conda-forge-timelines.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from pathlib import Path\n",
    "\n",
    "arches = (\n",
    "    \"linux-64\",\n",
    "    \"win-64\",\n",
    "    \"osx-64\",\n",
    "    \"noarch\",\n",
    "    \"linux-ppc64le\",\n",
    "    \"linux-aarch64\",\n",
    "    \"osx-arm64\"\n",
    ")\n",
    "\n",
    "\n",
    "def remove_existing(fname):\n",
    "    if fname.is_file():\n",
    "        fname.unlink()\n",
    "\n",
    "\n",
    "# Clean old files first.\n",
    "path = Path(\".\")\n",
    "for arch in arches:\n",
    "    remove_existing(path.joinpath(f\"repodata-{arch}.json\"))\n",
    "    remove_existing(path.joinpath(f\"repodata-cf201901-{arch}.json\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import shutil\n",
    "\n",
    "import requests\n",
    "\n",
    "\n",
    "def download_file(url, fname):\n",
    "    with requests.get(url, stream=True) as r:\n",
    "        with open(fname, \"wb\") as f:\n",
    "            shutil.copyfileobj(r.raw, f)\n",
    "    return fname"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "for arch in arches:\n",
    "    download_file(\n",
    "        f\"https://conda.anaconda.org/conda-forge/{arch}/repodata.json\",\n",
    "        f\"repodata-{arch}.json\",\n",
    "    )\n",
    "    download_file(\n",
    "        f\"https://conda.anaconda.org/conda-forge/label/cf201901/{arch}/repodata.json\",\n",
    "        f\"repodata-cf201901-{arch}.json\",\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "import gzip\n",
    "\n",
    "\n",
    "def read_json(fname):\n",
    "    with gzip.GzipFile(fname, \"r\") as f:\n",
    "        return pd.io.json.loads(f.read())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "import glob\n",
    "\n",
    "import pandas as pd\n",
    "\n",
    "packages = []\n",
    "for fname in glob.glob(\"repodata-*.json\"):\n",
    "    data = read_json(fname)\n",
    "    df = pd.DataFrame(data[\"packages\"].values())\n",
    "    df.loc[:, \"filename\"] = data[\"packages\"].keys()\n",
    "    packages.append(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.concat(packages, sort=False, ignore_index=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = df.drop_duplicates(subset=[\"subdir\", \"filename\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.loc[:, \"timestamp\"] = pd.to_datetime(df.timestamp, unit=\"ms\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "664084"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "97304"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.timestamp.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>build</th>\n",
       "      <th>build_number</th>\n",
       "      <th>depends</th>\n",
       "      <th>license</th>\n",
       "      <th>license_family</th>\n",
       "      <th>md5</th>\n",
       "      <th>name</th>\n",
       "      <th>sha256</th>\n",
       "      <th>size</th>\n",
       "      <th>subdir</th>\n",
       "      <th>...</th>\n",
       "      <th>platform</th>\n",
       "      <th>app_own_environment</th>\n",
       "      <th>filename</th>\n",
       "      <th>operatingsystem</th>\n",
       "      <th>target-triplet</th>\n",
       "      <th>has_prefix</th>\n",
       "      <th>machine</th>\n",
       "      <th>binstar</th>\n",
       "      <th>requires</th>\n",
       "      <th>noarch</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>py36h1af98f8_1</td>\n",
       "      <td>1.0</td>\n",
       "      <td>[_openmp_mutex &gt;=4.5, astropy &gt;=2.0, cached-pr...</td>\n",
       "      <td>MIT</td>\n",
       "      <td>MIT</td>\n",
       "      <td>d65ab674acf3b7294ebacaec05fc5b54</td>\n",
       "      <td>21cmfast</td>\n",
       "      <td>1154fceeb5c4ee9bb97d245713ac21eb1910237c724d2b...</td>\n",
