bPfRbx5ukYa/cyyTkVHGPN5ZNebe+ORXBA4RqDH72kiRLkVd77oeeKcBXO5wErfEiB5ur7rrvN7q/eYH63d37hliXb83du72lgIH1mwMH8EQwH1uGRBMA8Bb0g/OlCQ8kzgg9h7aA+9bkboVM+A/27+62r7PsvO70MPg94OSjECvwNWb7tiBcbw+kwE0cMAw8wR95NKkM9vnGUXC87xShgm/nJSRwQJGH0ZOmH4PKJL+OypBHlUzhjXfOHzw8K4QqXq4Ow+rJ/w+VerjlF589cllHiSVGvXo0+dWQCcMp0O4lQxwbxaUJH9MxyAAzy3ndY7imUjnhLxFLiqxEwqVUxdryDmjhcAo/dse8RNCNLgMh99R9znSoA5YSJlH9NJirimIJqso8mGCo//NXCRtHgBBEwPBDgyaXA34cJezMeyCdoNI+YzieRJTBI/bMJI8RHyY+jHvDACL/+TDHqI9HqCnuP0fYRzHjwnj4DI9VDlY96E8Y+b1fI+M423V71RljIIDwkTsyvOc2BCRlHtY9ULTkcPx5YS1o1I9/s88qW3CiIqmKUCrDJ4/VKUY9WYUuyV5kEiJE6uKT4g6rWFP49o8Y+1Q1JwmfHgiSERV6s2IEkDJ+BRTe5Yf0mGKoIon7w89BuVBInxszvcPauXGivzV3J8fmH57s6IdE8a+JltdtCk99BWjIWe37u/qGk94nw6uL+HE80p6OIsnxSMM2+1amG93buycwk62vmxTHt6Of6DPWr9Pk84J+aRG9baBUIBLwcG5M63wY9PCnhoJEmQbq5/SNAin5ZQPH7RsfK9VGVGmmsFRxU/YwqY9pU1xhmaD4wrHnPzsiBPqhxQOV2FYM45IFNMY2KBO8x6ro7d8491mfREEIDuWJEijZi7Qbrx2HUN+nm/WitcA1lHpfDEB5yr9NmjYcxmbrgUcFCCYdI26ny09h+a09qaQWImnysqin2W3Gn0Y9PqzBFGnvU/9E38TvwdARvN/tZmTY739RwtAXHhOXddIYhLKEYmHoOfa69JVFbH3FhmaM4SPNyXElnsNgqQEYnPU4gO68kkeS4js/jNviAeE5s/N66lupH0Ow9G770ZnvM818bhGb7Cc+trWQy27YcW3pxo9+UNYzOr5BQysEw8qIYPIXQBwYuH48+OH5hSArGlPeT2ko0eA896H4euXn089AZew8akvqKMYT5OOkDL0nhqDOfnhZMhH+89zIQ8/WHyiKhH87lVzVGA8EFM8S4AqPgebWSZnmI9EwArZ7HmVwHH+C/pKQOUDH2/DIXokBrYIM+LJ2coKGPaE3GVQYVH9ITVHnt5ir5Vm9XRo+1H7mDHdMM9Hqdo8yyYIjkUUi+EXomBpUsrxlHwY/iyeHD7Apc9T0AzwCXmC9IXm/MiHrq5ChklgoNUS+znmxBdlCS9Qx47U2Y1Jc/iIjbZH/dJZL9S/LwWIm+tHcLanwzZQXwLAXoLxRu4DVeQo0y+7IN3Bv5q9ESn9wifIOmqp8jqgJeIIpQDJS+WXyo2PdJy+ARAjDcJi0zwnznOdlR88XnvqJYS88+u8Z8/BXvw+y4PDzRXo8/pKZ8/hX+w+RXsK+7IMcOHGSsFJX9K8AXsC99ReK+gXu88t+kA2y5x2hscCE9fH0sCTHcq+wnthQbRLcAfH5PCVgKE/5gS3Y0hqVCT4wCXYIF4+Qn77MU6ysG1XgZKGXr15y5zKCIXpI+vgRLwRiC9Dds+cWTXtjioXmIgHHwCVvoLC85HtJA5AVWx4Cbo9FH6cVEtD0/S4Fi+weJWjjRmo80tTtwwgbs9UXs8Ji9VcDHasi8ep7TbayHa9BRRza6sXi84XuiJjXoS/pHxKCjX6a/RHmY/VgBa+pHm7g3zHIAg3+Y8NNSOWwiAG/HHqcpaHwCcyZyiIpXsw/S6OUEA4VG9Yny9PN8NTDBH2K9pXmrwhXxK/YR9qKqITG9Hn1K/3p8m+vVTK90gZ88033K9FX79O43m8+laH6vC6Eq/AFpMHpSCq9wnlKI0Evm91X4ih5VRq8IFgE9kFhEHtXm6lLp2DC83lUzNX77NxtJ06DXwK8aN30EjXqJDv8Ga+wXmnzBRenjjXua9mUVEKLX4S9/X9BQTwTS98X0sAvkSIQEXjqhBReUDBgDi9HXpyJyaSi8B0yOXxLJ1J0X8691xbAT3X8o8epiCFdH5i89HvCjs3OKTYX9Ko1QL5o/X5a9a3sS9A380D9lps8nHsyhBp8s9mSbnUZ3wvYQj1Y9b8m2/uN0o+rH1Sp5gexnedUu/StPVwEKM0yt4I2/BRMaRYX7O8py3OHa3yc/p3/W/t3hfQAfJy6N3y2/SX3jU13wQ7UmBEdORSBABNhkyLHpyJO0Eu9T3xarCaKgRl52JGO3wWo1n6kwyXxJwI7PGQjE3u+Ty7e/VHvlZzy9XiacCwku7FOVYIRFoEXkYQFRxGySSY8C3Hsu94UDPCwSR+/V3wbLbngu8N30loJ4C4+nzgeUByvY9H317qx37u8f4S7wQKjki/3je9D3j+8jnle8iUF+9p8vEzT36yj33qG/NwCKKX3uqDBh+bxBRE+8EeQe8Xyg++JEvRHAtRG82zrRqtDb5O06OaI+KfoYuNdXdyBqh9dPKJm06Fh8oDR30UBwZPUPvpN0P3xohMm/zcPhwLVPNh/nqDh+GNNNcQX0A3y4B20n0OppqWLQvqYLTIlNJy1CGuZllMobURwnSAqP4e1iwah6z1jEVgiKJo2ZJbta4X2BKPszD4LVT7QW/hOziJbNsIWx/PxjR+qPzwkvFSEwOP4pIzNdx9XMadVePoObqYd+bk/D3f44BppCq+2zqPsJ8Yq9JS/5taaOPti12Pjki0skDDEQYmzKPhR95BMi3oxbtkQk54xZPhrDdrMbpIFEdwFPz8DyqieGRoFx+6qtporRHJ/ZOlQAGzodtiNwkorJVphTNZvqtPwepC70wICWFCS/xQBMLhvp/M4CpTdPkZodPuZojPhPzKiFZIDPmXd5x3oBDPrzqJ3RfwtP4sKzPg3cwTsQAyPpKsDCq+LNX9AM2MeLkzlgo7FJHTCspZOcCoFJ9sxGybHPlH4m2NKhzxW594Y84zTwVV5PZfZ/paQxg9UJ3vlWO597cPECgRCsDcJeBBw0tzIK2tGL1NE7GsjT2Jwlf/AYboXBiIL/1908jIrN5mBz4ZF9nNLPY2KFHb+0s9KRnmxZGoxdH4BvQBTwEhlUZmFu1IoSQkM6DI567GGwIal9EtCXr/P/2gMvnutmQd/iUMml906tbAp5YumwMbrrBECeCR0ol9a4RF/ov3F/Q4KXBivnF/9HDxvO7bF+ZKatuovhV8kMlF/gt78sDx/XFktePZIvnQjvNKnUqvvV8/GDPWGv7tHKv3V9/pKsryvi1++xjgYgScV+x92yVQBh1+E0K4I6v8V9HE+fUsLcnKZKXXoS9cpMoSCcWSvu3V0vsGo72WnBBfLIOYycN9XKv3brall872T/aD/KHVwkQFpJv0gE7ayzyAtP2TR/BwhCv7N/av5zi6v+gulN6V++v2jISDQV89WDhwAfAAaO7AqhRKRzRXBa1/ivx3YHqwnXFv11/9uIt8evj3PuvnF83aiXqDM0l872NV+eNyZZd2eYjmpUvatLRYjMmZt89vnF8rIt1+89XV/Lvuj4/iY+w2tFdK7NlV9D7fl8t1vd8liYFomvpF8tLV9erv9F/oHXv5Hvj3MtvlHZy2HN+ivtF8PvhOrTv/t9oHN9/ose9+Q48ft6S518PvqHH2FZxR7v99DlYFfYEv8NYlWqL79wqgSWRPF9S4HLrIwYyK2vxfPAu2tDi2ZC12v6en0vutbBvnnVIIU9bbM+ps86yc45RMD8S9cChPkBXHAf+V+OYTGRnrd5oWnF99oHCWgrvjt9Xvqg8bNwnX0f09ZGsilLWIZspZvop230ZIYpvzbDeQBD926jV8bhY6ilNm7XyYG2z0iEj/BIE6pSRfdKYfABFlsQdZJokz5+IOMwMf+60Xv3JDSXPj/akT6AhvsS6sfv99Vg3LTrORKJMf7/ZzLFD9gYM9mq65ZaWRZPb/v6k1o0HT+eQCz8fvtM61v0/V7v0IoS9Ea6rbST/Bv9nc5+2esNtdKm+GeQ98MhL9zPsk+SDTMP1YsR/cA0LJfolL9MPtYOzIba8IqQd/gTmYC3KEr+pf7Q+FfzMPN7RPFlGW5SY1HhuF8hY+CEXdoKEB6YJS4r8e5k52jPm9otfnhgW4jYQdfmr+Varp2VfpG+pcEb+6kTGcPTIr8/NYRkhDj8deGcr8e54b8Nf6b9jf/L9ztx0bxfrL9YGHiDPtPL9xrk9s7fntqsFDvFxfs7+pPqR+MTe+PydiWjUSLuxB7A1cIoDTiczUPWvJI61Prd0gxG9Kq3gm+Vr2RBBtqwVDsQXVpJxZa0/RwDE/NM5pkAbcFjreMz/a/D9mW77+AtF2XfWmJTNQXVowZPHjrSeaS17KOpwcgnmuZWFpTGTK1q62Fr4tQDlCQf7s/NWmgtW3UBlISd/TQRartcd2UI/8dIqf1n8Ty+Vr6vk0fk/yVo7v0McKCYn+StWN+coXH9FAB5qtAA9VHWwuiB7anWffwUSN8a5q8/tUWL6p78j1Owa+rBH8+7OQxw/9X9GtE7wSj7X8a/zFpKgfX+M/h5pKRfaa2BS3/d2I8I2/wQZfOS9ZwIKS2PePwnmtOn9u/42g/f/skuxeF/fte9aidFWwtZRSAiIC9k1gXfuLwdFKg8AnEAdHEPjmgFjGZ7c4yuH5m1sSwK9wVP+GfAfDxHBP+Mm5Vgm5CwgtIYc3KsVzLX0AYarqrtj6IJDc8LZ1Ly9KHEi5ReAtWHQYh/wTlbmKjoAj3eXJYWjUQsElinnBt7B/y/B/ykQFjqpP8Hdpv9wmpP+BHasjh/yDrTQeP8chnv//tMH7V0WUMZcRGjoWWaNkYZDp2deI62FyjrgsGTr9/1ehVtLthkdDlLd/nf/NV/rKLwWf+Xda7LEkAf+qdSP9OXNsg9/+kRR/szB0LqYq7UCTrIhlM3JdJYciPhOmvf+k0D6PKemJOaGzmSe5ODqWoF0RxhFllSUXbDwAeN+Ns4wAQwAZxz+hF0CaPC2dPE4iPr1loYyGpiIAZsEmAFBBjEatnSXUHgBjqgUBmQBGAGtOuGG2AG0ATd+q+gZrk2W1P7mNlhwaOB9kJyYmKi0cFFg4dg2xES0NjYQsJtcr/4gSAEoc/4iATmiYgHsAXIwdIbyBqDU+d6kdB32zcTw0G8OZ/7s9ryWiXgtsotwqbaRog/sHtjr/lDcegFNSCM2pHQaAaeW1GCPNkoBpnYHljwB2rAsUG9c3AFYjih0+fZtzGwBQgHy/LeiBEjsAUxEYSpuAd4BHgGDYJeinMA+AUEBPZarCPt0r/YdNoOW9Jw6AR6guaSKokeEYG4fMKn2kIAB/qsERCYxqveMGoyMnucqQozbdM7scvSDcPi8KBwu9Il8JQEL6oEqgRQKeAPq3+gqzkmMIiRFkL32+PxFsKp8M6BQ9HdwOYx26l30NXB1jJ82GSj1AS+MuzbVZLWMFQFMQpt0cqDWChQg7XS9AV0B3p6F7GLKzBTSnk0oeyILCMUC3p569L0B84xOflL02QGEJO2ggvZ7ARk0eLYj9MS8tFYrAWLKYwF1AXu8RwF9rGWUuwGyvPwk/fTZlAUB+4h5Aeq8u4zIpEV0fE5yjLKIRQHMvF10sVbPAdeOJzpE5g0+kAFNPrBGxEitPOCEHDa/gDCBSjy9fk2k0IGJSutYAvwogfhMiIEoAd/azuqKIrCBUjbwgaiBHN43VoBQiiISXHtW0qix8MSBgBZhDsPmbIYGHJVW9k49dEUoSXRK1miE5A6+YocBjIFB5uN0MmwAol2sPIHKLCr29+JU1Lb08SYPFuL46k7TAUlA8vQIkK7gHRDvwFfmSFRFRJ72FCBMJsqBs8z29tKBxXSmIkDspvZtdBrgIyLIwsIu0wHxJv0UnVzd9tU2fIEyCObynkDxKNlgXPRpAIKBBDSTdOO0TIFU9E8SNHyGcuraMSjeZKP03oGd9IHgS3yq3I32ZtqGgR/w5GAmgWbaMoERgcXE7E7RgTqBaZTHCBd6NNYSgQd0xVCBgW30T/A02NT2uPTTFjfwr3K+ZtZoneBoTtyBRYGOaM0B2YE1iEMoD+BelOmBaiDpAThgg6RlAYkMgfQD1rMqjgzzQIQkNhI7xPpwUfTMfnFo7k4ohHn0kDax9CiEgVbd4L0M+iCksHoiTDwL6qD0SnCawH4kfrAtgRJw/YGYHLIqMnA2aCPqMRA59ALQYiSbiCuBiYGrIAEkVOpp9HjU+ogwPITqiXRz/l2BJpyS9L6MGVA89IAMHYFisNzULdaBJO/OSf6ngRnqn4FXTieBHyIZaK+B8LDvgWponuBXTk+BhXSX0BsEl4ELNuBBSnCR4G16EcC9gbWw4vQZ6i+24HI3QMqqPaBZgZhyavSFNpuBrYHPgQLalxSh2MRBSUhKHHhBkrrNpDTWt7KxwMqqL5C79kEMfWYUIH+BjgwvGIwKNEHCgdV8fiQJdNOBqEHkQWxBAkHu2hPavhbJQBb83XSh2r4WkEE+Vnb0lpSeeleBTNr89E8MfxTFpOBBjgzHQCfoV4g3gcJBtFZ89El0ZEEiQeeBSnDL0FvaVxh7IjJBfaw7yIcB4kG45g+I/EHwsKNQPVAxfuP66wiUgRCwgeBwge5BicSVBtdWCJ7uQagweXoYgV2wnkHYgbX6pIGtPD5BXkGKIoFBSIGJeoSBJJSxQTuYwUFidG2gTAEpWCwB2jZSmuGqsHAYurb0Yez89G7EmNAcgZps1NSgYHlB3ezWgfYBFUGmgcKBxaye5gaBTEFn/kPcYoExgfYBFoBmaOqBn7AFQqqBioE5Qd+elnjb5rhmk3TeTnCQPoHigVR0u0jO5t6eZoFWcHm+loG8gYcBRUGNxPEoqYEd/qnMzoESBBZBG0HlgdYySfRTQVGBAjpLQTtqoYGMCFkB89AwOD6BzSB+gRdB5faG2kGBc0HNlKdBlZQPFgdBbfYJgSNBDHJ8LobabUEusDb0p/aG2uGB+nRrvPdBuEFfsNdCffT5gauwNUHWaNL+qLDlQQ1BR0F7IuDBuYEVgftBnrINgcNeTnA4iFwMrIBvWFF8W0qsDHjBGgytiAGc7+zUmvOe6whb1OTBct45NsRIeAx4wQtwI+wTgKEMODrMmAWeWBTgHLtkX2zX+u1QMBzcwd/62nKIHOzBVewtoPzB2pBmGrLauMGtQDZsOtrSweNAK56KnvpueMGBVPckri7CwfjBSPA4wUTBw1j+nuGIuMG2ZGGIoiTBnCWcguSywfuI4dBpRNbs6Ro96Nv8AkAYopLBVMGlUKCsKyIcwTzAHdhURK7BosFVDiZcDsEj7OrBakDWwff6biBoHGbBOTZrpDrBgnSgBsqIkcGoDFWeZK72wQrBQXwBwYnB7Ax8pNagagzv9KrBbFbuwfpc69hsyt2IzsGnrPnBBMH2mA2c46SgDGBAsAzv9GnBXwFUYHRcjuyKwYTBrbIj3GLs03qAGFQMmsHmnvpuzjTZwQt6rxjTsl3BOtrKwfCYrjC29KiAOgwIwAXBUsHWDAIMSQzYiM3BwAzUSHpBZgyYcrBydKTUwV7whQwTbE7BB/wCDOkMNCQYQIoM00Bpnj/arMHZDP5Ihp6cwdTUodhdvLkofMGdgevBDSgdwdwM80Q0+ErB8vS70KfBip6rwQisZRAXegPBwAxMwSv8YsGGDLTB0fRCwZ3By8F9rBHBonT6iGaecsGzwXoi9JzxKIAhM4Ef9HPsi8HoIbIMu+ymEH/iGXAVOG7B3sTSDMPgy4jFpLrgZ3DIIccBMcGD/tAh0iSrwZ3+skHdrGf8yrBkITPBg/7iDLrqcGQ0EtqwnCGxViMIp/4F/vScLkEMnvwoi1jDsqpAXbQ4eD20GLJxQU34YiFCVIhyxPTsOC2EsiFhQXaEg6T9fKohOHRSIVoh8LAZ4HIhPQw8qoohOiHNDFFg9QxKIdBO6a5RztjB+WS5zvgMf3xV7NaCzgECDDZgGer4tOwBZhIUvsGcniFXSN4hR874DOIg2mioxK02DQxvKHbqNWgnrgIMoKDEBgnKgsQOIYjsqeyvchlwHwCJIWl0bc4OIT1KZzb2dFYBG7COwc4hTI4NDEoQZ/q00C4hXiGBQOhBASHONLemMH5+nL4hFEjx7GPO2QzsjHp+nnANUGoBMgz0oBMojlBRNgIMbCgUvtfEpgFtvPeyamhXUE8YfSFxbJrqY8TaCH0hHWxDNuHQj/B9Ia0Q4LYeIUIBB+idsqAcVSECDJtcmn4ByoshndDTwbkg+C5iDOEhoyFYLmkMWSHjNpqIFyGgDMRen3gnIfkhEDxDIX+mtSEc0AC21SGPCLs2byFxSDIMwfysDnpoqC74DHygqL6y4PchzjT9IUM2TGA3DuChkyGNgUBcOFypjt4oaIy0XMn8R/zbnJmczS7a/GQy65wbDO/wsVwP/Iv8rtjbwkxcNW7K6oJy6FxPLiPc/8H3nLO+5B5UoTX+SVyH1JEIgnKuJHMM/DS3DH+cbKEkrP/Bf4SUXPMMesE7nFyhqIwX/gtqJiQpUJLwQiqsodaueKGMQEBcglyP5DKh7iqbWqf+ImDPDPChc5yT/BVQwEQooTg0Rwyj0Bihs/z/AiRcbKFDZkka2FzLnIfEyMA0XK/88XLbMpLBdZxzLBIk/cCJXL5gDaKeYM6h0nKfauQ05OQ5GlKhpA5pFGvkfqEptt7YqsQiIQkGS4LFhPVMhXz0iGSMUaGGIbrCEaGWFD7w9Prf2JGhcuTJliOGMaFpocmhxsJZoUmh/8TqIaYEvJDc1AyM6aEpoYBg+aEZoQYWu8CZQTCazgZdAIDustIoMnCQzgEiYNQAajCWeJeuBHj+KvJMDaEaHvOevJDX6AhurIooMj1QXw4T8PahK1rvcOhWLurHDI6QlICIjuUOTaEk0GVgORCR1MuhvJBueCM2HK6ASPAwAGA4HhOhORoBYCmsebwaRBl4x6GtoW9MRopqMEOhyQ5BkAKhvaEgjsqI5xr1oU+hbGAmGHChaGItFBUcpXTyjEcu3vS/oWMc9TbQ9L+h9bbAYXawoGHYtF2K+3RXBHjwjKTz4IYBzqRQ5PP+voyCiMUCbyA5DCrOu0hljIT0q1ZbdDhhEsGfQbtA+QpBLt1B9XTYoGkcexJ2dO2MKYygTKd02IIyGHRhug7A7CmMUEx2sBBkwExqkHBMgPSwxrDw+K5o9Ej0SLCQIPwM4PShjOxAKs6iYRLwdRQ/oXEKGtBwlAkcvGGLGCeMsrAcYWGgb4AJjLKwwH57jJH+EfSH0Axh6YBrjM10LQrmjFOU/zCv4D04OKDXLoYBxGESsNJYh+KrdHF024JlIHeM2GGvjBghSXSuYQRkD34ndPDOUwGvfqqMyHDUvCpg81LUYcZhR1psYfRhIbK80FRhzGEQTMFh/xQfdMyC/mGmujxh53iuTgRm6fSCYbBamM5bIjD0bmHOYWhOkmEbFOJ04YxYMPuC/6HQ9Iph1YwqlN1BqmEpgo9AlE6xYdphDWGH/qgWUWE6YQj0IFJhYUayymF1dEFhSkDyYZV0fmGAMkGMDmH1PhAB4ZYGDnO2nIpk9PNEj7Ty7viBW34btjNhXFS0hsZCC2FYgUthZJ7+tLNhz1YxGAMURIHxoQUYB2GrYSGA62EPjuSBViEVzLWhXrwztJuSK/CFgaGMtZCsgRaBdoGy5F1ceyJlgfKMH2H8gU6BbHbwElFSIoH2TpZhYFyvcN3OQfYtnClheBLw2LDwt6YMgSqBGfZ3YQzS5HyTULmwkOGugSGBPE5oiCwSpiIP1AUUHvCA4WyBloFujPucNoFT1HyIMhjvcDcBUdaN9jigTNylgVZEd0F04aTh63yo4UiwfKBJ9L7AWdQUYSwgnOEI4TzhmkCfYTMAMOHs4YkCMgjg4aGMF1zU4QKB/2FzIHhhboFk9kqQi+JP8BLhehig4Srh8oEWGE2cNHw2LjzhatyygfhKAk7+yDjhKOFagaWCqZLoVEaATOEP0vLhmOGZjFLhN/A5IVjhzqB3jKHS9ET44YLh/IG2gR7hE+AJlO0hV/bI8Bzh3fTWgMmB7OEs4dmBh1Ci4aNhVYH0gCmMVOEFgaKBehg9cAnhwOFK4Sd03pSx4ZoY6uFplJHhWYLa4dmBoeF54VDhu2AtgGrhJuFE4ff2aeHBgZGBbfalgsnhhHxdgHz4WMGwYsKceNQbIs1M7XCLTGhO7eH/HDxA3kx+jqnEhP7CvH6OP+R6sEAEgVIJjoP0G1pjIO/O/vyWTOcU9JzFTrGWmDp7FGEQuz4+LLFMexR/4pW8vmARTO1wrUytvJkWBGQjUDxMsNSg1L3hC8xBVomQe+E8iI5MDDRyaNhymKjZNK8sK+HtcOK8z+HQtPNMt+FuZIEWrowblLISc+E9FCfhqLx3xNLAIbIssP3hoBHvVCGCqrzFvA4Q8+HmTmvh9S7ElrlY25L6pKpun+FtoM8wM+FL4RvhdEIAnO5OU1RdCA1wOBEYEefhx+GijOrUtsQkEYvhGBH4tPgRN3Kz4UQQnEzwvJS8m061TMRquBY6NBwREwoEJOTOzsScYoVophZn0Iic6R6ozkeEDLw4EfUuYBFtcHScuKwwDptMYkxiEUSuRcTATMdUtm54EYpCAXZ7Ztfhj3AJZFqqzBHgnGZM+SSGEYpMsJx73LoRBLx8vPUu9BFaEZfh1Uwv4WoRIJyA1HS0gvBMbi9uQNAhsnJushJtPK+QLGqEvHjOo+EyQu/hXM6D4VoRxhH/MD3hcrzaEaWkYhxcOif8fBFn4bVMjfxcvDo0xBFEDGM0gjDu7qAw9/xSETAOORFj/MRyIBFTVDwRj+qn4ewRLBEmIFVMGBGuEbUBVOQGEUfhsDb6ESuOV675rEURWRHVrs5B4IGTYSeON/TaNLgehUrtcLMKzeTUgX56J/wHCk/8fSbjEf0R4kFHYapkY+ATEQMRpX7DEZ9mXD6F8gsR/RE8iNFiKxFbEVdh+zQ3YfUYCHB9EjxgMoGcvPaEcFY1gPnEHxR+tlCkyswLIPZMNxFzllpkZPY0asMSNQ73EXHyBWSSrqxY2vZNqlMofy5EMN4QTaqdEnShsJaI4UcRjdyk4opwA6qGIn8u7uy04YpI8hG0YKiWteGvEQw8+oj5xAS87YBLlpcRK0EwnIES6/yf7C8R/HZZEXcRZPYlvKJuaq7YCKTyOhJo7svQNfzPUPqq8TjBgIAC+xhwkdkm7E4LTP8RA25gkdKcjJHfEYCRHRB3cgkI1Uz++L8RFJGxvM8RbHZPcOYS7xHEkQSRZdQ7xPZM0SI4kYKRWhFNeLuWvJFKEXFou5bwkTxOxuDYkXOWJVrE4cusiG7H5ByR3aphEhOWGVAEKNjyl9A4NGekA/YtTCKRIq6uFpyRP8xIkQlQMmz39qtwd+EJUNL+H/bN4YukQlAQDiQyASj6dsuwudICUN1WkrA7QL/SIeG2zJ2kPdqz0irMVaDBwhp4usza8MTKZ9iAhEqEWhxg2u6QbPKNVjr26ZEG9LbMcGTJkXco4ZGazMPCXziX8ETM1va/5H3S7Ny+dgQihZHwgW12WsRgzCqoWaQ6tkEUTRji+K/W2rQZTNvSUKAEhMxkVswkMovhNGS1kZQyf+Is5HGRp9LRkZyS6ZEJkTiS2ZFTkYwkZXYhPlOR+qT2ZAWR1L5apHh2wsyDkXV28MyozCde1OJVdgeRddK1ctuRvszNkdKkZGQbkVWRDZElkfS0ZZFOzLvoJ5HLkSKMKMy12J+R3Rw+zMnSp5GC8IpKIxT+0tWRxVjgUTYQYIqMzAjkAT7F0gxO9SbdEZd222HKgJjKS1hlIJqS20pYUR+8haFrtBhRi1jIpumEsmREUZEY2FEEUTe0iQgUUfhRsmQ0UcOofTpUUWeYuwqYUSRRdAHntCTwlHhMURs+1iHuFC1w2szRKKTKbHZIkHN0Dnqf9BThioKMOPfQeTYgZA8EmSjtTGT29TCT2tEovIh+ZPBkydLeTik27LDdEHbEqlHODMTM0dJn2PDOKHCpZIdwglEUlCYY5WS6UbnEDnr3ssygaSgPkQ56uQycoMpRBsznSOd4rlFQoGk+4lGeUfSwqdK2UTJRYfbmpBtOQlFeiMVYyRwAvqE4wlF5dlFRqlHhUWRkUSQlEExEiuD2ZE1yClErCAJOjuQ9NMN6kg7+TmLCTlFBUUv2WIKPZGFReTa8sNfuyhBFUfjklVGhOGpRXOTr2tEoWSGU5PJRw3pjwRK2fIBRKHpMxFZBkTHkDThvDIXYv8xAjJxgvcyYLJa0J9BaZOa04IyljNAOSezpHqPkb0yacA8sFCxWLozgACwqVJTui8DruiUsw4zILCww21GqLK4wVhjVkAdRYCxHUQvkRGAALAse9QK9ciWcOoT5Fr8YiXJpRHgsxXgsMHiADZxbVOgCXVAtwO/sLtA4Ak1Q4yj6XH9RFwykEPysq2I9BCgUE/C+XC9RxwzQQjC0ttgQ+M/kOXBXUSvYSIwjUW/0LuBlNAvkcNGfvgxk1+RNUP7EiBxZkN2sJkCg0SZcLSi94CwwgNHhXFCEm1HfUQ9kT+zXzOJCM9A4eLysxECU0RxgT1HyLCLgJNFbUfUqd1F40fXkl1EY0Qd0DG51wKdRuaxDUaTRlipe2OdR27zI0W/0A+BStMzRwtFDzErRdNFrUYrR9bTUjqtwR5xUWq9RnNHXcGlEKjB9cnNArNECbGNR0tHpSJvMuUj/UQlwIFwm0ZDRwSonzPrRsNEy0VOs2tFr5AhwTczq0cawYaFrBtnE636u4EIsiRo+qNoCvkG/VgQB4FLPtFUgH6KuoWHR4IgR0VNhecbiYMYe2djB0cbCqSEx0bv0zFHJhFnRV36x0ZIGDR5ztEJASdGuQnd+CqK5spb+LSze/GoCg0CTWMPMYzRYEVY+YKAPLHAgdpjhcEtARrTt0YGGrdGTzOpatgK+EP92W8wkLDVG+7DKwEa0s9QHRsNYk0B1LJAgTgKpxMT+NdGOhi6gaBxG/CYWDPgteOceI9FF/GZgFETpKP3Re1F70fXRa9Ew9PZGDxh90RAcG9GI+JfRf/ZxYPwBVdFd0YAsTdEHFp3R8ZjP0Y5KH3ik8GAsl3gCOF50c/CnrLfBkaJpUhPeRrS8pC7EeXhv0RSsEk62hlAx4azoIKNcj9Hv0U6YfWSfobQ6WSzDhHSsUiaQ2GgcmDE30kC+9mHeQCh8GSw81Iq86kRlLJFIGkwofk3Y1SwGTnN03NiUmA0sBho4MeLY8dhtLCo63dDkMVgx0dCEMVZy3DEe8GeKjpznLEUsZBxmfoF8KywqbjAcqDAPDEQUKTp4rMBO/SwpMLis6CyEMCKssjEe7LgxzOzq5B3IojHznKSsRSwk1ITYO7aFvKFMRjHEMcYscdScMXgxGSyhsPQx07aCFEg6KjHubGKUUyB/LJoxxnzX0GY6G054RKfQoZqvUt4xCjFf0gnwLDEMMY6hhjrDEugs7CTHNIY6oSzGOrsEtixkwAhhaZw5LNSgfsanrNYxSKxY7ixOXDFMrKQxRjHI/OWcsIhrLHwxTKyINAYsGTH+0RcGR7wDOgTikjJMQrbiyMBzERh6hTrzoaYyaEANMX20x36/dpbIHTF1Me0xHTqFernRhYT1MQMxe34rqC0xe7TpQbSBUhxTIEowHtE1xEHmFXiaRLw60+h4kc4sZTC/vgsxvmbrMaa6rWKRBNsxO6QpUnsxDaEZ5IP0sGw5/sRwxixEfBJmStHToacxczHhrLakqoGzMaQ6oOJagVMgYXJdYmgEjfa0FO46QayVgtqak8ijYqsx6iY7Mc4wHbTR7DICzVijYQus+zEWMQz8RH64EA2huSx9NPQx0cQnMYYgbMhosdHGizGAZBph9WLoCGEI00IhMQCOQ7Af5IdwRxiIsQPmmIAosf+QHDrEcD8xtCC7MdKIt5BrKk580uLi4u8xgECL4oNiJzo9ziKg+ZqIsU8xGfYioAz8v77XwCkQTLHgsRcx2vZN6Nly82I4sdsxCWhrLH6QGLEFMIFyPOJX0LKx0ECqOtsIkrHKiH8xWILPMVtKhrGohLn2BTClcl8xbvBcsdz0wLGToHdBBTBpMAJsDLGm9nKxMyxQ4i4QbLEbMZBsALEbQmKxo6yQsRtCgrEFYt0Q4iqgMI9kctiS4CP2vKD+sQusNNZhsd6xC6zQHEdC8rEZrHCxMypOsWmxarGNyMCxVSDU9haxurFqgGrGBqBVcl8xUbEAwSWxhrHzGE6RBbFfYiCx0+S2seFc/zEmgY6xKrHfMYGRNIGGFto2E6H8nIJAqqi6qugg4LEFcJGs3WKogOrcDMCWlmCYhsRoHBKgRGzR4GhszSwR8OqWrqyIiGOmRXjLsRiYZxYg3Piw1azB8L2xeCCTsaGs5JzPQDkkR7Ha3JACjWI9sb2mOXjC4tBCEGwbXHfM2nyrsTlEeDgjsSRsi7GnqAOx07ES3I+xaFhJTBjkG1y3rEoO/7HjsTexN8CiNCBWD7EcJpLiIHFm3PBs/RLmxD+x0HEWiGOxhtyNejBxqHGBplBsyA7/sTOxn7HEbCOsWHE2Fq2svxZwcZGsbbwz0n2x8HEUDtaWJGaCwC009DhD0n5cOcrDrMKWnFzrrNRAkXgOlkRxuixccUPMw7E30pesTHGkIPSW8RA5xGpAr7GCcQHSgjGs8MWwlQ6EcUPyXRETYWhR2h52FMSUkn5fBrkGb9DlXJRYTTEXaBJA6nEIZrjoBnEqMkcGenE/qJ9ROnGyWBpsbdD5XFFkVaEMnpZxNVz2ccZx2nHOcTxEUzHSeDYh/Gg94JfSm4SDMkWBy5bxxOTYEYJvYR/gg0gwHPzWCFbhcZBxndLRcZys86xxcTyBOMxBFt5AJayQZD3g2FZpcZ5q4HGlaANi1lTUtjTifnE2eJW2NOJZccOE6XST4KSQsGxdwAG6fHx16olx9uoLQSHMsXFNcWFxwyx2xP5x0XGeegTU6TG8xoegkRrxJnYx/XFFgTKsw3Gk3KNxRRCRxN5AcnFhCNrgPW6aMZpAufYuer1x85z/PjSxPvoRcZoxs8o8gaUsFDKLhAFxxGw14Fos34B1tkeo/PABLCdeyJSoEFc4OaxoiDi2N3GHluTYNijxgXI0qXEFcb1ByLjprNlxgFY3ce3SVERUTD+WqBDHceUxqpjdcfnWGKxJcZNx6eDgsYDx2vaQaExxxpC/ca2sgmh9cYWgn3HdZBGxFXGhgXWIiPFtcZAQsGCtcZLcr3EQ8fIxmhBOkYdebdQoROTxAeEDHv9xz3Fbljdx65Y22EO0L+gE8T8QXJzY8R2xoQ5dsYZsDUo1Akz0esH88fECKdpMDOEIC4KGSp8h/fIQtjpKUvF3CiLCCZQt2np+jPLVFKuUkyFEugtsK/A29Od4k7CFFPECKZgbIUvyEvHV8HxAryQn8GECUAiXIUvygzKQ/PjWu2xcYXkCB2x07CRwIsiG2MNCHmwGYcDs7vFjSoZAkOxO8SuegAh7Qql80tpMymi+iXys2veIwvG6fKbxeZIg1vrxE5iG8YHxROzeFOrx4QhB8U1sEWzHsJZQfvEFjFsMalqM7L0BZ5agyq7xhnzJpOUMdwqmAgaMp0p3Cs9sJYwfmNfk5vEpAi9UIyFG8QLxBvEmGLrxMvGS7GkQ3Mp68WICp9AH8hbxHMLTwSPytfFQ7FbxI/KV8U2CLOwGUmzs94LO8ZgICkLYTiS+Q0q+8cMu19ov8CiQUUjj8btKjdIo7PdsaMrsysbxOEJH8QLxVaDLIexwe/FoCJnxdMrp8QLs1fH9JjnxeLbl8fnxXvGyjMVsDkgl8V7wZaJtrpPxjvEbcMNsmIqesp3KD/GN8S3K9fEWpCfwZ/HGrNiMqFFQAdoemgggXmDwJnqQBHHIOuxmyg5xcgaICcMC8srJBLqQ6Al0YJgJawYubCQgcsooCRdYaAkTAsp6+AF+eiQJZToyouQJ4QgJRAwJDnGG7icKodrsAS6W52zJpOyBfgh6DJOwHAlCAf80kfGRtLhOpmy/iGDK0QqxfNgMUMpVlIoBn4TznmDKVSAdITVmz0o3CDxEJYx+lgZIbcio4dmUpYhvSDCybzZGfGyI3Mo96O7h2ZT9JOxwPAkuIUq0pOzWCYUhwgkzUltKMOGBFHCoVYJgynIJ1fDDKIxIogmcCapqu2y+CUIJTIC5DG9IJdLyCV7EnphKCS4JUAiWCcjKu0CIjqxUJglWCezRIYBzjEkJBgld0iaUj3hOXGAKUgnVASPxggnV8BHE+cACCUyK7AEJ8F9skgliCdeO//Rwypm8oSGICNvCUQlRIXPcdgkuKPEhB3DvWOZsVGTvIRtwsQmBCHPSH4z9CYAKxHTjIWlkASjJCWcyEsIyCWAKkEAOAsYMkWyFCYBMtQlvSKu8QgEVCTDsxEjCgGBMf8YlbEqguHTz8D4WPgnb/hc2pJRuCQ5IcqC2gOq8sHJmcD0JPyFxyAUJ7QkJCamWj2zOCS0JhxbHCWEJGgK7CY4IZQnrCRCA+YifoYDWJ+wV7C3sjIRxYAui6WTGsIrWvmD77HsWkS7FJBCJVuyPNK0hJ16gKv9qNuy9fHyi3rTE0oQ0jIRI0EeiipjX1GvmC3xwicOMrzaIiSfsmbSacqwOLZxj7M3MxSzzVpcIVZzIuIYxlSQL7A8sJhLohCbg7+z9rhJintZE3nUsjCp8pIWIJlzJMiCsNwToCJUsUrRRfHcIp9FRNMPaSImqLDSJZYhKiTa0mIkn2sQcjrR4iZKJNihutBPswoiiiYw4lJZtrv4kgolW/v4sC9o8iX0YRRH/vokkuGxutMHs1SBgijyW+on+NoiJ7exn2PUWHHykifS0lpyvNjCJaomBLJaJlIn4HEpa/759SntCdOIoibSJsIki0f9Anwgv1IPswRIqFHAJkIHzPv2AvBxjIMT0a0QJ0dmJQzE49JmJ3uIXhswcH1J5iaP6Qj7OerSCWYkliYwCB3SsHHIR5nE0AvWJxYl9JsbBDYk3cp5xNaHecULgBdDtCIXYSDrfJKCgaUp12Pp4MIyWpKqw0wjp0Wg6G8GTifL+k+Y5wfLm8v5OnNB8Z3g/llb+cjEDiDh2XonPwN7uA4iR5ic05mCTiHuma6EDicMSylaVcVb+PNT8IS0igP7TwDE23FRYjt3YHG7paI+JI4lNGiCssohdGDCO1InhOlKEv2bKiTOJ3YhziYb+0OhJpAHK7QhD7GiExHxricU2Q+wp1K+JDP4/iQBiuKz7idS2RrR5PHakeDjtgHUsmEmxVm4iFwRD7JuJE4mIJja0/wTVdNLAkEkbsN7uYoQgSafMZTHASaRJgSzESVuICSIPLNg0saR1vAC2l7SSMReJoTaBLC+J3yS3iUa0YtCbiNHQW5YiSSxJyRADwKesndCoSZakurCnLLdQm4gZEPdUAkl/LM/BTEkKaoQc7CB0SW28EomWpECwXyzfCFF8YaagcPRJ+iyfoZKw/OT8DF4Y2nbbQCb0JwSjHHjMB3basE14ChwuxA8WDTj2STt26CH0QMZ2y56kQXMg0dS7CsV2z7Lm2v5RGf5sDOkczGSuSShyMUkM5JhwojTQnHJkJhzwsOIgvnYLHGKwcOKRtkvA4KrxsHWgbXD3RPlJ0EKRdrRiNqpJ/gnaLOSHZHcEUUh0QolJbklTHCqQTUFOSTkcQfCUQXZJnJL1KgJ0HcBkZD12SAF2ZGRkYUkgQVVJZXbxHIWwl9p6zGEcBUku1FZkjklHEZ2RtuB7IglwXXaqzN1J4HI9WEkcihwR/u5J0FHNdk90nUkijNNJ3klfkQCmy0mOiBBME3ZncIdJe0nJdvohAxzHdsdJBOFKcfrOEIHJ0ehRwPZ7HE6cd3aRQe0ETYkMGLD27GH5AJe2/3ZfSfTeBYlXTJD2gXTfSUD2oMlAybccJ45QyYlBlxEfdq08yn5diZo2hzT0UJcU8Dpq9qek/z55dOewuHSSUTwCn0GhTCJRpMny9CLuSlFGAR10l+B4yYz2x0EBTEH2gGQ45Pl07go0ZA4B8MH5eKqBGVh+yNzJ+ixF9hlYU/Z1dD9kPE4+CMdBSjC14eYojklEycTh+NyfQdg6b2F5WAn2j0Ecyer2iYFABHH2PHY59NTJxVGFoOGMeslNZG723fRayb8RPejHQUyQQJFllGzJ86GoZJP2tsnTLCGAo/ZlQa9StOEswWDBDBAMyTbJLmFeyQNxsvAkSOkUxmAZ4ELJ2qCyyX7JZk7j+MaqdrClTC/2j/besLlk14w+bGAB+nRbvFZJKLy9sQsRORxkWMyxdeq94bA4EbERkiScQxFeiL++8phAEYwRq6yVHF4R2AEtYsKSs0kC0D864azlyfZMmREcsU6WuVjuEaYsQ2YlbrMgZJz/LNNalXZ9yXtSWjqS4FoRFJjoOg/gehHqWi1ioSjZyZXJxjoHQPnJpcl8RLeQSJTODGZ+QBACTAXJAHG3nnRC6hHgsW7EwWQaEjyxc8ngnDIEJZxHyXoRO8mbyWPJLGIbyXxE/8b6nAF2rVjURE/JavJjwY/JVhKHqnA6ecnanDicpWJLydqcl+Fi4pN6Acx8nByxeMiFZPVM7xwQsTZ2OiBjwO6sf8nMfogp5H7IKc7sbcm/vm/gpOqqEKgSX8klNFhoeCkdtJrgAr5y5LAp2zJD1JUx8z4tEBJs2AgPTGx4DDFURlQBWXrgvM5x5xxdtAwpVB4Iyc1+rCmMKRcc/Cx2cewpEMkFGAIpbCmonsMMvClgkNwpPPHdiRdym0n62K7xxJEVZloQaXGhDMrJb0y7MYop0pEMsJopZFAMyY1ARzFtJPopHqA1caxg2skTCk9CLPHcPECRyUn5cdHGvMm2KQopU15m4TZiMLGTHPz2Ewp95ulAQGQmgZhiyDwA8aqYxMmmTJA87jFqKRThIoKUsRxEh+hCka3guimpCOKRxBSQ8Xop5JFatmnEpZy0EEKcg4hWMWYpCSltZpzx1ikxKVbAbin2KYjh9DjFKbUKmIA4DHkpVinEYvqRiCA8sVopmSmWKSucGSkpEVtcfXGRNmx26iKCMUYpKSkQ4k4xlESHoGgxyIw6fknEORojKYlEE+Bo0cc6ODp1lKgSnwwKXGesUymfDGJcZn4LnMNRNvTv7Dio1I5lrCBcXAhuXH8MA5xFOqThLDDEJvkpDFxuEBcgYNGSfl5cbhDglL5cO/RQrLZA6Mjw0fspGXizDG/02ylr5B8pSCnrKSZALynWfmcQxwz3KYgccyn+Sn9QsSiIHE5U8ylc0B5cxpByLM8pLY7RnBywMKnojHCpP4rUjiCpRjH+KM/kPynfnCip4KnojKRcOKlB1msMG5ycOlqiRKkuXDWQrXITKUZmtKlV2r1Ux5z+XF1Qrii8XI6MTyldUNce/yzwEkSS1EB4qbFASZy9wHSpwCB8qarQvjFURHJEnKlUqW/0EqBPjGGQrZzdRJ94Nf6k4sGAdHHUZAiAVClknp7QqaEdOuIpCHp5oaEx/0lw6LqpfbHMjImhRqnCKbSMhqmoMGwyNYCphApQxqkGcoBiznH6qblcdrh2cfqpi37VoZjJVcyxcnCx85xyGAAyhpBYjt5AJZQ68V4wAal4RHUUE3K3ofipki6j0I+h0whpcQ5U4XJPtHBJSqg9oT1A06HeKfGUOXKogPEhM3FBqSgyq6EP3kWpmPglqe3s1PFKEJXkDsQAsd4pMaQ5ci2haUopqScszaGQsVEpcixqMDyJbw5Ppl2U6hDzUJcxdNgIqSTQcank2FOUQXJVDpBJJ17xDNVy6akQjv5xtuBpqT2pRjG1Ttuc86HfMFYpyiYL5LSKDMSLhHmplamesYuEjakoMp2hyakiyKipr6HnqcOMEpDbvOwyR6nqQBOpJan27MFAS8AjqZuhluySqWYpR6Ex4JoyQZzaVAOp2nKFqfrcl6nZqT+JUdLSqYOpcEm3mO+pSakyXD6MfXJwaQZASsbH0FBpC6nHYG2p7TD88L2p2mwdnBjQC6F8Zs0IWak34H+p5ajEaZ+pBkBu8IJyJjCssZRpqamHqfxJStZ2XPepjGlb3Ihp/i73IepAMantqSehBkArlBNyEmBbgJhmAGm+cp7gPij/qaBpmdDmSRBpP6mu4EmAXGmwaRHAfaGPqWZcV6kyXChpc6lyaXRxtR5pqVJpHGbi4tRppYwoBmpsJ6lCMGXwbmImaeRcPGmhqbhphmlUYJxpGGlojCxphElMaSoUvVGvoKtc7NzhXHngsWodXFqAfhBhqb5p8nR/4vkxvmkGoiFp0URhaeuiOmBkMYKIPaLM4C1YjwgHrNjCe8Tb/gFpvCTBQqnQ6aRT0JFprNzbNoIc9DpRaWDgOehSMWqWK1wPYOLcN6xbXOjc7nA9rJ8wk6L/YONcrkQOBIjcXawOpkU6TMI1aTLc1Zyqoq9EKmhk8ehY1NwHlAGmWzQM3JLCoWl5aWWUPVgTadzciWnDIHhEe3CX3AQkJEDRqXFoMHT+aSop15Jk3DWsRmCsMZ1pjqTI3JExLWlkmC9UQSEHrEdqS2mr9M1plMRodLlCSWn0Ordq4DzZabFpDVamRKwqV8BKfq9p7tyu8DwQuWmjXOgyLFBmfnYcK1w70gGm4MFS3EVEdGZ4sA1pcoHdaZ2S0Nxu1rVpxjqJQn2QUdKVaVtpYjxXQpFx4Fjy3H68wqYLaa2QZ9K/aYFpeWmAiB9p6UAL0P9pwsIj0BxEi2lh0AYkm2k46XrcO2nUID1pIXgYUTUhe2lronNEM1zWfpYE9xiyQIdp52kw6WlpKing6cbcGMIraSBSutyG0M5gwmaFae1cWqnaHgLEHh5NRPOA1ZZxvL+m6ulOqSrpxh5DRDhyRZhn0lrp9HA66cgoeul6jMs+2xwrKnrpsnGW6d6pv3bW6e20tukZlkbp4GYZsKwJkc6iEskcHOGYRPp4o5Zz6gFpa5FvYYmaLty+6UewHVwnOgGmjdLh6TB0kQQc3NHpZGZ0dH98hGllEKYw2+rk6WmEaIQdED9E+dhuZlei8jAwdEWwZmYl4b8kWcQ8pPLpfUqE0YXp+GBcnB4wPVCGdA0E8enLkeomIelR6c3pfIgu5APAAHEJ6f7pnjgV6d/oiemypK6mamwBgMp0lWAradpszIDYdPzw92mV6ehYMNw16YRpA8Dt3DDcrigSZinadOQM3Fc4/ekhJADBjupypiicTXIw3NU482kYUcnEb9o06Sicfum+li2iRpz9RoPpKvAllIpc5+n6kPjpKEChFi0eb+mbFGtEMHSclNeszfTnUCrc5OTPXD3pKtw+8O1poBmG0HHp4VwAGWnpk6S7XMhpWenM6ZSAB+mh0mlQoOBxKsnpyGmeeJUp3aQn6UvpOnLYdO/wmuBh6YnpmBmoGffp70CfoS326OYw5mqir9w+JLTQlxYCOngkdBkJaXD4bcQF3D/6dfaJxDlmt8z93N9EBWbJxNfKgiQlZsiU7tgxNPlYODRMGYDcDBB4JBDmshmhDINmFcQd3DVme9z/ZrlQtXALZr1mWxbzZKtmr2amlqxqp0wTZn2QWhmHTJyWQDxqGdk0x1IfIvaaZtYRslg8QfCsGQjmaDyFXBOWbBl0dIEkKrYAfIaWfMFbxDYZUjz+8KIZM2bV9DB0j3ijTJfgj2ZhGZw8xw4eKIYZpuASTDoZOQLYSdNkGhmE3B3BQSQg5kNpAco8GS4ZBDyBmHekChkq3JO8pJEuGd7QJmDVTFkZzOlKGW/8LiwkOB8k1hTHDl9mOQIiONoZwQl0PEbQ5hkmGVnEu2CNGTlMN2YicvYZ0LRSPObQ4WYOGdo8JRm8TGUZ3aQcUI1M0xlspF3cEiQ+GVAZDBlBtktmzOnhGTwkFhliPIlQhBEo5qjpidCEEQYZZJhM8Kwk6cTNGQ7Q8oaJGbIs9Rkw+qkZKhm46QUZ6/wyGXrOjT7vScrpsIjc5uzmWAEk1GzmdOZWqSL4nxki5obpl0BfGf8ZW2HK6TQIYJl1uqPE1STi5szmAJkx3FCZwJlq+ECZ8JkC5nsRzAE9id+0gGR0wtHmpuYDzJ0kTcC6EMHpLvBm1oHmo5ZkmW5k6uYDluNs0TQ0mb3pS4RaqpMcbnhoPPjWGtajEkOQuJnUPMFaqoHYPJzYncDmflqB2Dwp1l1gFLam9sFWtWZO5iaBq1yy1gBEpoDFQTPMOlbymSSZHekLCOFmDJm+lqKZmpnradbWAESTtjIuLuQUJD5MBpnYdDnokFaX8OUC6nSs2pzqST4ymT3oBNZNwG5eDNwcCByZhFp76WXxzJlltgzc5pmtJAk+DenucNNkFJloPALwhBHBmYXpvNYzqktA1PY/RK7W0ea0/KnQSygMPDqZsapSmak+A5aycRDW9ZGXQb/pOtZSZEbIhplBbPSZrr6N9jjcLSTu5mU0Mpl4nF6Z9SrfQQlyNpnu5u6ZsNDaoBdq8ZkgwTjccpnC6vxIDem48Hok4Zm2quSZHuYZmU18QVZu9BDBZaRVVlGZtPxoMYGSS9ZiYi0gu3GNcATU85lkwILE3eB/KPXMK5khgMayqGxNMF0SUXBmEATxooL7mdtAbxRK4L/KtNgmIN/YdiQtIFvWiJhHiNdxnp5LQDcY3/QpEA+Z01L3mQwQb5mXQB+Zh6rfmRcCb+imDN4Q6ZjnUSuZ3xhaIHEaK1ECYk+qn3hsIBuZl5leDNU4ARoXmazSG7AM0GoOuLDLmT78FIAt4FlyqIArmYeg9oQVEFAMgFkLmdsx75ktpD78iCZKDlpAuhJceLBZZXED0Z+Z4FlEqsusd5kmII+Z2uAkWWaYxHJnmcOsqwifmWeZfKSd0Ed2glkJCFTuLybhUsxZyPHS4JCC+1BgDJxZLxq/mY/qL+gecJf09tijHgeZ1WSMDuyItmAn/Ol0K/xKWZRZWgyVYAgaJPCXCGBZOEnrmSNR1+hgWTJZZtHPmXZZwFlsWVhZL/RWWYxZSNArmfSAdXDCDk0QwrqMYA0IvlnvzJ+ZimjaWYzie5ktapesxVC5cZhZ33gKWWrGvwawLC+ZX5kKgZdRtlkD1oBWgaqQAsZZMFnppNQQCyJNsG5ZwYjUEP8iZeRAWQqBdHCOWX+ZFVlLmeKKbbzFWUDi28ynUrlZm4j9lExZRAwZnrvsbVmeWUQMcIisNPOxTVkEWcvp1axX8CMI0lnAWd1ZJ5mvCDpO1h5QWU5ZNVnZWQew5VmH4KNZellkWZ6qi1nQWTWQRFmNmNCI+1CVtDhZh+AAWYC6UMCHWfU0AaHXCpuQO1m3GHNZVFk8gcmOm5mL1uv69TTwcJeZZRF8WbNZ7FlgDNeZeTR4WS9E8VnpaAaOc5kZWRNZ5lnyWa+ZC1llEAewANnR4KtZmll/IH1ZKT7UgoJU1VlghChZzVkpWVCqYNmRWZjZTVYMEBpZ41kKgWNgolkg2UTZQQjJWfYoWIkLDOkSR4g/WWCIYIw3YJIM4lmGiX9Z/lKZDAHk9NmgWR1ZSFmPBBGOzth/ck0om4hc1qRZCl4QWXpYEqHzWWjZBVkY2dNZaNlw2ZZZDVnvmCPMVJhaDILZy1bI2ZAIiFkqiKc+bdCa2VdZY3TWVFK058C0DNS2I1by2U9ZHNk9VojROobNFn0IWIkS2SFwW5ZU2dxZW5nPWVOYSVlbmabZnNlY0UNZBYBWQftyChBeWWrZNIi62SdZotlEqvBcBNmo2TokLcy/Opf0wFmU8OZ2Ctli2XTWwNmq2QxZPQgM2cbZv7ja2ZnZHtm9WQVkIexBoGnZ+tnj2q6YBxgQ2QFW+dmcDAb21/rV2ZXZwEmD1p7Za5myiL94xNA12QqBlXKB2dHZPQgYgk+wy1nfJOYQCGL1WSnZPggl2SY6eVkCaPnZWtm0CFPZVVn6WYFZwwgu2T78w1mD2UnZd1lFgdAK6Vkm2WuZEoht2TRi4hgt2U16X1n0WZPZ43T12eHZF3rU2WXmD5kJWdxIJNnvWQkIbmhN2QgpzNnP+rpZ8NlCWUeyzaRQ2cdqDdmsQcrZFNmcWVMq3dkqWdFZnfREmBXZslxhWWbakDkrmS1GICEB2cTQJllnEFWeWqEq2SPZRKo0CL+ZA9nSgVJZPdk9dEPZB9mX2d3s09naEqg53exc2QvZdaCUOT7ZIXA4tp7sWdmfmYsIa2kUINfZn5mU2d6esdmE2Y96v9k8OWKeodk8Od/sgjkEOfNo+DmSDJfQ0Azo2ZLZgn6DWaTZmLCnWe1ZHdlU6g7ZO9nLRM7sm1lCORxZODnx2YUpTDk92ZW0t1lFWWLZlbRyOenZk9kHWe1ZM9n48seZoVIBWTQ5PvxmOaXZxQxGOetZOAz6OWo5dOqaOYvWptkfFK9ZPKDKOXFMH9n8OSFiAlnyOWryYTm4OYMgNyhlWeQ5PlmRTNbZK5lABvf85tkn/IXZFQxvGe5pTYE2eCfZ9SRk2cSwWFmecFMoUuAtUgE5cbR9WQNWEVmImPEsCVkD8roSvmLAWTJKP7xWgQnZp7S8OA3snFkU6k3R1TlUeGjcqVaI0S1q6xIfWY0AUoD5Fp+ZYSQzWfykAzk9ORM5C9oFOXFZDTmTOeZK3sQzOTJZyzkA8IOkazlX8mXY8BymWeloAxRKORDYnniMhPM5x2pDDuhZn6HgEN6xDg4ITP/OmbHsNF6MbQTkSJe8XzY2lISUqJK4Hrq8Ii4fOaQhzIKsyBqxc+RpYXc51VLkjOK4tDTzUiJgVYyvMoNhheRQuZbEMLn8NHC55mg/4UlIGowwEGMsySRGDFMBrMj3OSURPTj/OQ1SI1Q0YU85ALm3lusBTzm4uc/s2ILouXsSUIwCoBWU7nwDbreQ8FTwudNkrtj3dNxumEh7ZuKh+LnQQj85E5jYuaTiILlp1GC569SdlsRwvW5L1LG8bvBDbqxg9mGobiqwadIIVMgwh9RjyeqU3WLR4aC5Rm5IIGy59wQYEqTOyzEd5F85w5SGubRgQ7AkzqXECLlD4hnUGrmVZFi5QZReGGKMvtRQuRL6H+FquRluztRTvAK5QZR8uQ0RIoS+lBuY8VKkYOa5gDSBudQ8Ciz6gqVuFHw4kYbg+rlCuXokIrlvyK65dKHuuW+UKrlv1K8BnzyUueciJM6vbgm5qLlFlC6Iq1b8NMq8UYgFchm8bHBz1DgQUdThuVNeWkHRJum5NkJouRRsyuGIuRqM9BCIyBYR3rmAcE/0tLn5IogKItReue9wa/KReIS5VLlUUqO5LznVeiVsg7n5JL85AlK9uTZMFTh/jB25qbGF5KW5LblBVgnUzbkzAE65sLk7udcxc5Z0mGkmR3y7lkycOSZaAbq5ErkpyJWIvWG4Hp8BJ7mmucG5Z3Q4EDq5h+HDuXTUPnhJMW9UzYxQyJq59rmzlH8oe7ltuY+S1uwsMWa5gIEWJmu5wbmQeaoKKny7Ptu535LryHvciHkGikIoyfypuerGZWjOue25LCyf6IfUzLk47PBQedwuiDO84Ow9fANuY4BUUmIB55YU4NiCFmyNuXS5ZHnoeehWhHlpCBTgrbkWiH4KQdrBsahun3QaJpZ8gLkruVpCwHmJud9Gh7kZubh58kqEEah57HnffEe5yrx2bJpg0L6kYOe530itLHARmHnUUuW5OHlvkoQodrnduWZwXTB19v25jEg9XMB5QWLGYSQJgnlmuWd01nnFuV0oLGH9bKDIWRHzufFscrl19su5PlL6eUm8ZGDiuNp5CLmyeVJShkYpuVWMzfIIsW/UinkvkCR5hNArucNc+Hl9lvx5nmz3ruhW07niJj1IFJg4VnZ58XnpHmtuVnnReVQRzYzheZEpb1TVCi5sGnk74e65pQlcuahmzeQPuQjaGLlEHp8BnfGeuXO5Bbmx8R55E5aiNDCCUAQheZJ5b5LabBphTbkDeRx5V+HtedLxnbkf4WqAeIoD0DZMpnmf8bqQILmWeWvyMETCuTm53wrM/ku57gSVUsh52TTsuaxSBVyceWYp/IS9eUN5d0yivJPx4Hl4uYgKndJneQB5l/JvuQpuWnkJFMW51BIT8oy5K7xlef2CELnzeTFIs3mYufgJa/JGsn25NYDkuc2S0HmkeTt57LEirlp5wPlbee65SulI3oAKOuxk1EZSNfCiPoC8iJk6Us3wJTxR1IM8uJ5eVJj5EJlI+a3YGPn7JpVMaaF4+Vj5Vyg4ELieF26rPOj56zxU+cT5Ns60+R48vjjjJjj5TPlE+V0xXN7CAvmSjXkN7mF5Ji5beXVhg5KpxE1mi3o+UkeghLmfUIp5ALxBuWqu7bnH7DjhjjRSebv6K0Ry+f5566A/ElEOQLm6xiNSCVBJecqyhvn+iI5hRmx0sXt5eWFKUj/kR9xm+Uh5OkjcuW1hBkj+7Kr5mNH0edvej9z4hARS82y6+XJuPLwubLb5E+Sl0cVSFnim+Y3mAlK++a3c8ThxeSbYIYp5UIp5rvlMkdb57HlAsYgCkGHg7IL5rdSJ+U1I6hlS+WrePqka3vUY9nzVEoD0kGH74S2y3fSiYZuy1hEgYQ+M3+FUySn5eVrDRLOwNQEmjgq8+3RIYQug/x6trquwrQHu2H3JLfkQYQ+MMkyfQeX5SkzDdNw8aky4KX100caInAi8dMkeNixq9RGuyRZ+shHNEXEBWmEDqgv5hgFi+XxqbBGpYZhCE/k/dFlhqXC1+WX5I/nOEXX5yLwChhJhp/lvHHeM6PRaETPJpskR+WGghSiQEWJ09Xk3IAEo+Yx6YTXJL/mGAUv5PvJd4XEB5GGoQh35Q2HT+WSc+3SAYRkR5RHD+WWMa0w+YU35P8kJYVP5HJypESkB1LwnTE90XWHynIy8QcnO+YACO/maYd/5uAVmYW/5UrxInNEc+flBOZUKiPSYINQF9hFKsEVhgyAIBYwFD4wwKY/5p/kdMr35h/l0QjNMf/lUBaTyTTCEyb5eEEwTTOIFa/mAAgfhlAXABaTylfnWYTgFZCm+yTZht6qZER5hKfnO7MPhF/k5AZac3Uz4YQQptcmv+Vv51dZ34ZwF5vlgDOf5aLCweegMYgWYcPk0r+KI+TbO0xG7YYMRGxHuBU6pbgWnYWiBMRh9EV4F1PnhGK3BgQXPjiEFvgWjEUt+4QVUgdsRExFWlGiB9ulsCY2qEJHKgY9hVkznEajw3uHXEYaRoxSJ4QScOQUq4XkFXGpvEYUFwOGIkWmBquHu8tyRYOGa4XHyIJE64RoJdQV9EqbhQsniQRYFNOF1KcG2RoE14cuqbPjmgd7hWJFcET305OGN/GoSwYGagULJihLBgY9hHxSrgL4WUimz9idJweEKlPG8C0z1BWGUANT3Hn+eOrAhXlTe36YiBK6uGix7BT+GNs5zhFEewR55Xveml/T0CQ8mz1YnBd/ay7gNUOee7573pgcFAF4/nihGl6ZvBX4elwXfptcFbN6AXsVe3J5SHKuEEgRJ3g3ejnnghbfekIWg3kteyziz4lvUa14x4LXKb0xLZvbe4d5jQD1gB14PXrB4W1TNXgcY114rhINQ7dy+3pHKJDC7pIHert72QHMgxHQu3hiFoIXbIIHe1t4EgAE6Ibzx3vCFrIVQhXIA9MCoXPJe8oKlgDCFS5433nreFbBMNHXeWl5IoniFHt7ChQKFbIbr3vzijLT9QKQwWd77Dn3eUoWkPgpeF8qihYQ+o967XsSF3Z4LHgveJfmv3ig+RoWQuJ/eQ+hj3tSFEwkqXpqFQhbzZkA+qoWTypyF8l7hcLO4QayUxLcehd4sheaFI54EHNsgn6GghVc4yp7b4bKFyJT2XmZe3IXWhcGFOt7eXoqAeCywSK5e3wjJnObANvSZnnGFUcD2qRhE+SYBXmgxZqBPAl1gWEQ0+BV4C8I+TEWFxJDrkMmZOeRrjrEggBgQ4FExNYWNLAUiKNCbgNLW3iDTwgm2W4S4uCWFWwJvhAtQKLGamFIO5YWbLHWFpLbDhdAgOJSN3LoOXYC3LEQY0OaOFGkU0TAlAK3clJB+6UuFLbzi6leQHbz4kBuFFua41Eqhy4WvhPWR9IBGKnOFe6rSDjmOE4XtUHm2rDDpjgLCo4Vrqup8ZKz5eHtmgISTUM+FnEhemakwd4UFMEagJiTDhHR2MyqlhfqZaNCFjk3oq8LCTDAI3o556BBFXSSvCEBFvYWrhXWOv4UTIjJgYg6ppgagHYWDxK+Q7Y6V+AHCwaHlhUBck4U3hWC0k44aXLiihYVPhbyhsEVwJG8Up4W93skk07ZnQmqmfZm3hYlA3xBYRcPAT4XRMHWm5nLjhaFcdZ7oxBn0P4UxJBRFAEVX8C4F3Pq3nJ7kVDAcUb4yMDQprhBkTqmAkEAkwclyRZKo0kUPVEpFQQWSqBkQMkWN5m4yCkVyJAXMOkV9MKpFEIDqRZaE5kUeVBjJiZi0KvdEFEX60cWxNcgTCd/kxGEzKgzUwOZv0LixYygojG3QPkWtLLkZIDINsZKglWSElF8EvKDSwLcRE9q1zjGxxkCCGdv+30GisfFF/BRdWF6xZKJ5xBSkosLySmFFPNEGtk3otNDWkZ1c2rG+ReQ0lyRIrJPI+WYn/kqxP0jKGRLGkGQtho5FcbwG9viQqgE8DkC2oqyvkEFWKjD+yUe80OCVZiPM+bHEnJBWLwTYcAKsBP6TVKNFZxAzmeSabmzI/NfQ1uxIfGzyZTCccbNFI3y48Bl4M5aifHhYm0VkYHyA0PRLhGvkaJrSDCde+6a/DgcJQRwA/DICW0VubIdFQI5rRelsrXlkmobgWPwmUJOasXmQ/Ex86ZqouTFsJeaDmrqQUSTalNcxkxCYIHS8UKBN5o4a0dJ+CNG5IxA7An4Ip7n2ENVipmzPOYxsCOKPRb0qWRrQ4qXws3mIxYUOuFSTebDF/nyg/F8QQexefFcU1PzuEKDFivHssR0O/9LfcDTFpZohUd8iPnxQMMyYkXJXFPB5z0WT0tTwBMX5JljFOgizeXMQfwSYDKSUKMWIxfzFosWBckLFa2JUdPT8jBrTYs78AXwMxVkaeMV+AhCYi0XR8bzFmMVIfONsWQ5LasSE9TAhKj4QRU6eAijFkkW1+hQM0vwkvhpsYZ55fDEQkQWuQZbFls7M9BHixcaYEi7FLPk4gQhwNXz2xTbFE9HOxQ7FjnFBAc7OHsXT+lwEAcW2RVXA5uw/zMc2Oghp+agQcpSwVLJYmGy8pOwBKjznCHfRacWZFmN0u9BGNtYIjvnWWXNOH/Dh0E98Q+LnDq6UlvmoEO3QATbIfPhEcA4eJKYBnxkSDFcw2bAyCF603XR1zKlRbZS4fKgQ/96D8AXFvcUwVIPwWLHEbFRpQgHpxbhZfcWl8MnF55k1qR0hu+hSxT76Q8WeCM/QaAw6uHk2FgljfAfo3zZ+CHgwxGzbYj8h/YB5RBQOaUXalGNIalk/RVYBtXBGxbJZVwSjjHS0mGwBiKcJCgn3JDHFMyHXxSPsucWLIUq0UXyZxUEJLcQ3mSbYG8XkTKkwdqRfxc6M2Jb1xfXOo4yXeJDYQInR2J98DvTU/Kcw4vTQ9IwxHcXzZhh0qESAJaOmgSIQVjnFDP4xbAWYGcVo8Jn0YOFvuTTiLCR1gVeQI+zLltX0lyJPRT3ep4GXIjBIrOJY5gJhd0VK4qglDvS8xVMSiCWR9PpyH+D3wC4ceiB8pDRqXXym9PJ51BDiZq70O7bxrEPRLCH1kcfFHTJkJYD0U3zEbF0YMWz2MRfFuCWLcHgxmGySRCJhUux8Dkmm0kpXRYGqXmg6DGJ8nayRpqMU6Py5caYlk3xvfNWstiUF4cKI4iVWJe5s4nzMKuh8ziWBqo4lIQhvfA4l3CXYlILFERL8JX9FyFkBJSV8MMVHqHQ013xpfFXsO3AYup4IjCUvJuIZ2MVjLINxEkHFAUJ83eC0sPwlXXC4kLD+EQQ5JUNskZoL6Mt0isWoghUlQiX9fAdsrCUjWSElhsW0JT4l1cqxJXUleII1pkwlEiXEgsUl5sUaIZ9QD8B2xdbFueLEQAr8meKBxbMGPUAK/OYoH1ZDJRMlvsWmRZk+iyWjJYv4IFKzJUslnsW1+hslIcXzJTMleyWRxQcRPnEn4DMhC8VV7CywqtjTxWN82zKriNTwEvlHWabm33AjxdHg2cqLIYFwmhKvJWEkxcWgJTVidbzlxch8lcWNmM6ZoxR1xYDZd5qNxaCZEgzJTr0hCDQxNlFOs67IfL8lsNn6TP3FnyWF4E8l1ggvJRildyWTIr0qwuCd4KEhpxmofMwqUSHnJfGQyeAURFEh9pbQpXGArJmmbECl2piYpbT0Gvk74MylR8WYfKvE9KUilOfFK1kcGkkU71gj7KyFHQlGfDPFE2L55oXxYqXJ4JpBRgkfxSv8tyV+CbAlLqr2qX4JD8VZQFk5soi64Oyu8fxoDCZozS4kAhusEfB2/HihjFa4+NAOCVQXsOgGM3j8EvkRVGBXiOWUn3m80eGIDqWobgACOtoupaoSeQCapWk2ApEG/FckP1AbDPJg3749CAshgO5+pd2IT1wirmX8iElapd8RCESsDk4Z7K4h4Dl4pqWTvKgCC2JfUW5BFFSYjHACstoepdgC4g7JHCQM42ZfMLRWAcLGrnf839l6pSiMu/ywpIdm1q61pV8BNWgaDkgC1yppie8ZSN5tdEWq7u4YmRIp0iGOQqoQZdFVieYhpaEqsMoh3aW48U6pmiErJJOlw/r9pZP8vaVdMT0GexYrJNKIeXoKIZYUY6WYmRlB2JkZATPEkQ4NOA786SBFzg3uUHArIVUhz7lH0bkgF6UiggQCWt6ONn/2HNG5IGNeSK500dXsZ4AYERI4ZzY4mH2ulFDefk8hDQ468nA0qezdzuPuBtFFOYPOr6WmiUcS4C621ATY5Bw+IXehMRB3pXUhSGXvoWgMMGXjoSRKyr7tIax51tglJdel9iHruQxumyFEZbgeNkrYiHYhXaG6SqfqiGXDljRl8ey1QPE2CrlPpWxQrQ6KSG+lGhT1gN1uFGWVIWRl96E5aIUI/GVCxvfsISH53lEOfkqa6pEhagFRDsSwGGWz4MXE6/znHIGIYrhQ4APU4XAUvqKmJI55ULCwQzY+0Bc2UQ7M2Fns0yHHDuhlUyEnpQ3UkmWkZZeu4USiZashh9Si1oJleyG5DuGwIey7ZJVo2eRfpWchBmVbVJ/R33rMRNplHEgPUans0i4ZvHhUtSFxIYuhvmUj7AYaFiieZZ3YESFNIZ5lrmUIZTelJtjOmNQZD2Dx8UAU22kv6Lp8OmCv/vsJ93TalPdhupmrbHdwBWU5ohLAbvGdAZIwaDxkOKXxwQLYdPhgf0q+8B/MRWVhDMagHZyxmdPiWoJPjNPEGNjDLriZSG4gLOTszLxNnAPMyfHe8Hecwz5t8U1lM8xzZarwN1xTZbxWVmnUNmNlIpT3YTnc0Ak2AlvpO2VbZQnQTSgsIegoFamzZfECwFZhuEKkVgIzcCyp2Dw9WIAuB2X19gLxpIGSXE9ljQLqMOCpb2X3ykpcfWnvZZVlhpaVYNd8TQIN6el00gzNlukCyaTFAiZOiQLgAa9JPREEAQLajXyeQPGW80BI5dIp3vqxmEgJQSisBkgJ9MQ66dV4aOUo5TcFj4745WZAVoLakDjl5OXI5dul0zEqRqny1QkbcN+hzcQygjgILIBuAdsS/wlktGiW6TSc5aZpVxYM5XPcjgG/yg0J+w59bJ/Mygma8KrgGRYUTs8JFLTGAUewa6GyjEzl2qKZCXbw3GnaosaCOAi1voI8M6C8CZ0J5VRklizl6ryNqW4BUoDvCWL+pCyeCcTsfOXxLALlqmr8hjzlV2xdiliWVuX3bCJpz8zRCdKCXZSaATLlXkLctD7lkDJXgurliqKq5dsC3uWZRnkJFvD0aZ7EHOXijP7ln6Ec2ETWvrxueNYi/woSTI1A5vm5OB2eMG5nAkxuLbLg1GiCeNi4dCZ5HLAOCkHY6ulBJPpJ1yJUMLm8Re5vFBykqLhmngXl/IIHgHEuheUrGK5F+7zdFH0ityIjrvcCYLgzIk7uxmFIgtSiDDT4gra4IbxeuSrg7dSlOG8iUIx/YgW4PWIoeTHgf2od5Z2W/tAFuMeksbwp5WMixeVdecEquwIdMilF7DTagvc+urk34Kvlw4y15Q4OC+Xt2L94Oa7T5fHCZkiKiDmuVtAEglfl9bxCdq8Cf/bpvH3lZzhH5ZBWqSFTAY3lJeU75QJEs9ZdvM3lyWYU+NaeUBXiRK3Y/8Ejrt3lBKKvWS2u/eUgOEvlH+EmSZnK5N5z5dpJJKK4FXN5MuCTZqogveU35cyCNsqoFbrU7IIgOKW8W7kQgIB4pdGueQfl8BVy5JAV7DRogpA4v+Un5YwVaeWOJKI0f4zwOPflDe635bI4Cwz1Lo/l48DwOOIVvtTj5Vk4whV57sZhcdgXAvWusCAA5ooQ3BWaVNyQhyJsFQZ5YBUDJaYEbsqVquMSWIDRhDqEFCqoFk6pRhUsVIJghUrWFUrKn0BOqbk4xhWrNoVKzhU2FUioThXmFdU8ORCceEJAHhW+FTTlXnFQJI7YrIovyny8ywKfcHl02RbsgZbYnLBTTjzRQeZTOLa60CoRFUHYaYDpFNxQ9k542BfAQU7pZdr2ORW28mhOnDbeEKEVmoKhEsNEDwKwsELOa1xF9oUV7BUBEgYkpvY5FVcKjY7u4ekVstLIImYk6ibJFZ3lARLdFaB4FeCIFS4WaRUIuEUVgYLD0EkVJ3CWlCMa/wSmuEOS4YyzFXdB0tjH5Y0VjeHPuK0VdlSgDm32jNjjFcEWLbLsTrsVDRVHoHCIxSKbFaUSmKi1uCvYqxXw4JnhjNgKCPmMhhDZFTry5hB0ImqUvma+qHAK904/aQq4aEDDFRcVxVDL2BkVbJa1FVIVUMCdFW6WERXL2KDA4ELDztT2SIIXwG3hmbyn5biweGGIvqGwWwUyKZ+almTcjtAUeFg1hTeMAo6MjDXEmLD9guDOhmUklfGC5JXwWJSVyPByjrrUI1xthcSgKY4d5FRmuLiElfOOLSjHxCC0EDCdjma5z4T6jmjA1JX4lYKVvY6npf0igY5e+WRQKax2jr6O7DSwUM6OoYLd/NjC2KAejr68AvDQRaz+cpXB1N+WhY6d4VaO5pGW4KGOYpUN1IMyiUD74VKOFJUElbyVe2bEldaVLY5pZhSxd4UXgpmOhpWXhdWOnJX9VAGORY7UQuUOUOpljhyUW3kcCOeC60ielcmCokAZjgpOUIz/PqmmOIoslQ4OwaKkqeZO8Y78lSSVPY5DjpOWa2CTqmGOk0UilXOyxY6ZlQOOXELTjglQ2UJSWs+CA9RpVM6VRELRRbjwBJXMGNhKDdQClc/5gEIKoWaV9kwmlUb5RpUGFWu0EE7AlpIhlEy5bNU818DeBX2VVvyMCaeOIE6lEgOV2yWrHAoxw5UzlZWy85UDpSbE3gXLlXfEq5XXWGOVl/Qe6XxR6vzwTtQ8d+iPmbeCqE6pjojw4v7yTnO84CxyTtJOJhHXlWx2Yk474eeVwFpCTn1UhXBDjGPEKLno8IxOI3QHzoeOjPEcTn+VbMCVccBaGU6bTtZgPc6CTk/OZ06XltZajk59jo6UQfZIWlLOLfAPlZeVbJaoVcpOp5WbTnA8yk6aTgSWwfAG9p3h2FWgEU3YaFWswEwR95XFWBv+2+j1rlTY1k7PUtEVO2loVRAQEfQU+LBV5xSvlTo0EFVeTuNAQFWL2iGAm7JgVaRVCFZv4d7EAPn0VSFO+E53lc+VxXBMYEfcR5UH9rDiwpSCjuXwjE4Ajq2OWsLfQQFO68AqjnzCiOHKVeCWhFVCkSrYCk4BVEDxxXC3lZERzFWhjj7Q/xRAbElOM8QJFYhVoY50NBiWGUImVXeaJ3THrLzJoU7eVcPOtOEblLguCu5s8elOnc6BkgBVb+E64N6WV1BOkW/htvK0ljgucVWmVaqWoUKckYZVqy59zMThGlUklgFV3PHq3vKi7kIKKMxW/DS7xGRF58hUws3kwYIVhUtWd5XUYvdFg2lD7gpC2pohupNULVT+0DICLvB4JPcul4VayJ5qNB7DxFcxx8SpedVVpzHkUBcR9VX3Md1Vj1S9VV1Vsbw6FMKOmLExQgO8o1Xv6J5qLa6rVdtGH2ZQhCOO1dKPab7UZVWnhcDp81XVVZ9CUOqxEdIORZWtRVlm/ojwwpIglVV3TINV3KykwqyVfI4Iwkdqr1WNhcdgrZnVVD+FStadVj1VCUA9lSB6uBBmwpYV9sKg1Q4VphWmRfUge3A+FaHF5vqQ1ZBO0NWzlUWhmLZQ1YVK58hw1V08gRWo1elc6NU41QjVPOjVtvDVgcVJBeA6O4x0wgCVxbFxyI6ZpRJhENqaLcCqlu8VVzEhvIlVLNUZ5LrSCPS3FfmxTBSX0HQiksKoOvs+dCLdcLFFdXh+aPdOKA7sTuLVX4FD+OsVQ3jC1WAqioj8sXzVQ4EKAESYRLFCUGcZLhaL4azV7MJZFYsx43hEso8WoxVayFYQxRX5FQ1FlNWXFCUVM1nEKJFo5xaIgPqx3ayTdD4uUoGL5GKyJtX2Tikgu6T5jAbVNUXnUEn0btUlRYiFm8JawvqxzDh3jAkSjQX7RubVVRZaIM7J+0ZIxiqOt1yusXAY/mqKlqbVC/JR1YkV0ma/hZiyXtU+Ra8YmkKTFTVF+RaSlMHVDUUR8MbVttXPhVKA4JaBECKxsnGBstkScxUDLMnVVRaZQDWxnzQXatOVpxUDLP8KbJYX6M5FRcCujj8VoyzHpA6OudUVRfIw7NQc1dkwq3jGluPV2TCK1UyWGYF56JFoAtX92BWxlXL+VV3VAeHCKhnVSxUyLk3om9X0bjHVBTCr1Y8WVUzPhenUMRaW1TPVBdX+1d7cGqUR2KE6dfG7vJEVX5mvRWjQGaRmzK0aU+Ibhdy4ADWsVKOF3LgIOv7C5sFFOLYaXkIoIokikTofbAQo18I5cFjM6rwdheXlCEgaAg6eDtg+Oj1smnBS2Lg1GgIdhezYhDUC7J/VQdh9CCLFkPamRHsCmDVkNWPB5eXhcN/xR8R/1TyYiVrS8EA1EdiUNSDCPNj3wlPgqlrSgmA1HFC0hmEM9BZmoVYoWTofyv3AcMS4GGxgoPBiNUYiaEACNb5iUDVsNSLFU8KSwUXlSlBAQjXC5CL8NYZ8emgt8bI18No6yqVQkqQSNSA1rUBCDCQ1L7S2LhnE1wL3Yr4CjuxkojY1kjU3Fo5etdT/1W1KPuzznl41djUksHo139WlFlQIkzikEEJaipZmNZB4CDXWVeGA1wJqNVR0qiAKDA7YeWLoIrBg1KHCNSGAYQxOZBMJBDWrmU41ujVrwo41qLA+NfEMwNXhhEvGmIFsyNGE+XJk9FU1pkV9ep92njLMNA01CIF1NXjV3oQjtPd2AvRxls6ENTUprnuwThV9NQ4OPTXiIhU1wzW7ldI+TbLx0pVafQk5NVgkmVT1wkP+WqLTNW1KzbyEDPnMqzWtwgXgGzWxwn+FUhUxnC3KATVrwm9Q4TXlwpnCSpBdWrM1kzjGkOw1ucJzNVWRM1qdCQPCJTjqVCY1ycLkIrVxSxpLcHHC+zULNS3Cy/D17Ds1ncKcNUC1NxYZwoPCP5wGNaPCywKQtSPCSDUzwuBKFQJUoUG4rzWiNQU1cDibnFQaokLPNVLYHKnDLvvCg8KY8HjK1JopwuO0sBqpAqWFUthPnJfC8LWf2NS1t8LXhSU4ZLXCTtAicCBkwHjK3xK2SqC1wRaUtfM1h6CXwvJgPlQaeKtaoCIgtYi1NxaCta8CsLXnFuwiuLUKXoZ8zCJMuOK1wRZ7NXK1VR7kztQii8KYta58ZCLHNTxAgNrAlhBFVLXstf0uyLWLwsy1KrWYIis1djVwNQ7Y9LU3FrK1bLXNsDDOkrWquES1fCLvwuhur9WJ5cciQwKp5SoVyCK5IpbYW+U0zlMiEdghtdDlPPRF5QGhi8oGsZeKFbCrFSLGhWYR2HwVG4JXYOIZy9h75bG1/TCH5a3l2bVhtYzYVBXhTgciPeVSgsWAsrqz5ZaUo6AsQSPlBwLcAQdqdYh1tdT+M+V1zG8ijxZGSYvlZBXREr0iz7hFtdEScyJtuNnlWxUFtfK8TeXDtVG1ABXd9D7qMDzNGMjZ1lVWQJflqbXQKh21d+Uv5aAibChP5eZREfT1te/lS7UdAGyI/iI/5eGM5bXGOJO1IOyahO4io7UazhwwcWacuFqhExU5tawVVSD89A1YGWYIFSd0kGAtZkG0fRUntR6mpBVltZIk32aEFeWCEawEFQJQbbWAUBu1GbiYFSGWK7W0FX21x+wXZu+1SJVKmHu4z7VJdH61rBVQYDnVj7VAokw0ixUiTHu4e7XdtR8iQhVrtTrVoRliFa8V67VRGVR1atWgde/liYDbtYB1OBUf5XVOb6nqFWflftUXtToV2HUW1bh1ZTVk3v4V6UrIIGYVwnWrYddBVhUU+MQqqNF+FWxqEnWidfU13hUKdXW67hU9AqsIXhXidRbwOdHU3lp1S3AadUEVsilVzGUVlxTwKJ7maMxA0uuMQfGgeOJBfRVmdUkVtnWTdC86DnUcgMciznUfFX/gGUVT4rhsX9WolWhOerqlFdJs5RXe8KBsVRVhFZbxg0HpFXsVUAjkSqq4nnWrAUtWOxXG4BCVfozWdSPYKRUHbNZ1y9jYsFOMQLRTFXuyd4zudTUin6T9jKnMyxU+LNwVrFR5gvMVa3BJ9HOAsXUbFV51hwLTQWMVDRVIqocVRvxtdTtq0bGM2OcV+RAgwSsVSfRzVb8Vu3DhjPZ1HxUvFUOB43U1IsuwX4HDdSg4OXW6Lnm+aiBAlSl1RXVYOOPEBZREMPl1UHC1jLBQkGQcqIQK8gIgkJY4OrrMvMPE9IKIlTwIupXNFVf8/xUXgLAgtrhLsBouy3VXFfEV1c6Dab8Vu3XkLmyVE3UTUjJOv3U1IsCVyvCfdSg4HbDvAq91YPV9dd11AMGIqLkV1NTtdVcV4PUbBDFWOxXglW51NYBjQVg49LpagjmZGdjfdaOMiUIyLhyoGXWgNVj1+PVndVAIkEK/FYhwGC6Cqvour9WW0NOi82STokz1DrR/QtCJB1DM9a7yen7JYNz1kuS89ZbirrT+0k+WFbjtYPfelDKhZK3kyuDgGjYQHPWqgDP+3PWi9UX+Tnj0tC1wHmS3/lai0xDXcDrRrqFN7DSUMukTYNWipRCFpGjRBTSpDKUQI6IsMLbI7pAWHPFpANEISIw4XVVu0TzIaJAnJCIwtfzlvjr1XtGq9fmiPPX5DhgQZqKKfJ6YltCl2Og4f2TS0a71cRyX2lTRjvW4OEC0ba4nDMVI6ZANNHpKM9C4SH0YyRxkxFtRxvUvOon1iZDlotH1XeQphKmiYlbS9b71XaLB9c8+bPVq9an1VYJ89deidfUe9WIkVbQTivIct/7ToiLG7IY19Rq0JpbNAu2lFAbcUOBijzQh0azAX6JiwDrpQ/W7tBP1kgb/QnwyM/XtNU74k8DD9Qv1CHrL9dP1JYqL9XnRfFUb9Y3GRYZT9V1+q/WJBZ7pVcw6PpYEU4lrAXaYmdBPiXBkViQP0b7g/YnEvBaGMcGP9S+Mz/WvGK/1XoCD0eHpEI49wp8yepjlVtaiWNSSpJRgIoZOEJf1JXiA0Q/ePcI+shtGJ+ihNj3CKrAgDYk19al/9adckQIL0COJ6YwWAv9QN/Vv9R5gfWA5qVnCHLIM+D/1lfV4bu/15/XNkBpg6QJk6n2hQ8Jy2h94UlbUDSRpvoa60m8OpRD/9bdgYA3TEGVgCQGGEHupS8IQvjOQSGJd2C2g6A1f/lQNoRAymEkCD/VTiT0qx1FemEQNV4wrXKbGQ6nVEBqyH3hSDQ0QEYDjkC/18g00EE4CZA0cOJsysQLsDWfY8oC9aaANm6l/EFwN/ZCCDZnwEg3dkEepFpAnOmlgllj0DdMub1weDf2Jjg2lNYz1HzKMYheWz0XUYmJiF5arRbHgrHQ28qXAGI5pVADw2eiVglswgQ3YYjt6u0WlUCkN5Sh9XIcaeokVWi0SiMXHWJZViQ1gbOkNCGJjYueJPhAlDTRipcQaSfEQBQ1DEUJijGwc0M78sRgcYmkOxYKhUuCUKiwYjoJCxtk2kc0OUmLFcGeklZrNgqdSnQ3UjlremnQtDWyJqxC64Gxiysz8iWl4oQ2sQqqkFhCYwIxiZQ0qcnbsZGJRVV/spZq0Qr0NTeAtEqtFlQ2Miv6VR0WfMIxifLKmRC+sSw0soIMpxQ23DSpgSNTHDY8NY9L/RScNGxSwUJ6aORmKitPS70WAGEPkr35FDb0OomJmWj8kQsUfDdAYFGIFmhcN2GL9HHAcbCbbDTBEKex7Da6JbRj/NoMOqmrIDDaMaoD5QuEZJLrsvss47hAcCHLSutABTCMQMAiRim+APESIxQtVeorTQKFM+Q2BypZhNcQLRbCNCGLwjdUa7I00YiLIGBy1DcyNlpm7DdkNBqR04RZEUDJpUlSW9I0ZSrusvhAMbFKNrjaYjfiNvzqd0uUNfuL8YlKNPySNmvsN9I29XFkOWw1sYoKNaQ23DbyNVTaLDYxinsCMjTMNtw3abKqNcCpAHEy08kloJgMNPRwKjc0OuPAEjbqNYw64+L9snGR0YqzFhxk0YnqignJ2jVENFo01/nsWicqsut+WwEQSjXMqWLC4jbSNOQ1YsBiNTI37UkGNbI2QjWjUCI3JDQhinQihLKmNrLrZQvwaPaoijZTUuKwQjbcNzjJCjWsN8mJ/DZiachlsYpukCI3OXtxi62qomliN4ooCkCiNaCbujb86uOCWjcSNco009imNxsWUjdm6037BjSWNgLrNvBvsWRp1DU2NXI2QjfsJfI03DYxiVY2nDqEM443SjdBssuAijWWUto2sanGNSET+Km2yQ41yZCsNbo2rFh86iZVfEChQDolWtI6NLY0MuvuNmw0NjYBZyaRI1CENa42ZDUkNso1n/JKwN42FEEag/403kIYxFY2MYiuBAp5WjYxizJhCjSGN8Q1BKPmNSzDOjbBNu0VKjajS2MLvRehN3fAjjU6NRGypUoSN7EXwTTRikE0FRpMaPQ0ETWjg/+ijjZKN6bBUTaSpwo2AuqRNxYXS0vtS69jkjRUNtw3nauGN3I0YTdCNBY2jUsCN8RB0jaNSYo0aGKuNAPL5aohuGI7SUExNbw3iFpxNEE3akEhNZo3YYhiiKk01jQhiT/QDjfqNoPIIwBxNfhpojVOwZw35QoGYxJJSTdRNf+bl8FiSFk0MTW80+E1XsCZNsQ32jcZN8SnQbOG8ywwm0rhNqRKNKARNno3iTZpNL5Kh2AZNgU3cks2IKk3ETWFNsmCfjchNDk1TsP5Nl40a8koMeQ1LML2NUU0CldfQ9k0Y8p56NI0IJnENQU2ETe5NFE1UcE5NNE0WWs/sUE2MTdySwU1EjaxNUU3RjQ8NqGI1MqyNexofDZvoxGJXDpuNUU0JTcJNOQ2SSkjUgnVN+Jf0kWLM/kF60h4bCmuEU6XDTVMKSUDRYtueE02zTaZF0TkjTQPQY03BYndytmL26cO2ByEzTTQ+/Bg7Tf5iu9BrEViVRfk+cT6I5o20wquJMyXYYv9VEgxdOTdNapaXPmpY2o18ZMRiVom9gtONZFDEicY+lY2z4DqJqVa/Tcxi/TnbDSKQ0w29AC9Na0kGSf4k6o3ddvyJ9iSgjeJiHAwvCA5NkM33JOdNtY3qqiyADYi/Tef11yqv1bdWfKC2UYh2wPTipATWyHoWRLFW6xzOMOTN8bzrCN8lAFFy4TO8eNadYn3SF1wdvHjWcOI5kSwglUIXCNFAH9Jw4ZxCvM3PMncoLFDwQhzNDULx0rpRvNkQ/C9wSDJZvGgkWSmSOAHGobw4iPIp1L4UzXvZhM3yOIkauxRfCFrN6s20zayhelFK4cD0FOqFQri+EaSXfHiqMRQ0zcD0nXw2zcTNWTAnamTNJs3xPpJAH9J/fLrN7yBzYgbNds1UeLXSrs0pPkEUkcS2zfE+BTQGzK7N9TTLpDwwS9LK4vU0VM1mOEUpUsLWHhlJzdJ/pvWC5xj0zV3Y93GZgocY/kntkaLNtn4b/qrCKdLdFOdZis1kvpCq3eArWubN6DIpvPHNas2H0hrNfKp1SaORns3xPoECVRB1zSrN91pnGcXSVc1erBXNTc20zcKSfc2OzcwQ0c0lkI7N0eCTzSZ4Os01Yiwkxs06KZ2CBKUlYtnN3M0tgiR8ouL30m1c7xR4mNvNvs1q4sHN1CChzdIlRUYWzYsUCcUszafNBd7y4sPNus1G/IIkN800bJzNw9LNzYde9xqEvu3NEQ1DzdPNFQ1rzYfN9hDdmSRAoc1Cxf8QoVF/zX7ibPhRKJHNvZqfzW/N47zrEg0kyHqmqg1Vjc1xcVNC5TkBzS7hZ0JYLd80tXH15WSaCc2ZKGNgaJRELVPASLQ5zZiNs83AMpWk90XgLSxOKqh0LYGaahJkvvsCFMJ2TiHNkC17EMlqgC1DeOfN3c0cLSPcyC1ycv68pzGNzXKBZc3hIGNmF82Y0KcxFC0wLYQgmML8LcSYIs23kPX1PC1GEkwtLwIWLALiac3m3IKaRsgrdH/SZC28mtAtyL58VoIU1s3WOLvNvNWsqo54TNxnQoAGoVEYLS4xaZH81S/SJIIN5HotCC1hQlrEZni+LYIUxC2eLV94g014jAXK+eJo3thYvKlO4mYeW02GDpw6tuJCgC7iNw7Z4nEtlYnB+ucEQGJhOJt+WnFiJCc62S3AyVv1TfjiQXriCfA2xcniib7o5a5BpS0FLQioS8ReBmIk2S3gycUtceLu/M0t/EbtLV1+LS1Lpc0+XS1VLRUt7YDNhBaQ1S0Mnt+eZS05LSU6bvg0LfUtvmBTpTEtaS2d+gstMCyjLT0Gyy1mSCktXeIbLYZ1nQzm7CeB/0J12GYkysC/YufNifz6pL9iahIt2Ad08NjX4HVJh4kbnm/G9Hx3zYYQh+i+qoTNO4mj8glAE82NzScY3lIzzQx2gbTXLXZ8YMa10lx4iVCeqgcgyIkVvPIAsNl0IPL+gVRAzUylK2L/any8/y0QwrT+5y1n4I3Niph/LUDiCi2o/pX5C+ASCBFCGK32qoNltezoJvVxPr612BXBiK36iJkkFeyKiDCtyeDkrQ80hhq+yIk8ly0PNJaIz2IYuEi0vy2B2FitMi0CrcJAwHEAxBC0uK0MmK/NEq2CrQyYGMbytHwRT+D1orEw1zTb4WribChnitc0CrxKrTmArVhardtSwg5craqtFphq4siULMzZFqEMSq2RCFDYov6/0cIO7klsrb/59XFmrX7SgQ31KoatJK2kFTctlSUULSK0G1LCQEri7y3mtISt+VnSrV6tYiUI2djE6dG0vNoWnbE3Ok5w0vC/5NYYWIgW5FROALj+aCmtyZxprQBMB2h74iPiK2y5MBDeea2ggi7MGa3H4hoYpJQjuNYY/yTP4ifAprrTigGIFSFgTFWt34q34vviYsEz4g/S1U7NrfWtndKvTmBMPdo8gF2thiSVrb2t5a0j4nWtzjCASmyoHmCK/ChwSmg1rSvi0z6/RubOZBIxJfOtpIAg1hggUpQIErmtz+JlyHTGi6134u1s/VIHaLgS9MH8nFeAgwif4izBa+KuOIeUI+K3rTEULbjZJDetGECXrf0ckBKHFPgS34oN0ECsGRQSnA2tNBKPrYpyzEoXqaHUc60rrUKa08DkEp1KYG2ouRBtcG03iketFa33IEJKCG211GDwxeSbregSHsTTFHetvOK0Eoycp60obSPiIeGpLHutRBLiFFVoW61EbaBtyG0rCKsMhhz0EjhtmTBwEqlIh63jrXH0WrgLrVxtAvQFxNSwZ63brSdeZ+JXrTdOyhwyzDJo963q5Ccikm3fiiPQ/ITdNaJtn63I0PxtRJK/rT8ESeDJ9Dxt34qpiJhteniAbeBt+m1CFB9Y0liYVOQSwE45raRtPGHprbptja1ZMIj0b1IWQEWtz+LlJIssEN4f4uxtTm1lrW7wJDgUEmHa2IDDrQSwjm22bS5t8+KWbYWtfa3mJOzJs6msbcWtMW12xpmt++LzoUupGm34VHV0EA7dihhttBIucpTGRm05bRxtMAZmbTBtEGE92tCAtG0j4rupysbWbbBwLG2UbXfi9nKAbRVtdrCN5A+4UdKUmFptNXIo0veAtSQcEGiwpa04bVwS5CC1ba4s+YCIiFaQKQGkzMmtd4gTbStasW35gPIkzdEeQb7M8lB8bcXQ3W3NbYRwP61XgNt4Wm3HINttq63jYXDlKnEgAJSmseg3fNkA4BR0ptmEMQC8+TBO/1YPxvhtH1iudLPKfW03EOuEPIAvbRzGsG122OgBy7ihICjWuFT2YH9tjyAjQH5AyHzE2DJooO1nwD9tNvRvPv9tkKLg7aLx8O3Q7WxAP21/FDJoC1qA7T30YMyrhBRI2O2N0iwxeO2I7WRtRXgJeXjt3NRthXgSymGrhFxkeCYq4XJttO2jUPVA9+I36NVAMBSF0KTtewzmIKuEBmAU1gztHBK87dDUcUBc7S7M0IAb/jZgoBLlTuTt6nDhRKTt4hlR8gjtYO2k7RjtA4oA7WjtcfQtrauEuGYkJprt9a1Y7RrtAvShkXjtPtCf4kSw9mG87ZrAEZVx9GztpIDFrJpAsa0nTYVVTnA6lUiRgNbyEglg3WZhIO7tX25Ijhko3u3euqbEcGJtCr0A+hKcQClQViRxWRY+38kDEXfhOIhh7SMRce1XyMtk0mBtBRgkoe0qElmQshL+JMfm4e1axEntqT71GVCElQo57dCcse3p7dHtpsRp7cQg/iQXfAQNWWCRLoiYge1aEmoKUNiKPjHtDe1t7TiIy6ScQBDy8BbN7cxgeZBg6gPtve0vyOUS90QgDR6RpSL8pGfQwmAy9SUFdM3bhGlg8+2hlBcIuHxz7d1Q0+0RdlnQOvJ9EvHaVypkmEPtUe1JPhPcfe0NEsntp+2t7Z8YEVolbY4SaRJl5hftmG0zGg0SA+3WEr0IhG7x2g1AT+3v7ekSsqoYEm08tJFN7aK0tBIGcXvtI+06NMbGox7gHeaEORJmmBPtIB2pSC/txrRMbalKIKxAHTKJ+a2aEMPtnhLz4goAgB3hiAnt0RKVYBs58B0FEi0iEhJI3Jzkw7VcEYvtlXaNFTQd9R6KbT7qpfmA1kyQ8RL1KdDqnnz/rXgdC+2P7bQS4FKZxplWX+38HQNsgOo37au4qQL+7cdq0B0OgFIdiJh8HXUSA0Ah7ZXtgxIRiC8Upe0jrbIdyh2F7cog0jQqgOzwGh3BbVod3cQZ7bgdSh0mHdZ20W1votgm8e0OEtYd9JhxKiScS3CwkS1q4h1abegoje1CHVic+nU6kTcYfB0TrVgdx+31Krft9h06hqQdo87e7ugdhB0NbIDq0B1LxIId3e0lEqXkv5T8pFSO7h3CICkdKvLIEvEdYOom8twSMR2M2TK67dQbcCKR4phFHRNtoR3yHWxaZWDkEsRIPhIEHQ4SZqAe7OgdPe3efOsFqR3qbtNle+0qHa8Zb0nMpnimqFiOEvQ+5xjkUNdtVYS3bcf16a4PbcICAB1Sbq001WQe1oKO39joASMdCx0SGRQQhDQtaoS2OHig4BsdsAEAmPaEuzgwluISNxi8JDsdb+0t2m8+m2qHHeDtFdix4KMeZx0w7d88OhIrajcdBRK81qcdUD7Y7UtqE+EHHTsdBRJrmdC+pTTdcFTtE5AyjKU0tfC3HQ1WcxLLTO2QkoClEhkFiJjWsqmmCJ0gEQyq/O36ljQdLTrE1sCWke06hjv0dhygEoSYtVJIncOMRQAFEpzY7k6YWG8dzx1zHdsdTx2PFgUF1J3/HVsVaRIpaiSRhu3H7L8dzJ3fHT1BAwqlNDSd/bUsHV9O9O0BEi/opuSjNFogLO0xGrKRLz4ZKOIQr9XtTZNS9BANwHmSLoiokiqdDxJ4cAJgxEJZbA8SJko+HBpSR4Fvkj5481J6nY8yNYDt8kQmx6S+sE3gyp2X3hadsJgnksad3RzMmHgpqgqqncOw8/6FkvBQt/KvWBcSgJIuncCyAZ112p6d31jvEqGdWp2NUgCSddoXFNGwdp2a2g6VerBunatW74gVUJ4MKZ2g8hVo1ozcwYmdA8CSsjSSeto7oq6MACIhirDsdOSnoArBoAq+nal0sZFdjE3yQZ29sC1kTZJBnXDMnWQrko2dyMxyLDFaDp1Msm9YH4LviMSOubA3kBqd1JrjMsXwzZ2V2n8UbLabpGWd2Z1uHLOd8FKtnaekKHAW8grabhyMUnsSt4grFESgaaT2nf4UsqEByYacRPK9nX+RpeaRnTcyNxA44RZsSJIzIIykZ/IR2v9kcNjwUiBIfopQYT8S4OzjKG1wv6ofnfMQXJiOCriSh9rDFGGg9520UgqwtLLK5PcsKPIJEqW2IuQvkp2daLQACghdIdwNUiqd1oxHJtfy4F31Sa3B0JI3aoiyOrZsknXanhSC8NBAZp05dP6yMrQbEofaBYK5SZOdsZ2wku7wIZ0CeWgKiF2j2u+C3RzW1A+d7F3yjIad7JKnnTxdnyy92sWdzrQ1wjvaXmA9FCiQmF2S9CGywEBvcuRdMl0DYc8SM5ZespxdYF3CXWJhEZ1GbNX0+0z9HHOdYY5qYa3Cal3RFLDwmJLQXVbYKYJwXdySCF2SXQiS1l2iXUad5l02CoJdddrGXRhhTF3mncUKQ/5sXWGd1WFWnamC9YzenSuSj51j4YpdWJKvnXlMVB5cXel07WEAdBbaFEFxYaFdQl3AXV+M3Z0uXYHVURTnnR6dcYxeXXcSCF32GKhdeV04XZsSMF0pgrxdaV0QXZoYzl0d2jkOKYKmdqUKf50QTJMcyuGfnRRdpYJVXWmdb52lgoRdGiYMXUYYVF2xnbedEPCCjOHa3F1hLQKSQzzoCgWhsmTPiNKSnwRECXO2gpIKkkfMxpKLXZNd810btjNdHpJTXZWyBpIKkr44lYp3qCeOu12GcGqAAVj+xf1sTNjeBcdd/mwrXRNdN12RxSFm0hgGGqhdnzWfQE2dPryAkn1KvsgDoJ9aD0C7QL2wD+LskpVW312X3tHylWhvXVoc92Fg3YWggvBSmmDdyFra8CcsQN3pgf9dJlgMbJcSX11+ZOjdaZKZVJ9AkJLDXddy19R+ZGMspgqbnI9A7LAkIKAKr10kXd7AtFLU3XrM1p6JCmTdqN1Aumfy9/DfXZ1YVN0e8OTdoba3Kddy0AgQ3azdtFImWoLd1abC3QNsgt2c3RjdEt17nk7tj11uJuCIv5KB+TuS0SbHkoCS/CiD5ArdjLAcChrdb5IGcU7gm/Iq3R25/mYu8qdwGdRB/JIwRPLJEJHaaSbxkufQdAnQUnom8Myg8vUIiFKYUAbdgQj7sEh5d5IoCsuwi5L5ZMOSMQhmIoxIqUoKUhQUUJ6bbKhcvApxYtR5e7K6nSmmN97fRmtwV9rXFQJSAd0IkjhSPlLgUrhSUWzUYN9G2t0xCrrdeZJ4Hf5E/Wxe3XmSfrCEUHu8ud0Zkqm0siRIUt9ScZJq3dHda3ALua51YWTlecTUM5Lt3aZgbFJ72k3dkuDq3YggEd113SQk7gjB3d2Sw903liYIft2lCOGwLt1RYJrdk2zIUtHdaYDb8jhS0JJF3bZscbRu8CcSJ8Da2homl5J73fRaGVLe3oUKNnTQxjzw1d1b3ULsy7DW5MrdaFJazBhSF92yJivdy93C3uPdpd3UUrHUPMZwUi4g392TgN9If91i2ovdenkj3Jrg7JKu3W+SZqCJAobdD9oD9csmrabY2lxkDPnnHMg9HCwZLd76M93vpkdKOVx1PEg9JfK0ZE6pOBBoPYQ9KD0HPETcH9pRZFMlbs6JmB4E1Up4Peeo2D30PfNkZNXQYhXRtzqstAiSO8jp1Mewld3/xrNaWNG7kkBSs1r4LIEm1OoJkjGgOuDiPRewoCaaCEI9cHli8tHyjP6+yPmSAbB3EihAc8DrkvJK2CaxWt9kqYD5kupSHxLd2lpkNsbqPRdamx3ogDbGSj1p8fXM4vnzpsjdx8D07KHqkj2leIKtcZIiPTTyYj2DksxEbe1BBFvWFibe8tHyqICS5E7dUrR+PVI97j35ZJW5oj3SPU7dBGDPEpE9Aa0W+WYgI1puPck9sOwOPdHyCyBgUkk+4t2WPSJI0T26PWL0ODhHss3ygvLR8r/RGT3zbLA9Xj3SPb/GVd1rWjFS9O2B+Vjy0fLppKY9Zd02PVAEivaCxmlwrj3USGU0QuzUctLdHT1UrL3yFT35xhSYLT309rSSyM2YOP1sPQRzPbCJPQTDPZM9mgjK0bwmnj3yPaiAQuz9PSeSST2UJgJw4t1/CO49NT0YUoe2nOyO4O3yPD31Kp+hFAizbETynVoT8hgK3JLPPQaKVEzXne890vFCuijyW1RDUuCI7fLXstOSmAi2uk89l+A23Uvyrz2/EvciMFLqusSSySgH3Xm6U/LfPWvw0L2nEqNQ1TIgCj4KJ92NMry6up1UWrDSe7IDnd89MUi/PW89oD2CiswKonAECO9Sh/IIvR7MqwyicMS6MVqnOOzSSAowihzSgD2NSCy6PL1G3WaKHxL/PRa6QorVTZS9vR3w5bQJHeDW0omY4yb7mGZiMr1Oqcy91tLLluMmUr3yvVUOir1yvQqSCr3jWFq9VHB+Epq9EcBTCga941hqvRNNJr28Uddhu6U4YM2SRDxE8qe4/Eh/ec0pV7AVUsewH3SoXTL1L9DS8e3cCJKevUHmFAjCmOySHTKWJHQIwUIo8rBqYOIUCCEp6U1jIGzGcpAleVOwbuDfQe5SB1wxWkoM/xAu8V9NHAoQ8mMsC3kEwuG9FcQGtgG9Q3nekrGa3r3fXCcS2hJevX95/ilRTb5o/r1GstHhpb186EtSwtX2vWjSBvYsil9Eab3K0g29V2BNvVW9fb3XXJsSB653QXhaMLmb6DKJO0hgxoUK6b2N9jdIPMJN8gpq1pBuvf299d1zMiUAaHDgweu9wQnRsQu9XinDMtGZZL1IJICSwb3U9uO9Hd1+vb5mmFJhvfVNjCpLUpPVxU5TsK69MUhvQj29Z9ArdWwKSCRLvb29171uxNedg71/vQxy993LvSaBp5IHXAW9VyrzvaNBtFKjvTIuN0g+vU2ScH0kcKFgHr3uMvO9DzIJkqB9bfbhige9ib1RNGhw9UG6nQiseKpU0oyyJ5IOvWrG4Yq1vS69+j4xSIh9lb1EGH29BMJBvUx9QH1HagW9L71/kt296U3RmTNFOHidcV6Q74XdDfkW3NG6jcWFyrKQcbXown2/DlTxZ1GmqvcOfJAk4n8NbYVpeH5x4qFwiKsNMMYtYvqIPET3RUjGdckuvF8wz0V+cTn+jCSImkp9XJwAjgzQlZpyfYNiPyT3RaFk0rHKTY2FK6WCfS59UYWRSFlxQn2NhW3son1nUTqqYhS0slNibJUe1oNCByzSfY2FXXD3sT59nn2PQp1xkX3FhXLA+6y22OJ9xJB6uhw6aX1FLHfSAX3vhSixkRCs6Yl9Fyz08al9gX2dKkhWYCxleNuFBLrgsQTi8EX3VftxttgNTXssDgQq4qDqltboRCV96Mj0RKKsq3jAsYmVYEWDJm19RY3lYJTCjX1Q4kjULX1OfTAcsX111euWPOJZfdSgSCAqKRN9P4XVHAPEg2KuNuJN8uABrBCxMn3fECHUCrFpfURFFX17fY2FQTCzxLl9X1U8qgl9Kn1KoamKK2kafWqO0CAFfegs+4H9hXswr30Bsft9WzQbfUV9KDKVECWc3WIFgGmp7ZDKfYt90DJPcWd9nn3wzsFxpX37fbGsvdLw/Y2FqH08MND9xJBMbrt9s32IqQ99AmwQ/Wqu99FXfZ59LSircej9LDC0PN4x/32c0ad9VP390Kjx8n0zhVtRW3FgLEz2i4UTYDl9CNF2qqj49mgYrFCRV1X1TFJ9mPUEwNGQ9P3kLHtCHX1j0Jd95CyVpGjRFP3ZMWMNGu08LBDUCuKTfYvAX31k/Rxg7dxGEhr9DxjaSir9d4UX0ZhxGw21YHF+zn0DfRtG032/vqF9sQLNXoXJO2rQRbr9IhaPvuotbhCziBvR4az+lbs41dDLfSsxZ6T0cIvAC9ArdE19uI2Z/uMllP0MjduFbCzO2Awszqo4MFH9z1GsWMhFdDak/RgQWekB/QtxDP24Rci4cP1U/Q8YNP0efQz4lv2Z/anAY13MMtFNsS3MjHi2wTLpLRkEwvqkIR4yh3C46PX9Ff3KRcHJujIasEvgfSbFoZbUwy0asK39Zha7tEUtCHoXfQN+krSrLa+GtZIJ0UP9thST/V1+Q/3xLVUxI/3mICe0PS0z/QP9J7Tz/Zg94QZBMO39cy1h+uv9o77j/VUxSYkJ0YXsPX77/f8Ko/19/TDVVf0t/RDVGUpJLUf9KdG3/QHiyS38+g/9r/2jLa7CHD1OcBWcQ5bZvkctbFxmICuijBFsXJtcNs3YPvPSYkhUzEC+laBrnCxQydIkKulSylwe0hYN+FDpUkRFzP3hviGtulw9biUQkAOirH6g3zTDQOCtPEXjltQNHijknVZFJhbUDe/hp4VEA6yQudXRMFSwEFH4IpitjjBYA+0ouK1PhPT9LoQ4A3vSvZbrwuwD6FxXNHsQ0OhXnHJ9DRBP4Vj49jG12FCWVAMOoSIWM6JEmL7IAgMQbBOKVUwvnLwDPaDcAzt+1M06A0tAQFyOIX71fyHJPW1yIcZ8A7oDLryIAyouQz17MCc6eq0oLnYDxaGCA/YyJq2mcs/SwJCKraZyBkp/EDxMgGlQfJYosAOrPSTQOkQszPQW19RzqWV4EAMU4N6tdIwo1Nm+/APmOGGs2ANWAzQyyhAEA3GcxgO6tKoBpoD3PXMydMLirm8K6HApMp2gRQO5PkBwnf3EIOUDb5Jm0U5W+wjFAyycbphPHkeqKgieMrwt7a7bTGOSd7KpNHdUTpomSkcYb+gNA8PymQz1A0h0BLLyskKy6HQSsLPWqjxPHpKK1rCTMmUDRHR5TMRygbKYeJBq1rBWGMRCywiFNBBMhLJ1MhkQ+F3psCMyLTIu8BVdVbJCshYc1TKjAxgkNQN5khQMQwNSdA8D/mQ3lp4utwpXsAnsJCSeLhcKRzJeGS8yRwMCUv2u4iQvMtHQ/50z8HsyqrLJHBRdJ7ClA6CDnzBvnSewMg0nMrxWzIqnWR0D+wiuijPwgwMLMuMDrp2TA10yzfCePozS/TLPA8VYcLKmYHdUB/7WsJCDAIOijJEKpzT/A8wot4zWsOuEbwNkg9awcJTW5PcDXp0mUlcy1wMUoMTSpIN5SasMNxKmmPCDLHTg2G/sLiDLCJKDxVhOsgfEPINusv8yVzJ4g35kfIPwgyp04r0nba4Fu2RclIpUe/WhkkfE9QAGg94FeoMmgzw99ejmg7IApoOmRe1N+oP4CIaDbpLGgzaDloN2g0oM+oNug9NdLoNQ1BmKOy12Rer8gZKFA0rWaJjWsOFEsiSoNP1C2IMvJGUD31X+vS0gcwNxg9e94JXa1ZGDAODP6AdAAwpNCMGy7HAliPUDINbs3CJIAGIS1S8yW/HJvcWD785gnmEQJHB5g3cDIUCxARmDHi0d1E7VX+g2YIqD/NZEmEUyMkgtMgZh4gHRg0SySshQGsCy4YPfAx2DvxFBg5Uyb4BlEJiwKjT+aoODfYPRUickJzK9g2T2DoT9MtnxTOE2EiCDMdSgDqawzqC9A+L41YM4skscJzKuOAYktp0EeBGDZYOckVx4jpnZg6LVvzICUOsDIYMH9k0aTINpg7P2W4NhZKg0Q4NbA5mDXzJJg8Cyt6aVg2WNn4PPwHODL4MD+akSA4Mrg2x2MRr9MrBDwLISVNKyY4NB9qHqH5RKyMHwQpGR6niy9YMCTl7G3IOHg7ThBEO2VPeD1mCPg9YQuEPjJa+DzMD5g56yYEPIQ9SygEOsgxeipYP9vauDZMADg6BDtp3VUKkykEOcgyeDbEPEdNGxhVKCQ/PUHdi9cJXdF2oHVP5pPEMxg2xDx548TiMaiYO+8ZuDPALSshuDMi4esGYcAEOuHkpDmepUQ82UvikkQzPA9NS1QgZeca3YlQi+mda/KT8Jqeydsn5+dkPkng5DbZweDJ7sfyH5nEnBokDyvsZAAWZ+DCA2Kwh36REM1u2Mni5Dx5xPwc5DQ7IGYd/BiL41sE+mG4gt1nTsAHEiyDvBK4Ff5EQxc4glILkMVikEZk4hQprdnITQBZ4RKOypdp1OZR/xASk4Ie5D97JGMXwh9kNRQyfByzgQfkOyutB3we5+s+RBnG5Dqeyf9CnpcwgbrEHszUOlQ5PsNkMyXCTBp+oeQy+xmsHdAdVDINxpwWND3UMzQ51DaXRaQHBERyYv5aAcP/Z4cf5DBH5vskNEi0PO6pIOE0OzQyUgQgwScZNDx0OyFPCcc4gZ6qdKe1y5Q25l02J0XHudTmXjQxLcCwma6i9D1txvwTFo00ODOuKIqurzQy9cO7Kn6sUhmNxeQ6XsRJj/LBeAubzbQ7/s9CjpvE4gYUP0xI7B/UNv9FDDuWTO7B9DN5Dww5FDqMMSwYoWOMNDzNXc6TVNQ7jDB8FOftoqrVzsQMvsxUPTpqNDYEEpKrmm5wnXQ2FDMsE5NijD/bKzQ8zDQ7JgyNjDoUNDsqzDCp7UmtzDUcF06h9Df/Q7wULDg8FJDGvm7MPZDOJ0yQwvQ8408kBWLnzDg8F3Q+QcisN9IU5DnvRuLgIM+iDBIYNI0gxnLGahGWgQw3GwPnjXofc2CHKyYEmew0PvstrD/cLxVGqEKwn/QyQUJIRvQ9/sy0N0hHDYKmXM1IZ8+4HEwz7sW+oAsGTDOiCVRMByPsOHgYPUOgwbmNvCHb4YcgnUqUN2wxJw2sOyw8+ybCHxw44MdCHOcL5D2Un6CWHD5hARw8rDQzaACQQhrcEhntjKdEFxwZ7DCy7whP0JK+zzQzKE+cN+Nk7DVCHhfi5D+iHLiFzDg/7BQ2NDHcPCAQlDoBzcDgOwgXj2Nn7DXvCJxEVD+UNz/pVDpH6rssIBHsPBINlDvCGDwwXDneoodKvD14G4cgvDccOxQ7yEGCG77GnDIUGpw8nDvf71w3vD2rB+DDPW0cMwcAtidWzdw8/++sM5IAkSQ9SrsBnDjuwM6t6wo8PMfo8IrWHNQL38msNuxIQMqsPP/rXBD8O5Yb3DdUOidNf+IZ6TITBw5s5GwTOgbsNNXbs2IMMJHLIYOTbzEDMuXGG2w6XDOhzvwwqIwy6UYWzDN8M6HFZAP8PQctL0zcNHw4j01cMEwxAjHgzJ6r/DlWElnoAmOgzHUIchYMjrwxQSb8ES9Hgj7GFn+pXDc0E8DEtDtcMf/rshN0OVYTcJ1zZOw0T8tyGnw/ld4g6Sw2Yl6QxZ7JrDriTmwSZ+My6WUCzsWiOGfIikesHO6iPMmQXNwwAi88OU1CbDN2qeVBojJCPhw7N838MeILnDYZTkIx4glCM99NQjp8MGI4P8msPqYZh8F8MO9NIErA5sI/AjggyKDSAj1koOI8EgJ0OmbIeyGMP9w1edrSHKI6jw8sP/IafDOqSGI47Dr0X/w90hjcOipZYj5Jq/ReAh/r4bQ3oJmiNomn9K2cP7Q/PDszCII9YoshQlfDIJCCAX8ZB8gSMEZS/DgiHNvEjKKBwe2IAulglxIy5KOQzxfEkj/sKgDDQjucLCIQg91voi1DIhpiGyZH/g7bRqIa0tA6TTIySUliESKc7UMyMGIUtN8yObI4uVLHKrLCYhWyNLIyIpByOrI7Mj5HKLeYcji5WTHVa97hQywBMO7/ScITX8fQC+IX3BjfzMyL/08/7wAtBu7/SfIO8jKG4NDIvDJ/wAowacj8qy8kBkmHCgo8BqxtC5IQiDhWj/I1sOfSERQ8CjiKPR2F28jfwvI2shX5BQAvcj7AG3wXYMV/ylvP8wMCmXqgkQvQm70LeqyihGCZ56DDV/cpAgsKP4csdMgurQoWvB08Hm/CSw4yH4oxycMijmw4JMNvyXVAWueHK8I1UpIKNfIxkRoqNPI1Upk0CQo4MjJYIKalBgYgy8iGgx3Eh51tFyVi1ENrPAWpqBmhqj0KQNmikwOqO8KmiscmCadG5yrmQWMY3WjnKxmoIUbGBt1l4qT8ytSF3WEZrpOnRgjqMzms+FeFRD1iGabhACkIA2ZppjKlrCdpoemozVn9aDchDFyCiv1qkqYaPCwuvWA5rlnI3OQeoRKmw6sYJsZFJy0hQuo0EqbqORLDqjzdUZLMHwh3ZWoxYs9DZqqkmariA5gUbEQaBpcuGjreqqmiyawuGoAjWjayqIgHaaFaMQmD6j5+o8mh3IeoHcqjWa2bzpo74q1tHiTTuM8DYTmn4xzFTBmqmjMixOgYJWpyoWLNg2RTQzo7yaVDYimZWjfaPVmgWjvJo6o0bVWQ6Z8O8kh4zGmlm0bZoYmhk5fR2NOpniXDaogPwGFoRucpyeC/0p0WejczQXo/L6VtjHco+jxyPGBmEiL6OcnjmGDNQPozejW/3dMTqkUPbacrjo96OKNq+jd217lTMxBXCxxWyk/n6Sob8uFyQ9xRUgWzZ/QmiMmKC1NoMm3ioIY2HQLGQ0FN/AYvDPJO7szNHjSuXF31bWRIH4NzbPJK5+OESWeNuhLbZp9bqIrQ6ObORjvRldxVFyRGOzhRJgXw731Lt80TAy1MkOmGOaKopyGGNAtGhjJXLcY+tqleQl4RKQd9ahZPZGkZxdNgnQkuQMY+Jj4mXBwHtao9CdSrU2tEx9clpjyQ7IuvjRT0gpNtWkpBxi9dJjJ64TmWdFkZyGMaGkC9BSY7quYG5OqkhjASogtgWkyFoN0kF02mP/oM/k6GP6Yw1Wig3mXMAl99zQfjhE/GOZcv8+Nf6+Y5ly7ZBetZZDp01C4FPCDPJtJFThomhy8qNIYvLoQWljtr3uWuwgWWP5NDljXAP88roOPPKG2mMh5Fpa8kFovmyS8rRaqnwXgAzyIt357HVjrPJ5Pbqle0W48tmZnwgvkASgXlpoWqxBuvIxWrI+0cGDSBryjoym8tZoRvKVPchSQyjm8mtatPJVng3QEhRBBPOmFvQkiBZat5yn4M70bCiVPVZanTYDCuAIU2MN7Fljo2N5Q9DAzWMVY702b6A9Y5uSGTZbY0vycVod1oljMlr3Y/6lp2Nh8uta5A7cSDfeYN2pPVnsr2NrWojaVaXkmpgMlvJA8tMBaTabErda/fXKcfAJnaV8uJXygDKd+jl88OO4EE/9aX5w4wTal15eQf2we10o41OlSONmYgjjXbQ4lBjjXqn/o8ulvQiV8mjUnfro4wqSVONHJda9zuwISOY2I/LpnE4gS+zCUsEqEamADKZjL5LezYryK+pevddyFihSvh3qzON54CBAAUN5wK02bzqRWmHDlexE8k5Uw7mCflfsTfJUTF3gHiCQWjjdamV06mHGbzYj8oLEdqRHoCu913K5zqQp4BrOASfwEuNs43BgHOPC4zLD/Nxi4zAgSuMD1jzjXlrfGJBu3OOC41C9YynJ6jomjuPgLnW+ZX6zrplSQKm1Aan2/TaZUoWA1SCh6qkJ7wru49iIPupe40EEJ5xU6n7jNjYvSrLjhOpcZHFIgfFAqUwj2eMnEq1Kub6644XjinLeIzgcxj3BSTjq+e3QoRnjMTZceKR97T0yth+BoGTR8o91UcN8JpXjOYCD/Ezj6eNF48++veNrWnbj1iCd48E9P6RU6oWg2gjJ4wfg9z3UigmSlgJEipt1MfCZiMUDqIplA6adJ/J+GKiS1Sbwijk5H4LjiJsDRvHMCgfjMINPOvsyfRE7efS6JzIb4zjs3s3unTgQr8jo7Hfjq1a0+XX+ILpX4y8yRgwVXTvyWTJEEBt5Ir0+xiFIvVIbUgDwnzyr41vjOwN/4yC60L3VuRcKa/BL49fjggy8iiy9n+NIE4K67zo+xs5hMUgAE7AT3+MKiuvjhUOtkrSKk1IP4zSaT1Ib8j7GtgxKurqKqgqtVIxI8L0nEi0QJAoiBGfyC+O8iiAT8F1oE+tSXIqqCiVhPLpYupcST/TMihy61VIkPXKK071JuqgTxhgPvR9dqBNdQOhI+L2cssbDxVI1cuptPsYYIyVsLBMYQ5S44INSuqCyyhPo7PgTchMX8uQTJBMX47ZsVFqiE3/Bibo98ivjFQO3/NvjOhPt1MGSDNJgE/YTUbqoEyoY1TKWE6MyzYg2naX9E+hmvRomDAAF6Hq9FmwhE3aDQROiEE6D7QrW0joDhr2VquETMROM8tbStmQHXX5BtAlhE2kTBehRE9kT/oNRxScK+TQACpAq/r3mML1h253SwG9hUb0pYeMEggHS8bPVMQqtQAuDzZI0feDsdRN/eXh9+iba9s2Szr2w7KoBZnBFE2xdx8yqgba9xRM1PFqBPRNNvbSYR4OGcEXMy+PRPWB97r3VnQz+loHVExwKKFA8AWvw1bJj3SUTQH2PvT2dPEDiAQNID1yH2tnKQ70nE3XamsB9vUtmmQqYwBEBMUiL1XtjduwNgyddqb0b2kkBZT3wzs1d0+beEOB9151dE5Bk85LBQnxd8k59vQx9lxPtE2wKrRMAk9gKZUJN8j8THRC4faOd4IjaAZm6nRNp0InV4YrfvURdR3rTvZ5CBxNnE9e9RH3zE4cTQymv1V5SRTanUtcDEwMyXj7E5Ul9ne0YkYphdn2dqkhIuqzk3LJw2Gi6ILLJnZhhctIqkGFhfLjavOxinwI1UgEKybpLqV6drJNlUrYIPLzlUtEK4421MpWdtJNeuikKtZ0ktTKMRWR9ncqTHzrz4H2dgVSCMPSTChyMk+ONmTLIkoIMbJOySjS2zmFAikR0Fna8k4a6AKZeHPaTHzojMvtMUpptCrVkv4paHN0KYmJHA5EKrnh34dQY14y+YiARmpP6stqT0hyvAQBNZjahUi7w14z5EPwFYZNNZDMYvzrUkxiSuHTGinGTLORSk1ST/mTYXdaTAmJpKElhs53ZUp6Mr+Jldj6TNPbf+XkslQolWC90IvbKCX2NqpNR8FDwsiRWZLKTm51hZIJiM4LJwhqTRIMhsn+karyy8B0KfrSDkwfEsUlhYb2TdJO1cBZhnZOmYKlJfmFQw22TzJOazMaTOpMPjCWTNpPsk0jwFzToEeuTyQoFk/uT7Rw9HufQSZMYYSmTR5MijK2TJCSGk14KRSDzk+7kn2Q1wn2T3JPYoBYj7k5MYlc4GPBy3u/O3ZMSXT+TxU7W8Px5PRz9CvtS43iYQv8kQ5NBk8d2qlTzk2mT32EJCjRi8FPTGI2TvpNLwNeMBmGBk+BTdEJyYWrSRZOcYQNhatKO5Nx5Nozykx862wO5WOph1uR/kwhToZP9k9+drcFdk/RT7rCQU+OTyRwzgu+TAwrtk66MGiO/k8RTNR1ZgveTybq6k+UKCsHLk2Ucnl36k20gC5P5CuMY1439YReTGRzdYfP+GCRrSQxhPWGqUy0cCV2KU0BTSWEcI4BZ2FOyjohTaFMJ7ENdZpGRkwRhsFOFkxJTolPNQOOTWZO0Yb8d1kn6+TIYcgmpkxcYBFPbVMbZWlPaYV5TwbqRjJRhfFOuDHlMTV0fkzOTDQp2Uy4gMlO2YYxTD5M2U9RVNsPPjfKyEEw8dOTSPlP+TrHD5NLIU1xC3Uxnk4MN8QkmU/X5b1jvjfFTJBGRNp9NlpPllY0YDpO4st35z5PTk8UybLbIIWFTpVMZEWKTl5PKkeVT/lMMYTSj1FPMU4bytZPsU+NM5pPSkzKeroxQE1uTrpPSnIeTp6TAU3/BBVKGUwNTeFPoU9QFOlPZU5hiQlOFUzf5kVOxkytTpkygU2hTyESw5Zk56xHIwgW6nzo4UVYeoRwJBWTjBX7r4EGSbxylfuRg51P2aGuVihxOYmlSUxH4CBiAOwqWAsdNH47fU+q9Fr1LlYocdS0nAzz5t6PbYd9TYNP6sKQcvhjF1ZjI/mJ/U29TieAw08jTl7aKiEDTATVNfmMRSta/U1FkP1O+GKjTiNPg0/9TJ7Z401jTAUyPtJjTSNME0+f9b6OV6GbK+NNw0xjT6wqk094FpeQvU34F5fKc0xNNY8Ac08IgUwr801uVZ1N803cF/6N8+X6CBgrkWiJT8owsdIYKfpDJCl0DiQqK0+7MIckxCnkKFPCwdHYKOHQBzBY+bQrMvV+TPbZ5SR4KjpNeCrakOL1TU/4KBtNBCslMoQodkr4Q6Q7ejHfhsQpJySYKiQqjCu7M8tMy01GTGQr/3fUKuYze0xS9ppOw4dVTFL2y0ymMqFONSBHTmhgZk+ySmtPnjJWTWQoWYcMKTQrBU54MqdMnEgE65LldCmEKNL30uX0Kvx1pCqJTt4yBCvFT9z1dOeESkrBahCN5CBNoUzXTBool4QzS1dPtGAAITdNi0mXxI3koEzr2dlPXSsS98Q0G8WOSBznEQnlYZSAcpN86NNKd071S9wofOg3T0vH0vcm6Vwx0uvK6TGLidIxIc+NJU5hIK3kcgO6dJVjsQAZIz+MGU0fazhMb08bZ7SjHAz/j1woHno86lrp4zANwdwoYEy3TRIrd00/TE/IcE/XT99Nx4/FSAE3+SJfyddNQZNKj0BOyEyZYuGAn0wITDpPgrFRS2Bh8uvsJiIMAuh866ww3ef3TNGL0xFSKjrpNk3PTA0ifyWq0rdNkvSPJODNP8mG6f1KoM6KKC9MIM2vTUoo0E3a2iIPEE/c6MWI7UsvyDLr0KLoTp5Ir0+fTAlIME2hTgKw+UmK6f1Ix9Fi9fIrCus/xyBPYM6/Tf/JgvR/TAjP/0z/TeBPgM1wzgDOvvZy6zDPOEyITXJOQM0dScjM69qyT073SMy5o7Lp4una62pDME4C9KmKvDMa62zmTU6bI3hMWM9ZTmDPoCpy6pTAeupoze9Mwg/tt39MWoMSDzL1NyVV2VjOxuh4TVXb702R9ABOM9nGywYp8M2YzBoou4KIzPgihM/ws8NIxM5PiZEhGirtTc9P8cMkzs9O4M3ZKj9NT09qDMOM2zkq9TmLSWMkTer0ztBWykNMICUETWLB7cDkTRr3+YkUzCRMGZKUzxTO1M5bk1TN2gyUzQZbJE5UznTP0425SgxPYiinaoYOzE869I7bpg7MTNH2EtBuI5b2Iit6UzRMJFEN5ozPnvUQyH5Mh4d0kaxORil9dsUUpvSV5OGLjbWhw8b2/kwDp871tJClh+PDkI3m9t72y5EFwRb3zM+OTboHdE9eEMzOsxH29g9Wkjc8zQH3iwsbZ9zOAk/0zgLqW3J29nZI7M/8ziJNCkKcz3zPrUqdcoVJgkM0TeLAwuW6MUzPHvd+5t7Sdg2S9B73rtCYJAxNrvTeTdtwjE9u92LNMipiTCMEj00czpvZdvcrhkzMws1izXzPIQf7JsQrks8CzmLMcfay6aGw/MztqYtLQs2CTFb2susZA/r2ofdi6JGyAk5h9DLoMs2iTfLo4sxn2SJPEswSzuBlYk2cKJLN4k+0prLqBJLyzqcxSs8qzVBnetRJAzE7WGD2gPLxQSSiUiNgRgsmc+rOFranyGowms85tNAhnAkJxdMZWs4tqyMJTrWazuwJFkHRO5oBlVY64LrNTrXazsOo0hTPijaDAFZ6zHbiZ8Gc4psYpTnK45EoO2IGzG/r7iiDq5GBes3FU5iQ72DqYUcYxszUAybO4BvuK7Ng5dM42WcZnuB8qdEpOs2tqwfB0xoWzywLFABROT0AmxAzYBco7jmGAC4KPamhAI4raGMfERLjcUE2zU+yCvDUAkkiXrUHk12oYVJzGtIYHapuCtrP6tcEi+bPMSkC+IpNJs36SoNhrxKu4DRDXikNAo7OeNaWgBbODikuKWsI3ipOzwSLgINhK2hjkUB7EM6Jm5Qf6VbOVwnhUA7Ops4OQWZQ1QERKDRCoTqFoduwQSoie8cYKXqsMKhBKUJTGj7MM2MLABEqls3hKcmDPrX+zPoSl2KOUYYBxgsBz+FXYUPWzJcK6VfIYKKmdIkOj2yyI2HmCDthVMCuKvbMHiiBzgm3q8NiCWcLHs8xQ7rN4SsWzMAbbs541L1SkSjhzJW0jtAlVlsaXsxVpha2kc4649HOWs+uziII1yCeU4bPAFcxz/mjBs6hKwuGtxJxz7iLcc/qAdHNFRAxzCbOrYMXS0VWYxqxzywLoMtO+10BGs3JzDrNo2JRzjbhPXr9GjHPGtR+zH1hac2y1xHOWxnOzJSVScwpzYHNnuE9IHjawwLez62AUc7JzxrUGc7mzDNhmyspC+7NO0/pzjk4yc4LE/Woc6SWzDMCRuf7SOnNwc594M+UWc8rGBhpOeSZzdsaFCNPi7Ni1cdezQHN/0i5zX7NyteeziFBASoezaIhQSt6zuTPpiXmEuKYFhEimlkj+GAssYx2yAJM6EGPXYdMdhmxHs28Il2ZQgB7WE4riVaBA9rDfbTUAIcBbFM1zdqq7OI1zHXM4bUTu3XPXyjwgUm3NZE8drg32FOOAU16A7WNz8O1yRKHE/9iXkLVzKKRTcwtzH1izc8tz6bUrdBJEc3OVwvEVj4qaZO2cQCKSJHN0IbgYgJ/Y7ShIShTEORCHc9sePO1VFM7WWCJzUrdzZFDNnjtzsHOWaDDhB4psiMdz+XKXXjtzmD7VQO7kzK3VEK+VbYD6eANzEawfWEtzGu1okNeKoWj3ZM61MCJm5X1zSNRthduQoEr+aGtz3XPkiM6kw3P9c5/YgGSus/tz3NbESmfAx3Pw8y5A/7NvcyG4pxUO2NalSHPqY3lUJTi44LRVlsDWkPdzQ8J8SlDz+PO4+PTzk3NsQFZJhQjCw7n8ZvxI5i3BwvOC8ILzUsMQLF5RxGBS8yeMivAQ0DHDRnAN2AOgRqCdgdLzAN1qdmkMB8yOskV4J7Kz8Ms4qvNQ4OoMXcyCg2TAn8MTIfxckrDZymR8+Z7W8hqAnlTaEpJcsZGsbvgM4vPlZF5oRsOtyvbz1D3XfG28VvNkBvwMSlk6/KLzwAwldeaVofNywzrzj6R9dokMGvORk27DT3AJjIrwsvMR/tSCPvOp8+gh6fNEoJHzYrDV/GZRd/r8DBcg8mGPpCTRwIQRjrlkIGSJ1LWwJ6zxZKVQIsXFYgmMkMyu80gB8fOxkctub4GOSg5RDP6+AjyYQYza8Hxuz7KTrDLyFhxuw7DizvOB87fD3vM583rzg/5X8DDyufNsdGOxxMyF81Pzd/yxlaPzYWxA2S7EVfNiIxXz1u3V0/tusrAt/AfzNAj9KkoBJfPF8JnzlwQUMrrz1/MxydLzKfNa8+xhXfOa8/uyKE5QrE/z7/MvMEhuzlPf8/e85zSICLrD8DrPnHjMP9SrsMPz7MxH8y6wt/NwzPfztCPFxFKD8AuUsBAxIDPP8ycir/NX8+gLLWCIC+p2s/MjfDNGavD4C5N8VGBW8IvzW+JBjF/zunwppecS6Au26VYuqvN0CzawIvPEC0q8E/O+8wNKBrA2/L5EQup88DQDUAsBLrT0/GwgtOQLbAPcC6wLsoyjzOVkq/P38QHzCmWdypQs8WQqTh9skAIh8w6FzDUAC5FkuGbHZT/z5zRmGOvxP5k6/G3s28MCOqALRvMYckbwx/yS85Ls7vNv8x7KlcTnEsbz1478C8XwivOeAs5GNxKGbuq8wgvssNoLNULILHXzyW4fAZhpAE3V8zq8a2UhZG7DTUZtcJPzvsqffqILXAuqHBILVE4QLN3z8AslJmoLYIUjwqDAFDZHQVC1tgto3S3z4xKkC15R4dBotfPzgrQO8658GQtysgoM+LWGC7ULeG61ghULvXBT7BhyHypW89YLNxYFC4wL+7JaQhELbQswzgACnKDGCx61J/Mj88kLTrDiC494giFTCz6gckgW86bGRJIA3U4LARIeC10LXY7qXL0Ll8LL/FTuf/PNLuMLFN3P83ZuAQsx8/Su67EetJvz6tSlpdlkYQsFVLgL7LBZCxgRlqVR8H4L0+6JC7DYdQt2/DkLUoNuC+DULgvmC9IR6wsSCycLIQsbC6lUqQsrCxhy7fC8YqMLXm5eSnnwXgsJVGOxjxKQNJtOZlFPC+iLu/MxbAyo8QvyC5lV1fwr87HzM44jqfsL7S6pC3ALxwsKarepRwtVVNOwuQvqCxgRuwvlZJiLN+UhC2fzAq6EC5DMHfMn5XiLgBh+/J1AFDb6C38uPwtenX8LvIv6smrzDe7Ai/fz8+VgiyCLwaiffoMLK7wPUUQL4ov8NImsILTgizxgDwsmWF0YkIzF85xq2osT8POttIuBpaqLZosojK78o5M/UIv8/ZSnZZELtqHUcAocygtojrqLJpJjdmPU7osci5iMAIs/+nquFwsxCz3zLBSNcPC0RlD1I+UOqottnVZu5xmai+ywMwvFtqP8WosgiwE6s6mWi96hzph388cLwcnZsAETlejsspRyzfQF6DK4hYvKiGaD20CUcmukVoMVi9L84Jm9LV0mJYu1i3W6xk3hBN81Q6W0CY2L5451uk26lYtli/kTxyWLpGDIiKOwiEuprINuMKjw6/NMZHSWWcXngkOLM4tTi3yQiqWKC2OLiKNrCu+Mr1jBomChVpTLi+mwm4tXxWG68KPpsJAw0gn983RN44tnxZQL6bBWEIrl3vAoi/Xw54vefCiLr1g4eN/FQ5IetEjqZxAhCJQsF4NDYol8RkrqpXFjzu38aAh9F0pBsBFsW73nIop0K/GWtCBLbUoUlObBQJKgSy6w2OzYCreQ13xMRATs3WJkWiV080rM0v6wZ3BctvfDhnBDsNAj9sW87MwYbUqEtgHxXLaUS5eYmWwUS6RLEAkwUqXE7DUeMJUJNEtubEXxZ0pJIjR8hsPlSHS2lfRkS7QKwaTmpch8yWxr8CRLeDXrbKu9kksTi9jKnxOQSwdKfEv7EkhLfPDKS6cS/Uq9AfnYOQlYSyNKFOAebDn+qDU6CPJLiUjHxFQ1wF6PbBxLvkrhIcpK+wJBSnMhfjOURKJLROCR8S8E/ZH38cFsiUgWREi1sSjObKSxnMp28S/wLEvmSxHxlApfNtIMrZ4ZpJ8SlzWRS5aKvvFBAqFLDkjglLwa0oLySz+wskv3gsJR6UuqS1raqbrdEBh0+tqHCKcSr0oTFYCsj2zKzJc1ltolbLpL3i742H5swUs6NWVLgbqPAlC1TiaRut5LNxYdlgQKvMqZSwZLtSLVwoFLKghekF81ftphS98wOgvT2nFLaqzVzpNLkbpqJprwiUuZuttK9MIz8VZLNxa+SxAKikudS+pLDzIwzm1LmboeVLG1TUtJSxqC9QvXltVLfnksIVVLQ0vT6L4CJtrlS/1L8jVrEEVLY2ITSjxCKCEqS941hAn0fapLCRIB8YZLB8q9DATsa0u4bpLBiEttSmH497KJSHZL3S5pS8RLSEt2brhLsEv6pcUhc0vLS+7uaSHhiodLMA7DbCh9p0t2/NrxG2xzmB7uRe7SS+VIS7AmJArAlQmJxFQaGMuYIsy9ufwVwKkhI4hhSFTAF1XaS9YzHUsJjllLjUgm3ioR0Et4yymsgMsh8UFLDhCXNYGSM/HoyEJago4L8fsSD0qA1BtLx7AMS1EuDkvZS9o+lYhgy8lLi/xtvMFseYs5SrwkPsW4CYdYqFqtPNxI611knibLVAnMNIzy8+gUQubLCAkG9KbLhAmhEwDoPQK3lIa9bxRkCdbLBsteyx7LtssegS7Lnst2xUbLFXP7EQzj1vF4MEEJ18Q5CSXOqqXDCbHLQQmGRH95ReThCbAwRUuEtgvErglgy+YwfsRtjLtK7yCXNCaU+LR+bA3y8mCjjMXLJWz+yCyRecuR8ar0xwRppNnLPNGvi2nL6Eid0vcRIQitywHSccuWw82SkcsaAtIjsxN9y9BMChNawqEh5IiJ8X8K1KWJ0OdsOcu9IdalOQkFy/iYzLwbiPszyMLPxREJIUoP0r0oc4zDCcFS2AhpCV0jI/JDy1AIrSPy8e3LB2zCo9bxLzTXCSPxW8szIS8JT+Nry2MJHwkLeVhiNcUF0LXL4Cxbiw/Leb2FyzfLUUuPCr0JupZm8YArh8XRFh02FAh/y1AI6QnCWjhFucq7y/hKLKN5LPeygYWzMNPKOEjQcCOAZcSeCBPKWTCg8+grBrDg3v8kBCuNyi6A4YAJJdRwtcrXdnpL8HDiRPfUoI1WlLgrG0QLxNXKfspBgNgrnQlko7HYlNRlyr5EG8o+gO3EXkIPytgW2pD3jfjKaup5gD+dnMpX8EhugkQXisrwMisexM2AW4DVzl3Kc2ZlsG/CwisrhG2kauX8K/gr9gs3/tOALCvijDXKG146Kzq8w/5haGOKwQvBphLYBgvgKpIrlp06C8XKK4RSK8w1LitkK0BKUQgOK4qmgis2K5SiPCstyrQri0RDxLHCfsrMKxwr0jThRMpExCuXwkewc8qBK/wMS8rdCClmfitSVJ6AF8qdCGIrO8quym4r5xZqKxuA8ivNCxIrtaYqKzDOWiv5pjkNOCp6K+YrokJVYJ5moSsfyvErID5oKzS10St2pnrEJk4VytOAGiuxtT4ri4BlK/eCOiY3Xk4rTOwwKi6A0HABSz1giThZK9vKEY4w3pC4YWxySJ/+KWbPitm13Su5rdPKhQhPEvVerEowzuMrRiuRK0mw9eyCpjHE0CrTKxMrXnP3Th4rJoB7K8giGysDFGtgItVsKzqAkyte8E6wRCsGgFk1J7HkIPorphYEwJdlk2j1c+zL7Su65sCrWM43ykeyfysQq+Uc7CvTylqzsKvcRBwrWhVcK3rLLHjR0DJ1UoBkKoPUPQJYq6ZFH4DGFQGYlkUEq5irSoBWFQl0pKvEqxSr1Tx4qwzThCrUq108tKss3rpANKtkq/2L4cu8gJTZqOzHSBpQRniLIe2gm4Dl3pcQ/wm0spHK1JAiq7VIW958qzgIGl6buLyAGZ5kNZFU496hWc+MPWIRRJD2LKMFoMooRd6QtkYJWqvUSEXerIT9NvjKMiiweGlkl5aKq22uD6briRbw0Cix2EJQpElkCH/+ZlAskSKrCEhnhN4cIuXsXpKkvFCy2dyrqKosFmZ8HSH+7AarTkSQ2KEhl968dGGrh5k3Fvhet8oOq+wBxYATKmGrQAadS0tIK4TlwlEh1JorK3c1IqVSxrmkwUQsWVJCuEg+q5q4pgHZq33e4qvrSxJUq94vEEIB+aslCRneMatsIl1c+97CqzcWSMbgqTTAzasslOyMmcoJq/WrzUSt3t2wiKWktIirwUR9WRMVaqsepiPmsePjEjWrBfnz+kBLbtJ2AiYqaqMVENyuUipaoz4Q24TYmhjFeB0mKpmjCCbEidh2ZqPmGkLqa8Dro5YQujaLqtIq10VEGH3WZ6tLMJurEqD7qxTjnqOpoxiOeIm2Y6OarfjpLphk1pojEJWgijwumv/NuK7qjK1yMfzrw18qPZp2FO9YrVa/q3YU/wQFpJ+rO6svq6YqBzAPq/2jT6tIa2HqfirycfBrxaOkmg7ivmjlo3ajZRoGiSV2aZpAa9bqDaMtGgsuCXIrmpMa36tEa2iM6tVX6vhrFn27q9hrWSWDGhaYifZHoxurF+SbKqaNw1jsDsWa8sUt7Dg2C6O4aycqTGurq3nqPaNCa3nqLcB6xUpALCp7o9RslgL0KiJrLhiTIyOG+92fo5jVD+z/KsBjN/2udb+jmNWGa+Lm4GPlM0jeViZ5Stejxmu4xpZrykUma65rENVpgB5rlr1hy7QqrJoKo3RqcGOYjRbgjjaMpM5j9Balrqhjt41k5SJjlgQQmOrwgqOrJLhjaaNdKkxqwLqJ9fZ4+GTPJBpj5LGRBNCh/HLUY5Es1EgNDvRjGi374Exj9YnHDBWBP6420Ol8FDrbVGSkTPbF9WdBsWu04MfQLWsCY6JjXxBaq0uubKSV7IIUzpQWYwS68mMCOosOSmOFa6WjDWtqqjlrFDoobv9gOb5poxREXmPoWPjRPWtfDt66IfWjaxZj0EBWYzQIjw6GpP1rFiygbt/ch2tmLcOuhqTuYxZ980BeY2ekz+QRa15jdmONq84sc2vdooJyHWuZcv5++6NP6mChLuRJvkF9xWub3J9r1GxGUESjADxEY2mjevRxSDnpK6N8gQ0OLzpojBqAEKPH6t0lE0i9rs1y9mj6mjAg8GRFNBjrcZqSbJEOr2uZTYoqUDxEMGxrMWt+Y3Frx9D3a35j6Wv1jSFrUDxA6+Sx2SYE6/VpKHBAid7NUJKNJJdiC3ze9m0k3VbOzY3cfOuEJJmcU4WahMLrIh4MPCD+LTSrfHtmX7B5kTBYyigJtmyoNj4S6/WFYusYqgiqmbaqJBiq+S2atottGPwOqkfc3VE/fMItedwgUnbuDc0pyZ5glohrCLSKVutoRQcVwojSqqykMUyNYtCqR9wcTMLix1LRdvdQ3SQwYJrri6ra679Z/Kpc60KqQRSvhRwwEuKcijGqcNAVJC8+iuvGtgzV8T54qrpMgERDkS8+LFBGTECttut69fS2CwmtdNHr1DzG69Ugvc2y62+pUqqq66S2QevMEBb89q7q6xCtratdtkHrO+CSqzlMTRWH4LrrEiQ+jFaqhuvytrtyZdoLEeCqwSRXkWCYpqvYRY7rM836SCq2hSStWeaqR4UiTMLiRqqP3CgkNWJwYPqqQuu6qrXr5nLN69KlXKpdJBLiEZK86wvrh+Ap61nrM+t/JaqqKNAT68ng7kjhtjbr3eBUWviq5usD67nrCbbd61Lgt/wx6yZRB2Jb64VMziSBqrfrEiQb4qGqM3z5JBvrUaqgGxIk8SS7sZnrKrb36/lZe+vW6x7YIBsh60gb8FE93u6r7iTwGz3ereueYKkkbCUzSMJM1etxJSRIwaH4G8RsCarWGR4kk+LzcQD0+CSXYjL1dBtaJOOsQaplTM4kaKsEaBxIkiL38Bbo4MH3VsslXBvvVjZxTkjbtn+jtf3OenwbohsfVpIbUXI0PbBGMhvfVsIbXDbi0+IbTu15+qAa+HQ6gQLEoNY1YviFZKT2dMytCBbuq0xqF7CA7QgWiBuSclrWhxg8q+jW0daZzbAbhNY41nd8S4DtNNRwOJ23GCWrvTRRRbwQc21BVk7WtNbfntTka8CKiPVAmV74qmzW9O3WGyr2W6vHdESt/wo8mfkVgtYssKj0KtZWG/8eShwxG8TzMHxLSEJFhDwuQMwQ39ijmXkbEUyJBEEbXNZthSR8bUgB5okbRWJfmcokmtZmG6zQjKrlG0StnauO5sUbq+ukG45yHtjvwavEGRuY8Nlg4KVtGwR2lUS01hGSnoG8PKrWKKX9GwawTx1XYpgbjnIQ+Lyt+dindrMbGu1gmDYbs8Bp1k1iN0z3qsZAIUNx0DMbPUqiQFZJLZzompN6OvxnG2gU7dYU4Vcb8up/fhy66Jon1r98XJprwOfW5wp6dFsbJDYsoGPTrOqXJE5hrdNqqu8bjxt91uXWXKDFa9yqB9bFYRQz8GqqtL0U2jOEasf83s1p/oakeGrI8AxEy9b+6oK0Nnhdmn/cvGoCGEWajurW8gt8glZQmzO0gJvT3GCbdxs5du8bJJtMaqbAbhzYGISbNxA0tNAYgDMXJDL+wVL/nV/WOd6UoCib8BmotED8VJIcm3dawWgqmvfWxWEQm1fW3xsgm9A2JdJuXb4zCDYq6uSbvaooNhSlxKCKm96kvJvoXM78P0Tf1sjwIHCmpM/W1JvENjVaJpvtKtwuYmEDcF3qNDY84d+uDDb9qhwbwQWeWeLmsjaVslOSbDZqNnSrWeiDUG+8Ajalfi6bwjY40x+OHpuum16b7pueEqo2wZsntqGbEap1fr6bUZu9M+r8r2aRDhzpHrSudJje3aSJNm+CZ9AiY5QOfrT4dOIBzyT+RYqVm6qzdq/oaHIgakxqZ5Rtrqz+qSS9NOGUsmIByvlrJeHAfnFOhSRk1mqYekrxVbEBhKR3NgFOloh31jWblGIaVRJjFZubuL8UUzPFmzL+D7BFm/TprJujm+JlYtyWDLDi04Psaj02o45Tm3RqHzbA8F0JfmNgtm+CuuDvIR2ZvJsBOk7kN9zqZIqVactw61hsGGLLlOeDczbfG1VQ+WsVaSubPyIGZa+bwWQpm/C28zYmjnJAULbTNsRVc5uNae++mVpbm4xrAX6ZWv+bRMS4isDwHiipm8PO4KlAW15jbpRuHIWbD2s7m7pO4FuXCSRaUUDAWzhbngzpZj+uSozxlHFO5zOYZP2bJbRmJN/cO5ufoZGxL1Xfem5qiWqhYKo8GWhMW75qLFsmHeOkYWqcW97tDTkQxL20KLK8gcRxj74BceKY3FsCW3kS6e3U7E8rHFu+EE5WwluSW19NShI1OYYkolsKW3G0PJaTaix8UuSxNuVqxoDqW9Jb9SRKW9dwRltccOYkH+zDVVA5W2qTapuWXe38W2lqdlufGJXdHCbaLL5p4zkJarZb9Wlg6hJbQWpqiMVmg6TA6ptkzUTT7erVjXoI0RFqBxgg2FSWXlv86fU5tfz8hFtiDFsZaG1qXlutVYM565xArKl9H1VpdLhgtdRuW89qMluh1JZb8eYT5qsWvmr9roVbAiTFW5VbDRK+WxoYgSyVVcL0eVvagI1bzFb8ILoeSeCBLJFb4zlBW5e002qbObNqx0IeW7Nqx1U8WYggrlu1W+kSYVtvs38yF2qBWxwm0a1CW/VbIOpxW9ZbnlvpHgm6GzkuW4jqGsISEjNbkbNsujHwTSPgrES49RZzEuDAJL6uuHF+zhIGxHOxm1vmuhs5rUDLsT60qzLNW08rIOpowmc51VueNXNbgOrPW1RzsRZcW8Zba2oKwnxbP1uOuEDb4Ns2W5tb7dzqHapb1wJQ299b5lvF2D4uyOoI2w7YSNurORDqWNsN7C3aknN+fTYdK1ttc1d4OoaFWJaW4b4BcRlb+2pnakzpUVsQ2w2zN2mM2UVbnjWYwEJbANvzs4Tb9Jg7Ww2z8jCIxINbuwIP7PNbxNt1ijlbC1vVs/WJKR14HWHKDbMwwmTbEFz9amzbYOrR0XPUSbOeQj05WVbxwpBgyebpIPjWWts8qjYdu2SJyuzYVPSlaiLb1YkpHTzbPoTpWz05w2qHs0FC5RIOWzlzHaVnbeLoQ+zY1SGlfoOrKB2E6KZzQP2LVXNevN1bGTwqpGHsHtYYLONCLWrOMlcM7tjh21Ykkdu+XoDtsdv7HbdWzlC7OJe0MUI3GJ+EWoQeYFvMC0JQHQnbadtgAggxQB3USE8dw8wRakAd9hSJ2+5Awdsp29nbk2pvcVSdWdvV27u5uXnMJFc4bYXNzLdCYR32mPTtzcwLQpnbGcTWQA3baCCCMEyIlICpptSJ41Vl5i9UoxB5areAgbJuQQJ289tJQOCdLMGn0Fsgzcy7xECds53MrUPsnULimHEc9dvrhHhejNlH26NzihDI6s3b3XOHMIvb19uf2JYC9oaciC3ah1un0LIkTIjOlB193dhiW0Ad8Njs8y7+a9tKdBzGq1sD20AdwHbbanfMcxKh2uxAq1vd20Ad19SqSKtbP9s/2j7wr9u3aoPbVds325Qgulvn21g7ROQ3lm5BqDsg6ijp+dsIO1SAVknHIJurOupvgvaRrNZLqpuyVDuzHCHyAdpl1n9+0EJuLm8bUmpYQherBmHfG1PgAS7xmTBU2QVR6jA2WJFR6ifWCdQca2SbE/DRKt3qRKBKQoGjTeqKlcbGijwL1kMR4y64aia0Y2LQaxvWcU6Ea+qkcJtSvXhrZJuUO+I7YJumO2fWXDtGO/Sb19aWVfo7QDYLm5L0uZqMpDOb3+jVo7g2p47Aa700mDagQv+rdGpMpKScLGt0asA2BLyXLglytjupcOhrMDYYvPxrBfaINr2ym6tqmxlTQpXsrpukp5uDMLqbaTu4W2Q4RpsBO6Oy6GsMmzQ7iTvkNrlY1js2m+neb+H2O0k7Tpv9+pcjYZt1fjsj9Tt443U7cZscKa6ua8Dhm3ZrrgWNO0Gbs36Oa/6b2yOnI607w/obI4o2bps3I75r6vzyowhbPZRtcAKjoWvuNpYM9DiRa9v+oAJWwCs78xoqarzq5Zs8ii4MN8rVm6yUlGJG/FlrzDz9m3XM1Q7MPLBbjvwA64SkVzsdWQBufZss/nkhNWvpXrWbjGC9a6szmgy4o51rmzt5DJijjWuDRc8jU2tZm9euJ/ziYXfWszslJSijImP5zgSj1OrLa9mbjvytk15W9UVIu6Dr09yXm9c752tTNtKG4KM/a5803xvnOy+bppQZDG1cH5sku8wFY9OPmzVa8zsAW7i7yzteY2kAJgwMu51rlTZHO/bqCztwVEJC0zt8drC7O5PfOx9rPIqIav87Ijz4m+8762sqLjDyxYPba6s7bvwO3ouh7WwF1qmQx5teEIS7zqBCaY6kv5uRTByjRTSslDr8PLuJNIC7UqOJa4hKUrvrO15jD0Dg8ua7NOtCu8a7jjZYSo+qOtws642b0px9q5M2VGQwauq72mU6CXC7ZKNQ6z67HJzyu6GkXZu0NpnqMrsuu/ACwLv33Ic7LgwiuyhkdRRAifvO6BoWoC2y8Kq1TFkguxpI2em7vKDNGoXg2bsioLm7JHyTyJ/GjKDnCIUE2EvZMDqYnqpKIB4aq+Iqw8IW6Bq+ROkaDbtCGqWgBZ6s0H0aK0hz7FK9QloyGnHDo0XOGpnwczUwfNARY8jEw/NQYNpju0huMGDsLHUgQ7uBiOdImRqNoHHD5UGwGg3kpRppu0gabbtV7Em7rbtDEucIq7sSKH98OusP4X2gTtXVzX68cyquMZTBE7vbGq0whiNgfqpaUyBEGhNifhH+oP7Q8KXIQaoa3yCTiB270hr4IibDLbv0Gu0ai3RAe5kmcFSeqs5gJho6KUKluUJ35iwgOWg9u6oa9hrduzWszhrhGsvsj7u/bH7iShovWZtMl0ibXAu7l7t1IBh7+eyLuxAaKHu77Ie7lkbZNiC+iZTQe9kaK/y7u2EawUk5NtR7IQTnu1HNp7shBLsa8c3P0CR7XBpoDLe7BxpaQsAjWHtLYKJ7+nx/ghMaCXQPu1+7dhoMFZ+7bawf5rgaD+v0e0EarHsKnlQumAwbGp8IzHteXjoazBCEoL4aZAH6fOVY2Hu9DHJ7bqzleKbGRsHaezZ7+7s5IOJ7ACY2IO27MGyX6HUa7+D6exUNtHtGe2b0GzmViJojhC6sdCBZH8LnGFB76RJmEmF86ntl5lF7wK0Re7F7rnuhofprjsUTmJSe+e0abLhkyJ4Ze8slRgyd+A6wQXrBYiWF9sudpdey6XsFezuYZXv7+Dl73pucG70I+XvLumHFRXtMGhM1kzugGpBw28tZQkbBUTP7y+AoXdXqrUtI9BqFNNB8Zazny4JIFCwKfD4ahXiqSHR8c+gFyFKaiIxE4kpQ3jbnyANc0nw5gNCh58gX6LZ+BikjNlt7s7LCDqQbJ0hjNPck3kmzrljVi3uM4q2r9Boze7Ck8Fhje/Z4wCP3e+Y2gkiv6GgMy6xKke7I/Xs04iWrJ+aqvPZGPeC/e8km23sxWdd7ySZre0qtDiAvexTBHAzPezY2DmshCVd7n3v5Jmk26AZ/4JuAJ+bJ7DE2yXWTK5ZG33v9EtIiYG6LDV0jkuJIyFomWPsoG4N7ySZvoPIlfKDQ+zjajatRrGN77LKgDKN79PtjwEF8PXuP8D2NT3uue9oIaCaZUPnsb8zVy0swqPtq4ht7ATZoJldQIBscIB0JUvuUwej7J65oJmL7NOJg+8hNhiNw+yx76lqfCJr7l+bnHBGtmNCtNn7iEPs/exj7BHvbe0qtsvuIjmqNhyG7e282NvtRfEcRzgFvho7B4kFlywR7JvuVJSxQJI5/5vr77iXBSRq7PPs6+4pym3tvNBr7iRrO+z+Iw7t2+1om9tj+DYBL8t0srRSbjiqBiCx81xvka16syfuGo7lxgOQ9ckerkuK90/iaT6spqhyjs3ZKa5Ulvxvsmh3WLJy9qjmj1ay5+5ly+ft0nBqahqSoaz3gMJvvNuaa/RIIm1aaPZpCJfybEGtC+w4EmJuga5x87Ju9+3PsVDCEm36jS2KE2ihrgyqcrbX7GGuH4A37N9zF+yyEglbl+5x8v9Osa+97MnzOO+RrJVm9rlRrJZr9+/WjG5rd+8KbhmQrmu37CZplcMRrIuIt+zjc66O/Bsn7dfsWJZqbzZoXJTyqeepeox/7Dj6wqtRr8ar6INJrQAcZEtOjN/tp+2PqL/tQB+GaqmtFPnP7wz6/zCv8U/uHo16jNTujjReaZmuL+FuYWAe2a7dTVTGQst5rCHpEBzZrYhuNqDdWuAdGa2NNHtvYLHIb8z5UB2BjX6M86KQH1DbkBzQJBVUDixE0d+homMckQWtxGtBb/jtIY6hs4FtRa+loUMCiBw4EnwiTwJmbSWu8Yx74tSSEY3VrdZj1m9lr5GPGRi2b5n5p9WzA1YNUY6lgYGz2FBVra0THDBT4EQFKB4n1hzCdg7ckyWv2EKmInWuU62UadgepNk/GhRCIiBJjEWM7DtBtMmXDa6u42zAYsyl2+gfHGv0kOXYza/0Q2FsuvNMaCG37m6mY9eSWBxK7MzQh9RXYa5sXa1ZjGyLaAQWkp2t2FN3rJ2vOYzoH26E7azE2Egf4W95jF8V2iH5jj2vKGlEHAmouB7YH4Qf1KpJrwQeJNAtrxxr+B0Kk4OvZEORbQqSuflcOfwj5B6zrF8VKmOS7rmS/xZHrLOuM6wIHsgfQuq/FMPQoW80HHvjhBw4HEwf2u11r4gejB81y5GSBiImY5EMBpLjrexpUiPiOeronjTAS+Lug1ZONvQc3m6TrJMUAxSq7UgcUGtcH/rt8kJEH5weA66EHNGyLbQzr3QcVEHszADx/a0CJX1IFWmgRlb6saqVaB5JPfKc04lqv4NfDCcqgWpdayeqh5KDyNWMBQ4KlJ5IjdJnjrE0cUg00vfy64NVjmId06m7gGPKohzS7CmUwh7TyfzvZu4xauXjknkER13Kkh04gYRFC4w49HiDkh+Y4/8ZMh65aMfLIAsCHoPIdY8++yIeq4y1jAUObjfDynnz143IZkvLxNKKH+Ie84wKHD9bsh8DawrvMhyKHTa0KWYlallqVubKHMlqkhxgpFMjbY+qHV5mqWktjXQABQyTUwOOJ+K0hD5mqh9Z2UXy02QaHp1pH7NtA8NrbWpEM0IdvY8laGCn+ey+SLPV+Iw6H+lrkid2+CRGvWn6HsKTghzJaf1ph4+SHKpCpkhgHC0z0NCyKbqnl8vFYBOO440tNP8wk4/6crIw445jjS02Jh5mH8Yf8GDmH4QhZh7V7wQXhBJryeYdZ6KmHtOPJhz5rWJkXcvQR7JJq4x60TG69e/rjzuN9ycfLluPXY6ScHYe8clACzYeP8O5SoeMEvF8013K4iJRipBAi+w89/OPZ6J/QATaQK9V6pkxQK/OH3ZviQbnLwlpqEMycm0TB48wStZskrMj7g4cihCxiPYf+Ln2HAImO493jc6phItLjiuOWDFOqJ64s45SHmGLHh0+QdgzYao7jimXHyT2q7yGZUo5cPvKApjnjLokmDCHMS8tL8lguFbjXTHAr/N3N41ZMs4cNh07jt4czxBc2cAgG43oR9YdQR7Ljg/kthyJtGGIR7efLJVJ6h+2HeEdDtFR56kLXy3HjC4cEnCfkXlrj4/C8S4dc4YdaNGoaK8E9G4cyQuq0n10zAO5afxFrh0EE4+P4arj7ZgS8R7wRZvtmBO7jMkKytPneQQQsR0eHeEf0R1eyZ4d94yeHC6B7h9LjnUrwtHeHagENStRcehGH6B0JdeOsvNC0UTZ6R3oRbEdt41pH5GpMR+LxVuN8anRHike9BTZHWi67spuNjzaSR9OHLuBYDpXjtaAf/FEztpFj48nhBLwEBr5Hr4d+GJ17QQSiR6RHLYdayq5Hu+HM47JHu7I4tApHL85KR6pqA4eqR5eHaEfi8WZHBJwBR/nG0EfYnBXkyN2m43oRqWAW46fiOvxvTP3AXeNWR9dMNkeJR47tBVWJ+1xBc5KwiBLae2RpPZbw+wGr0PBSxioW9EbaxJLm0N9Sip53Dm3jrRCNYzMAoZFmBPMgiDkJCKmd9GhQnoNHzNoC8oXastopZDjdNXgobPgiJT7vCuna7Npc8kNwHUdVSQrjS07rRxRBup3dTgxBE9pc3ZEEDlYXR9LdzlB+JOfxD5FmBIFKj3qpDsE9k0cLer5k2T0wSOZWnUd4kreYid3LRw7aQQTvRzraQ0dPR4TyDSj0jpNjBKDaQQtHzUeUVhTkpePtR7JBd/V68ntHtFaoxwNj6Mf8JHZkFvJtTiHaJ0fL4270kL1uQYjH/N30oKp8ZsqC2o9a20dUxwiS6lRL3fHalw5fRwDHudp8zFVawtowiebacEdh7PmsdMdNkmxEZ4AoUdDjuXPaHqMkI1iBCJtkOYkSx4DKKzzLJW9ehpIKlFMk0HK2UkV4ZNOiIQd0zlJqx9LHplIx9OrHPQa0grrHSsdTPirHiz0ViaobnAfhy1uI/KxW3eZRzoHtc7oKcRw249N6CCxZ2nbHu0GswBwK9MTVvcMIIqzg2i4QPIFwGI9HFgh0NBlxM3g1NAMJBmCd2afmc5IvVNhEdKRX5rHH0DxagVOIGBRN8s1YGb1DicHHm6Qrvd8kfseb8u1z6ia5Y2k+nt2Fx+QOn4QRxx3yaAb8JMvMT70CUf7JH9tRUf1sICab2SiTjsfT6IHH1jKZCiKQYDBShGgsKPLN8Lm93YgPDDFa+wlIZN/ZYsKbRxYI1cdoJPIULvIBx63HFuDz8qgW8PGaZJPakcdEkG6IS1Hpx355vUG76NnHArl3QRzNB8fmpBTxrSor8kAl0bF41vnHMQhvJWgkUhTR3UOwuYE1KlLaLcf8JMd08FL1x63HCsbZkockz8d8VV7H3eaISQBgzxKAZKR9zKTb4pvyVKWISQ/g990pmLgqDYgPDAPHu8cZ9vykrsfzx1HHiiT/9vPHocfvx/vkKAoLxy/VCfvhHgCYPDoCQCGrY263GMMSXkAUJwpNozQaMeQn3lFCqkLUODofAkKq4TpqRFLGJTQn4bsxXCe6qpIxrtzEdMNiuNSEw0wnA7F+xoIn8jpgmH8skqb9vT3rRjoipuMaRK0KJ5zc2jU1Yi+Jsieiq56qWTGu3PZoTvQPsLApFnj8TNHgAieQ3FBgQvQ5cDyx0X3KqtxMuzFHpK46eJhkJ61cQic2Jdg63VxiJ9WsM4mnrPYnKGyNQJI61ifSfBoniif6TL5Z/VKc3PoIe/s6J5DcWifafIYxjCcuJ9WsQSd4wQknkRoH1Gj9bCeAJVEnzifiOhQOzjqUw0w11lkp1PrYRlATwsDx+SyUw5g1wPEgrN4nnzpO9Buw/ie9XoZZ/jHXrPoejWL9rgyseMEUhVgaIic5RKp4JRtPqqQ6fCcaJQwnySc5J6twgjF9J3BZSGpo/Umro0K02XQ6GSfQbJQ64VyLJ/kNpDo+JzGNytItYgEnVw49J8EnHixpUh0nJSdf0ocnByzigqxs+jpDzK0nbI0sJ70nDHIuMVx4gyd/Ta1NgjqjJ9I68ydZLEMnxxojJ5Mn2RC6MZ0n4BoGB3EneMEqINoxubJOua1cYoUxDtMn5iD5J6UnnRDAp4wIISedEP8nOyffJ3Yn4yWGJKkQTieLJ0LFtyeQ3Aknbo0Qp6snyE2EMVjsdkxEp+kn/hXBLAToEbHHJ4SaXsnzrPSnmI1FJ2pAKJ40p1snrCe1J16NeyeQp2sain28p9cnFn34pwCnm+FWJqI6nSer+jMNrydfJ5KePLGypz2NEKe/J6Sn2v2zJ8SQJ96dcbQn2ppjiVycWqdCxRwnTEAKp+Ki4LEkpxga6m1vJ7Y6jKcrJ5inmBQSTlkspqd4OFYnHicmMWSnNqdiFJYx82lU9BwahjotEpTcPWINLHpF9DHsp8YstjEqKfZ4GUw+p4NhKsF4OgPkVDGMJ1yYpdI8MaqnzyciMfKnzqdKMTMsCqdB8Ecxyqd6wu46aqduOrBs4acfrMkcMyzFp83Rlfi+p/En4jqVp1Gnpqfm0Pmn6acBKjSs2SeVEaFccaeQpwR4nqFZJ+cnFKXf0v8nCqc4qE6nKSehA6in3Ke9wMHJYSfkp5PiH6lhJ4OnM4CmLLinsKhuJ2YncjXEMPxOoabjp/ypG6doHAqnPCcmp02n77ANJyOnrygBTO4nUKeXKThOViy9pysOO3AYp4Sn3hbBOgSnNacDJwNizKfp/UcnB4Bf0oxgU6fUp6H9KifTp1AyjZAJOuWnN1Ghp4anph7aMadZsjoFpxxgSSe5p+0nBywKpy8aayzIZ85OGKwIZzunjCddJxgHmEVWcdk8djLgWPhnlAG5qKeGI9xu6WV4l6PEZ8pFXVXUZxDVv5hhqdOB0ZvdMT06TURz21MthGcMZ/2NNGcHdBRnBGfmBuRnH6YMjUclJCfEKHVdkpzjncQojalsnL3TA+R2vWyccdQD5AFh3JwEZkmjEzn8ccpNH6yIczecmmcVp49COazNR1inDwmgnMZsDjFxaDg68FwLqoY6oJICnIfjWsg2Z2ps6KBxoxxHLWJu4aHUZtVhJ/pQRj6xIO2diBloCiGgJQt+Z0Zn93ADYl5n1Sz1dZI6bmfbnOJJIpy+gWNuxCgnrHRxr+hf0hFnvbGWZ8+snoykOpVWeOvJsAycy3AJMfEchGkcskjwHcgrp2mEpfsiMR0nYWcoFJukCTog1v5nqmJ5Z9iRtqfckQFmASThZ8ueGmfRZFMsa3BpZ9C0EKy9Z//prHuMXESDGmfjKC4xlViwbIZnLWfCC1BcBJIV0zMl7fKQDLXTPBO7sDV4jdP+M2tnXzrt086KjcFd094zFJN8GY9aLbLxDU5kybWPWjwTAVJlnjBSzwq/Ontn09OP0/dn89N+uhgiy9MvUmWwSDMf47uLYvD07IfTck1m6gfTO9OrVj5Y4BlACV9nJtIoGe/j8rrGTUXpB/KqiruwAGAP02fyy2et8t4zW2dv0ydnL5L5aq868DOOTbDn7wqXZ/CYlHUh4+DSGyK0dSTn5NIOwVAzEBMx8F5SP2eZvRIzV4uW8OvTyDMETQsgeIov009nWDNV009neDM44fqwUPC8isEzr2f8E2QzTOeyuqwzL1JRnniTFBP6sADnIki0Mwy6ZOcqMwa6BE2bgBwzt9Mw5x8iOtLUvdjn71LkvUVK62dLUm3yb3Io5+tSEwntvQJg71L/01rnPDPOM0TnGueSE+mwSlSaEzYzfk0qsBoz0L105yxBmFKE51Sh+jOM5x6whLD8EybnJE0KweYzTudy55HpfjNO5+jnBoo+E0CKKyIoulaKlOcSwQ66geeJNXZBXjM00pnn2/Kuuu7nTDxhM6zSifw+up66UU2C55EzJjNh52jQrFJxM2rSJeeJM3XnGlJm52kz8NK851kzzdNPZxgHBTOHCpJ1ur0tM9XTinXFhxdYlTOpSs2LlTO5wu2LWD0lM5PnLsuVqvFKOnX1i3nGKRNOYmPnNTPz52vn7Kt9M5CerVJjJlR9jb1tk8WAEMEtE+DSq6KlEwVC2VJn59e9tzNRU0fnSzNss1xT2tuRvSczqlNT7JogIkgHM4BTIavJvZ/n7lM3dZm9DRNgUxONPc4UCJczoRw8lpfykVu7U/t10zOlk3l1HzMTM8VVLzMjM1KarJl/efJnWhyZxHfyB4C/k+SnvxOgs6pTqBfdE/fQ8NJIF0B9HdXWU9t1QH1s1aeTRBess4u9aFNkqiCzVLOMF6F1ZL0oF2y6MrNEs7TnrJrk9WSz1FNX50tS2xPG2YIXa/D4k2hTVBewk2izZBdLUpFbuZNE9dO94JPIzNV1mbqIF5j1GH3kfWfTiXVKy6qztOff5+xOkrN6FzD1ZH1wk6jSDphUfXyzctJ35zJLXLMTnTnKshfRvXYXnuZ0swIXOOmrveIXE51rYAZerbptunMAKAAoAJYANgDduuCoVzygAJLKbAAAAFJULCoAyADoADwAoACBPEb4z2yRGFh65wDOAIkXyQAAALTC3KwAmRdnm1YEBwAAAF67KNUAR8zNhHKBdEB2khE8GyjwOG26/wAQAKEXIADOABIAnABgABsAVzyDuicossSDABkXb6haeknMFEiDAEUXJRc4qKwAOKhVF3M6z1Llc7AA4wASAJOo5wAnAMWoJ5iAgCoAmwCLAM4AMxdzF3WE+XOspmsXSwDDFzCoe8DJQIMAKABzAHMAIKgSqDaSoTwqAK8A1KggAAAA9AAACigAQwBtF9gAAACSRAA2ALoElgBPFy8XbRfwAM4AKADlhAE8xAAhmEISzRetF+0X5gCdF7oWIAA9F5c8LKgD+ktYxrBZqAcXfgCjF9gA4xf3PNUXMKaiwF8AsxfzF2AAixcnKMsXkwCrF926+xeEl9sXLKYnKHsXGxcEAMUXhxdclAvGKgCnF+cXYACXF5M6tpI3F5yXDgB/F68XGwAfF18XPxcClwCXQJcgl94AYJcNaOsAWwA7AFAAVzyDAJCXbRcOAHcARKjhFyAAERcDNGwAsRcyAAkXiJdJFwPGo1jU6GkXvRfZF86guRf5F0MXjJclF6PELE7YABUX2mSzOg6StRfeAOWEjRfKl9CXfgCwl2wA3RdWktsG+2hAOI9o6JfJAJiX2JczOvaSJKb4l+nA1JcOAAsXSxctqCsXbAD0l5sXQwQ7F3SXlJcMl0yXVyhHF6yXbADslxcXQTzcl9cXbAC3Fw4AAADiAAByAAAioJdEAOCXqbKelx0XdwBwlwiXVzzxENhoQZfWl9mXoZecYGMXnGATF7soUxe3bamXuqjxl6SXiZfkl8mXmZejl4fG6ZcUl+sXIZfVALmXvBgFl3yXfgBXF9M6IABll5RAVZe1l1KX9ZcylxSX2wDEAAqX5gBKly0XKpeUQGqXWygalxEXwscgALqX8ReOAAaXqwqfSXlNvBiml6+XZgB5FxyQWKiZF3KBbYRLl7eYQlREgIOXPACZF9SJdRful3LETZcwly2Xvpfwl/6X/ehnLI3o/Zi8GEuXqbD1AICw4Fd4l1E8GGCxl5RA45cqAGSXGZeLl4RXbACIpimXNpdFl3NSITxzUicXZxeFlxuXxZdblzuXbAB7l3WXDZcGvHBX3pcIVyAAfpfjOjpSqFf1BNYQ3Ze2l4Cw2FfosLhXGKbRlwRXWxdxl8SXCZeTqEmXIAAplxRXp23zl9OXi5c0VyxXdFd2cAxXbJdMV+uXyQCbl4MA7FcgAJxXRKi8V8kAPpcCV0hXQld7tpLw6XunXV8AuleFAJJXZXPSVziXkxdyV7OXRFdKVxOXKldTl2pXM5caV1RXM5fuV9c8+lenuEY0a5dclzEAPJellyZXDxfPF4KXwpffF78XAADKnACUqGAAeACAl8CXKwDWV5eXXpe2V/xXglcvl+2XoRwWhAMeXIDiV4cXnq6psDJXw5cElwpXAVcklyRXk5dkV1SX7VeUV1pXoVc6Vz2X0VcZh7FXjFcclwlXtzzmVylXYpdCl58XmVf3FzlXeVcFVxKXxVdbKDZXZgB2V5VXvRdoYiIbvJoVsphXnlfNVz5XQ5d+VxpXxFdsAKRXC5e9V2mXtJfXV1mXJRexV/RXNqxGVxNXRZeJVyWX25czV2lXbxfzV6KXS1eWAPlXhVcglyVXUJfNl10XDldVV4u04MWiV/VXblfDV1hXXlc9Lc6XUZf4V/5X5nSdV5dX3Vf3V+jXmld3V9pX+xdRV09XBlcvV/mXxleTV1M601d3F7NXGVf/V7lXgNcrV0VX16AbV1tXkNc7V6z+xXxbexhXUVeI18dXEZe4l7JXaNfnV4FXXVfBVz1XGxfhVwNX1FfDV8TXY1evV8xXplesV1TXFZc1l8zXpVfg162XyFfBBTCg95hiV/DXEldNVzhXJ1eo19MXwteY14ZYqlfqV31XeNcDHQTXD1e0V6NXONLjVwrX1zwfV2xXKVdWV7KXJ5e7AOeXKgCel6qX16B3lxUMT5cDuuzXQaAnqGgw0wRgAOkX35eZF97Flpd/lw1XfgC3/KwAt5gyV7RA0FcNF7BX6tfwVxDXbZfQ12e26Njc1wjXR1dG1/zXczpC19bXF1cW1yFXVte3V7bXg1eE1zLXONLPV3FX5NfvV1NXvJd3F5WXnJeZFwAAFAAAqmQAmRfvF5WXAAAqAACUXFdDNCzXFVds19+XluSJzImQxdcG13lKZdcgACjXNaFtV0SX5tdXV3bXuNcRV0NXj1ct1yTXbddvVyxXbtfK15RAPdeWAP3XQ9cj1+PXU9c6FtOX3tdnl34AF5dQlwHX6pdVDJqXybKPl6gAepdQ11AYX7AR13DX5nQx11c8cdfBxdgAv5dLZknXyQAp1w6XS8AyV7I4mdcelznXfFd511rXpRggN956npL6141Xa9feV+XXLpeV1zvXyle6qJbXYVfW14fXTdfH1zFXTtfy1yZXrted18lX3de914PXw9dEAAAAigAA8pWXU9cHl9xXoNdtFxrXiFf518A3V2D/aCdg8DfLl4bXxDcb15GXTzxkN2OXItdY12LXONeS1/jXjdf213pXjteGV2TX59eK15fXXdcOADfXd9dcN3w3AjdYQF7X8peKl37XpVdf17eXP9cRF3rOIdc4QDtXgJDZyv8mZgZfl5A3ORcwN1aXBDeYKv/yqdcZsE6XSjdTOmg32ddg17nXmteOV+iojwY5ybI3YZcDl8bXOADUidvXqje719jX+9daNw3X0tcSVyyXq5ft1xfXrDdfV3cXnFdCNzPXGDflV1g3CTe6RbQGyTfBN72XSjThl4o3AteZNzGXVddqNzXX4tcH11LXkVcl18U3ztfMN2ZXpje7l6rX1TcRmLY3p5f2N2wA/tfXl4HXLjeUACco7jf6l9VXsICnxqfEEDfmAFA3tsWwN5T66cBRV4g3adfpN1E3bpdZ1/oWs9f1N0A3DBhbN3wAGhSyN7zX69eb11M6WTeKVzk3Gjd5NzQ3gzdH1w7XYgBy14Y3LtfjN2w3ZjccNwPX9ACZF9LEY9ePF/AAo9eT19PXEJe1N5tXc9cSN/c3WpLeeghYh1fyN8jXkTcqN583FDcOAFQ35Fe/N9o3hTcAt63XozcU10lXFTfgt7fXg9dQtzC3cLcIt0/Xszc+1+/XDjef10s339cC+JqXGQBrNwA3z5c7V/FNUfIcplHXuzd+APs3/sWHN0BXJzd+GGE3XtsdNxXXdADRN9c3KLes1+i3zoMVUGn6K9eENx4Erzf4t6bXPTdfN5Q3tdfUN/XXBXMUt3o3gLeMN8C3YzdK1xM3bADmN4y3mRcAAH7AAI8XAABKAACiWVfAALAAzRczF/oAWVcAABLVlwAA6pWX+gCCN7EA0pfIt7E3mDfxN3c32rdit76on5g4t0Q3eLcC1wS3HVdEt5RAJLc3VzSXBTdDN/Q3+jek1yAA8Vcd15TXTreWVzWXIZjP16FXr9fzN00Xjjc8t843fLcRF/5AgrdxF6HXC9fLuFZ4CKhp1Npkfjd7NzyI/5e8VnK3w1cgV8n4cuQyV1BXlzfoN4m3dTfJtztXEK6bJFE4lRctN3I3WbePaG83XTfyV+Q3QVdmt/03+TdWt6W3lLen19S31be0txZXVTdxt4eXCbeiN3E34jfYN8RQYHZRemruGGA816XXCjf7t7m3GNf5t5dX5rekt5a3uxcXtza3VLdMNzS3n1d3t6rXIjdlV6i3tzdrtypIIXpft5m3Brd/t5E3B7e419XXe9c6NwM35LcQd4rXDDcGN5W3pTfGN+U3cHe1lwh3Yjf2V1q32sA+0JEYJN7HNyXXuLd7t9h3AHeVDKa3xLcgd0W3c5dEd/83kHdXt9B3N7ewdzNXNwC6BNHX2ADllxIAugQwAItXAADCSIBq18u3SHert/23SZZod9pkGHdSV9m3czo4d2bXQHc3oKe3ZLclt0J3JHflt2fXILeOt2C3lED3F5J30neyd/J3YABKdyp3tHcvt/R3b7cDt9xwS1gsd9+3bHe7t/O3XHd4d7k3BHdnt+B3FncjV7a3ZHdVt2U3Nbd2d2wAAADUIKAAAGqqd8+3Sbevtw03XHBA9Np3zze/t/p3uyiGdya3xneFtxLXZnfnt1F3std2t+R3RjcsNwl3dLeUQCl3OgDpdx53WXdedzl3cubxNn53W7esd6vXmHdFdzwAJXdHt6LXJ7eaN5V3kXd0N5e3QLd1dzZ3JjeJdw8XjnfOADJ3cncKd1lX1ZcAAIIZd4h3mrfed47QQnjCHDp3P7fsd8F3xrejd+o343c/N2B3/TdE1yfXs3dxd5R3jXcWVw53Uncrd85363dbdzt3dHfbV/23fJbMd313AXcDd3p3HHedNyF3vTf4d3XXxbdVd9N3wncPdxR3DXe3tx7X8Hfst2/XyQAf11eXbAA3lzhAd5ew5es3KbeWhN432Xsf+KO3UrcBN7+XWqXPN2UXYTcdsBE3Obeqt4u3MTeZdyu32XcE9zqpy/gWHMGXUVepN+3AZ3cjl0Z3x7e8d6Z3N3c41z+3Izeid/F3SPd3F6l30sQD11lXSLeNlxq3aLdvt1t7Afic9yk3fZdYl2k3JDfDd+D3PHcFt3x3FXci9/vXYvfYVyU39Xegt013bAAy93L3CvcGAKj3LbeLN1j3yzd8t1lXEbeUAjqXQrd9t+2XagTABEeIErdml0D8KOwwN4mcsjesmo1E/Zjp1wz3sQAwV+q3and7dzl3gMr+xb6rBXeagAa3afdR9/z3pXeC9wb3wvfQ91N3ujceVzEAc0DXt5L34nfsNwy3kLfut563vrf+t4G3EgDBt2G3kbfRt7G3jgDxt4r38ffK9zl3WG7J93+kqffv6mVzGffnN3r3ZXeG94R35new90X32Fdbl493iPfl9/S3d9dQtx633rd+twG3QbfjACG34bdRtzG3dvftdyz3nXcE90n37Kj0MP33jMTtEKD3KrdZ9xd3fTcTd8b3BHc/t8X3n1ez95b31HcNt+tXSvfIdwvXPffH93O327dnUOn3T+qZ9x83ebc598B3efcCdxP3hffLl4/3M/cI9y/3yPfVlw23Dve+1ws3bbfO97y3DgBu99EXnve9tx43C9fjBG0m5N5WBKT3WRdB94tYmReh99u34ffdAJH3w/fR944AsffJAKAANzcadz73cSoYnq3Bp/cADzRybzcj96APJne39/n3t3cl1zAPpfdPd1L3C/eutx631ZfvF1lXjxc799M3HffM9+p3rPdrt+CUHA+myFwP2FdD9zr3W9fdN9f3kPcWt0IPovciD9P3Yg9z9+7XFfeL99X3Mg9yDwoPD7fCN+/3nfef92wPNYtT6H1kWg+D94APdA9X99k3o/fgD3lzgneT99APZg8S9+IP8/eTN4gP33eed7937ZeBbozEkhIFFz+3affaD94Pug/vN/oPfg/8D+V34/cw91APfttlc7APFve2d1b3dbdRD423mwDNtygPrbfct+gPHbcOAKG32A//17gPGzfOguYw2zfgN4H33Da8phQP3Q9c98NXYsJMNKwAgw/8/LwP9A/1F0u3yg8J9wT31KYdD0D35gDBwMMPn1djD74PEA8Fc4YPoHfGDyb3w1eI0P2XRQ/zd1R3KVe6BEQAJwAeAK8AixeQAP3XjQ+ZF48X5YRkAK33NgDt9/b3x5d2N9UPTvedFxgPlECht9qXzQ+ANztXLGBaEPeYRKbR110PzlA9D34oJVqyNyMPhHjQj5n3ardMDzUPUw9d9wT3AI/SBv0PJReLD9gAwcBAD5kPaw+sphsP/HeBD5APS5e7D1r3+w8Otwt3pQ/HD6cPRADnD4DXEABXD1C3tw8QAPcPu/fID5y3qA+1Dx8P9Q+UQNLEHve/D8K3C9dtUlbFAfex1/wg/5dN0FO3JRfmgKwA0AJwj4z3cfdIjy4PMZhk2u5xUo/mAKigso/LD0a3qw8gD2N3QveCD3iPwg8SV7pYwgDmD/AP1NfLd6t3Lnf3F9LESXe7904PSo+sD20PQkB2caRR8w9+AJqP2ACooDiPh7dZD/qPufeGj0SPeQ+HV6aPmgTP9yUPL3dWjx93rnfSxJt3Y9fwAECA7xc0d46Pu3fIj/8Pqo/FqrI3Xo8+jz4PwA+Ad9kPY/cRd8aPhxdhj+aPkY8Sd2931o8Kd3GPCY9JjymPOEAsD6oPC9d10twbcyTbtzmP2o/097qPBY8Bj2APQY/9V0EP+Q/VhHhg5Y+Uj6/3NjcvD3M3bw9oD9yPOPc/16G3D5f49ztXsw9Aj6KPkDcQj+CPfQ9Qj6V4vGiwjz4P8I8WAIiPaY/Kj5Ki7Q9rj9u3mI/Yj3mPuI/Bj/iPYXdQ90aPJg8jF5M6iNBjj4cPdxfUj2cPSleXD33Xi483D3cPDw9PDxUPcpfTjxyPx49ON/OPfLeht/yPy48L16iPcw8kDz+Xm4/dAL0PYI/ojwsPu48wj1hP8o8x91c3CI9Njwf3GY8m2HMPS5dXj12Pl/f5jzbX6w8Pj0YPT4/bDy+PMQBvj2EPFg9X12wAX4+0jz+PDI9/j8PXzI+sj4oPzw8v168P4E/vD9j3YRc/12PXjQ89t38P/bfzZDBmT0iacUhPUDfSqJkXNKMa970EhSi4TwwP+E9Hjzc3DHcpZlRmbo/hRAV3v95lcxf3kTznd2OXKADHD5sAvTdcpnZwIhtR+HgAKwAsTxaPKtdRDwJPe/dId/pP8CgAmmmExk9/95Jq2FfmT9J4VE8bANZPqKjV1/ZPJYh9jxhgzk8nKBGP448pVy63Vfdj11lXTQBst1OPHLfo91y3mPdzj+JPfLeST7BPXvd4D+2XTYTc5lvU6497N6Iw/5dqT9u3IgTYVyQByrekN+MPjA+6Tx/3Pk9KHW2PlU+BT6ZPw+AoNws6fo9xlxFPtk/m19FP1NqXd8Co8U+uTxWPlTf1tw6PjY8dT/t3jwLdT6L8h1d9T10gA08hdyNPUU8+24VAjk9EWNNP9rcwd5YPkg+pT1lXrI8gT1UPIk+zj2JPmapsAIp3xU8tDyiPU+xplvkWVU9StxPw/5dm0eqPGJdqkhimMRBaTxMPTPe7d7EP9AHGMuw0SrfrT8FPbYQrD2FPO092T3tPU4QSGIdPLk/HT2J3p0+UQDb38veeT6mPHRdgz0WGexZvT1DPD/cwz76PuHcIz2NPSM+7wAdPUehHT3N3FI8fj+5Pk49CT2BPOU+cj3lPssSfDw9PGapwT+2X8dpfVq44H09ZF25HtU/U/hr3JNMCUFtPrU86T8wPGrcEz4A6gSkvo5oES5fK4CE8TU9vN46St4+rKJTPxajjT+9ek09CqPTPiU9Mz/Z3P1dzVyKX2Vf010DXq1cLT3LP8fcKz30XfTTKz7I3as92cBrPkTdaz0NPRFe6z3Vo1M8OT7TPu6jGz3APs0/Mz1dPwk/szxBPvI8u9w4AinfB1yVPrQ/Z8p8qLR7Czz+XX0+5Fz9P6k9YqMwYMleQVxnXCo8ET/LP89f8zx2ibDYcZx6PU/dmT7DPkTetV9rPWgS+zxmE/s8xT4bP6cDBz8UPSU/U1+bPtNdWz8tXwNdoz233j7dKD6DPxc8+YoNgw6S5LdDPVc8tV2dXVdcNz97b58bIz7FPsABtzwcPz3cIDyzPTbcRz2YAGPcbAA4AXM88jw9Pf9d8z8ccV7bwmcukqc/KTyIbUDdohFnPrAA5zwePBc/tTw7PI8+cUdmwB7bAHSZPZM83j97POs82T7tPC880zyjPdM/9zybPa8+dz/8XFs8LVwDXNs9M17jPi0/Pzwx3JpIM0Ezm58+9T1/P6Q/bT3/PiM8ALw5PQC9BzyAvIc8dz2HP7I+Rz+8P+89