{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e2466007-37e8-4b37-9797-3a084a68abc1",
   "metadata": {},
   "source": [
    "<span style=\"color:#333333; font-size:24px; font-weight:bold\"> Analysis by <a href=https://github.com/cyterat style=\"color:#00b2b7;\">cyterat</a></span>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5966e722-1df5-4795-8c78-0be67fc6d2c1",
   "metadata": {},
   "source": [
    "<img src=\"https://pwimages-a.akamaihd.net/arc/6d/07/6d070b0efab67dfa6cee67e718653c271430891855.png\"></img>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "154e2c0a-9ccf-4696-b93a-867276f61519",
   "metadata": {},
   "source": [
    "# Important Notice\n",
    "**The original data analysis contained Personal Identifiable Information (PII).**\n",
    "\n",
    "**The report containing the analysis summary and visualizations was done separately.**\n",
    "\n",
    "**The list below shows changes made after the analysis originaly took place, to share the notebook publicly (github & portfolio website):**\n",
    "- Removed guild name\n",
    "- Removed guild logo\n",
    "- Added function masking character names and account names\n",
    "- Added function masking custom guild ranks\n",
    "\n",
    "**Unrelated to PII changes:**\n",
    "- Changed headers\n",
    "- Changed some code to support current (3.12) Python version"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "bf9d0a92-f28b-405c-b9ba-aa087df3067d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# THIS FUNCITON WAS CREATED TO MASK SENSITIVE INFORMATION, ALLOWING TO SHARE THIS NOTEBOOK PUBLICLY\n",
    "def mask_column(column):\n",
    "    \"\"\"\n",
    "    This function replaces and reorders characters in a column \n",
    "    using the existing set of characters to mask sensitive data.\n",
    "\n",
    "    Parameters:\n",
    "        - column (pd.Series): DataFrame column to mask sensitive data\n",
    "\n",
    "    Returns:\n",
    "        - pd.Series: masked column\n",
    "    \"\"\"\n",
    "    column = pd.Series(column)\n",
    "\n",
    "    def shuffle_string(text):\n",
    "        return ''.join([np.random.choice(list(text)) for _ in range(len(text))])\n",
    "\n",
    "    ref = {}\n",
    "    for i,e in enumerate(column.unique()):\n",
    "        ref[column.unique()[i]] = shuffle_string(column.unique()[i])\n",
    "\n",
    "    masked_column = pd.Series(column.map(ref))\n",
    "    return masked_column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "1dbf9146-37a6-4326-b1a7-bfbfeb9e5245",
   "metadata": {},
   "outputs": [],
   "source": [
    "import json\n",
    "import os\n",
    "\n",
    "path = os.path.join('data','guild-ranks.json')\n",
    "\n",
    "with open(path) as f:\n",
    "    ranks = json.load(f)\n",
    "\n",
    "# THIS FUNCITON WAS CREATED TO MASK SENSITIVE INFORMATION, ALLOWING TO SHARE THIS NOTEBOOK PUBLICLY\n",
    "def mask_guild_rank(column):\n",
    "    \"\"\"\n",
    "    This function replaces and reorders rank in a column \n",
    "    with their numerical representation where rank 1 is the lowest,\n",
    "    to mask sensitive data.\n",
    "\n",
    "    Parameters:\n",
    "        - column (pd.Series): DataFrame column to mask sensitive data\n",
    "\n",
    "    Returns:\n",
    "        - pd.Series: masked column\n",
    "    \"\"\"\n",
    "    return column.map(ranks)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b265313a-260e-4265-9121-790b7b9e2995",
   "metadata": {},
   "source": [
    "# Initial Data Analysis (IDA)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "babc15ba-0ae2-4a10-a546-c1df550f2750",
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.simplefilter(action='ignore', category=UserWarning)\n",
    "warnings.simplefilter(action='ignore', category=FutureWarning)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "56b2db9c-d32b-4d41-98c0-b1a3a3c0f3d7",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import missingno\n",
    "import seaborn as sns\n",
    "from datetime import datetime\n",
    "import os"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7b4eac8a-1f76-4374-8786-623095c13255",
   "metadata": {},
   "outputs": [],
   "source": [
    "pd.options.display.max_columns = None\n",
    "pd.options.display.max_colwidth = None\n",
    "pd.set_option('display.float_format', lambda x: '%.5f' % x)\n",
    "np.set_printoptions(suppress=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "2759552d-8500-483d-8b54-97bfab5903b9",