       "      <td>414494.0</td>\n",
       "      <td>linux-64</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>21cmfast-3.0.2-py36h1af98f8_1.tar.bz2</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>py36h2e3f83d_0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>[_openmp_mutex &gt;=4.5, astropy &gt;=2.0, cached-pr...</td>\n",
       "      <td>MIT</td>\n",
       "      <td>MIT</td>\n",
       "      <td>bc13aa58e2092bcb0b97c561373d3905</td>\n",
       "      <td>21cmfast</td>\n",
       "      <td>97ec377d2ad83dfef1194b7aa31b0c9076194e10d995a6...</td>\n",
       "      <td>411271.0</td>\n",
       "      <td>linux-64</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>21cmfast-3.0.2-py36h2e3f83d_0.tar.bz2</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>py37h48b2cff_0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>[_openmp_mutex &gt;=4.5, astropy &gt;=2.0, cached-pr...</td>\n",
       "      <td>MIT</td>\n",
       "      <td>MIT</td>\n",
       "      <td>8aa1a00af8a99aab03dae85fde9c169a</td>\n",
       "      <td>21cmfast</td>\n",
       "      <td>3a8d86f7ca55c8b966a0861970f6160ddd7f2f3853ad8f...</td>\n",
       "      <td>388716.0</td>\n",
       "      <td>linux-64</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>21cmfast-3.0.2-py37h48b2cff_0.tar.bz2</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>py37hd45b216_1</td>\n",
       "      <td>1.0</td>\n",
       "      <td>[_openmp_mutex &gt;=4.5, astropy &gt;=2.0, cached-pr...</td>\n",
       "      <td>MIT</td>\n",
       "      <td>MIT</td>\n",
       "      <td>41bde8a484725898b237ea2fbd037146</td>\n",
       "      <td>21cmfast</td>\n",
       "      <td>b80028d25090843243d3a6c30bd195793545d593b7efc0...</td>\n",
       "      <td>391019.0</td>\n",
       "      <td>linux-64</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>21cmfast-3.0.2-py37hd45b216_1.tar.bz2</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>py38h9a4a7a8_1</td>\n",
       "      <td>1.0</td>\n",
       "      <td>[_openmp_mutex &gt;=4.5, astropy &gt;=2.0, cached-pr...</td>\n",
       "      <td>MIT</td>\n",
       "      <td>MIT</td>\n",
       "      <td>96c55fc31ce3d808ecaedc922a082d41</td>\n",
       "      <td>21cmfast</td>\n",
       "      <td>383a4dde58ca57811108d44cde454e04d6ac861e77e5f2...</td>\n",
       "      <td>432652.0</td>\n",
       "      <td>linux-64</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>21cmfast-3.0.2-py38h9a4a7a8_1.tar.bz2</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 31 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            build  build_number  \\\n",
       "0  py36h1af98f8_1           1.0   \n",
       "1  py36h2e3f83d_0           0.0   \n",
       "2  py37h48b2cff_0           0.0   \n",
       "3  py37hd45b216_1           1.0   \n",
       "4  py38h9a4a7a8_1           1.0   \n",
       "\n",
       "                                             depends license license_family  \\\n",
       "0  [_openmp_mutex >=4.5, astropy >=2.0, cached-pr...     MIT            MIT   \n",
       "1  [_openmp_mutex >=4.5, astropy >=2.0, cached-pr...     MIT            MIT   \n",
       "2  [_openmp_mutex >=4.5, astropy >=2.0, cached-pr...     MIT            MIT   \n",
       "3  [_openmp_mutex >=4.5, astropy >=2.0, cached-pr...     MIT            MIT   \n",
       "4  [_openmp_mutex >=4.5, astropy >=2.0, cached-pr...     MIT            MIT   \n",
       "\n",
       "                                md5      name  \\\n",
       "0  d65ab674acf3b7294ebacaec05fc5b54  21cmfast   \n",
       "1  bc13aa58e2092bcb0b97c561373d3905  21cmfast   \n",
       "2  8aa1a00af8a99aab03dae85fde9c169a  21cmfast   \n",
       "3  41bde8a484725898b237ea2fbd037146  21cmfast   \n",