QT7HPePcJzwT37LZAY1RgF8/pzzA3mc/1T/9P988YLzLPkw/Dz4gv99R0L6nik88hzOTP51dzz+2EOC/Nz05PBC/tz6bPbAA0139XPc8M133Pds/Hj/jPL8+OWOZ+czT0L2gvU8/fzxTPWC9Uz6IvE0/iLwlPhC9SL2UPG8+VD1vPO897zzHPlECKd2431C+eNyuBZIxL1AwvRSkZz2rst88Az8M65zd5zxwvIM/KLwx3kxqi7reQn89aL+kPtc8/z/XPui96z03PBi+oz0Yvki9gL2dPw9cwt1lXY9f8Tw4PNTcILyr3ji8lPOXAIS8CL+c34S86L5FP2C/QprgvS88rz4zPiS/X1xC3w9du95dPJC/bz7lPu8/Rz9zPIACPT09PMk/VV/JaJs6rTTs3ZpeML9fPUYQsL/7FbC/NTzUX+c94T5wv/i9vt/CbmM5oKrZi/C+wYNLPPY+RLyUvei9lL2IvcS8zT0QvZs8QL93Ps1cKL3Av9s9TD47Pgw2FPgY0rnhJD6YPoS/jL8o3lk/DT1Evfs/6L4HPj6iVLydPbE+mL+HPbM9NLxzPLS+IV20vj0/xz89Pa7eWxCbOxrAuL+s6TC/uLyMv2c+Az+c3qDePzycvXC9vt+rgAJoW8M26/XeHF4/3JkXpD17PxS+jT9EvLy94L28vEi+rzxIPkQ/8j48Pg888V0XPDHdYbuiv+nWYrxXPIQ+3L5rPg08Er//Pmy+xL8Av8S/krxEPzrcQt0yP0sTvF5lPrM/ZT78vUc8ArwfP7S+ggNJPgo9xD1I9aaEBrp0PsdeDL8wvWK9/T6Mv8K/pDz4vFACHj8ivMy/d90qvA6VDsPkvyy+FLzPP8xfCL/rPJK9TT2SvVS8Ur4KvlfdQt6l3incZT4ovLNdnL78Iy/3IkXwvpM9srzXPVq9WT08vjc/ErxUvDq8fL7W3KU+ur49PYq+bzz8vli+tLzKvj09ULyCvX/fLTASMFtT67pUMkrciz64v0K83z7Cvd886r3cvg376r0ivSi8wl96vma8q7jzA6HcBrwUv6Q8jdyGv6y9Er9yvry/2r3yvjq8CryAAMa+ZF26v6S8Dz44P8C+nLyovggS1r26CMDjmr7ivZa8tr48vba/PLx2vdq9Gz5GvGM+fL3uXSA9ZT2j3kq9kL9YvbAAeTzgPXS8wqO/IQz4UDtTlqq+QN1K9Z7ZQNxlKGE9+AFrKWiGVrFmobzd6rwavVa/gT2u3Zsq3xOev968IN7kAJa+fmG83RS/Fj7FPOQ+gbwxP5gAjUIBv74/VL2wA0Q/el96v368+NyJArs/3cLc8Xi/Nr1x3JwD6BJYAKAB4ABc8SzqukiJXMDeJkKFkVQB6YgGIuRdf40ogFG9GMxwI1G/0Wp741zxkOMbzpG/1ogx4itdwNI+gqk+pSOIgdG/AuvRg7G+TUIegAm9nwIeevG8ib16bLG8dbMMlvG8Uy3RRLG9/6BpYvG/UJG4OLG8qaHaAUzp1C4U8dczgUCE8DNC0bzk8EPKKaI+gv7hKYGJvOEkhPMx2LJ4sb+bkWKgDJyqAdG/nYC4yfe0HmCxvDgoOb/WiOXgCb4FOi1g+LL4xdG/ychYURgwuyqo01zyKCHZwjCAhkhFv8KjErkFv25lmb0JAdG+ArPQ+xK7+sKc6Y7zY1fFvOTy8b8vQITxsq1kXSgxiz4VvsW8lb5c6gwDbL+jPZfeYz86v/deID5kXAADSQE80r15PRE9f98hvJh4fwGhvdS2ZDFYEwG/Br4fGuG/4b4RvsTzEb/b8jG+pUBevEW/QcPaXvG/706VvzYiqvIR4eW8QPTtoHm9jxOQPB+g+Gc5vQESMbxqt0m+vLCZgYs9Sb+FvR28qgIxvp28Cb7JvVljyb5JAum+gdfQJqm+/JOpvYAK/TElvS+A01gJvNmD+b2TtRm+K10txWeLmbyOVxm+uvqkJdnA2bwdYdm/tgF5vkO+7b97EVlhub1eYG2+AGCE8FCQtAL5v68C/b9Kw8mBBb7fQIW+etahvoO+Rb3mQjlAJb15vi2+PAr8ZUW8Pb6lvzYTpb0S0KW9MNElvpW95b/7FOW9Fb/vgk28Pb5Fv828VbxGv3a9Rr4t3LrcNb5t38a/mL4mvzS9WL20v1Zc/D8fPzYnFNrrXYDe5r2aX168qb/X9f69mAI+vi1jPr3z3768bVwx3zIH0NHVXerfJ1wBvAM9Ab5x3Dy93j4WPAQ+Dj8SP8rdWWCNQsG9OryAACG+2V2cvRu9gmhV7mq/GN4jTfW/Tz9hvw28Eb06SY2/xPGVvk2/wDXjvXQmTb8NmD29L028O7G9MUuH4G29sb3lv9XMceKDv3G/7b04SZ2/lKEJvkm9wsWJvFRmXb0XvoO/9IXJvv7iDXN9vJkiMb2pvMmQab+9vGG8EiTXvwfenWSAg12+mbyE8BMAg7wDv5uQaWI5vtm+vLDDv1m8CcEPvxmxx7nZwbCjub/Y4qO92cOjvDe9Lb8dY8+9YrFDvhdboIAVvHNBE74rXJO+aEGTvxO9xb8lvB+85EgVvtO+a4PTvQkAZb0zvt6Sn71UAbO8U74U89+/c7+Tvz+8DAALvOy8mLyLvULfNb56vdK9vt17vtJ4zuqrP6G/ab/1vVu+rLzhvlKgjb6Hvbzzh7yRv829R78Tvs2/NhPNvce+Y7wxvSe9rbwJvdLYjWOnvO29Z73tv7G8Hb3nvgm9pwIXvDaHF7xdvwm9l7wDvN2+Mbwpv8e/Kb3XvL2+L759ERrbaby3v5e8/bwZvFICU74DvSW897zOV0O/g74Pva+9g74fvcO8EHwjvITzT78jvs+9J+NtvPm/l735vaO+r73jvOmDdAKFvrzAv71FvkqAxbyRvHO+xbyfvNO9M75YEp+9X76Dvg7ws74/vxW+377lvth/sb5TvvO/xb2/vLc9xT2uvNW+fL1/vmRdi72YvoE8Sr0mv0q8UL5RA1ZdLj/YvX/fls/UErbAXz2rvbi93r7I32u8lr2cIL6/gH/rvKLf0r5Ef95jRH9u30G8W73z3VE+IpgSPRvdbD/f3w1e5H87vH+9wb27vbW/er5kfvw7hm8AfvW/3cIHv1u+UV8Hvo2+wHys6Ee+OH4gfO+/IH7Hv7VjoH4nvq2/70Otv9jhp79tvnG/XPNnvRB+575QfZB8DJ6Jv5e/ibypvix+Hb6lI+SDsbwwfNe/nBc9v47bl75pvH286b63vv2+Gb3wfu8RA789Ave/CH3n6oh+Wb2iEo+84dvDvk+9I79gfmoBebwvvmO/L7wFvuO9IHxofm+9hbzofpO/6HxNvJh/H79Tvhh8ay2lvl++M75YfzO92H5zv+W9gn4ifMreQn6CffO8DAJVvvK+VH67vIu/D174fxy8frx7v468cKMH3lKXb7yyvfW8Yb2AfYPetH6dt7R8wHy6ScB/on2Rv02+Ub3NvNG98H4M9K28Bb8xv4x+4H5Mfme9cb4QfvG/EH/MfJ280H3ZvJe/UHxQf5e90H1sf9287H09v7e8WDo3v7B+jA19vXB/6b3eovB/x7xcfAh9rQEIfw+8iHzweTm/LHyPvEO9j72IfLm+I76lIM++GuHPvih8Y78ofWO+qH4Fvfx8b71FvW+9577vv0W/+kgYfR+8774lvCJ/XPHTv5h+wn4rXVh8hn0/vyJ8/lw4fGJ8H7+VvmJ/v79Vv4Q+1b32vHDcNbz/v3y8BH1Lvya/BHwevR8/hH2VPIUBclL+vMR8RwDevGu8JH3u0Ou83qSkfAtdvr5WvBu/LT4mAUR8Xryyv5R+5AC0fEB8DV0UfuQ8F90uXXZ+fmKAvru/u75tXZy+duJtgtJ6aQD1v/u/NH+c38695hAyfizph710f8B+sn2MfmmJUb44faB8unxgfIx98n4a4Ex8cb0Kf0x8in33t/G/LH8dvpe+yn33v0p/kH0sftB9g7fQfip9an7sfKp+vb2wfWm8an6RRSm/an+3v/28yb13vdnCCH+aoNx8D76af4+9sxA8flp9PH1IfLx92n3IfDp8KH95vzp8A7yofK+/un30f/x9en4CfiZ8Fb3of/p+gn2ifDMRwmWifYZ807xYfkZ/wn7GfMZ+GHzGfCZ9Bn0mfrh+GLzifva94n01vLW8jr4av1a8kn1OfXJRQLUY0jR/zn/TTZa8gbzQ3K58vl0RvzJ/OH81QbJ/bnxyfOQxAX0tvB5+8nynv/J9bb6efrB8zH6Kfcx/XnwXvax8kHysft59PnzJvL58Kn9Xv75/Kn2Ttqp9vb+qfUQx/n3pvbe9/b+cfIF/A70af4h+QX5Iffe8Wn3cfCF+ub0hfbx+On2hfrB9XDN8f9Fq/Hzhfnp9aH9vv3R/An8Rfvp8878GfsZ9QnxfvLuoRn6GftF8MXw4fOV9c744fyV8sX1if+C+C7+uv0a+Zn5oAXF9+H9dPpC+zj+QvBU8OANWXaa/Hr5gqbezaNOWf/S+x17Ef0K/xH9u3iR8Az8kfuc8Lt1Mvfi/VDztXymjF8nElHZ9Dn+bvFR9hL4NvNu9gb0WPk3clj2bvTu/dn+xf6Z/jn+1vZU9tXyhvwl93d00fYl//t3SfkB94byHvq5+dH8kAKQAbn/JfW591ZEpfC2/x79yfjG/J71ufrG8Cn9pfu28377MfKIbin6Zf6x+kH6sfPB5mX33tmx93b1ZfAO9MH+xv9e8Cb4cfze+an1DfAF+uX3qf7l9XH55fMF+3H1BfYh+Y37DvVp/PH4Ffsh/BX6hfnx8unxFfOO9FXjNvuF+xXz6fh+9+n0CfgZ9GHxCfjN9pX+GfoDpwnz9feV9In1zfqJ8s3yyfyW+sX1VvDM9C76UPnF8EnxkvT7cor113e19dbw0fh1+iX5hv4l8LX20fUB8XX9Jfa5/XX90fCB/kb0gfMe+7n4Mf+5/DH+pf7184H1pf+GBTH+vR2NV6X39fBl8LHyDfgN8mXzKfoN8bH5XvFnCS4EqfwN+w3wcfTe8cH4jf/58uX2cfqN+7aaBfhp/gX8afWN8+XzcfeN/wX8Kf0h9T7+sMyF8NZSTfB7xhX5hfPx+U3+vvBO9dwnFfAZ/03wRfqV9U7+RffN+UXwzv7N80X5zfjN/0X5Xf8Z+kX/CoGJ+C39ifqZ+sT+VfDLfVl5Vf2Z+NL4Ef9ldtL1238q/e9zGY+SIij51fkDf4ZgnXI9DPN83PRYJ6782fH/fOj0WGVEyXLzzAaG8k39XPtJ+9n9o3/Z8Qb6Ufx9cr3y7vva+/784Pc99RlgvfgXTNJsAfu9+Ln9hvfZ+0T5sP9E/b30WXF99N325PlEAH32OvDHcMKuTlx3fN16aPRzdzr3wPKZ/C32Vfi3dWV3jPfF/v3ynawwKa70dA2Fe/3ydfqy+hdyVfm1+fL9jP219nLx/fwvy/T5GfMD+r3wZ3/99uH8vPHh9pn14fHDddt5kXindxr6g/JJ/oP3bF/GfAHyyXsD/gH2FPEPeN34A/nh+1tzIvls/3F9WX9o81H1Q/ED+7YWhv9D84P8V3eD9sX0/foc97L+lXsi9cP5kXlD/gP4iePnSBn5SfuZcMP2vfTD/6963PhD/N34t3HE90j7+PpD9ZV7L3vE/lhJt3VABP16A/iG98Pwo/ZyNol3d3P9/CP7r3dJ8IP6SvpV9sP8A/8HcWP8Sf8j+XGoF0Ks92P9g/+R91z84/Xa9IP7W3KD+8P94/B/TMwII/AT+X304/zD+IP+I/uy91b33XpD/kPx6vET9vt9Q/gPS0P3d3Qj+BPxEvwT+rr64/RD/sP13P0j/cP3I/WT/8P8HLmD+hn7E/WG/xPxo/7h8lP9o/pQ8cPwtX1ZeyP5k/OXfZP0rFMT9lc6o/uD9NP8Z3BD+tP8/f7E8nD9+PFw/cTwY/svdNAABPEADSxGY/21/pj/BPg99dPFSAIS8h4AU/uNcoABd2S19275W3iABAl+EAq19cb8FPe9/pnyA/o68nj0ffj8QbP2uytj83Lzs/cT+rL/s/JOaHPwOPxz+nP1AA5z/TH5c/oT/uPw2PvF8dd2g/enILlSZPcK80n8M/7z8HP24f4G/W1ygAJz8eAH8/z48P39hXI5/GL1UfNz+gv/v34L+pcq0MjXvrT9C/uz8aVx8/KHhfP9d3uqjIv78//z/QP2VzWL8JL67vntfbr473dV/7ryAAKIB936VP2wYuQMWEFKsuL/5Ibi/GDBr3Q6ifBCsvaR9ZLzl3C5guMvIGlumHVyIbY+ArL/DPoa/zz8uvAD+jnxxftS+ZF1gP3F+ZL2/f/+/FrMk8gr+BT0q/zQAqv0E/Nq8xL52vxT9Av6LfOr/1L+Lv/h87r13f9V/3TyAA3DedLwqvPpsxKOt+R35KT5Ibv5eUZ5ePcuRhN3RRf9++L4qPUt80L9xMw/Xb6AV3wyUrGGS/2feav9i/ru8dP6KX5s9HLxLfQ89GrzQvPS9fogm/Zr+2n0oAKb8GDyw/Wr/pn5m/vxfZv7bPhJ9erySfWgzL/T3CgwcHXyXXSb8ckOW//o/4P+8vQD/tP+U/nD91v7Avub+0r9K/NC+FFPG/bb+Jv6W/ML8iPyM//A9jP/a/Flcut16/mRfll+Y/tz/5v+zXnf4J0Ud+Sy9bl3A/BR9SXxaSyzqa3/s3YgC/l8MvO++uhFe/PO+3v0gUhTzjIBKPgERPv7U6CdfXv8uXLEiBN2TA7QDK6iWvn7/PvwB/b7/YICWvuHRBb66Ej78Qf3Cvn78Xv8B/d++KSGB/sH9UMEh/j+8of54vj++K0/B/uW9YfwDPhmLITxC2Ja/4f70PKazaD3fvicS56GaPOH+fSX/2d+8UlF5vBh4Ef6R/oF/+khT3Q6j9ruR/n0nyb6x/9H/0Hzx/hH/sb4x/bH9iz0J/FH9uL1DvJH9136OPuW+8fz+/xH+4f7+X8n9lHB+/aH/DjCp/CH9qfz+/4H+5b4h/Wn9RhA3fiT+sP6U/i3evd053a3eud48Xm3eKd41vPD+d33mfQR8NX5RAXrfev/3f+/WfMCxUcIaQr3XfdU++72YADU9lcx7PjZ/DX9pP0y9gP1k/mMAsVGquuT8iD3tXm0+Wr5gvi69hrxq/vb9aPxM/pi8Nv3/vvT8Rf2cckmAmT7F/IU94V04/1r/hryl/4z8SPyk/aT/ur86/NV+7rxy/bS9et3LvxZ8/qPKAPsUmGF5/In+Fbyyv/n+aTwivrpcjX9G/278L17kgUoDS/G1/vU/5f5a/hT/Ff8l/Yj9Gf20/K786v+8XSIDvF0CA8ACht+8XAABa+r+S34N//M8KVq1/vPfjf5R/BX/zOgl/hK9Lr+imWy+Vv+m/va81v/cXvrdVl9VfFi/2f93fMq9et7zPTX/NiQFBE1Ltf4xv/kjqT9o0PEBAz21PeL8TnySfbkE8XsjJuvB5f8d/gi+zz2q/Ii8zf0LfVb+fL3d/D3+Vl6/fMb87V8N/2srEEzD/gL/sL/A/03+Xfzyvhn8o/y3fFjeZF2lP1X/Pf38v0u9vf8CvLV8QaGZerQxHIyrvaq8JQbxv/38jL4D/gX+wv1K/hr8yvyz/ZyP1c3U/odiw/28/qr+Jf+q/JP+2v5o/ZX/JPxmflffD19T/mP+7f6PPf+IzI+C4+P9mT92/C6/nf0l/sv8rr/L/y7/rzzmfrr8vf+6/Gpdet0Wf6a/tl/AwY4bB1NtdSk81T39/nX8kjyLgjU8OPzgATZ/9f4XP47+eN5bEF1Rx+WL/QU+6//F/RX8I/7avab/Mv7d/g78LV+j/av9hfzl3Dv/8xISU178sr+L/BP9K32d/XK9G/zH//K/pn94fvh/m/+y/XI9W/z/XXrfNXz6/+37y7iI4xA8gjxz/Kk8+f11/nv8Bf97/Fzd+/0/Pgv8Fv4lgB3/XLxJXG08nf7n/pS/5/6V/pv9WD5w30Lfxj48X2395v8n/NC+VVntXPfSHf75/Wf/h/4T/Uv8G/zL/+0/G/y0/E//8l9GP5n9PF1Z/Nn9Pf5LvdP/5n45/bABet3Yvdv9Z6IsKWkURvy7/nP8t/x7/Gk9A/w/PXf+g/ztfFYdXopIi17JQ/5D/zh/tavKP+Nr89/5LvySfp/vHV+3rdeG4bvyT/pY/RBeyShXQjIkQjfutPCb+2i8hF5gAJK/rN/cn+wL9z/65n0v/g5/D1+zn8XP68vz9yFxRGgITtIX/7N/0j/AD/L3+kr8Z74B/yFHsNcf2K0SgnaToAIl/nivDleWADpf6I/zH/rgAm7+6Z8Wu70AHS7hl/ZgB1Vcwcgseg4AQ/3DAB3ACR/4bLwEAcj/IQBxD9lf4P10RbqX/Gce5f9OX7Of1t/kz/PMsyk1vcSL5yUnoZLNxeBuBsx4ckCI/kY0V9ewX9gZ4DfwX/v8PdSaCdF6CIFdx2dDqEHs+W/88/67/wL/j2vat+R/8bR52jwQAV4/LJ+TgCS6K0blcAbF/Tr+A28FAHtryUAdd/WP+Rf8OG7cNwWftWXGn+F/8pV6vfwLPiAAZz+1f9XP7+BkKdFByYEeea8056v/zoATz/BgBvX9Jl4hf1GvogAlXu7aARDYdtGmvrIArgBZa98V68AO3/vwA7wB4/8oAFVH1Xfgs/eAB4gCe/6eNzZhFioRoBmu91/79T0qAZH/PgB0f9ugFzfzS/qZ/d7ux/83V68NyBAAQAi3+RADMgHX/2yASJKAUeeQDVdBucSfTCGSdn+kDdXf6Cf3d/tz3Nv+PX95AFRv39/kMAob+OoQh1BHANN3kX3OQBrQCeAHw/xmAeAAnwBIt8Fv4urxuHop3UNuAwDR349PzZ7nYCf2KzwCdf6TAJuAUT/bABSP94gGF/1UAf3XZIB6780gGEAIyARX/PluXrcaIA8v0TnpAEJ6IBjQFhBZqBoAd5/MoBvn9uv6f/0afhWvb/+RJ8wf4MdwsECTTfTq53goQFxfypAZ4A0f+XQDBAEJAKRAa63N1einc5/5jv3uAT73AkB0vxJeBAALeAUe/K1+cIC4gFk/xUAew/fwBCncVgFrAM0ATdPbQB9X9HQC4gIJ7lOIac+zcxqAGN/1OAaUA7n+5ICrgGUgMjftSA6oB9gDagEyv0AyI+gGBYhaAWQEnfyXPr/PL4BOADlAHcgIp/n3XbhulV9gQHDrwNflj/Ib+NoDT/rz4AdAXr/H2e0oDOQFugMRAfKAqseMY8T/7Wf1s/my/LQBnM8dAF0gE1AezXKO2ij9RiC/f3OAXU/CkBfP8LJ7mgLsAXcA/0BkgDjVhoyTWICGAzABnwCOgGzAK5AVGAkz+CoCLP6n/3tHoMAksBsVg4wC4/wrAUd/bP+cM8pQEugPhAbKA90Bwu8hV43D1P/miAjYBGICUwF6AJr/njaBhSaRwjGgkgI6/rmAk0B+YDpPAC/zbAURyIUqowD5wGVgM3/n2AmsB3wC5gF4AIdfgy3L0BqICggF0gNmXngsBoBO4DuwEb/zLXjEAi7+EYCEQG+AJ5AVX3asuWVd4AEqgNqvmqAt7+qkA0wEL11T/jpxfVSi4C3f7LgI//quAjJuVQCiwHd/w3AeioIP+dnEIfDigJaAZKAqb+4YDF55HgLlAcOA/4BgICfQHUrx4vrSA3/+LygEIEdOjPgMhAnsBjD99wFeAIwgXWA18BHoDuG5Qty/AXZ/TYBmICHAANfyaHvLvKMsOgl22j9R2JAfqA6qehoCLgE7DxXAR3/aCBIP9CIFoP0BEASMbk4NihdwEPgOmAQeA10BL4DfgGVjzM/gEAlsBIIDPH6XgN6fu0oGAwMkDtrqcAIogd2PdkBigDnwGDgPrASeA6webq8Mn7MQMnAfV/RYknEDH4g4SAqnqL8UCBOYD6AHt/2B/rLPCSBVj9j0irTy/voP/CUBOo8TIGxALMgS4/A/+9ndGwG2j3jHomPZMeF4CiIFRlmFuP5AuSBvYC0IH9gJlAeFAnoBuJ8RwGDr3HAWX/ZMBbS8h64AQP5nrczB6otvIRwj8QKlbnKYBOulIwly6bnC1HiJ4L/+FoDiwHq/yN8BJgZJ4lDtov7H13Y/ha/KsBoAD0oGPWB+Af2/P4B9W9v94CgNBAdj/E/C/EAk0J8QDQ3r9vS3exkCqIEcgOk8BAAvt+bj9LIF911l3lVfVsBrUCINADQVthCbcOp+YZIjoAgANbXopA7letRhIwF0QPwARNAob+nXRpoHDtS6gUWXbHep0D9f7UQJrQqtA1L+5X8vl5aQISgW+oFp0B0C30BHQL3CPPvV6BYYCBoErQKGgetAkaBU/8eG78N03fj//T3e+3xAYE6FDmgWjvMGBzoDzoEk/0ugcpA4aBZv9foFIwOU4CjAp6BLFcXoF9QLOge9AqZ0n0CFf4mL0WAdWPVzuWVdlO5VPxlftnxYmBwMCyYF7gLSgVjAwaBmEChwHtPyigRt3bbut0D+Z4h4Qegf0VEmBitdbT50918ro+Aw3+PMDaIEqQMn/vfXVX+wsDa8QS2S6eLuNNDetrdpYEFgJCgU+AyGBvMCLIEwwOVgVlXBGBPkDDd76NgOgds0NDeUsCMYFrL25gQbAhWBeMClYHD1yW/it/Nb+m38zYGNvwtgbtRLMs8iRgYGoXx1gaFPJaBpkDHYFXQMVgUkvaf+sLcvYGZfy1AWvHGdK2/4A4GEeBBgHbA8Ke6ECPoFQwOM/htA++uKS8x64ZPwJgeD/bAEHUC31IBwJCeEHAvQeXMDKYHiGEzgfN/FKu4T8C4GG7xbMmmWcqBy98y4GpwOJ/vLA8OBzsDI4GwAK/AQ3A//eTcCHqiawO3bgy/FOB5MC3oHLQIzgYbA66B2cDXYGP12ZgVqAweBKa5rYEjwOrCGPAzmBnK9J4FUwJrgQsA+P+Wb8IF4KL1VgQRoJeBSI5UYGrwMgvuXAjIelcCt4HVwOngRHAyR+v1ch34HwNtnkfA1/wZ5Ri4Fz4HZgQVvduB6cDt4F3wO7gTUvU8Bw9c+4FbvwcAUN/IdcxcCtQDAwJ6gZfA2WBO/8w4G4wOhgclPJIBwCCY4ESAO2DKwtSwoUCC0YGFDx/gRDAqeBTsCkEHgLykfpw/aBejNcQa79wJlfo7LSBBZ8DfP5hkhL7uPA8GBDsCCEFdwKIQZHAvV+C8Dsf6lQKwQbQg5R+t8QKJ66wJDgaFAhBB5kCZ4HUd04QXdAomBpaFsEGrwP4QYe/YKBQiD9YEsIMQQVnA42BdS93e5oIKFAT+oaFUNCCJYHXPDkQXgg5hBf8DCEGqIOQQWoAx4u9Y9NEFwQNyeBk8ZeBvCDz75twMYQZjAquBqVgTEG1wOl7rL3eXur8CbEEPQNbLPYg/x+Dk9DEEuIJxgaIg++BKT8c4FpTzSXlYg3aBPiDm4H+IO/vo4gjeB7QDgkHUwIigdIvPeBvxdE/7eILQsLYghho8SCd76JIPkgbCA/BBxiDWEGmIOIQY/Azp+PD9KEFagKLgWmhf2BrcDAkFOIPtgSkgneB30C7v5dPwkQfzPOpBONV8kEYvyaQUkg6sBrSD/4FsIKxnp4grpB/fhfqTVPGHgXQg8kAhSDUoGbwNDgcog0JBACDre7jIOyQYkEMWB2RY9EHHQI2voMg/qBRiDb4FuILS/uE/WyBe69CoGNf3v/v3oWkwD1RmfInALHboOKBOu9igaz4iG0bpIwAmkBLZ9E+4JElLQtfoRpBJ0CpgHFIMOQU4MGr0ZSD3EEOAHHPvSA75BKa4xv6zIMgvpoEdlecCDOgGOqEl/CMg8pB4KCvJ70gKgoA9UGFByj84UGTf0WQcIg3NQKKDjkHfQImQTT5CnyA6VgabAH1tgQCgvWBcsCREGZQPmAd9A/tejxcRV7jQJqQSK3Uny3PkB/7PQO/gbSgxRB9KDlkGMoOPAcbAqFuaU9Lp4coPwHsNYXHyPPlgD7zQPxQckgm+BriDQUFpf37XmlPfOBoCCrQGH9wLlDKgnlBpMC+UEwgLpQfAgoVBIT8soG9r03XmSgyAIXihdUE4INiwAqgoZBSqCQkHCoKwgaUPC1B2SC9To2oNkQQag94BiKDxp5OoNNQUygxX+uj8uJ7WD0rLop3RZ+mQBokFgIJ97kA4T1BsyD5UH8oOvgUsg0pBKiCwUGAIOsHsy3eFu88D3UGMUjjQXwg71BCKCFIHDIJJQYr/ftey/da+5r9wb7hv3Jvu2/co0FaoJFblz5X2IsqC7u40oMNQQKg41BKaCVkGjIPCQUv3YAAtg95B51oOCAYn3RtB6WBm0HN11bQT6gotBjqDUkFmoL8ATGA4/+gsDLUEXWBHQfZ8PVBksD5kGezw+AQcg4tBKqD2kECwKZgdkgtnylPkx0HH1wnQYWgwFBO6DU0GqoJygVV/JdBgQg6fIAQRtgRuggWubQCHUHJoKOQbug0tBmZ98T6DoO0gYf3EdBkHA10HXPDPQZug31BMS9/UF2v1nQTyArM+v6C/oH3oI8eAaRIDBsWBn0FzOlfQdug6dBbSCv0Gt33bvrBgs5eyPlj0FIYPN3uvAydBF6CMMGooLTQT2gm4eY9d+QF3oPwwZSgk9BRZcQMEvoK3QRTAsjBJaDaYFRQNrHrRg3NBrD4GMH6oKi3vag9DB76DlUFXoO+gW6gyVBMaDGfI6ND4wYrXBNBbaCk0GEoM7Qc6gvmBoqCB17kP1wwSSfD1BvGDCMFyYJIwUagpFBJqDIMGBoOgAf8Ayz+1n8NMGYoN2QGT5W1BeyC9MHtoIMwUpggNBIqCzEHWDw/ASAgxGBmmCdUHaYJswQtA1DBLGCJ4HCYIgwSb/KDBtbdg0EzP1DQeGg5keLIALMGorwpQQmVQjBTGC/MFgYP0XkFg/f+IWDsIFWQNvQe6g6VB3mCvUECYMTQQSgpRBjmCjMHOYKVgUyPXCBMWCvkFSYMJ8jpggtBoGCp0GBYJnQcZg3oBI4CKsF3oJIeij5DmoPmDBMGsYMawZhgjjB86CAgHxj1WfqePK1BUmDyhwyYJY3jIfHrBd99N74rX3Rfvxg4jBpWD3J5v901QUOg7VB42DA3IFdwNbid/NDBvWDFMFiHAsKOxgnF+8082t53AEswQ+grrBLC8mJ4CIImXg1gg7BaL5+sEnYPKHhJgk9ecWDVPKTYOQwQMguzBCmCisEfoNEwVhgzLBGqCPMH0r3ewY+g1eBiWCWp6kYL6weRg69B/wDcoHtYPewaugp9B32Dz0H6YL9QU1g5bBkUDBsHrdy9bt0/V7B5KDxsFzmASwShgqHB6ODwMGY4JdQRZXMLB9I8IsGLP14AJVggnuR6CbByfYKIwb1A+TBhWDBUHFYOCwc1gjN+AsCvW7VILWwX+gtduFGw80FyoLqwcxg5LBF0DKcEqYIQHluvcVeE4DzkFvfzCPlcghgwj/87Yo4oLcgVz/ISBL48IIGiQNuAbBAmJB9zsRET1/xSgQog37BXOCrv5doLRQemgqf+bsDVv7rfy2/vFAs5esRg4zCjf1X/pn/MP+0ICikHk4KUgdbgijBXy8zkF1fxlXm3fYqBLHhZIrtnyKAarvSs+6u9opqa736vrrvN5+64CW27jXwjwVkfJoBZR9Zr62YNQgQOfW3e3z9aG5QD2HPlc/T5ed6D+oAQZDBNN1vVeBR19Fb7RANOvie/UZ0Z78UgBa303PtHvHc+qB8Db4YX2W3q9fLA+5e9Tb6vXwz3jpfC8+fG8Hb43nydviPgqg+j59Ab7ynwhvu7fay+nt8WD5w3x9vr+fRg+yN9A76d72Dvh5fMO+Xl9Hj5mn18vrBffy+sd9EL5E317we8fNHeKd8vj59DHTvmIfYLemh9Cd603wp3kRfBm+Th8Ur4UX3P3mzfTLeWdJrD5371yvtXffK+TF9m8EC32Kvspgo2BLmDNoE4YOdwfxfNPB5J9237H12rwXO/Rx+EB968EyX3XPvzfKbe919+j763xUvvRvI2+TG8NL7Hn0+vubfM8+lt8eN6Xn3HwXbfK7ett9gb4UEOfPuDfKves+Ckb4fn1svl+fK+4Dl9Pt5OXwjWAHfXU+6+DLj5gX3uPhHffG+5p998HY3wJvrafY/BAO9PN5n4Mnyhfg7Heah8PT5Z329Pk/gx/B+d9a77GH1fwWYfKi+mV8st5f4PsPvlfHm+SZ987713yAIU5gqnBoBCYMHrAPygf8vLYBHr9FO4q4P0Ae/oIBIy5RIV5Xzw1Xq3/bVeNeD6sGFgPEgd7AuoBEghYCpYIICgdivdBeP2DOcEdoKtwcAQsRBdcDxkE7QOjQWWoddiYNNPswBEJzLjivDv+e2CAsEPYLl/mlg3nB5qCUe6JgNVAQVAlNelyC7CGyWXqGNqgTlMlUD815QryGXuBAmD+8BCoIEG4JBwf/vehwjXxWGgzrw7/k6AlpBSqCMiGQAKyIemfFB+0RD60FDfyaISMlFGqnuDkiGhgOcQZ0QmXBIBC5p40dyDwb+ArIB7q8w8HlqkkyFaUUOKNADnCEwr2NAW4Q2oh5a9k8ExEOWISUQu3orRDxiEdEOEwV0QtaBNuC1kG2936IetgyaB/UYrYojEKWXrOvHPBiqCziFTEIiITMQ8whSYDLCGsQJsXqs3GIun39mf7WXiHgYuldYh309NiGuEJqIdPfD5BscDsf7C/0n+HWLJ4hbRCpcEZQOMIbLgl2Bur8I24erxuIcLgob+8JCrfiIkMbXhavNkB9mDawGfoJMwZT/XOBNkDciE/gPyIVkA7EBSxCoyx6aEXvh2fLXBb/9LgF64OhIc1Aw3B+xCmSGesiVlANwciB94CXiFvoPSIe8QsJB6X9NIFC4LgwV/EQkBP5khSHe4JFIUJgsUhT2DsoEMt0q/g0vGkhtX95iHbAIa/rYQmcB1QAv7CEq21jsPfASBtACjQGuEN5/ikQvr+3JCGiE5dyKcO5BYykQGCJgGsgOCIa8QlUhsOCxMHzTxxIXBgzlwmsAaVZyxzX/l7g10haODSSGHgOOwXzgnHBDMCBcFfELyIT8Qzl+j087/52EPMnFOVZosn5dyiElAMqIS4Q9/+UJCAUF7EIGId0vETKvq82nhqIGOIQVg90hf2DSf7hEIlIXd/Yd+kpcpSF2kJoXoyMecAAj5oBBlkI5wRWQy3BVZC0SHTEOIXlqQt1+CZCcQEAkNVwakGD22awsG/7FAMvnuCQoteWxDcyEwgPzIbcQwCBdQwBvxbFUDIaMQoIhoZCLcGhEO7ISVgkwhFSDIF6il0T/j6Qs5eO4UhloBkOdIZM6JtebpDRSGVkPOIV9AxX+rL8FcEWEPp/vSQj/sw5C7CEeeCNlMQMC+eqDBwSFyaDD7gq3LXuFbc4H4LkNxIe2XT8hZUD3Qie4INnpbEE4hacCSkFhEJ7IR8QlbBEBCGO4QUJGSktARN+IhtYKGS/zDIX7g6shqyDA8H9kMt/joAz0AjJDDSHErhk6rbybMB2uDwIFWkPeQbaQ82Bb7cHSGKIgoKIkQ14BKECPCG+4IHAQRQ7tBkpDfQE7f15IaUXAzitZg/RhbPzvAYqQriheFCeKFIUJrIfzg7p+cxC6SG6kJaAORQveiadEk+w0UPZIcJAzkh3i9bAFeENhIfBPUIB+uJtP5BkOAARH/aHBHpCIyHav1PAYxA9lB0pC0H5GUJPvAqQkMhQa8USFhQNkoYRQumBsYDAgHfgO1IUpQj1+SIAOIGAkJvMJlUJzEYGoJyFml27rLkXJjSzzdisSgVyiAakfJgBWiCQQyhUNppn5QDXuuXxcx4kkMKfgk/XihlxClf71bwWfj/vY8h4P8yrxOYn7KH4/YSBmVDbsF1EPgfrlQjyhfFCRAFtd0UofGQtpeXoDVKFImEqWjOWH8h/b0E64hv18/o7kcN++uDPCHeQO8IVQg/6g2S1MKElvzR3jsQ0R+5JCqj5eUOP/mZgs/+JVDDd7WVD1xAIaUP+nb8y37NIKKfjzgrHB0i8ooHLUI0gQJQ+f+BZDtgzX9URps4QNABP7dtqGzUIXfqqQ27+R1DmwGoUP/3utQupaw8wmp6Kv1nfqnA+qhu5D0SGSDzPAe5gpihMr82Gq7tDlvjcvBhB+yC6whIEI1vk3guD+P79P37aEhffkjQlFSY99AP7vvz0/iB/B9+v78tnT/v0RoW+/b9+xWI/36gfww/iTQyD+r79oP6ofypoWTQnT+cyBsP75r1/HFB/Omhy/1maH5r1ZobjQrIuuH9iaHUf1yYHh/U50kn84V7Ef1k/tJ/Lmh75cqP5i0NBkrR/GT+An9paGkD1loVFkTj+UtDFaHUf1Bktx/Oj+An91aEy0OY/lz/dbewn8/v560LE/tCvCT+sn8oG4m0M1ocrMTj+fNDFP4C0IU/jzQ9mhl797aElAOX+r+XEyhJQDfxyu0P0/kYQ/6hvZDscFqQMVAYp3VYBsZDaSGtUJlXjcAZMe+pD9gG6gUu2v1UFxeJ1BoV6ZUFkblByEtewHw8yFJUOsQdHQvgAV21NF5Q0OvIXf3eahY59PJ4tUJfIdsA8Ohh689gHkAMKAEMddq+tJBOmIv/3joVA3ROhOR8hnhQcgYoTBAxshO1dq6GeHlGOjnQmqhp39Tr7X339wWl/NkexFCWIGcvwHrkFQkchf3YCbSTPkvXns3CYoL79NrgAUP9it6UNuh+lC1O6IL3SAFQ9JGgJk9Af5fpk3ISEQhzBiFCfaHIUJfvhig2ZeW9DCHrLdF3oWb3Bs+SWD7sG3kPFIYRQiFBsy9Zniqxx3ob1PPehd9CycHSUNRISfQiUhL9Ccu4ZWGxtNfQz+ht9CZsFMIJcQXeQmmBVR870EQ52lJJZRAruPUD4UFSUK3IUfQyQ4BdDrKF