   "metadata": {},
   "outputs": [
    {
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   "source": [
    "nw_palette = sns.color_palette(\"blend:#ffc3a6,#FA9455,#F56504,#CC5404,#A44403,#7B3303,#522202\", n_colors=9)\n",
    "nw_palette"
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   "cell_type": "code",
   "execution_count": 7,
   "id": "00e160b0-6ac2-4c39-8a21-acad39154391",
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   "outputs": [
    {
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       "<div style=\"vertical-align: middle;\"><strong>blend</strong> </div><div class=\"cmap\"><img alt=\"blend colormap\" title=\"blend\" style=\"border: 1px solid #555;\" src=\"data:image/png;base64,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\"></div><div style=\"vertical-align: middle; max-width: 514px; display: flex; justify-content: space-between;\"><div style=\"float: left;\"><div title=\"#ffc3a6ff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #ffc3a6ff;\"></div> under</div><div style=\"margin: 0 auto; display: inline-block;\">bad <div title=\"#00000000\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #00000000;\"></div></div><div style=\"float: right;\">over <div title=\"#522202ff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #522202ff;\"></div></div>"
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    "nw_cmap = sns.color_palette(\"blend:#ffc3a6,#FA9455,#F56504,#CC5404,#A44403,#7B3303,#522202\", as_cmap=True)\n",
    "nw_cmap"
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   "execution_count": 8,
   "id": "5fb97f57-514c-4845-9c0d-02c60e7061f2",
   "metadata": {},
   "outputs": [
    {
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   "source": [
    "nw_cmap_heatmap = sns.color_palette(\"blend:#7B3303,#cca299,#f56504\", as_cmap=True)\n",
    "nw_cmap_heatmap"
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   "cell_type": "code",
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   "id": "b7a4f14d-acee-4d16-9051-1ab304124a94",
   "metadata": {},
   "outputs": [
    {
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    "nw_cmap_heatmap_5 = sns.color_palette(\"blend:#7B3303,#cca299,#f56504\",n_colors=5)\n",
    "nw_cmap_heatmap_5"
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  {
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   "outputs": [],
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    "nw_clr_single = '#f56504'\n",
    "nw_clr_single_greyed = '#cca299'"
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   "cell_type": "code",
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   "outputs": [
    {
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   "source": [
    "sns.color_palette(\"blend:#f56504,#cca299\", n_colors=2)"
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  {
   "cell_type": "markdown",
   "id": "84c66958-2cf1-4197-b4c9-74795380138d",
   "metadata": {},
   "source": [
    "## Data Extraction & Cleaning\n",
    "\n",
    "* Export members records with **/ExportGuildMemberList guild-member-list-281221.csv** command\n",
    "<br></br>\n",
    "* **/ExportGuildDonationLog** -- exports coffer donations\n",
    "<br></br>\n",
    "* default export directory *C:\\Program Files (x86)\\Steam\\steamapps\\common\\Cryptic Studios\\Neverwinter\\Live\\guild-member-list-281221.csv*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "c2fc5bf9-27d4-4079-ba0b-f738020c6680",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['guild-member-list-281221-OUT.csv', 'guild-ranks.json']"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "os.listdir('data')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "306deeb7-ec4f-4457-a748-6fb1d63a886e",
   "metadata": {},
   "outputs": [],
   "source": [
    "file = os.path.join('data','guild-member-list-281221-OUT.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "8b1728c7-43fe-47f7-bd7d-c40161924477",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(334, 8)"
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     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pd.read_csv(file).shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "10a36c53-ab18-4188-b702-841a57dc0a76",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 334 entries, 0 to 333\n",
      "Data columns (total 8 columns):\n",
      " #   Column              Non-Null Count  Dtype \n",
      "---  ------              --------------  ----- \n",