       "4  96c55fc31ce3d808ecaedc922a082d41  21cmfast   \n",
       "\n",
       "                                              sha256      size    subdir  ...  \\\n",
       "0  1154fceeb5c4ee9bb97d245713ac21eb1910237c724d2b...  414494.0  linux-64  ...   \n",
       "1  97ec377d2ad83dfef1194b7aa31b0c9076194e10d995a6...  411271.0  linux-64  ...   \n",
       "2  3a8d86f7ca55c8b966a0861970f6160ddd7f2f3853ad8f...  388716.0  linux-64  ...   \n",
       "3  b80028d25090843243d3a6c30bd195793545d593b7efc0...  391019.0  linux-64  ...   \n",
       "4  383a4dde58ca57811108d44cde454e04d6ac861e77e5f2...  432652.0  linux-64  ...   \n",
       "\n",
       "  platform app_own_environment                               filename  \\\n",
       "0      NaN                 NaN  21cmfast-3.0.2-py36h1af98f8_1.tar.bz2   \n",
       "1      NaN                 NaN  21cmfast-3.0.2-py36h2e3f83d_0.tar.bz2   \n",
       "2      NaN                 NaN  21cmfast-3.0.2-py37h48b2cff_0.tar.bz2   \n",
       "3      NaN                 NaN  21cmfast-3.0.2-py37hd45b216_1.tar.bz2   \n",
       "4      NaN                 NaN  21cmfast-3.0.2-py38h9a4a7a8_1.tar.bz2   \n",
       "\n",
       "  operatingsystem target-triplet has_prefix machine binstar requires noarch  \n",
       "0             NaN            NaN        NaN     NaN     NaN      NaN    NaN  \n",
       "1             NaN            NaN        NaN     NaN     NaN      NaN    NaN  \n",
       "2             NaN            NaN        NaN     NaN     NaN      NaN    NaN  \n",
       "3             NaN            NaN        NaN     NaN     NaN      NaN    NaN  \n",
       "4             NaN            NaN        NaN     NaN     NaN      NaN    NaN  \n",
       "\n",
       "[5 rows x 31 columns]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "has_ts = df[df.timestamp.notnull()]\n",
    "has_ts.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 748.8x514.8 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fill_val = \"2018-03-01\"\n",
    "df_has = (\n",
    "    df.fillna(pd.to_datetime(fill_val)).sort_values(\"timestamp\").set_index(\"timestamp\")\n",
    ")\n",
    "df_has.loc[:, \"package_count\"] = list(range(1, len(df_has) + 1))\n",
    "df_arrival = df_has.groupby(df_has.index.to_period(\"W\")).package_count.max()\n",
    "for context in [(\"dark_background\", \"seaborn-talk\"), (\"seaborn-talk\", )]:\n",
    "    with plt.style.context(*context):\n",
    "        fig, ax = plt.subplots()\n",
    "        df_arrival[df_arrival.index > fill_val].plot(\n",
    "            title=\"Number of artifacts across all platforms\",\n",
    "            ylim=(0, df_arrival.max() * 1.1),\n",
    "            ax=ax\n",
    "    #         figsize=(16, 9),\n",
    "        )\n",
    "        fig.savefig(f\"plots/n_artifacts-{'_'.join(context)}.png\", bbox_inches='tight', transparent=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 748.8x514.8 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fill_val = \"2018-03-01\"\n",
    "x = (\n",
    "    df.sort_values(\"timestamp\")\n",
    "    .fillna(pd.to_datetime(fill_val))\n",
    "    .groupby(df.name)\n",
    "    .first()\n",
    ")\n",
    "first_date = pd.DataFrame(x.timestamp).reset_index().set_index(\"timestamp\").sort_index()\n",
    "first_date.loc[:, \"package_count\"] = list(range(1, len(first_date) + 1))\n",
    "df_first = first_date.groupby(first_date.index.to_period(\"W\")).package_count.max()\n",
    "for context in [(\"dark_background\", \"seaborn-talk\"), (\"seaborn-talk\", )]:\n",
    "    with plt.style.context(*context):\n",
    "        fig, ax = plt.subplots()\n",
    "        df_first[df_first.index > fill_val].plot(\n",
    "            title=\"Number of packages over time\",\n",
    "            ylim=(0, df_first.max() * 1.1),\n",