31wWftLEXhuvDdEW6rUNmXqPBcm0yu9Dq7IMIgYRMQ4TBE0RMGHVvwyQYtXa2e5CC1q72UKbfsQwqsOlwgkGEfHwoYacQh7B1DCAcG0wLoYWQgw+BBOCGDCsMOc8scAshhnDDyyE3kK7IbwwoehzKCIW4LPy9bmPXStBjfcAACaYaDGcFh1y9wdZ5F4By5dyGFSMOVIZWQ2RheVCA8EpTwWfjcAaWImjChR511gJtOwwwKe+jCOyHSMO3IcYwhqh+VCzGG6v1NgXAwmxhhD1nSgcMPRgQYw/bBRjCn6F8UNxfiDQxf+2jDEGH2MMkYY4wwxhMjDgmFuMMzPkVQ2DBaz9Nm4gwMCENfENDeXm9rSFX3w3vjffQke9u8Qx53d1+3tpkA6hP0DpSEpMKz0A6AGehCr87u5ZMK4YYUfPJhxR8777Wt1kwYUg0phoTDCJ4u4KqYYQ9E3Sq8C6mEBMNmwY0w3PBC2DWmHfYPaYR4/cphTb95SRp8RqYSXXMQAVmAuGF7UMyIeMwkF+YTD2a7TMMD4rMwkouCBB+y68GAPoQL3R6h1z8JmE//wqYRQA62kCglMmHTYIGYYtfBF+y187+4tMP0QW0wvchYc9foGnMLfLtbSdralzCp971MMHoVd3cLu82DIN6LYPZwT0QjdexzDCIFvMN0yLUAbG0vTDZkH9MJiYSUfObB9zDiO6PMLGYc8wyIewdC/KGh0IWIR5AVSh4OwcHqxWkpGCYAmGu0K8mVZ1QONCADPd0e56DQKFwYI7cnbOAlhlVCJK7z6HHjPCwtIhj9DDmGo/wEYQwwnN+p1DBQEZ0I75OivelhrgDKP7f0LuwRZQtlhnpCHyE5EKfId8Qkuh1hC3yFHrwNIXhSaV6RwpTSGfTwLXlUQjxeYy8qWHp0KNwYzyfTEl1QGWGBEMDXpLgh+hXZDoGFpIJAAE1Q16hifdKHbqvT2FL3Q54hqDDD6FkkL4Yc9gjFhA5C2qGFEMVYayoFxkSbMFwEZkN6Hp6FH9+/VCWV6DUKQbhG/bVhMJD0EEDqDqRnmJPRBNuAZqGLML+oftQtFhh1CoyG2jxOofhAv0BRuCnqDDJSWIKnQoMhd1Ck2HNP26IaUwxah6kDrWFs9w4kJd9Qb8fmgZ36JsOuYb2PCVhA2D/aGxj0zYcBPYRhbWhrFA1sOuoVtQn6hjbDuO6jPwuIaYwpIBtlC70E+sN0ZN1Q3uh8iCTWGIENVvh0fJk+XR8EaF3vxpoSuw4neONC3aFAfyxoeTQlGhhNDq9BrsI8rkTQzmh0A8KaEY0NJoWzQiLeFNC3aHI0IZoe7Q+Zhx7CEaEXsKgbhzQt2hz7D72Gwf25oQ+wz9hwtCBP6W0O1oV2kCWhP5cjaGi0KA4TR/E2wGtDmP5y0KY/ofvCfwoHDlaGwcP1oVsffj+OtCOP7/sJE/obQrj+UHDEOFm0Ig4VJ/QDhgtCE65Kf2toX+wsWhxHCH2HofwPYc7Qx2hlNC6aEe0Kg/gZ/ExhCwCooFKgPdYSRQwFeZFD3yGKsP1YPywV0G67EnCHTkIz/jmQgD+OxDEV5RsOSoUaDNmIFoM+OEOsOyYaaw7ch5rD0sGlDytYYQwoBh0T0pOEDNRk4YswjuBNECaGGgsNmIaPQuyBMq9JJ5esKjoc2/B8cbCw+IGTkLOAbRQjyB1wCzQHUsJdwQrAB8cCHBBOHNAKMgbC/bihf9CU2EA0NtwSbAuyhHdChR5OcK1/voIM3Baj9f6HuUP/oYRQx8hCa90QFK4IWIfzzTjhUdCQIjDpHAxmCQtxeM5DISHCcKGvmJA0ahBlD7f731CZzPvGJEhHgDwuE6cNdYWqQyn+FiDkx7+cLWYYBAgrhYGMiuFEkMdYQLXCS+sTD5OHxMIDwdFwiXesXDg8H0kPEIIlwyuhtTsW/CZUhAgQGw6zhWlDdcH0UKTwTqwoSh5J4ILAXZ02dKZQoKBYXC0GEusLkYYDgweu5jDLGGVsOx/obBJMOAxxQuEecNK4YAvdlhtbcuuEuv2fIVf/EgB3bcBuF4gOLdC0zbc6i5U2SFkgMtIRUA+chM3DzqH96C4wntXR7hzz9AoGcUNnYZ5wiLh3nDfaHhIMUYcow+vuajCNGE7cPwHhuUIvQv3DDuE/0NW4eGQ3ThZ3CpWExcMVwb1w7YB1ZdJ6HJkKGMB9TJNEPVCpfg/vxTWABQ6VQWVwvIGhf0+4QwYMC0K5DYaaTYPgJLswlBhgPCgn7JsOWYamwgqhm0CkmEw8OqrgYYLTE3FALyEGtyYAMWwodh95CTF4dMLy4e2A9g+5TIy76e4KF4dYAp1hBzDm2FusN8oR6wlNeKlDbuGH92cDE5ifHU/HD0uGucO0oXOQkjBDnDNMHWVB14WakdshedDAmFmsI64bvA/Ze0j9BGH1vwbIbVwn3utrD/MS68M04QOw+ChQKCFOEgsLR4fpw6VhcZDZWEalzLobjwxVh1RAMw7NgELMKqw/NeDdDSMRJ0JboeCINehuXDo2HyIiK5oQYBqA5q8Z2H30PXvg3XVHhi3cR6GB8JDocHwiSei49VKEI0guwn2LOeharDzSE64PMAHmA5Eh9RCXeGRWGegLirWaBElCXKErcOdYSjw8rhWDDXW6PF2owTVwsahNC8TTCjf11wIjwhAhQPCyuHrcJbYUsAobBY9dWOFj0Jl3oz/RVhKb1WnhEgMhXjK3UOwmrDG/rTcLE4XywuUgTssi2DQIKL0J3wo7hyPCXl7jZ1O4Q2A9NhXGCVOGH90P4aKAqgQWsDT+GOgLcoVOEK/hyvDIyGtsIzYYvwwzh8XCyAF3cPyiGOQuNoFUCrOHqsOzIRyQo3hIFCPuGLkLKnvTcGlW8bDLyHEkLNAVPwk7hX/CnqHpsKyrjGQ+/h418EBHnjiQEWMQ3ChF/CZKGRcL4oeWw3HBClCDOFxcO2Ae6vD7+U9Dz5C+r3+wJyeNLhha8DeG64OgEZE3X3+jFDh+GeN2TyGSMLnChrCkiEbkNcoXJw9BhvvDSmEpT14npYgnnhLKh+BEPo0a4ZDQlARteCxWE28Ov4a6g9Hh3XDMeE6kOsIamAzXhdxCAWw2azKIeAIuDA3O9lwGSz1l4SsPE3hhu96GAuz1Xgba3SCBV8Du+EvLwkERzwqQRNw8ZBG4CMkQaZrUOKwB8HBHDULQEQHPW3hXpCA+EY8Mu4cQAjUuind0QDl8P22p7kFOeMfDMyEbEIy4UJwzxeOxDuBHt0Ob4ZZCNwYrpty57FcPMoYEI4+hIPDT6HpIPt4aQgrlhTvCeWHZINHZJWqYKsMBCjWFXkJUEQUInchRQiJSHncJq/mrwrIBZdCTOGDcJPtjM0QfQzkC46FkH3j4c3QkswrdC06H78KNwe7bMs+Awjp2E/MNyYTPw2BhRdDqBFY8LlYRQAcvhQXDf4jxCOr4RUQpIR7Aj6+GsL1LXjYAnLhVPC4BF//0yQDkIuoRwgjjWEywLEEWtwxjh7SDOWG9zwqEVmwwSh1PCksQ2w3HnrkIprhHf9WuHW8Pa4eoI8RBqvC2OHq8KTIYqwlNUAfh/bx68LYEdUQrLhulDjhE1ANOEXV7DnuPNFLeGNCOO4eUvDARvRCoiHO8N4EQ8AxLwofgPqSoiNEEaoI/4RmIi9OF/8JoEboIlfhSXDbbIpcJYEWNwiAREJCUhFasK4EXpQlPh4nDDzQsq3hMooIwf+IgiWuHK324YeKwqyhiQDzEGeCJxEZLwl5QtIiGuFCCMrng0I4kRTQjXBE+cI4rpoIi7hMrCruGRCJSgOXwufQ0pJ+jhR4Kb/rsImERqQiuSEZCNxEdVXbURGONU/B5COyoc4I0gRLQjCKHuMKyrp4wrwRZojNnD7cMtEd8IuCh2nD0BHCiPJEUCIpfhb39/iEKsKjoUyIGWOeDhjBEDL0EgXRQt7hRSDrBH/70XXNKSMMRE/CK4E2iK84ezwpURlrC0u6yCObEj0EBMRnhUO+HD/1uET3whYRFXDNuGZFwsYXlAtUREQif67JANUofbVOziLsQhX5b8KKUmJfD3+GYdszjHXw8IbGIlP+/Cg04AzcSQEWnEUGBXvCvRH8lHz4RtAlEBeECO2HMMICXj2I0YBk7dtsFpwH+QSywyBhSqCXGFkCPyoRQI1zuLHDskFHvCdOMv9EzSof8BxGLiKt4aywuJhAIjQCEogNSARSIlYRkQiNQH6CPwHtrw/zEqWwR24MiKzIUyIqARsIj3uETCNm4Xqw1fOiCB2KGsrzlESzwkgRqYjS2FuCIUYdC3PBhBDDxRGp8JHzmRgX8R1FDPeFLiMoYZZQ0cRMMCceFVXz9EXZAwYAhygzlAQAABABIAZ8ulgACACWADmdFy/d4u/DcmgCKdx9bkiAJEAdEBQzDfAAIAAcAft08G8VACnDzwAP8ALgA4KDVi4AgF1UBJUfgAqk9eABx1yITjqXEbeA7pUABZwCbwe0vbUuE0AqgDtL2FjnFfdpeZnR8P7tL2TZOhfTauindwAJe23UkQK3O+ehTxZV7xikW4epIjSAKyhSa5GSLM6CQBIyRybJq4CySKiEWsI01YNkjohF8LFcPikAdpe2A8dqG2V0enqpI5Hesq9NJHgX1ckR73O1QVQBtJErKB9xEZI+MUj3YgpHtLwEJDRAGyRegiLcTOSPUkfGKFpa2ki7JFYj1w8JFI91e2A9xFJGSO1LiU6DKROLCGdAJSNlXkpI/oAOTwjJGpSNMKhlI+Vhu1YqpFmdAeUFVI8ACigAipFV/xWUF7OHJ42QChyHejz8kexAlZQpZD2pENf21LtNvbIBUIAVlBFXE2rg1/MzoyKhIpE5ANakVDvDqRbkjwt4dSO1LiI2aaRIko0oL9SIS4Q6XU50HUjwAK6FFWkSsoVOAskiGSHDDxn0KtIj3uoPYNpHySOCANNI7UuLURppHySLw0NNIgQkwvDppFmdGaQM1I5NkjARppHxikjJGVInYBqUieUSrSKykelIv6Rzn9tS6891WkZ9Iy50oMj5WFrJEikdy/MYu0Mjrr5cv2wHmKAIqRh68+2ibV1l3gdI6Z0WMjhY5E+SxkQISKa6WMjk2TiUNsrk1fA6Rp0i/pE48JMkVTI5GR1ZczOhJmEikUVA1OuSMiXJET0JWUPkAZmRg0jSpHIyPqXiFI3GRIAAsB4hSPD0JFIr1+B0i5pEMQM5kd5I9qh2QBRZF/SKKniFIvyRkk9sB6cxEikcZwzmRi0jJJ7Cx1pKJFIvkeIUjKgBiyOwHnGWSKRURcVlCCyK1LiFI2SRERdGpHWyPjFGzIzauERczOj+kl/rq1I62RgYjeZEuSN7vmMXQ2Rf0j7y4rKBBkcjIrtuHvdHpF+yJu4QioZM+6cBDgAEABsAHYAM80g+gzMQmg0u2tkAMPEZ35BgALAGjrvhPUAAawjvS6B0MrLpWXMgA8AB+R4Rt027uWXXhujwgTlCQ1wbLupI/huBcii5EnKBLkWXIiuRKgBIa5ULG9LhEXAeuQIA4W78AAAABpNDyyrpYALYABAAoADjAEsAPAAJoAaAAwQLwb0GADuEb0uobcfW6bd2rLj63L1u48jJ5GFyMs/l63TbuNEjqJEnKAHkUPIkeRY8iyACTyKaHpDXepMc8iF5FLyJXkRPIvQA8AAN5FbyKRADvIlQAe8iJADDyNHkUXI4+RlcjBgB8+FzkbXIwuRxcjS5HlyNAMC3IwYAfVhz5GLyOXkavIm+Rd8jt5EqdyfkYPIl+RB8j35F0SOAUSoALKAYCjL5FIKP7kfAo1+Rh8iP5EoKLYAJUIdBRECjr5GaAFvkZt3TeRMCjd5HYKMQUSQoz+RKgBvbg/yPzkX/IhuRACjm5HTyJUAKs3b0ubvdb5H6BBCrtwox4ucvdQ27wACyrkCAe+RdCi2AACty4URG3HhRMxdd5HSKIEUWG3YRRoiiaJHiKJAAM0Cb0uXJg4QBdFxigdLERrecdc3+AAgP4APAAIgAKAB4ACnAHOAEMAUwAKgBNAAnAG30DhwHkSOCBGACIABlAHMAD9AYABvbiDADlXhooigAhwATlAryPXgKQonqwvCBOS7duhOAKoo5ZQ3ijfFEqAH8Ubh0ceRpdggQAhKKeAOEohhRtlcMQBEAH4rop3eAAASi4lH+QASUYPIpJR1ijbFEQ0EnQCGUWFgziiyACuKMQAMrAVuROcjbK5QwF0CCcoTJR76Ei5EDXDyUaEo1RRpcAYS6UAAaUSoAJpRsSiglFtKIKUewotgAKlDvFE9KIenlko/pR8SjElFhKPwUSAADUBYyjGlGTKJDgDko4JR+SjZlHDKPmUWfI2yubaB0lFLKOyUQMomZRHSjv5GpKIoAOMo9peyyjAlHTKPWUR0o0BRtlcx8C6BAyUZco1ZRgyiNlFu70GAPzzbxRFAA9lG9KOeUYcom5Rcyj/wFfKJ+URMog5R1yj2lGAqJSUZtXB+R+5c2AAwqKLkbxgVRRugAYS4wqJOUPCoieAFQxIa7RCO9LqiolQA6KjEVFzKPIdjion1usKiuX4kqIRUQXmQlRs8jbK64qLhUeSojFRSKjtlGbVzl7tLETJRLKiSTLrvxuAD4fE5QLKjFO4yd0U7gmPdlRmNBOVHcqOsUR26CgAcwA/4wOKITwIgAMS4zEB7AAzyJOUZtXMgAugRQ25oqKLkfRwceRSMZXlFIqLuUVjIoEAY9d0QBAgA4gI8XHGeB69b5G8NwjbsvImQe7vQKACZFyoAPAAYOAaAAESB4AAKro8XG3ArqiTlBuVTL4IoAOYAEAA5gBgACEAHMATyAYAAmgBgAEQAKpAAiRM8i0FG2V00AIcAfkeMSiVlH/KIhUWwATQA4qi5gAnAHoAGAAaVRGkBZVHk5AeyFiowhRqSi2IBRKJv/n8o8FRQyj3lEqAHOmN6XOTkpajsgHlqNyUUcouZRzSAYS6U8XrUYmoq5RTaiAVGbKNCgDCXJoAhwAmh6dqJeUc2o3tRbcjTlGpSIbUWCo7tRKaiq1FsADSAt6XCmIHajG1FrKNnUafIplRaiifFF+KJXUTqoltRSqiQABwqC9btuojFR8AAOqBydFHUXOog9ReqjN1FrAOiUTuoi9Rp8iY1GbVwRIMuo6dRq6jK1GnyKLUcqo+EA26i31G7qN7UVCom9Rv6iplEzqI/UV/I2pR36jX1EgaPfUW8oyGuboAYS4vqOA0UmoitRsGiv5HjqOfUZ0AKDRyGjQNGoaOsUdSo79Rk6jh1HJqLA0dYojdRGIAkNFdqJg0aoo4SA1a9kgFX8CaAF63bhuQIBnP4nKDHrmAANAADfd4ACMaKBABbgRgAm3d4ACpd24bjcASsumRdQ2544NUgPAAfgAaAB+ACuqNvkfdAT1RcyjQDCIb24bs0gQoucIBMi7HSLYAGxojjRCAAvW4iKIUGE0AfjRgmjhNEUDwWfu8gaTRnQBMi4+t0eLrevajRT6jN1FbqLvUX+oh9RX8iv1FkqNJUfioylRmyiRIBdKLOUfso6DR/6jL1ETQF80ecovpR2GiqNFzKKUAL5o75RTyjnNE9qKC0ehog9RvAAQVEXKLi0WuokBR+GiQABxqITUfeo+LRaaiJAASqMzUdmo0pRuai5VEZgEhrnkDL5RFGiR1HxaIq0fuo7pR/mjwtGBaIq0deo8oAoWjctHpaJUAKqAftReAAj1F3qKYEE0AR1RMgRAtF0NEQABIAUKAJwAg1H+qMDUcGo/gAoajw1FugBWACAotzR5GinNEBaJc0V1owDRlABb1FlqLS0SRotgAYoAYS6ht0U7u8XTGgdqjNADvf3VURG3KTuFyhxgBrfxO0XHXdrmXqjceASADmAHgwUpRn6QLgDVsTWEYMADqAMJdqy4GqKNUSaos1RIABqy4WqKtUV63G1RbGB7VGOqLoAM6ozoAsmj3VHKiAU0WwAb1RyFoptEBqKDUSGosNREaiqABRqNQURuopEAzGijaKTqKyrrw3d4u4aCqABx12s0aeo8kAFmjGACI6I9UQVXazRCBA0AAgoFk0WPXcYAbRdJADOAFS7gQABvuz2iP0CIACEAGNo6VRn2iwAAXHx+0ago+rRZyinlEnqLPUSNo5BAJwAamxi6JEAF9oqgAtij1lC/aOvUSqo2LR62i8tFFKIeKmLopxRLiiqADC6K10ago+zRAOjDVGw/mB0ScoMHRjxdLVHWqPeLraomHRTqiXVFuqKZ0V6o2eI6Oi/VGY6Nm0fNo3HR+OiDtEraNl0Y1oyjRiujeAAnAFRbKroxgA6uiTgASACygL9owDRYaDHi6lwB7kal3XFgERcGACbyOq0cRot5RNii7FElKJHoGUo03REgATgB8+EGANXAELR4eiatGdaIIUdXItRRcai89EoaJOUIXo4pRKj4XdQJQHKUZUooQAweiQACsQAQ0YwALDREeiL1EDXF4AFUosZAH2i1dES6MrABIAEMwVejMtGPFw/AWM0OOuPw8HdEQLxkHgBXQXRvAAJAB76LmALHo9XRcwBEABJ6JUAHlgaLRKWiwtGj6IN0UXozvRjiie9Fm6P4AGEoqvR16jU9Hp6Mz0QwAbPR9ABc9FraKa0Reo9vRRuiPtEm6IqUXjoivRkNcP0BdKMrLgDUCNuIOiwdF7aIL0Ybol2UxuiH9Ea6Mr0Wfo0PRMWja9H56NUUXFAGvRvyj4DGqKMrADCXepR+yjiWAtKPbQhtotgAOkJFlH4GP10fXokAATUA8DGgqLoMftohgxZGj4QCX6I60ZWogAx/kUgDEP6KqUWgYqgxMuj2tEEGLmUYoAftRTQBODGiGNTUYgY4vRXejgDGVKP4AP3o8rR3pcZQAj6Lr0dwY2Qxd+jS9EgGIkAAQWQYArIAYS6bdzT0SmsUuRImjQ25cqJ+HmToseueRcfh48GLkMffosvRB+jIa6iAAv0Xrov/RN+iO9HIGNN0VUo5/Rbboh3Sa3yFke73AWRskjhZHFhCKkYrI+oAysipJ71AFDkcjI/WRTmIipFmyMCANbI7Uu20ibZErKEWka43XqRSRjnZHWyM+ke7IiqRSRjhY6ByK9kTpIvgASRjw5FcqFYvnoWQIxUQjRpGCyJsIb1IxaRcc8A5HbSMU7qpIhve7S9NJEuyI6XgHIvSRiZDRpEDGOMkWHRWKR5kjhjFWSMaMcio+yR7UiohEe9xWeBlItyR7Ri5V53z28kamvAORfkj3V4BSOqMX9Ix6eIUiWjEsgEyMb7I5GRindopGNGLikZWAIqRti8A5Hrb1lXhVI0oxRkispG3GPdXrlIkjQ+UiBCRkq3ykSVIq4xnUjKpG7GOqkZ7I9SRHHDHm5XGM1EeBmZqR4AE2pG2V2xAalInTY40jyHap1xdkQNI3qRtxi9SGjSNRMcCYqaRoMjllCyjzmkdiAhaRR0jbxHejzeMdiYn6R3kjsQHJsjLvuNI/8BqdcHjE7AIOkeSYtyRdMiXJGkANakaiYuKRcIBmpG3SJ2McjIr1uD0jmpHPSJJMbyYt6R10jQZGfSPlkbyYn6RzJjxpGBiMBkdiY4GRzUj+uFDt0VMVDIrkxAhI4ZF/SIRkViXB2RKMjOZGimPpkR73TGRoOjbpGCyNCPgdI7aRoeDU65+SOrLqTIroxFMixi7SmNB0VlIx0xDMiTJFxGPZkR73YD4zMjUZHHGPZkTzIoqR4sixi6SyO1Lr2lTaussi+AASmJckRrI+lQskjtZEmSMBMZ6/Y2RPJiyjEHSMNka26eYAHgAx5F4SLOUPEXNt0txcOi4nKGU4Wmwn/hgQCVAAbiOigQvwssxnGCYoH1jxOUOWY46hdZj90GwKOLMXPwz7u23cqzFYCJwES2Y+mBi1c8cGNmPTYSxwssxdDDKn5DmNKEZ0/WR+o5iSEELVzrIf3PNH+PrdHv6TmMqQXTXJ4RI79+KEWoJUAGLfVvunF9iqEpP3QkTuYznhW0Dxb4HmLGgScoEXe4BCNzEkP2HruQ/IdeLrdKv7YkJSfmu/H0BfQDMi6XiIvMaeA/oBW5jR2HngLfMciA70Bn5i1AG1j1n/qeYnV+ucCbzEgWMiQfeYznh99d7cEewKdwT+Yu3B88D4LH31yq4a+Y8JBvE8vW5wAP/MZT/J1+wFi1AEcIKQsSr/J0RaFjMi5wwOsbkhYnBhkEisLGliPLEbhY7BhGmiIeHr9xDbuowmjB5FiPGFUWKr7pmg1lutFjXW5tYKQsVC3NzB7FimR5jgO4sVX3VlBoq8RLHlYKBAYJYqjBLFjKMHioOkseqg6SxCOC+LFqYMgsf2vPkB0ljpB6yDwHQRJY6vuK/c6+6MWJrQS33E5QfRDJn40jz0ftxPGCeEaDW+404N/HtcPPieNlipn6cT3CwX+PJkegE8TlC2WMssfxIhyxHlinLEWWP7rnM/ZCxJj8Vn4qAE8sQFYupe8z9Fn7LP0cseZYkNBrrcw0ERoP4ADFY6Z+tOD4rGRYPLCNFg3yxsViXLFV9wSscyPBnBkNcCACoAAKrt8AURufborgCnpiswHQALCAQAAAA="))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
diff --git a/hw/cam_profi/LION2CELL02.xml b/hw/cam_profi/LION2CELL02.xml
index 44609d5..41dc319 100644
--- a/hw/cam_profi/LION2CELL02.xml
+++ b/hw/cam_profi/LION2CELL02.xml
@@ -2,7 +2,7 @@
/github/workspace/hw/sch_pcb/LION2CELL02.kicad_sch
- 2024-07-22T11:03:08+0000
+ 2024-07-22T16:09:35+0000
Eeschema 8.0.3+1
@@ -1572,41 +1572,41 @@
82da299a-c7b9-4e5e-9539-113cf8e0d72e
-
- 10uF
- Capacitor_SMD:C_1206_3216Metric
+
+ 1uF
+ Capacitor_SMD:C_0805_2012Metric
- 607c0671128750769ee58c7f
- Capacitor_SMD:C_1206_3216Metric
+ 5c70984712875079b91f8b6f
+ Capacitor_SMD:C_0805_2012Metric
-
+
- c0a06b7e-cdba-49bf-9298-8dc42b1cf092
+ 2a2fa13f-eec1-49cf-ae42-70b83e43fc41
-
- 100nF
+
+ 10uF
Capacitor_SMD:C_0805_2012Metric
- 5c70984712875079b91f8b4c
+ 607c1245128750769ee58ca7
Capacitor_SMD:C_0805_2012Metric
-
+
- 96ab44ca-3101-45e1-afca-3f65b1757183
+ 48b439ae-55a5-42a5-94b7-25fbe7ea46bc
100nF
@@ -1740,6 +1740,21 @@
05720345-9944-4b82-aba9-ec299fa945c0
+
+ HEADER_2x03_PARALLEL
+ 2x03 2.54 mm pitch header, 2 pins next to each other are connected
+
+
+
+ 2x03 2.54 mm pitch header, 2 pins next to each other are connected
+
+
+
+
+
+
+ 38d6b277-fbda-4f05-967c-c402e836d24c
+
HEADER_2x05_PARALLEL
Mlab_Pin_Headers:Straight_2x05
@@ -1756,8 +1771,24 @@
90a9e6cb-8c6b-4583-8995-0693a9fad549
+
+ Jumper_2_Open
+ Jumper, 2-pole, open
+
+
+
+ Jumper, 2-pole, open
+
+
+
+
+
+
+
+ 7f5f19e4-9023-49a9-887c-6e3e122da8c8
+
- HCI1050-5R5
+ 2.2uH
Inductor_SMD:L_Wuerth_HCI-1050
6087af42128750769ee59060
@@ -1793,7 +1824,7 @@
ed2ee80b-c801-4272-b0da-d6aac151efd5
- 59k
+ 15k8
Resistor_SMD:R_0805_2012Metric
6087b414128750769ee590a1
@@ -1811,16 +1842,16 @@
f7177990-ccd2-43b2-a4cf-2d8a9ad91464
- 15k
+ 10k
Resistor_SMD:R_0805_2012Metric
- 5c70984712875079b91f8b6a
+
Resistor_SMD:R_0805_2012Metric
-
+
@@ -1828,6 +1859,38 @@
d04aae6b-bb74-4db0-a6a9-6c6f08a01bab
+
+ R_Small
+ Resistor, small symbol
+
+
+
+ Resistor, small symbol
+
+
+
+
+
+
+
+ c786bb3a-fe8f-4e24-8b34-69b0d4950745
+
+
+ R_Small
+ Resistor, small symbol
+
+
+
+ Resistor, small symbol
+
+
+
+
+
+
+
+ 12ff4c88-d61b-4821-a219-9e8de15e4c4a
+
LMR14050
Package_SO:SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias
@@ -2059,6 +2122,26 @@
+
+ Jumper, 2-pole, open
+ ~
+
+ Jumper*
+ TestPoint*2Pads*
+ TestPoint*Bridge*
+
+
+ JP
+ Jumper_2_Open
+
+ ~
+ Jumper, 2-pole, open
+
+
+
+
+
+
J
@@ -2189,6 +2272,24 @@
+
+ 2x03 2.54 mm pitch header, 2 pins next to each other are connected
+
+ J
+ HEADER_2x03_PARALLEL
+
+
+ 2x03 2.54 mm pitch header, 2 pins next to each other are connected
+
+
+
+
+
+
+
+
+
+
2x05 2.54 mm pitch header, 2 pins next to each other are connected
@@ -2365,6 +2466,9 @@
/usr/share/kicad/symbols//Diode.kicad_sym
+
+ /usr/share/kicad/symbols//Jumper.kicad_sym
+
/usr/share/kicad/symbols//Mechanical.kicad_sym
@@ -2377,13 +2481,12 @@
-
-
-
-
+
+
+
@@ -2414,12 +2517,14 @@
+
+
@@ -2466,8 +2571,8 @@
-
-
+
+
@@ -2485,11 +2590,11 @@
-
+
+
-
@@ -2522,6 +2627,10 @@
+
+
+
+
@@ -2770,31 +2879,40 @@
-
+
+
+
+
+
+
+
+
+
+
-
+
-
+
-
+
-
+
-
+
-
+
-
+
-
+
diff --git a/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf
index 9a86c11..7bbea45 100644
Binary files a/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf differ
diff --git a/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf
index 743f205..d1949e9 100644
Binary files a/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf differ
diff --git a/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg b/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg
index a42be93..7eacf0c 100644
--- a/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg
+++ b/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg
@@ -1,6 +1,6 @@
-SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/22 11:03:03
+SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/22 16:09:30
Image generated by PCBNEW
diff --git a/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg b/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg
index cb493f5..e9e27ca 100644
--- a/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg
+++ b/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg
@@ -1,6 +1,6 @@
-SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/22 11:03:03
+SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/22 16:09:30
Image generated by PCBNEW
diff --git a/hw/cam_profi/assembly/LION2CELL02-bom.csv b/hw/cam_profi/assembly/LION2CELL02-bom.csv
index be7402e..3c80637 100644
--- a/hw/cam_profi/assembly/LION2CELL02-bom.csv
+++ b/hw/cam_profi/assembly/LION2CELL02-bom.csv
@@ -2,44 +2,45 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet
1,,battery-2s,B1,18650,BAT_BK-18650-PC4_no_screws,1,,5c70984412875079b91f87e9,,,,
2,Unpolarized capacitor,C,C38,22nF,C_0805_2012Metric,1,~,5c70984712875079b91f8b4a,,,,
3,"Unpolarized capacitor, small symbol",C_Small,C9C10,47nF,C_0805_2012Metric,2,~,,,,,
-4,"Unpolarized capacitor, small symbol",C_Small,C1C2C17C18C21C22C23C29,100nF,C_0805_2012Metric,8,~,5c70984712875079b91f8b45 5c70984712875079b91f8b4c,C0805 1u,C0805 1u,C1525,
+4,"Unpolarized capacitor, small symbol",C_Small,C1C2C17C18C21C23C29,100nF,C_0805_2012Metric,7,~,5c70984712875079b91f8b45 5c70984712875079b91f8b4c,C0805 1u,C0805 1u,C1525,
5,"Unpolarized capacitor, small symbol",C_Small,C5C24,0.1u,C_0603_1608Metric,2,~,,,,,
-6,Unpolarized capacitor,C,C35,1uF,C_0805_2012Metric,1,~,5c70984712875079b91f8b6f,,,,
+6,Unpolarized capacitor,C,C12C35,1uF,C_0805_2012Metric,2,~,5c70984712875079b91f8b6f,,,,
7,"Unpolarized capacitor, small symbol",C_Small,C16,2.2uF,C_0805_2012Metric,1,~,,,,C23630,
8,"Unpolarized capacitor, small symbol",C_Small,C20,4.7u,C_0805_2012Metric,1,~,,,,,
-9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C19C25C26C27C30C31C36,10u,C_0805_2012Metric,13,~,607c1245128750769ee58ca7,,,,
-10,Unpolarized capacitor,C,C15,10uF,C_1206_3216Metric,1,~,607c0671128750769ee58c7f,,,,
-11,"75V 0.15A Fast switching Diode, SOD-323",1N4148WS,D6,1N4148WS,D_0805_2012Metric,1,https://www.vishay.com/docs/85751/1n4148ws.pdf,5c70984512875079b91f88c5,,,,
-12,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,,,,,
-13,Schottky diode,D_Schottky,D2,PDS760-13,D_PowerDI-5,1,~,6087aaaf128750769ee58fb7,,,,
-14,,CONN1_1,J2J3J8J9,CONN1_1,WAGO256,4,,,,,,
-15,1x02 2.54 mm pitch header,HEADER_1x02,J11,HEADER_1x02,Straight_1x02,1,,,,,,
-16,"2x01 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x01_PARALLEL,J6J7J10,HEADER_2x01_PARALLEL,Straight_1x02,3,,,,,,
+9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C13C19C25C26C27C30C31C36,10u,C_0805_2012Metric,14,~,607c1245128750769ee58ca7,,,,
+10,"75V 0.15A Fast switching Diode, SOD-323",1N4148WS,D6,1N4148WS,D_0805_2012Metric,1,https://www.vishay.com/docs/85751/1n4148ws.pdf,5c70984512875079b91f88c5,,,,
+11,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,,,,,
+12,Schottky diode,D_Schottky,D2,PDS760-13,D_PowerDI-5,1,~,6087aaaf128750769ee58fb7,,,,
+13,,CONN1_1,J2J3J8J9,CONN1_1,WAGO256,4,,,,,,
+14,1x02 2.54 mm pitch header,HEADER_1x02,J11,HEADER_1x02,Straight_1x02,1,,,,,,
+15,"2x01 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x01_PARALLEL,J6J7J10,HEADER_2x01_PARALLEL,Straight_1x02,3,,,,,,
+16,"2x03 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x03_PARALLEL,J5,HEADER_2x03_PARALLEL,,1,,,,,,
17,"2x05 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x05_PARALLEL,J12,HEADER_2x05_PARALLEL,Straight_2x05,1,,,,,,
18,,JUMP_4X2,J4,JUMP_4X2,Straight_2x04,1,,,,,,
19,USB 2.0-only Type-C Receptacle connector,USBC_USB4105-GF-A,J1,USBC_USB4105-GF-A,USBC GCT_USB4105-GF-A,1,,5fa0f94612875025b397795e,USB4105-GF-A,USB4105-GF-A,,
-20,"Inductor, small symbol",L_Small,L1,1uH,L_1008_2520Metric,1,~,,,,,
-21,Inductor,L,L2,HCI1050-5R5,L_Wuerth_HCI-1050,1,~,6087af42128750769ee59060,,,,
-22,"-4.0A Id, -30V Vds, P-Channel MOSFET, SOT-23",AO3401A,Q2,AP2305AGN-HF-3,SOT-23,1,https://www.tme.eu/Document/fc64476bcfec1f3af35a324c08c5f351/AP2305AGN-3.pdf,5c70984712875079b91f8af1,,,,
-23,"N-MOSFET transistor, source/gate/drain",Q_NMOS_SGD,Q1Q3Q5,DMT31M7LPS,D_POWERDI5060-8_6.0x5.1mm_P1.27mm,3,https://eu.mouser.com/datasheet/2/115/DIOD_S_A0006645066_1-2542967.pdf,669990696fdfe6f54e2eb28a,,,,DMT31M7LPS-13
-24,"Resistor, small symbol",R_Small,R35,2mR,R_2512_6332Metric,1,https://www.tme.eu/Document/9eb17c5caf6d68fb7c80b751e0adae3a/LR12.pdf,669ba41c6fdfe6f54e2eb51d,,,,
-25,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,,,,C17408 C25076,
-26,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,,,,C17887,
-27,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,,,,,
-28,"Resistor, small symbol",R_Small,R1R2R19R27R28,5k1,R_0805_2012Metric,5,~,5fa0fc3e12875025b3977997,,,C25905,
-29,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,,,,,
-30,"Resistor, small symbol",R_Small,R9,6.04k,R_0805_2012Metric,1,~,,,,,
-31,"Resistor, small symbol",R_Small,R11R24,10k,R_0805_2012Metric,2,~,,,,C25744,
-32,Resistor,R,R13,15k,R_0805_2012Metric,1,~,5c70984712875079b91f8b6a,,,,
-33,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,,,,,
-34,Resistor,R,R12,59k,R_0805_2012Metric,1,~,6087b414128750769ee590a1,,,,
+20,"Jumper, 2-pole, open",Jumper_2_Open,JP1,Jumper_2_Open,,1,~,,,,,
+21,"Inductor, small symbol",L_Small,L1,1uH,L_1008_2520Metric,1,~,,,,,
+22,Inductor,L,L2,2.2uH,L_Wuerth_HCI-1050,1,~,6087af42128750769ee59060,,,,
+23,"-4.0A Id, -30V Vds, P-Channel MOSFET, SOT-23",AO3401A,Q2,AP2305AGN-HF-3,SOT-23,1,https://www.tme.eu/Document/fc64476bcfec1f3af35a324c08c5f351/AP2305AGN-3.pdf,5c70984712875079b91f8af1,,,,
+24,"N-MOSFET transistor, source/gate/drain",Q_NMOS_SGD,Q1Q3Q5,DMT31M7LPS,D_POWERDI5060-8_6.0x5.1mm_P1.27mm,3,https://eu.mouser.com/datasheet/2/115/DIOD_S_A0006645066_1-2542967.pdf,669990696fdfe6f54e2eb28a,,,,DMT31M7LPS-13
+25,"Resistor, small symbol",R_Small,R35,2mR,R_2512_6332Metric,1,https://www.tme.eu/Document/9eb17c5caf6d68fb7c80b751e0adae3a/LR12.pdf,669ba41c6fdfe6f54e2eb51d,,,,
+26,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,,,,C17408 C25076,
+27,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,,,,C17887,
+28,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,,,,,
+29,"Resistor, small symbol",R_Small,R1R2R19R27R28,5k1,R_0805_2012Metric,5,~,5fa0fc3e12875025b3977997,,,C25905,
+30,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,,,,,
+31,"Resistor, small symbol",R_Small,R9,6.04k,R_0805_2012Metric,1,~,,,,,
+32,"Resistor, small symbol",R_Small,R11R13R24,10k,R_0805_2012Metric,3,~,,,,C25744,
+33,Resistor,R,R12,15k8,R_0805_2012Metric,1,~,6087b414128750769ee590a1,,,,
+34,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,,,,,
35,Resistor,R,R10,91k,R_0805_2012Metric,1,~,5c70984712875079b91f8a95,,,,
36,"Resistor, small symbol",R_Small,R4,100k,R_0805_2012Metric,1,~,,,,,
37,"Resistor, small symbol",R_Small,R3,127k,R_0805_2012Metric,1,~,,,,,
38,"Resistor, small symbol",R_Small,R18R22R23,10M,R_0805_2012Metric,3,~,,,,C26082,
-39,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,,,,,
-40,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2,10k,R_0805_2012Metric,2,~,,,,C279801,
-41,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,2,~,5c70984712875079b91f8ac5,,,,
-42,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,,,,,
-43,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,,,,C179743,
-44,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,,
+39,"Resistor, small symbol",R_Small,R14R15,R_Small,,2,~,,,,,
+40,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,,,,,
+41,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2,10k,R_0805_2012Metric,2,~,,,,C279801,
+42,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,2,~,5c70984712875079b91f8ac5,,,,
+43,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,,,,,
+44,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,,,,C179743,
+45,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,,
diff --git a/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv b/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv
index be7402e..3c80637 100644
--- a/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv
+++ b/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv
@@ -2,44 +2,45 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet
1,,battery-2s,B1,18650,BAT_BK-18650-PC4_no_screws,1,,5c70984412875079b91f87e9,,,,
2,Unpolarized capacitor,C,C38,22nF,C_0805_2012Metric,1,~,5c70984712875079b91f8b4a,,,,
3,"Unpolarized capacitor, small symbol",C_Small,C9C10,47nF,C_0805_2012Metric,2,~,,,,,
-4,"Unpolarized capacitor, small symbol",C_Small,C1C2C17C18C21C22C23C29,100nF,C_0805_2012Metric,8,~,5c70984712875079b91f8b45 5c70984712875079b91f8b4c,C0805 1u,C0805 1u,C1525,
+4,"Unpolarized capacitor, small symbol",C_Small,C1C2C17C18C21C23C29,100nF,C_0805_2012Metric,7,~,5c70984712875079b91f8b45 5c70984712875079b91f8b4c,C0805 1u,C0805 1u,C1525,
5,"Unpolarized capacitor, small symbol",C_Small,C5C24,0.1u,C_0603_1608Metric,2,~,,,,,
-6,Unpolarized capacitor,C,C35,1uF,C_0805_2012Metric,1,~,5c70984712875079b91f8b6f,,,,
+6,Unpolarized capacitor,C,C12C35,1uF,C_0805_2012Metric,2,~,5c70984712875079b91f8b6f,,,,
7,"Unpolarized capacitor, small symbol",C_Small,C16,2.2uF,C_0805_2012Metric,1,~,,,,C23630,
8,"Unpolarized capacitor, small symbol",C_Small,C20,4.7u,C_0805_2012Metric,1,~,,,,,
-9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C19C25C26C27C30C31C36,10u,C_0805_2012Metric,13,~,607c1245128750769ee58ca7,,,,
-10,Unpolarized capacitor,C,C15,10uF,C_1206_3216Metric,1,~,607c0671128750769ee58c7f,,,,
-11,"75V 0.15A Fast switching Diode, SOD-323",1N4148WS,D6,1N4148WS,D_0805_2012Metric,1,https://www.vishay.com/docs/85751/1n4148ws.pdf,5c70984512875079b91f88c5,,,,
-12,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,,,,,
-13,Schottky diode,D_Schottky,D2,PDS760-13,D_PowerDI-5,1,~,6087aaaf128750769ee58fb7,,,,
-14,,CONN1_1,J2J3J8J9,CONN1_1,WAGO256,4,,,,,,
-15,1x02 2.54 mm pitch header,HEADER_1x02,J11,HEADER_1x02,Straight_1x02,1,,,,,,
-16,"2x01 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x01_PARALLEL,J6J7J10,HEADER_2x01_PARALLEL,Straight_1x02,3,,,,,,
+9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C13C19C25C26C27C30C31C36,10u,C_0805_2012Metric,14,~,607c1245128750769ee58ca7,,,,
+10,"75V 0.15A Fast switching Diode, SOD-323",1N4148WS,D6,1N4148WS,D_0805_2012Metric,1,https://www.vishay.com/docs/85751/1n4148ws.pdf,5c70984512875079b91f88c5,,,,
+11,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,,,,,
+12,Schottky diode,D_Schottky,D2,PDS760-13,D_PowerDI-5,1,~,6087aaaf128750769ee58fb7,,,,
+13,,CONN1_1,J2J3J8J9,CONN1_1,WAGO256,4,,,,,,
+14,1x02 2.54 mm pitch header,HEADER_1x02,J11,HEADER_1x02,Straight_1x02,1,,,,,,
+15,"2x01 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x01_PARALLEL,J6J7J10,HEADER_2x01_PARALLEL,Straight_1x02,3,,,,,,
+16,"2x03 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x03_PARALLEL,J5,HEADER_2x03_PARALLEL,,1,,,,,,
17,"2x05 2.54 mm pitch header, 2 pins next to each other are connected",HEADER_2x05_PARALLEL,J12,HEADER_2x05_PARALLEL,Straight_2x05,1,,,,,,
18,,JUMP_4X2,J4,JUMP_4X2,Straight_2x04,1,,,,,,
19,USB 2.0-only Type-C Receptacle connector,USBC_USB4105-GF-A,J1,USBC_USB4105-GF-A,USBC GCT_USB4105-GF-A,1,,5fa0f94612875025b397795e,USB4105-GF-A,USB4105-GF-A,,
-20,"Inductor, small symbol",L_Small,L1,1uH,L_1008_2520Metric,1,~,,,,,
-21,Inductor,L,L2,HCI1050-5R5,L_Wuerth_HCI-1050,1,~,6087af42128750769ee59060,,,,
-22,"-4.0A Id, -30V Vds, P-Channel MOSFET, SOT-23",AO3401A,Q2,AP2305AGN-HF-3,SOT-23,1,https://www.tme.eu/Document/fc64476bcfec1f3af35a324c08c5f351/AP2305AGN-3.pdf,5c70984712875079b91f8af1,,,,
-23,"N-MOSFET transistor, source/gate/drain",Q_NMOS_SGD,Q1Q3Q5,DMT31M7LPS,D_POWERDI5060-8_6.0x5.1mm_P1.27mm,3,https://eu.mouser.com/datasheet/2/115/DIOD_S_A0006645066_1-2542967.pdf,669990696fdfe6f54e2eb28a,,,,DMT31M7LPS-13
-24,"Resistor, small symbol",R_Small,R35,2mR,R_2512_6332Metric,1,https://www.tme.eu/Document/9eb17c5caf6d68fb7c80b751e0adae3a/LR12.pdf,669ba41c6fdfe6f54e2eb51d,,,,
-25,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,,,,C17408 C25076,
-26,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,,,,C17887,
-27,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,,,,,
-28,"Resistor, small symbol",R_Small,R1R2R19R27R28,5k1,R_0805_2012Metric,5,~,5fa0fc3e12875025b3977997,,,C25905,
-29,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,,,,,
-30,"Resistor, small symbol",R_Small,R9,6.04k,R_0805_2012Metric,1,~,,,,,
-31,"Resistor, small symbol",R_Small,R11R24,10k,R_0805_2012Metric,2,~,,,,C25744,
-32,Resistor,R,R13,15k,R_0805_2012Metric,1,~,5c70984712875079b91f8b6a,,,,
-33,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,,,,,
-34,Resistor,R,R12,59k,R_0805_2012Metric,1,~,6087b414128750769ee590a1,,,,
+20,"Jumper, 2-pole, open",Jumper_2_Open,JP1,Jumper_2_Open,,1,~,,,,,
+21,"Inductor, small symbol",L_Small,L1,1uH,L_1008_2520Metric,1,~,,,,,
+22,Inductor,L,L2,2.2uH,L_Wuerth_HCI-1050,1,~,6087af42128750769ee59060,,,,
+23,"-4.0A Id, -30V Vds, P-Channel MOSFET, SOT-23",AO3401A,Q2,AP2305AGN-HF-3,SOT-23,1,https://www.tme.eu/Document/fc64476bcfec1f3af35a324c08c5f351/AP2305AGN-3.pdf,5c70984712875079b91f8af1,,,,
+24,"N-MOSFET transistor, source/gate/drain",Q_NMOS_SGD,Q1Q3Q5,DMT31M7LPS,D_POWERDI5060-8_6.0x5.1mm_P1.27mm,3,https://eu.mouser.com/datasheet/2/115/DIOD_S_A0006645066_1-2542967.pdf,669990696fdfe6f54e2eb28a,,,,DMT31M7LPS-13
+25,"Resistor, small symbol",R_Small,R35,2mR,R_2512_6332Metric,1,https://www.tme.eu/Document/9eb17c5caf6d68fb7c80b751e0adae3a/LR12.pdf,669ba41c6fdfe6f54e2eb51d,,,,
+26,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,,,,C17408 C25076,
+27,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,,,,C17887,
+28,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,,,,,
+29,"Resistor, small symbol",R_Small,R1R2R19R27R28,5k1,R_0805_2012Metric,5,~,5fa0fc3e12875025b3977997,,,C25905,
+30,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,,,,,
+31,"Resistor, small symbol",R_Small,R9,6.04k,R_0805_2012Metric,1,~,,,,,
+32,"Resistor, small symbol",R_Small,R11R13R24,10k,R_0805_2012Metric,3,~,,,,C25744,
+33,Resistor,R,R12,15k8,R_0805_2012Metric,1,~,6087b414128750769ee590a1,,,,
+34,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,,,,,
35,Resistor,R,R10,91k,R_0805_2012Metric,1,~,5c70984712875079b91f8a95,,,,
36,"Resistor, small symbol",R_Small,R4,100k,R_0805_2012Metric,1,~,,,,,
37,"Resistor, small symbol",R_Small,R3,127k,R_0805_2012Metric,1,~,,,,,
38,"Resistor, small symbol",R_Small,R18R22R23,10M,R_0805_2012Metric,3,~,,,,C26082,
-39,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,,,,,
-40,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2,10k,R_0805_2012Metric,2,~,,,,C279801,
-41,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,2,~,5c70984712875079b91f8ac5,,,,
-42,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,,,,,
-43,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,,,,C179743,
-44,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,,
+39,"Resistor, small symbol",R_Small,R14R15,R_Small,,2,~,,,,,
+40,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,,,,,
+41,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2,10k,R_0805_2012Metric,2,~,,,,C279801,
+42,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,2,~,5c70984712875079b91f8ac5,,,,
+43,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,,,,,
+44,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,,,,C179743,
+45,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,,
diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr
index af4e7b8..c379597 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Copper,L2,Bot*%
%TF.FilePolarity,Positive*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr
index 8fe84bc..f423ce2 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Soldermask,Bot*%
%TF.FilePolarity,Negative*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr
index da44bd6..f73f126 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Paste,Bot*%
%TF.FilePolarity,Positive*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr
index 55c2ac5..7c67a0c 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Legend,Bot*%
%TF.FilePolarity,Positive*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr b/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr
index 66c26ab..1a74f18 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr
@@ -1,11 +1,11 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Profile,NP*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr b/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr
index 9f82dd1..cf03d4a 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Copper,L1,Top*%
%TF.FilePolarity,Positive*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr b/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr
index 0539cfe..d38c18e 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Soldermask,Top*%
%TF.FilePolarity,Negative*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr b/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr
index 56bf2d6..0ba3c40 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr
+++ b/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*%
-%TF.CreationDate,2024-07-22T11:02:22+00:00*%
+%TF.CreationDate,2024-07-22T16:08:54+00:00*%
%TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*%
%TF.SameCoordinates,Original*%
%TF.FileFunction,Legend,Top*%
%TF.FilePolarity,Positive*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 11:02:22*
+G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-22 16:08:54*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl b/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl
index 21242a9..d1132d2 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl
+++ b/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl
@@ -1,7 +1,7 @@
M48
-; DRILL file {KiCad 8.0.3+1} date 2024-07-22T11:02:22+0000
+; DRILL file {KiCad 8.0.3+1} date 2024-07-22T16:08:54+0000
; FORMAT={3:3/ absolute / metric / suppress leading zeros}
-; #@! TF.CreationDate,2024-07-22T11:02:22+00:00
+; #@! TF.CreationDate,2024-07-22T16:08:54+00:00
; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.3+1
; #@! TF.FileFunction,NonPlated,1,2,NPTH
FMAT,2
diff --git a/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl b/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl
index e7a5913..c5820b9 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl
+++ b/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl
@@ -1,7 +1,7 @@
M48
-; DRILL file {KiCad 8.0.3+1} date 2024-07-22T11:02:22+0000
+; DRILL file {KiCad 8.0.3+1} date 2024-07-22T16:08:54+0000
; FORMAT={3:3/ absolute / metric / suppress leading zeros}
-; #@! TF.CreationDate,2024-07-22T11:02:22+00:00
+; #@! TF.CreationDate,2024-07-22T16:08:54+00:00
; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.3+1
; #@! TF.FileFunction,Plated,1,2,PTH
FMAT,2
diff --git a/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob b/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob
index 59c66a7..1a45ceb 100644
--- a/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob
+++ b/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob
@@ -5,7 +5,7 @@
"Application": "Pcbnew",
"Version": "8.0.3+1"
},
- "CreationDate": "2024-07-22T11:02:22+00:00"
+ "CreationDate": "2024-07-22T16:08:54+00:00"
},
"GeneralSpecs": {
"ProjectId": {