    "            ax=ax\n",
    "#             figsize=(16, 9),\n",
    "        )\n",
    "        fig.savefig(f\"plots/n_feedstocks-{'_'.join(context)}.png\", bbox_inches='tight', transparent=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "ddf = df_first[df_first.index > fill_val]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Period('2019-01-07/2019-01-13', 'W-SUN'),\n",
       " Period('2020-01-06/2020-01-12', 'W-SUN'),\n",
       " Period('2021-01-04/2021-01-10', 'W-SUN'),\n",
       " Period('2021-08-30/2021-09-05', 'W-SUN')]"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "inds = [40, 92, 92+52, -1]\n",
    "[ddf.index.to_numpy()[ind] for ind in inds]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2019-01-07/2019-01-13 2020-01-06/2020-01-12 3268\n",
      "2020-01-06/2020-01-12 2021-01-04/2021-01-10 3850\n",
      "2021-01-04/2021-01-10 2021-08-30/2021-09-05 2465\n"
     ]
    }
   ],
   "source": [
    "for i in range(len(inds)-1):\n",
    "    print(\n",
    "        ddf.index.to_numpy()[inds[i]],\n",
    "        ddf.index.to_numpy()[inds[i+1]], \n",
    "        ddf.to_numpy()[inds[i+1]] - ddf.to_numpy()[inds[i]]\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "arch_df = {}\n",
    "for arch in arches:\n",
    "    fill_val = \"2018-03-01\"\n",
    "    x = (\n",
    "        df.sort_values(\"timestamp\")\n",
    "        .fillna(pd.to_datetime(fill_val))\n",
    "        .loc[df.subdir == arch]\n",
    "        .groupby(df.name)\n",
    "        .first()\n",
    "    )\n",
    "    first_date = (\n",
    "        pd.DataFrame(x.timestamp).reset_index().set_index(\"timestamp\").sort_index()\n",
    "    )\n",
    "    first_date.loc[:, \"package_count\"] = list(range(1, len(first_date) + 1))\n",
    "    df_first = first_date.groupby(first_date.index.to_period(\"W\")).package_count.max()\n",
    "    arch_df[arch] = df_first"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 748.8x514.8 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "for context in [(\"dark_background\", \"seaborn-talk\"), (\"seaborn-talk\", )]:\n",
    "    with plt.style.context(*context):\n",
    "        fig, ax = plt.subplots()\n",
    "        plot_df = pd.DataFrame(arch_df)\n",
    "        plot_df.ffill()[plot_df.index > fill_val].plot(\n",
    "            title=\"Number of packages by architecture\",\n",
    "            ax=ax\n",
    "        )\n",
    "        fig.savefig(f\"plots/n_feedstocks_by_arch-{'_'.join(context)}.png\", bbox_inches='tight', transparent=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'linux-64': timestamp\n",
       " 2017-09-18/2017-09-24       1\n",
       " 2018-02-26/2018-03-04    1268\n",
       " 2018-03-05/2018-03-11    1273\n",
       " 2018-04-09/2018-04-15    1276\n",
       " 2018-04-16/2018-04-22    1344\n",
       "                          ... \n",
       " 2021-08-02/2021-08-08    8197\n",
       " 2021-08-09/2021-08-15    8210\n",
       " 2021-08-16/2021-08-22    8232\n",
       " 2021-08-23/2021-08-29    8247\n",
       " 2021-08-30/2021-09-05    8256\n",
       " Freq: W-SUN, Name: package_count, Length: 181, dtype: int64,\n",
       " 'win-64': timestamp\n",
       " 2017-10-16/2017-10-22       1\n",
       " 2018-01-15/2018-01-21       2\n",
       " 2018-02-26/2018-03-04    1171\n",
       " 2018-04-09/2018-04-15    1173\n",
       " 2018-04-16/2018-04-22    1230\n",
       "                          ... \n",
       " 2021-08-02/2021-08-08    6402\n",
       " 2021-08-09/2021-08-15    6412\n",
       " 2021-08-16/2021-08-22    6421\n",
       " 2021-08-23/2021-08-29    6436\n",
       " 2021-08-30/2021-09-05    6441\n",
       " Freq: W-SUN, Name: package_count, Length: 181, dtype: int64,\n",
       " 'osx-64': timestamp\n",
       " 2017-08-07/2017-08-13       1\n",
       " 2017-09-11/2017-09-17      11\n",
       " 2018-02-26/2018-03-04    1220\n",
       " 2018-03-05/2018-03-11    1221\n",
       " 2018-04-09/2018-04-15    1224\n",
       "                          ... \n",
       " 2021-08-02/2021-08-08    7782\n",
       " 2021-08-09/2021-08-15    7795\n",
       " 2021-08-16/2021-08-22    7809\n",
       " 2021-08-23/2021-08-29    7824\n",
       " 2021-08-30/2021-09-05    7832\n",
       " Freq: W-SUN, Name: package_count, Length: 182, dtype: int64,\n",
       " 'noarch': timestamp\n",
       " 2018-02-26/2018-03-04     149\n",
       " 2018-04-16/2018-04-22     186\n",
       " 2018-04-23/2018-04-29     218\n",
       " 2018-04-30/2018-05-06     265\n",
       " 2018-05-07/2018-05-13     304\n",
       "                          ... \n",
       " 2021-08-02/2021-08-08    9112\n",
       " 2021-08-09/2021-08-15    9138\n",
       " 2021-08-16/2021-08-22    9165\n",
       " 2021-08-23/2021-08-29    9225\n",
       " 2021-08-30/2021-09-05    9246\n",
       " Freq: W-SUN, Name: package_count, Length: 178, dtype: int64,\n",
       " 'linux-ppc64le': timestamp\n",
       " 2018-06-11/2018-06-17       3\n",
       " 2019-01-21/2019-01-27       4\n",
       " 2019-01-28/2019-02-03      18\n",
       " 2019-02-04/2019-02-10      19\n",
       " 2019-02-11/2019-02-17      20\n",
       "                          ... \n",
       " 2021-07-26/2021-08-01    1461\n",
       " 2021-08-02/2021-08-08    1489\n",
       " 2021-08-09/2021-08-15    1494\n",
       " 2021-08-23/2021-08-29    1504\n",
       " 2021-08-30/2021-09-05    1506\n",
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       " 'linux-aarch64': timestamp\n",
       " 2018-12-31/2019-01-06       2\n",
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       " 2019-01-28/2019-02-03      19\n",
       " 2019-02-04/2019-02-10      21\n",
       " 2019-02-11/2019-02-17      22\n",
       "                          ... \n",
       " 2021-08-02/2021-08-08    1517\n",
       " 2021-08-09/2021-08-15    1519\n",
       " 2021-08-16/2021-08-22    1522\n",
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       " 2021-01-11/2021-01-17     569\n",
       " 2021-01-18/2021-01-24     585\n",
       " 2021-01-25/2021-01-31     607\n",
       " 2021-02-01/2021-02-07     616\n",
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       " 2021-02-15/2021-02-21     665\n",
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       " 2021-04-12/2021-04-18     859\n",
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       " 2021-04-26/2021-05-02     902\n",
       " 2021-05-03/2021-05-09     917\n",
       " 2021-05-10/2021-05-16     980\n",
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       " 2021-05-24/2021-05-30    1047\n",
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       " 2021-06-07/2021-06-13    1091\n",
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       " 2021-06-21/2021-06-27    1109\n",
       " 2021-06-28/2021-07-04    1122\n",
       " 2021-07-05/2021-07-11    1128\n",
       " 2021-07-12/2021-07-18    1143\n",
       " 2021-07-19/2021-07-25    1156\n",
       " 2021-07-26/2021-08-01    1174\n",
       " 2021-08-02/2021-08-08    1212\n",
       " 2021-08-09/2021-08-15    1222\n",
       " 2021-08-16/2021-08-22    1243\n",
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       " Freq: W-SUN, Name: package_count, dtype: int64}"
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       "                                      filename operatingsystem  \\\n",
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       "\n",
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       "\n",
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