      " 0   Character Name      334 non-null    object\n",
      " 1   Account Handle      334 non-null    object\n",
      " 2   Level               334 non-null    int64 \n",
      " 3   Class               334 non-null    object\n",
      " 4   Guild Rank          334 non-null    object\n",
      " 5   Contribution Total  334 non-null    int64 \n",
      " 6   Join Date           334 non-null    object\n",
      " 7   Last Active Date    334 non-null    object\n",
      "dtypes: int64(2), object(6)\n",
      "memory usage: 126.6 KB\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "((334, 8), None)"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_tmp = pd.read_csv(file)\n",
    "_tmp.shape, _tmp.info(memory_usage='deep')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "f30d944a-b56b-491d-939d-312845f0b2b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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fPoSbm9uHKjZjjDHGGDMx27dvR+fOneHh4SG/gLxLUFAQatasCXNzc8TGxsLGxkbndtevX0eVKlXQpEkTdO7cGX369OEvHh8TIsKuXbsAAH379tVaX6dOHZQtWxbJycnYs2dPVhePMcYYY4x9RMqWLQsAiIuLM3if1NRUJCYm6tyGiDBgwACYmZlh2bJl711OTjyyQVhYGJ4+fQoA8PX11bmNsvzcuXNZVi7GGGOMMfbxOXPmDADAx8fH4H28vLyQL18+ndusXr0aJ06cwNixY+Hl5fXe5bR47yMwg926dQsAZOcgXZT/ucq2jDHGGGOMKVJTU/H06VP4+fnhhx9+gJ2dHX788ccM9yEiPHv2DIGBgRg1ahQsLCywYMECnds+f/4cY8aMQcmSJTFmzJgPUmZOPLJBVFQUAMDR0RFCCJ3bODk5aWybXb755pts/fszsnz58uwugk4cM+Nw3AzHMTMOx81wHDPjcNwMxzF7t0WLFmHEiBEay9q3b4/p06ejYsWKOvfZvXs3OnTooLGsQYMG2L59e7qtb0aMGIGXL19i06ZNsLa2/iBl56ZW2UCZo8PKyirdbZT/wfHx8VlSJsYYY4wxlvN5enrC19cXNWvWlAMQHT16FJs3b0ZqaqrOfVxcXODr64tPPvkEnp6eEELg/Pnz2LBhg866ZmBgIDZu3IjPP/8cn3766QcrOyce2UAZNUDXRC8KpZOPra1tlpSJMcYYY4zlfJ06dcLJkydx7tw5hIeH4+zZsyhWrBhmzZqFIUOG6NynXr16OHnyJM6cOYNHjx7h6tWr+OSTT7BixQr873//09g2ISEBAwcOhL29PRYuXPhBy86JRzZQmlFFR0cjvdGMlSZWyraMMcYYY4ylVatWLezfvx/W1tZYsWIFHjx48M59ypUrh71798LNzQ3+/v44efKkXPfTTz/h9u3bmDx5MgoVKvRBy8qJRzYoVaoUgLdfNZ48eaJzm7t372psyxhjjDHGmC4eHh6oUqUKVCoVQkJC9NrHzs4ODRs2BAAEBwfL5ZcuXQIAzJkzB+7u7hp/hg0bBgA4ceKEXPbw4UO9y8mdy7NBkSJF4O7ujvDwcJw6dQqdO3fW2ubUqVMA3maxjDHGGGOMZSQlJUXjn++7z/Pnz9PdLykpCc+ePQOAdPuV6MJfPLKBEEKOLLB69Wqt9adPn0ZoaCgsLS3fe2p6xhhjjDFm2u7fvy+/dHh7e+u1z6tXr3D06FEAQJUqVeTy3bt3g4h0/lm7di0AoEmTJnJZsWLF9C4nJx6ZaNGiRShWrBi6dOmitW7UqFGwsrLCoUOHMHfuXNnX48GDB/jqq68AAP369YO7u3uWlpkxxhhjjOUsFy9exOTJk2VTfHX+/v5o2bIlUlJS0KpVK5QoUQIA8OTJEwwfPhxXr17V2ufs2bNo0aIFXr58iUqVKqFBgwaZfg4AJx56O3XqFFxdXeWfLVu2AAB+/PFHjeXq7dyio6Px4MEDhIeHax2vePHiWLlyJczMzDB69GgULlwYPj4+KFWqFG7cuIFq1aph7ty5WXZ+jDHGGGMsZ3r9+jWmTZuGEiVKoGDBgqhRowa8vb3h5OSEli1bIjQ0FDVq1MD69evlPklJSVi8eDEqVqwIFxcXVKtWDT4+PsifPz9q166Ns2fPokSJEti1axfMzc2z5Dy4j4eekpOTERkZqbU8Li4OcXFx8r8NaefWq1cvlCxZEj/++CNOnz6Na9euwcvLC127dsWYMWPksLuMMcYYYyz38vb2xuLFixEYGIirV68iNDQUSUlJcHFxQe3atdG5c2f06NEDFhb/Ve3d3d3x22+/ITAwEJcvX8adO3fw5s0bODk5oXHjxmjfvj369euXpVM3cOKhp4YNG6Y79G16pkyZgilTpmS4TZ06dbB37973KBljjDHGGDNlTk5OGDp0KIYOHar3PjY2Nujfvz/69+//wcrRu3dv9O7d2+j9uakVY4wxxhhjLNNx4sEYY4wxxhjLdJx4MMYYY4wxxjIdJx6MMcYYY4yxTMeJB2OMMcYYYyzTceLBGGOMMcYYy3SceDDGGGOMMcYyHScejDHGGGOMsUzHiQdjjDHGGGMs03HiwRhjjDHGGMt0nHgwxhhjjDHGMh0nHowxxhhjjLFMx4kHY4wxxhhjLNNx4mGg/fv3o2nTpnB2doadnR18fHywdOlSqFQqg4/1+vVrTJs2DVWrVoW9vT2srKxQpEgRdO/eHcHBwZlQesYYY4wx9rEhIpw8eRKjRo3CJ598AkdHR1hZWcHDwwMdO3bE0aNH33mMbdu2oUWLFnBzc4O1tTU8PT3RokULrFmzRmvbYsWKQQjxzj9Tp0416DwsDNo6l5s9ezbGjh0LAPDy8oK9vT1CQkIwdOhQBAQEYNeuXTAz0y+Xi4iIQL169XDz5k2YmZmhePHisLe3x507d7Bp0yZs3boVv//+O7p27ZqZp8QYY4wxxnK4I0eOoGnTpgAAMzMzlCxZEnZ2drh16xZ27tyJnTt3YsKECZg+fbrWvomJiejcuTP8/PwAvK3DFi1aFOHh4Th8+DBevHiBr776SmOfGjVqoFChQjrLEhcXh0uXLgEAateubdB58BcPPZ05cwbjxo2DmZkZNm3ahDt37iAkJATBwcFwc3ODn58fFixYoPfxxo0bh5s3b6JMmTK4evUqbt++jcuXLyM8PBz9+/dHamoqBg4ciJiYmEw8K8YYY4wxltMREUqWLInly5fjxYsXuHHjBoKDgxEZGSlfis+YMQN//fWX1r59+vSBn58f6tevj9DQUNy5cwfnz59HWFgYwsPDMWvWLK19tm/fjpMnT+r888033wAAChYsiCZNmhh0Hpx46GnGjBkgIvTr10/jK4S3t7dMOGbPno3k5GS9jrdv3z4AwNy5c1G2bFm53M7ODj///DNcXV0RExODU6dOfcCzYIwxxhhjH5uaNWvi+vXrGDRoEJycnORyKysrzJo1Cy1btgQArFy5UmM/f39/bN68GWXLloW/vz/KlCmjsT5//vxo3ry5QWX5/fffAQDdunWDubm5Qfty4qGHmJgYBAQEAAD69u2rtb5Tp05wcHBAZGSkXm3sACA+Ph7A289daVlYWKBo0aIAgJSUFGOLzRhjjDHGTICDgwMsLNLvIdGsWTMAwM2bNzWWL1q0CAAwYcIE2Nravnc5Hjx4gBMnTgAAevbsafD+nHjo4dKlS0hKSoKNjQ18fHy01ltaWqJGjRoAgHPnzul1zMqVKwMATp8+rbXu5cuXCA0NhYWFBapUqWJ8wRljjDHGmMlLSEgAAI3kIj4+HoGBgRBCoHXr1jh27Bj69u2LJk2aoGPHjli0aBFev35t0N+zceNGEBEqVaoEb29vg8vJiYcebt26BQAoUqRIutmm8uVC2fZdpkyZAktLS4waNQpr167Fs2fP8ObNG5w6dQpt2rTBmzdv8MMPP6Bw4cIf5iQYY4wxxpjJISJs374dAODr6yuXh4SEICUlBR4eHvjpp5/QqFEjrFmzBkeOHMHOnTsxYsQIlC1bFpcvX9b77/rjjz8AGPe1A+DEQy9RUVEAoNGmLi1lnbLtuzRu3BiHDx9G5cqV8dVXX8Hd3R329vaoW7cunj59ij/++EPnyASMMcYYY4wpVq5ciUuXLsHKygrDhw+Xy58+fQrg7Uiqs2fPxmeffYbQ0FAkJibi/Pnz8PHxwZMnT9CuXTvExsa+8++5cOECrl+/DjMzM3Tr1s2osnLioQfl85WVlVW621hbWwP4r++GPu7du4eIiAgIIVC0aFFUqlQJtra2uH//PlatWoX79++/V7kZY4wxxpjpCg4OxrBhwwC8HQipRIkSct2bN28AAMnJyfDy8sKOHTtQpkwZWFlZoUaNGti3bx/y5MmDsLAwrF279p1/l/K1o3HjxvD09DSqvJx46MHGxgYAkJSUlO42iYmJAKB3x50ff/wRffr0gRACly9fxv379/HPP/8gIiICffv2xbFjx+Dr64tXr169/wkwxhhjjDGTcu/ePbRp0wYJCQno1q0bvv/+e431Sv0VAL755htYWlpqrHd3d0eXLl0AvB39KiMpKSnYvHkzAKBXr15Gl5kTDz3o04xKn+ZYioiICEybNg0AsG7dOtnRHADs7e3x66+/onz58njy5AmWL1/+PkVnjDHGGGMmJjw8HM2aNcPTp0/RunVrrFu3DkIIjW3U66TqUzeoK1euHAC8s5XNoUOHEBERATs7O3To0MHocnPioYdSpUoBAMLCwtId3vbu3bsa22bkwoULSEhIgL29PWrWrKm13sLCAg0bNpTbMsYYY4wxBrwd/bRZs2a4c+cOGjRogO3bt2t9zQCgMWeH0iUgLWV5ampqhn+n0syqQ4cOsLe3N7bonHjoo2rVqrC0tERCQgKCg4O11icnJyMoKAgAUKtWrXceT5+hy4gIwH/9SxhjjDHGWO4WGxuLVq1a4cqVK6hRowb27t2bbjP/QoUKydFRlRfkaSnLM+qz8fr1a+zZsweA8aNZKTjx0IODgwOaNm0KAFi9erXW+u3btyMmJgYuLi7yS0VGlK8isbGxOH/+vNb6lJQUHD9+HABQunTp9yg5Y4wxxhgzBYmJiWjXrh3OnTuHChUqwN/fH3nz5s1wn06dOgEANmzYoLUuISEBW7duBfC2w3h6duzYgbi4OBQsWBBNmjR5jzPgxENv48ePhxACq1atkp1rgLdjJI8cORIAMHr0aI2RrxYtWoRixYrJjjuKqlWronz58gCA3r17459//pHrXr9+jYEDB+LatWsAgB49emTaOTHGGGOMsZwvNTUVXbp0wZEjR1CiRAkcPnwYzs7O79xv1KhRsLe3x6lTpzBz5kyoVCoAb0dhHThwIJ4+fQonJyf0798/3WMozay6desGc3Pz9zqP9OdeZxp8fX0xffp0TJgwAd26dcOECRNgb2+PK1euQKVSoXXr1vjuu+809omOjsaDBw9QrFgxjeVCCPz+++9o2rQpQkNDUaVKFRQtWhQODg64deuWHJJ3xowZqFatWladImOMMcYYy4G2bduG3bt3AwDMzMzkl4y0ChYsKCcTBN6OXLVp0yZ8/vnnmDBhApYuXYoiRYrg5s2bePXqFfLkyYMtW7Ygf/78Oo/3+PFjHD16FMD7N7MCOPEwyPjx4+Ht7Y2FCxfi4sWLCA8PR6VKldCnTx8MGTLEoCzQx8cHV65cwfz58+Hv74979+7h8ePHyJ8/P1q1aoXBgwejUaNGmXg2jDHGGGPsY6BM2wAAt27dwq1bt3RuV7RoUa1ln332GS5cuIBZs2bh2LFjuHz5MvLnz4927dph7Nix6Y54BQAbN26ESqVCpUqV4O3t/d7nwYmHgdq0aYM2bdrote2UKVMwZcqUdNd7eHhg/vz5mD9//gcqHWOMMcYYMzW9e/dG7969jd6/UqVKGl0F9DV69GiMHj3a6L83Le7jwRhjjDHGGMt0nHgwxhhjjDHGMh0nHowxxhhjjLFMx4kHY4wxxhhjLNNx4sEYY4wxxhjLdJx4MMYYY4wxxjIdJx6MMcYYY4yxTMeJB2OMMcYYYyzTceLBGGOMMcYYy3SceDDGGGOMMcYyHScejDHGGGOMsUzHiQdjjDHGGGMs03HiwRhjjDHGGMt0nHgYaP/+/WjatCmcnZ1hZ2cHHx8fLF26FCqVyuhjbtu2DS1atICbmxusra3h6emJFi1aYM2aNR+w5Iwxxhhj7GNERDh58iRGjRqFTz75BI6OjrCysoKHhwc6duyIo0ePZrj/mTNn0K5dO+TPnx+2trYoX748pk+fjoSEhAz3u379Orp3746CBQvCxsYGJUqUwPfff4/o6GijzoMTDwPMnj0brVu3RmBgIJycnFCyZEmEhIRg6NCh6NChg8HJR2JiItq1a4cvvvgCBw8ehL29Pby9vWFubo7Dhw9j+fLlmXQmjDHGGGPsY3HkyBHUq1cP8+bNQ1BQENzc3FCxYkW8fv0aO3fuROPGjTFx4kSd+27cuBH16tWDn58frK2tUa5cOdy+fRuTJk1C/fr1ERcXp3O/o0ePolq1ati0aRNSU1NRoUIFhIeHY/78+ahWrRqePXtm8Hlw4qGnM2fOYNy4cTAzM8OmTZtw584dhISEIDg4GG5ubvDz88OCBQsMOmafPn3g5+eH+vXrIzQ0FHfu3MH58+cRFhaG8PBwzJo1K5POhjHGGGOMfSyICCVLlsTy5cvx4sUL3LhxA8HBwYiMjMTYsWMBADNmzMBff/2lsd/9+/fRt29fpKamYs6cOXj48CGCg4Nx69YtlClTBkFBQRg9erTW3/f69Wt88cUXiI+Px9ChQ/H48WNcvHgRYWFh8PX1xd27d9G3b1+Dz4MTDz3NmDEDRIR+/fqha9eucrm3t7dMOGbPno3k5GS9jufv74/NmzejbNmy8Pf3R5kyZTTW58+fH82bN/9wJ8AYY4wxxj5KNWvWxPXr1zFo0CA4OTnJ5VZWVpg1axZatmwJAFi5cqXGfnPnzkViYiKaN2+OUaNGQQgBAChatKhs0r9ixQqtrxe//vornj9/jnLlymHBggWwtLQEALi4uGDTpk2wsLDAvn37EBwcbNB5cOKhh5iYGAQEBACAzuyuU6dOcHBwQGRk5Dvb2CkWLVoEAJgwYQJsbW0/WFkZY4wxxphpcXBwgIWFRbrrmzVrBgC4efOmXEZE2LVrFwDd9dc6deqgbNmySE5Oxp49ezTW7dy5EwDQu3dvmJuba6wrUqQImjZtCgD4888/DToPTjz0cOnSJSQlJcHGxgY+Pj5a6y0tLVGjRg0AwLlz5955vPj4eAQGBkIIgdatW+PYsWPo27cvmjRpgo4dO2LRokV4/fr1Bz8PxhhjjDFmepRO4uovs8PCwvD06VMAgK+vr879lOXq9deUlBRcvHjR4P30kX7qxKRbt24BeJvhpZdtenl5ITAwUG6bkZCQEKSkpMDT0xM//fQTZs+erbF+586dmDt3Lvbt24cqVaq8d/kZY4wxxphpIiJs374dgGaioNRJra2t4eHhoXNfLy8vjW2Bt/1ClK4Dynp99tMHf/HQQ1RUFABotKlLS1mnbJsRJfuMiIjA7Nmz8dlnnyE0NBSJiYk4f/48fHx88OTJE7Rr1w6xsbEf4AwYY4wxxpgpWrlyJS5dugQrKysMHz5cLlfqpI6OjrJvR1q66q/q/55e3deQeq86Tjz0oHy+srKySncba2trAG+bUb3LmzdvAADJycnw8vLCjh07UKZMGVhZWaFGjRrYt28f8uTJg7CwMKxdu/YDnAFjjDHGGDM1wcHBGDZsGIC3AyGVKFFCrjO2/qo+t0d6+xpS71XHiYcebGxsAABJSUnpbpOYmAgAenUUV44HAN98840cKUDh7u6OLl26AHg7+hVjjDHGGGPq7t27hzZt2iAhIQHdunXD999/r7He2Pqrej01vX0Nqfeq48RDD/p8TtKnOVba4wFA2bJldW5Trlw5AG/b2THGGGOMMaYIDw9Hs2bN8PTpU7Ru3Rrr1q3Tak6l1Dejo6NBRDqPo6v+qv7v6dV9Dan3quPEQw+lSpUC8HZ0gJSUFJ3b3L17V2PbjKjP2aF8qkpLWZ6ammpQWRljjDHGmOl6+fIlmjVrhjt37qBBgwbYvn27VusZ4L86aWJiIp48eaLzWLrqr8WKFZPHU9brs58+OPHQQ9WqVWFpaYmEhASdE6UkJycjKCgIAFCrVq13Hq9QoUIoXLgwgHf/D/X09DS22IwxxhhjzITExsaiVatWuHLlCmrUqIG9e/em29ypSJEicHd3BwCcOnVK5zbKcvX6q4WFhZw+wpD99MGJhx4cHBzkRCmrV6/WWr99+3bExMTAxcUFDRs21OuYnTp1AgBs2LBBa11CQgK2bt0KAGjcuLGRpWaMMcYYY6YiMTER7dq1w7lz51ChQgX4+/sjb9686W4vhECHDh0A6K6/nj59GqGhobC0tETbtm011v3vf/8DAKxbt06r9U1YWJicWLtjx44GnQMnHnoaP348hBBYtWoVNm/eLJeHhIRg5MiRAIDRo0dr9P5ftGgRihUrJjuKqxs1ahTs7e1x6tQpzJw5EyqVCsDb0QEGDhyIp0+fwsnJCf3798/kM2OMMcYYYzlZamoqunTpgiNHjqBEiRI4fPgwnJ2d37nfqFGjYGVlhUOHDmHu3Lmyr8eDBw/w1VdfAQD69esnv4woBg4cCFdXV1y/fh0jR46U83pERkaiW7duSElJQcuWLVGtWjWDzoMTDz35+vpi+vTpUKlU6NatG0qUKAFvb2/4+Pjg2bNnaN26Nb777juNfaKjo/HgwQOEh4drHc/d3R2bNm2ClZUVJkyYAA8PD9SsWRMFCxbE+vXrkSdPHmzZsgX58+fPqlNkjDHGGGM50LZt27B7924AgJmZGTp16oS6detq/VFa1CiKFy+OlStXwszMDKNHj0bhwoXh4+ODUqVK4caNG6hWrRrmzp2r9fc5ODhgy5YtsLGxwZIlS+Dp6Ynq1aujSJEiOHXqFIoVK4Y1a9YYfB6ceBhg/Pjx2Lt3Lxo3bozIyEjcvn0blSpVwqJFi7Bnzx6Ym5sbdLzPPvsMFy5cQJcuXSCEwOXLl2FnZ4devXrh4sWLaN68eSadCWOMMcYY+1gow9cCb2cLP3XqlM4/Sp9jdb169cKJEyfQpk0bxMfH49q1a/Dy8sKUKVNw8uRJ2NnZ6fw7mzRpolFP/ffff+Hm5oaRI0ciODhY6yuJPiwM3iOXa9OmDdq0aaPXtlOmTMGUKVMy3KZSpUoaTbcYY4wxxhhT17t3b/Tu3dvo/evUqYO9e/cavF+FChU+aD2Vv3gwxhhjjDHGMh0nHowxxhhjjLFMx4kHY4wxxhhjLNNx4sEYY4wxxhjLdJx4MMYYY4wxxjIdJx6MMcYYY4yxTMeJB2OMMcYYYyzTceLBGGOMMcYYy3SceDDGGGOMMcYyHScejDHGGGOMsUzHiQdjjDHGGGMs03HiwRhjjDHGGMt0nHgYaP/+/WjatCmcnZ1hZ2cHHx8fLF26FCqV6r2PvWrVKgghIIRAv379PkBpGWOMMcaYKbh37x5WrlyJr7/+Gt7e3rCwsIAQAjNmzEh3n6NHj2Lo0KGoXbs2PD09YW1tjbx586JatWqYPn06Xr9+rXO/4OBgjBo1CvXr10eRIkVga2sLOzs7VKxYEaNGjcKzZ8+MOgcLo/bKpWbPno2xY8cCALy8vGBvb4+QkBAMHToUAQEB2LVrF8zMjMvlnj9/jjFjxnzI4jLGGGOMMROxePFiLF682KB9Vq9ejY0bN8LCwgIeHh6oXLkynj9/jkuXLiE4OBhr167FsWPHUKRIEY39du7ciXnz5sHc3Bzu7u6oUKECoqOjERoaiqtXr2Lt2rU4fPgwqlatalB5+IuHns6cOYNx48bBzMwMmzZtwp07dxASEoLg4GC4ubnBz88PCxYsMPr4I0aMQHR0NFq3bv0BS80YY4wxxkyBq6sr2rRpg2nTpuHAgQPo2LHjO/fp0KEDDhw4gJiYGDx48ABBQUG4f/8+rly5gsqVK+PevXsYNGiQ1n4NGjTAzp078fLlSzx69AgXLlzA7du3cefOHTRu3BiRkZHo2bOnwefAXzz0NGPGDBARvv76a3Tt2lUu9/b2xoIFC9C9e3fMnj0bw4YNg6WlpUHHDggIwMaNGzFo0CAUKFAA+/bt+9DFZ4wxxhhjH7EJEyZo/PeWLVveuU96yUn58uWxatUq1KxZEwcPHkRCQgJsbGzk+mbNmuncr2jRoti8eTPc3d1x9epV3Lp1C6VKldL7HPiLhx5iYmIQEBAAAOjbt6/W+k6dOsHBwQGRkZE4evSoQcdOSEiQCcesWbM+SHkZY4wxxhjLSNmyZQEAqampSExM1Hu/AgUKwMnJCQAQFxdn0N/JiYceLl26hKSkJNjY2MDHx0drvaWlJWrUqAEAOHfunEHHnjFjBm7fvo25c+fC0dHxQxSXMcYYY4yxDJ05cwbA237L+fLl03u/mzdv4uXLl8ibN69BXzsATjz0cuvWLQBAkSJFYGGhu3Wal5eXxrb6uH79OubOnYt69eqhV69e719QxhhjjDHG0kFECA8Px8aNG9G7d29YWFjo3Uf5xYsX8PPzQ9u2bQEAP/74I/LkyWPQ3899PPQQFRUFAPKzki7KOmXbdyEiDBgwACqVCsuXL3//QjLGGGOMMabD7t270aFDB41lDRo0wPbt2+Hr65vufpcvX9YauapKlSrYu3cv2rRpY3A5+IuHHhISEgAAVlZW6W5jbW0NAIiPj9frmKtXr8aJEycwfPhwVKxY8f0LyRhjjDHGmA4uLi7w9fXFJ598Ak9PTwghcP78eWzYsCHDuqu9vT18fX1Rp04dFCtWDObm5rhy5Qo2bNiAly9fGlwO/uKhB6WXf1JSUrrbKJ1ybG1t33k8Zc6OQoUKYfLkyR+mkIwxxhhjjOlQr149nDx5Uv739evXMXjwYKxYsQJhYWE4cOCAzv1Kliypsd/Dhw/x3XffYfv27QgNDUVwcHC63RB04S8eetCnGZU+zbEUo0ePxsuXL7Fw4ULY29t/mEIyxhhjjDGmh3LlymHv3r1wc3ODv7+/RnKRkcKFC2PLli3w9vbGv//+q9eQvuo48dCD0mM/LCwMKSkpOre5e/euxrYZuXTpEgBgyJAhcHd31/gzb948AMCmTZvkMsYYY4wxxj4kOzs7NGzYEAAQHBys935mZmZo0aKFwfsB3NRKL1WrVoWlpSUSEhIQHByMmjVraqxPTk5GUFAQAKBWrVp6H/fZs2fprouPj9e7vwhjjDHGGGOGUl6op/di/UPvx1889ODg4ICmTZsCeNspPK3t27cjJiYGLi4uMnPMyOXLl0FEOv8ofT769u0rlzHGGGOMMfYhvXr1Sk58XaVKFb33S0lJwb59+wzeD+DEQ2/jx4+HEAKrVq3C5s2b5fKQkBCMHDkSwNu+G+ojXy1atAjFihVDly5dsry8jDHGGGMs93ry5AmGDx+Oq1evaq07e/YsWrRogZcvX6JSpUpo0KCBxvrevXvj/PnzWi/Ar169inbt2iE0NBTu7u74/PPPDSoTN7XSk6+vL6ZPn44JEyagW7dumDBhAuzt7XHlyhWoVCq0bt0a3333ncY+0dHRePDgAYoVK5Y9hWaMMcYYYybh1KlTaNeunfzv2NhYAG8n8lu0aJFcfunSJRQuXBhJSUlYvHgxFi9eDGdnZxQrVgxEhIcPH+LFixcAgBIlSmDXrl0wNzfX+LvWr1+P9evXI2/evPDy8oKFhQUeP36MZ8+egYhQoEAB+Pn5wcHBwaBz4MTDAOPHj4e3tzcWLlyIixcvIjw8HJUqVUKfPn0wZMgQrf9pjDHGGGOMfQjJycmIjIzUWh4XF4e4uDj536mpqQAAd3d3/PbbbwgMDMTly5dx584dvHnzBk5OTmjcuDHat2+Pfv366ZwKYsOGDQgMDERQUBAePnyImJgYODg4oE6dOmjVqhUGDRqk10iuaXHiYaA2bdroPVPjlClTMGXKFIOOb8w+jDHGGGPMtDVs2NCgvr82Njbo378/+vfvb/Df1bNnT/Ts2dPg/d6F+3gwxhhjjDHGMh0nHowxxhhjjLFMx4kHY4wxxhhjLNNx4sEYY4wxxhjLdJx4MMYYY4wxxjIdJx6MMcYYY4yxTMeJB2OMMcYYYyzTceLBGGOMMcYYy3SceDDGGGOMMcYyHScejDHGGGOMsUzHiQdjjDHGGGMs03HiwRhjjDHGGMt0nHgwxhhjjDHGMh0nHgbav38/mjZtCmdnZ9jZ2cHHxwdLly6FSqUy6DiXLl3CpEmT0KBBA7i6usLS0hIFChRAy5YtsWvXrkwqPWOMMcYY+5ilpqZi5cqVsg5pY2ODokWLon379tizZ0+6+23btg0tWrSAm5sbrK2t4enpiRYtWmDNmjVZVnaLLPubTMDs2bMxduxYAICXlxfs7e0REhKCoUOHIiAgALt27YKZ2btzuTt37sDHx0f+d/HixVGsWDHcvXsX/v7+8Pf3x5dffok1a9bodTzGGGOMMWb6oqKi0KpVK5w9exZCCJQuXRrFihXDkydPsGfPHlhYWKBdu3Ya+yQmJqJz587w8/MD8LYOW7RoUYSHh+Pw4cN48eIFvvrqqywpP9dq9XTmzBmMGzcOZmZm2LRpE+7cuYOQkBAEBwfDzc0Nfn5+WLBggV7HIiIULFgQP/30E548eYK7d+/iwoULePHiBZYuXQohBNavX4/ly5dn8lkxxhhjjLGPgUqlQtu2bXH27Fn873//Q1hYGEJDQ3HhwgU8efIEDx8+xNChQ7X269OnD/z8/FC/fn2Ehobizp07OH/+PMLCwhAeHo5Zs2Zl2Tlw4qGnGTNmgIjQr18/dO3aVS739vaWCcfs2bORnJz8zmMVKlQIt2/fxujRo1GwYEG53MzMDEOGDMGAAQMAACtXrvzAZ8EYY4wxxj5GK1aswMmTJ9GoUSNs374dhQoV0lhfqFAh1K9fX2OZv78/Nm/ejLJly8Lf3x9lypTRWJ8/f340b94808uu4MRDDzExMQgICAAA9O3bV2t9p06d4ODggMjISBw9evSdx7OxsUGePHnSXa/8AG7evGlkiRljjDHGmClZvHgxAGD69Ol6N8VftGgRAGDChAmwtbXNrKLpjRMPPVy6dAlJSUmwsbHR6JuhsLS0RI0aNQAA586de++/LyEhAQByxA+EMcYYY4xlr1u3biE0NBTOzs6oU6cO9uzZgx49eqBJkybo0qULVq1ahcTERI194uPjERgYCCEEWrdujWPHjqFv375o0qQJOnbsiEWLFuH169dZeh7cuVwPt27dAgAUKVIEFha6Q+bl5YXAwEC57fvYtm0bAMDX1/e9j8UYY4wxxj5uFy9eBACULVsWPXv2xMaNGzXWb926FfPnz4e/vz+KFi0KAAgJCUFKSgo8PT3x008/Yfbs2Rr77Ny5E3PnzsW+fftQpUqVLDkP/uKhh6ioKACAk5NTutso65RtjXXo0CHs3r0bADBq1Kj3OhZjjDHGGPv4PX36FAAQFBSEjRs3ol+/frh//z4SEhIQEBAALy8vhIaGomPHjnKKB2WfiIgIzJ49G5999hlCQ0ORmJiI8+fPw8fHB0+ePEG7du0QGxubJefBiYcelKZPVlZW6W5jbW0N4O1nLWOFhYWhe/fuAIBvvvlGq4MQY4wxxhjLfd68eQMASE5ORr169bBy5UoULVoU1tbWaNKkCXbu3AkhBC5evIh9+/Zp7ePl5YUdO3agTJkysLKyQo0aNbBv3z7kyZMHYWFhWLt2bZacByceerCxsQEAJCUlpbuN0q7O2H4ZL1++RMuWLfHixQs0bNhQ76F5GWOMMcaYaVPqogAwbNgwrfXe3t5o1KgRgLcjWaXd55tvvoGlpaXGPu7u7ujSpYvGPpmNEw896NOMSp/mWOmJjY1Fq1atcO3aNVSrVg1+fn7yCwpjjDHGGMvd1OuXZcuW1blNuXLlAAD37983ep/MxomHHkqVKgXgbVOolJQUndvcvXtXY1t9JSYmol27djh37hzKly8Pf39/5M2b9/0KzBhjjDHGTIb6/BvpvZxWlqemphq9T2bjxEMPVatWhaWlJRISEhAcHKy1Pjk5GUFBQQCAWrVq6X3clJQUdO7cGUeOHIGXlxcOHz4MV1fXD1ZuxhhjjDH28atatapsOqW87E5LWe7p6Qng7YSChQsXNmifzMaJhx4cHBzQtGlTAMDq1au11m/fvh0xMTFwcXFBw4YN9TomEaF3797w8/ODh4cHAgIC4OHh8SGLzRhjjDHGTICdnR1atWoFAFi/fr3W+vDwcBw8eBAA0LhxY7m8U6dOAIANGzZo7ZOQkICtW7dq7ZOZOPHQ0/jx4yGEwKpVq7B582a5PCQkBCNHjgQAjB49WmPkq0WLFqFYsWKy4466YcOGYePGjXB1dUVAQACKFy+e+SfBGGOMMcY+SpMmTYK5uTm2bNmikXxER0ejd+/eiI+Ph5eXl0w2gLdTM9jb2+PUqVOYOXOmHGo3Pj4eAwcOxNOnT+Hk5IT+/ftnyTlw4qEnX19fTJ8+HSqVCt26dUOJEiXg7e0NHx8fPHv2DK1bt8Z3332nsU90dDQePHiA8PBwjeVnzpzB0qVLAbwdBevrr79G3bp1df5hjDHGGGPM29sby5Ytk61mihYtiho1asDT0xMHDx6Eq6srduzYofES3N3dHZs2bYKVlRUmTJgADw8P1KxZEwULFsT69euRJ08ebNmyBfnz58+Sc+CZyw0wfvx4eHt7Y+HChbh48SLCw8NRqVIl9OnTB0OGDIG5ublex1Gf0v7hw4d4+PBhZhWZMcYYY4yZiIEDB6JChQqYO3cuzpw5g3/++QceHh5o3bo1xo4dq7OvxmeffYYLFy5g1qxZOHbsGC5fvoz8+fOjXbt2GDt2bLojXmUGTjwM1KZNG7Rp00avbadMmYIpU6ZoLW/YsCGI6AOXjDHGGGOMmbp69eqhXr16Bu1TqVIlja4C2YWbWjHGGGOMMcYyHScejDHGGGOMsUzHiQdjjDHGGGMs03HiwRhjjDHGGMt0nHgwxhhjjDHGMh0nHowxxhhjjLFMx4kHY4wxxhhjLNNx4sEYY4wxxhjLdJx4MMYYY4wxxjIdJx6MMcYYY4yxTMeJB2OMMcYYYyzTceLBGGOMMcYYy3SceDDGGGOMMcYyHSceBtq/fz+aNm0KZ2dn2NnZwcfHB0uXLoVKpTLqeGfOnEG7du2QP39+2Nraonz58pg+fToSEhI+cMkZY4wxxtjH7kPXRbMSJx4GmD17Nlq3bo3AwEA4OTmhZMmSCAkJwdChQ9GhQweD/4dv3LgR9erVg5+fH6ytrVGuXDncvn0bkyZNQv369REXF5dJZ8IYY4wxxj42H7oumtU48dDTmTNnMG7cOJiZmWHTpk24c+cOQkJCEBwcDDc3N/j5+WHBggV6H+/+/fvo27cvUlNTMWfOHDx8+BDBwcG4desWypQpg6CgIIwePToTz4gxxhhjjH0sPnRdNDtw4qGnGTNmgIjQr18/dO3aVS739vaW/5Nnz56N5ORkvY43d+5cJCYmonnz5hg1ahSEEACAokWLYs2aNQCAFStW4NmzZx/4TBhjjDHG2MfmQ9dFswMnHnqIiYlBQEAAAKBv375a6zt16gQHBwdERkbi6NGj7zweEWHXrl3pHq9OnTooW7YskpOTsWfPnvcsPWOMMcYY+5h96LpoduHEQw+XLl1CUlISbGxs4OPjo7Xe0tISNWrUAACcO3funccLCwvD06dPAQC+vr46t1GW63M8xhhjjDFmuj50XTS7cOKhh1u3bgEAihQpAgsLC53beHl5aWyrz/Gsra3h4eHx3sdjjDHGGGOm60PXRbOL7pIzDVFRUQAAJyendLdR1inb6nM8R0dH2bfjfY6XmZYvX56tf//HiGNmHI6b4ThmxuG4GY5jZhyOm+E4Zrp96LpoduEvHnpQ5tSwsrJKdxtra2sAQHx8fJYfjzHGGGOMmS5TqTty4qEHGxsbAEBSUlK62yQmJgIAbG1ts/x4jDHGGGPMdJlK3ZETDz3o8+lKn09gaY8XHR0NInrv4zHGGGOMMdP1oeui2YUTDz2UKlUKwNvRqFJSUnRuc/fuXY1t9TleYmIinjx58t7HY4wxxhhjputD10WzCyceeqhatSosLS2RkJCA4OBgrfXJyckICgoCANSqVeudxytSpAjc3d0BAKdOndK5jbJcn+MxxhhjjDHT9aHrotmFEw89ODg4oGnTpgCA1atXa63fvn07YmJi4OLigoYNG77zeEIIdOjQId3jnT59GqGhobC0tETbtm3fr/CMMcYYY+yj9qHrotmFEw89jR8/HkIIrFq1Cps3b5bLQ0JCMHLkSADA6NGjNUYbWLRoEYoVK4YuXbpoHW/UqFGwsrLCoUOHMHfuXNnX48GDB/jqq68AAP369ZNfRhhjjDHGWO5lTF00pxGUXu9mpmXmzJmYMGECgLeTtNjb2+PKlStQqVRo3bo19uzZA3Nzc7n9lClTMHXqVDRo0ADHjh3TOt6GDRvQp08fqFQqeHp6okCBArhy5QqSk5NRrVo1HD9+HHZ2dll1eowxxhhjLAcztC6a0/AXDwOMHz8ee/fuRePGjREZGYnbt2+jUqVKWLRokVH/o3v16oUTJ06gTZs2iI+Px7Vr1+Dl5YUpU6bg5MmTnHQwxhhjjDHpQ9dFsxp/8WCMMcYYY4xlOv7iwRhjjDHGGMt0nHgwxhhj7J1OnDiBf//9N7uLwRj7iHHiwRjLUbj1J8tK/HvTz549e9CgQQP89NNPuH79enYXhzH2keLEgzGWI0RERAB4O88NY1mBiOTv7datW3j9+nU2lyjnEkKgUqVK2Lp1K+bOnYtr165ld5EYYx8hTjyY3lQqlc5/Z+njt6n6WbVqFT7//HOcPHlSLuPYsQ8t7W9KSTpWr16NDh06ICEhITuK9VFo27YtfvrpJ1StWhXr1q3DvHnzOPnQQ0b3Mb7HvRvXO0wPJx4sQ+o3RiKCSqVCQkICv5XOgHrMhBAgIiQlJaW7TW4XGRmJjRs34uTJk5g9ezZOnz4N4L/YMfa+nj17pvF1Q110dDRGjx6NPHnyIH/+/NlQupxPuQ5btGiBKVOmoHr16px86EGlUsnf3N27dxEcHIzNmzfj+PHjeP36NT9H06F+309OTkZiYiKio6MRHx+fjaViH4pFdheA5VzqD+pTp05h69atuHDhAt68eQNvb2+0aNEC3bp1y+ZS5izqMTt//jyOHDmCc+fOISUlBY0aNULVqlXRqFEjWanmBw/g4uKCOXPmYMaMGdi7dy9SU1MxceJE1KlTh+OkB/X4REZGIjk5Ge7u7tlcqpxj1apVWLt2LX788UfUq1dP6zel/LuTk1M2lzTnUo9Zq1atALydIHfdunUAgO+//x7ly5fPxhLmPEQEM7O373a3bduG6dOn48GDB4iNjQUAlCtXDpMmTULDhg3h5uaWnUXNUdSvzb///hurV6/GxYsXERMTg+LFi+Pzzz9Hv379YGtrm80lZUYjxt5h586dZGtrS0IIcnFxIWdnZxJCkBCCRo4cSU+ePMnuIuY4O3fupHz58pEQgszNzWW87O3t6ccff8zu4uUYKpVK/vuFCxeodevWJISgFi1a0KlTp3Rux/6jHpeTJ09S586dqVq1anTmzJlsLFXOERkZSU2aNCEhBLVs2ZJOnDghY6b888WLF+Ts7EzNmzenlJSU7Cxujqf+e9u3bx/VqFGDhBDUp08funr1ajaWLOdav369vP/36NGDhg0bRs2bNycrKysqUKAA/fDDD3Tz5s3sLmaOs2PHDrK0tCQhBBUrVoxKliwp49i9e3c6f/48Pxc+Upx4sAwFBASQubk52djY0IIFCygqKorCw8Np//795OrqSkII6tChA7148SK7i5pjHDx4kIQQZGlpSTNnzqQbN27QsWPH6JdffpE3zn79+mV3MXMkTj70px6P3bt3yxcC7du3p7/++ovj9f8uXLhAHTp0ICEENWvWTCP5ICIKCwsjOzs7ateuXfYV8iPCyYf+jh8/TnZ2dpQnTx7avHmzxrpRo0bJ58H+/fuzqYQ509GjR8na2ppsbW1p2bJllJycTImJiXTu3DmqUqUKCSGoTp06dPv27ewuKjMCJx5MJ5VKRc+fP6emTZuSEIJ++eUXjfUPHz6kSpUqkRCC+vbtm02lzD7pVeoeP34sH8SrVq3SWHfz5k2qUKECCSGoZ8+eWVHMjxInH4bZvXs3CSHIzs6O5s+fn93FyZGCg4Opbdu2OpOP27dvk62tLXXr1i2bS5lzpb3u1L8McfKhLTU1lYj+Sy6WLVumsf7ixYvk7e1NQggaNWpUdhQxR0pNTaXo6Ghq3749CSFo6dKlGuvv3r0rE4+vv/46m0rJ3hcnHixdDx48IBcXF2rVqpXG8kuXLlHt2rVJCEFDhgzRua+pVhDf9WUnJCSErK2ttRKLy5cvvzNm7D+cfOgnKCiIChQoQEIIWrt2rVyelJSU7j65NX5pk4+///6biIju379PZmZm1LlzZyJ6GzulYp2SkkLJyclE9DZuuakpVtrfSdr/TkxMlP/OyYe25ORkqlq1Krm4uNCzZ8/k8jNnzsikY+zYsRr7KL8vJXHJjSIiIsjT05Pq1q2rsTw31ztMDSceLF2BgYEkhKBBgwbJZSEhIfLi/+abbzS2f/LkCQUEBGR1MbPMypUrqVWrVnThwgW5LO2N7o8//iAhBM2cOVMuyyhmERERFBQUlLkFz+HUY6hesePk490WLVpEQgiaMGGC1rr4+HhasWIFTZ06lTZs2EAPHjzIhhLmLOrJR9OmTen06dMUHBxM+fLlox49ehBRxr+tuLi4rCpqtlKPwfnz52nq1KlUt25d+vLLLzXubepyc/KhK0lTqVTk7e1NxYoVk8nrqVOndCYdKSkp9PTpUxoyZEiu7zMZFBREQgjq1KmTXJbRM/TRo0fk5+eX1cVk74ETD5auo0ePkhCC2rRpQ0TpX/zx8fFERLRx40by9PSUbxJNydOnT6l69eokhKAuXbpQcHCwzu22bNmiURG8cOGCzpglJCQQEdHy5cupdevWdP369cw/iRxEV+VO17KgoCBOPtKhUqlkk4Tdu3fL5U+ePKHt27dTtWrVZBty5UF+/vz5bCxxzqCefLRt25YWL15MFhYWZG9vTy1btiQfHx/y9fWlTz/9lBo3bkyNGjWijh07kq+vL/Xo0UPe70yV+nW1a9cucnFxISEE2draygEz6tWrR5cvX9Z6M582+bh27VpWFz9TKbFR+hwQaX6duHHjhry3x8bG0ieffEJCCDp27BidP39eNhNSTzqU39OVK1dICEHffvttVp1OltF1r1Z/yfTmzRv575cuXSIhBPn4+BDR27hkVO/YuXMnCSHor7/+yqzisw+MEw+WrtjYWKpcuTKVLFmSNm3aRL6+vulWoImIateuTcWKFaP79+9nR3Ez3ZEjR+QIOZ06ddJIPpSHz9WrV8nR0ZE++eQTOn/+PNWrVy/DmFWsWJHKly9PERERWXci2Szt29SZM2dShw4dqG3btjRnzhw6ceKExvYZJR+53dy5c8nMzIxGjRpFYWFhdPr0aWrfvj05ODiQo6MjtWjRgn744Qfy8vIiIQSNHz8+u4ucpdR/a+oVxODgYPrss89ICEEeHh5kbm5OTk5OspJtYWFBdnZ2MmkzMzMjOzs7+vfff7PjNLLFX3/9JUflmzp1Kj18+JDCwsKofPnyJISgatWq0d9//51u8mFpaUmff/45hYaGZtMZZI7Y2Fhas2YNbd68mZ4/fy6XL1++nEqXLk1btmyRMfntt99ICEGNGzeWcRs3bpzcR/1Z0KRJE7K3t6dDhw5l3clkoYSEBDpx4gSFh4drXJd//vkn/fDDD/Tw4UO5rGHDhuTk5ETz5s2TSYd6ywv1uDVu3Jjc3d1z3cu7jxknHrlYRm+MU1JSKD4+nr799ls5jG7atpXqzQ6GDh0q39aYUnOEtDE6duwYNWzYUGfyQUT0+vVrql+/PgkhyM3NjYQQNHz4cLlePTaDBg2SDyL19tK5xa5du+QbVDMzM1nJMzc3pxUrVmhsm1GzK1On/htMe20dP35cVmgKFChANjY28ivlgQMH5PZKE8By5cpRZGSkSX8tUj83pYmL8s+0yUe7du3I1taWSpUqRZs2baJHjx7RnTt3KDQ0lB4+fEjXrl2jS5cu0Y0bNygsLCxrTyQbXbp0iUqUKEF2dna0cuVKuXzDhg1kZWUlhzmtUqUK/f3331p9Xw4cOEClSpUiR0dHevz4cVYXP1MFBQVRzZo1KW/evLR8+XIiIlq7dq18Th49elRue+3aNfnCTghBAwcOlOvU3/IPHz5cfk2PiYnJsnPJKiqViv78808qU6YM9ezZUzb7/PPPP0kIQZ6envTPP/8Q0dtrdMGCBWRubk729vZacVO/B44cOVJ2NI+Njc3ak2JG48Qjl1J/ON+7d49u3LhBly9f1mpGcP/+fTl+drFixSgqKkrrWJMmTSIhBFWtWtWk2pFv3bqV9u7dKystinclH9evXycPDw8SQlDZsmV1Hnvy5MkkhKCaNWtqvOnJLfz9/eWb5ZkzZ1JoaCidOXOGFixYIB/SY8eO1agoqicfbdq0oWPHjmXjGWQN9es0KCiIBg8eTPPmzdOonBw8eJC+/vpr8vT0pFatWtHcuXO19r979y5ZW1tThw4dsq7w2UA9XseOHaNvvvmGPv/8c+rZsyddvHhRq1J34cIFateuHQkh6NNPP6UzZ85oXe+mnKTpkpSURGPGjCEhhMacQ4sWLSJra2uysLCgnTt30v/+9z8SQlCNGjV0Jh+HDh2iu3fvZnXxM118fDyNHz+eHB0dycPDg7p3705CCCpSpAjt2rVLa/u1a9dS8eLFyczMjIYNG0YnT54kore/q7i4OPr6669JCEEVK1akp0+fynWm5syZM1SsWDH5Mm758uXyhcm6des0tn3y5IlsXeDu7k4XL17UGjBjwoQJJISgSpUqmWwrC1PFiUcu5+fnR15eXvKLRvv27WnNmjUa21y7do3c3d1JCEG1atWisWPHkr+/P23evFk+tAsUKGBSnzpPnDgh38T4+/vrTD4aNGiQbvKxc+dOKliwoOzE6ufnR2fPnpWTvClfREytGYI+Hj58KNuBq79NJXrbUbBMmTLpznWiXlHs2LGjSX1dS0u98vHXX39R4cKFZUXvn3/+0UjKVCoVRUdHazyc1b+i9evXj4QQcrhdU6zYqNu5c6fGVzQhBLm6utLkyZO1xv5Xb3aVdqhdU48TkfY5xsXFUfXq1al+/fpy2bp168jR0ZEsLCzoyJEjRPT2hZXym0yv2ZWpUWIVFxdHixcvlm/knZyc6I8//pDbpaamasT1119/pVKlSpGZmRnZ2NhQ27ZtqUmTJlSiRAn5JVJ5aWfKI6f5+/tT5cqV5TXp5OREGzdulOtTU1Plb+jOnTuyj0yZMmWoe/futHXrVlq6dCm1bNlSPkNNrR9RbsCJRy524MAB+XCuVq0aubq6krm5OVlZWdGkSZM0tr116xY1adJENo2xsLAgIQRZWVlRw4YN6caNG9l0Fpnj1atX1KtXLxJCUIkSJejAgQPv/PJx8eJFuS4hIYECAwPlg0U9ZsqXDlNK1Axx+fJlypMnj9aQw8HBwVSnTp13drA8c+YMde7cma5cuZLZRc0RduzYIZugzZ49m+Lj4+XDWfln2sqjegVQ+SJZvXr1XPF1LSgoiFxcXMjCwoImTJhAu3btor59+5KLiwvZ2NjQoEGDtO5X6h3OW7ZsSUeOHDG5pEPXb0T9d6Le9OfatWt0/PhxIno7z0n9+vXJwsJCvtFX2tj/9ttvZGVlJb94BwYGmnzyoZzfwoULSQhB1tbW5OjoSOvWraPo6Gid2xK9/TI5YsQIyps3r0xYfHx8aNiwYRQeHk5Eppt0qP/2vv/+ezI3NyczMzNq2LChVsyI/ovbgwcP6KuvvpJfSpT6ir29PTVv3pxnfP9IceKRS8XFxVHbtm3JwcFBvnX+559/aMGCBfJBknaM8YiICDp48CANGzaM+vfvT99++y3t27fP5DpGKzf/mJgY+aY4o+RD/cuHevJB9DZmc+fOpe7du1OLFi2oZ8+etGnTJvlJPTdat24dCSFo9uzZcllGwyWGh4fT5cuXNZaZ+shCipMnT1KePHkoT548Gs0R0v4OFcpvNzY2lh4/fkxdu3aVzRVMNdFNW6HesGGDzq9p69ato6pVq5KVlRUNHDhQZ/KhzHDeoUMHk/yaFh8fT+vWrZND3Sq/ow0bNlCVKlV0NpXdvn07CSFowIABRKRZmd61axcJIeS1W7duXZOMW1oqlYomT55M+fLloy+++IKcnJzIzc2Nli1bRi9fvtTYNm0ipjRrPnLkCMXExMgvk6aadChUKhVFRETIptuenp6yf4auplJK3GJiYujff/+l6dOn04QJE2j8+PH0999/U2RkZFafAvtAOPHIpSIiIsjJyYm+//57jeWpqam0fft2sra21pl85BbqN72+fftqJB9p25pm9OVDXXqVRVOV3mzHSsVQmbE3ODg4wyGHf/nlF6pfv77JfVXLSGpqKiUlJdHAgQNJCEHz5s3Tud3x48fp4MGDdOnSJbksMjKSvvnmGypatKisFOaG2Pn7+9P27dupS5cuVKtWLblc+R0pHVx9fHzSTT7Onz9PXbt2NdmvaX///bd8264Mrbx582b5Jdbf319uq9wDhw0bRkIImjx5slyn3APPnz9PhQsXpg0bNlDfvn1lB+HcQhlwYPr06eTo6Ehubm60fPlyreTjXUmFqX1dS09ycjKdOHGCjh07RqdOnaJy5crJZrW6Bm8w9WQst+LEIxfQdVOLjIykcuXK0ZkzZ4iItEZV+vPPP3UmH2kr3aZ6w1SfpTg1NZX69+9PNjY25OXllW7ykV6fj7RvvEw1Zuk5fvy4xozvN27cIFdXV2rWrBmdPn2a6tatm+GQw5UqVaLKlSu/c9Z4U5Oamkp16tQhJycnjbd7L1++pKNHj8rfm9KxVX2YzjVr1lCzZs3op59+yhUTkl28eJGEEFS+fHlq1qyZnHxMuU7TDt9ZrVo1srKyogEDBmj1s1L/7Zmibt26yeYqs2bNkv1f1Nvaq/vll180vniox7JXr15kY2OjMaysqdHV30e5pysvk16/fk3Tpk2TXz7Ukw/1yvPFixdz3QiGymSKCvV4HDhwgMqWLasz+VB/UadrUBv28eLEw8SpX/AnT56kuXPn0ldffUUrV64kJycnORygLuklH6b+FkI9ZiEhIXT06FEaP3687PRctmxZ8vf3Nyj5yK0OHjxIQvw3k7vyuV2JU6FChUgIQUOHDpX7qDejys1DDsfHx1PNmjVJCEHr168noreTaQ0cOJBcXV1l3yxl/H8hBP32229y/5cvX2r9Rk3Vw4cPqXfv3uTo6EhCCCpatKjWW2f163rHjh0y+fjmm29yxSzb6vdtZfhzIQQ5OjrS/v375bq0L0rOnDlDefPmJSEEzZo1i+7du0evX7+m0aNHyw75ploxVP/NvHr1ip4+fUqPHz/WSLSUuMbFxWklH8p2KpWKRo8eTRUrVqQtW7Zk7Ulkg3e9XFO/Lx08eFAr+VD/rc6ZM4cmTpyYq4azNnWceOQSu3btIltbW/mwyZMnj9ZbZl03C/XkQ71ymBvs3LlTjtpSoUIFcnR0JCcnJzkKybs6nHfp0oXOnTuXTaXPGbZs2UJmZmbUrl07jeVnz56VcwFUqlRJ577KkMO1atXKFZ2i1SmVv82bN5OdnR05OTlRvXr15DwdjRo1ot9//53i4+MpKiqKxo0bp9F8LTdR7luPHj2iAQMGyPlMlixZotFhWn1borfJR61atUgIQSNGjMgVSZpyv9q7d698FlhbW8v+P+nFYNOmTXJ7Dw8P2YyvYMGCJjsyn/pvZe/evdSiRQtydnYme3t78vb21hr9kUgz+ShQoABNnTqVLl++LJurOTs7m/wXyLRDgE+dOpUaNWpEX375Jc2fP18Oaa3+7FRPPvr27St/j8oXOXd3d3r27FnWngjLNJx45AJBQUHk6OhIlpaWNHr0aJowYYIc0lUIQatXr5bb6hqRZOfOnXJEidxy8R8+fFi+DVy6dCmlpKTQ9evX6cSJE1S9enUSQlDJkiXTbXbVtGlTEkLQl19+afJNNzJy79492Y73l19+IaL/Hkw7duyQI3198cUXtHHjRrp06RKdPHmSunTpkquGHE7vDeHz589p+fLlVKhQITnR3cSJE+nNmzcabwXXr19PQgj66quvsqrIOYpy33r48CENGDCAbGxsqEyZMvTnn39qDUSgHutNmzZRgwYNcsUXD8WLFy+oW7du5OHhQfXq1SMhBNna2tLZs2eJiLSGaVbs2LGDPvnkE8qTJw95enpSo0aNTLbvkPp5K5MDCiGoTp061K5dOzI3N5eJvjIilSIuLo5mzZolX1rZ2dmREIJKlSolO1GbaqsB9bjt2rVLDtNvZWUlv8pWrVqV7ty5Q0Sav7VDhw5RpUqV5GhfylC6BQoUoJCQkCw/F5Z5OPEwQWkrMcpEPepvaJKSkmjatGnyhpp2DPK09uzZkyvGy05NTaW4uDhq06YNCSFo2bJlWttERUXJSaPKlCmjs9nV4cOHqU2bNibbSdUQW7duJSHeTtD2/PlzjTHuAwIC5BwxSrtzZchEUx9yOG0zjvDwcLp3757OEc+ePXtG//77r8aoQ+pvDL/44guysLCgHTt2aB3bVGR0TupDwz569IgGDhxIlpaWVLFiRdq5c2eGyYcpzhT9LpcvX5ZNQZWR+2xtbWWHc/VngPq9LTIyUv5Gc0PclKGsXVxcaNWqVXK5MuCIEIIGDx6sNTt7fHw8bd++nTp06EBVqlSh3r17y21MNelQp3xRs7CwoKlTp1JYWBg9f/6cKlSoIAdqUX5/6r+1Y8eOUceOHeWw/qb+DMitOPEwYX5+fnT06FH67rvvNEZ5Ub/Q582bp3fykVvExsbKSRWVNrrKw0L5Z3R0tPyqoTS7Spt8pG3mkVs9fPiQ6tWrR+bm5nTw4EEi0uxwGBoaSosXL6bPPvuMmjVrRl27dqX169eb9JDD6hXfwMBAatmyJTk7O5OFhQUVKVKEli5dqtVHQX0/9d+aMk+Hr6+v1ttXU6Eer3///Ze2bdtGI0aMoKVLl+ocRU49+ahQocI7kw9Tp6uDtHri+tVXX+lMPtS30TXfgim7du0aVa5cmWxsbDQ63ivNf/LmzSuHhB06dCg9evRI53FevXolr9fckHRcunSJSpQoQXZ2dhrJ2rp168jS0lIO11+qVCmdycfz58/p0qVLdPr0aZMetCA348TDRF24cEH25ahXrx517tyZiP578HDykb7Y2FgqXrw4ubi40L1794hIMxbKw+Pp06dyYqNSpUrpnOHc1KlXZDJqIz979mw5tKt6QpGbKn+67NixQzbbaNCgAXXq1Inc3NzkKELpNTFITk6m+Ph4+vrrr2W7+9zQ7MXPz09ec8ofS0tLWrhwoVbnU13Jhyk3e0ybXKjHLSoqip4/f04hISFaM7crdCUfivHjx1PNmjV1zrdgqhYvXkxCCFqwYIFcNnv2bDIzM6O8efPS7du3KTAwUP4Ohw0bppF85MbnZ2Jiohx0QH2epkWLFpG1tTVZWFjQwYMH5WSdpUuX1pl8MNPGiYcJU5oDCSGoYsWKWpNDpZd8bNq0KauLmmOkpqZSTEwMVatWTeuhk/ZtoUqloi5dupCFhQXZ2dlRvnz5KCAgIDuKne3++usvmjRpktZEf+pv+urWrUtOTk504MABuUyRNgHJDQnJ4cOHydbWlvLmzUtLliyRy4cPHy6vxW7dumnM0UH0to3+zJkzqXjx4iSEoCpVquSK5gh79uzRqOQdOXKElixZQnZ2dmRhYUHfffcd3bp1S2Mf9eSjSpUqtHnzZpNLPpTrSP281K+twMBAatOmDRUtWpQsLCwof/781KVLFzp+/LhWcykl+bCxsaHAwEB69eoVTZkyRfbFUtrm5wbLly+nOnXqyFj+/vvv5OTkRPb29hqDhsydOzfDZle5yZs3b6hRo0bUsGFDuWzdunXk6OhIFhYW8vn44sUL2Z+jRIkS6c59xUwTJx4mSP2h8+WXX8q287oSivSSj61bt2ZJWXOqNWvWyGZUhw8flsuVCrES43HjxlHJkiWpQ4cOZGNjo1XxyQ2CgoJkxcTBwYHmzJlDp0+flutVKhUlJSXRzJkzSQhBbdq0ycbSZh31eWDSun//Pvn6+pIQgn799Ve5fMmSJbI5gtIeunv37hpDM9+5c4dGjBhBlStXpuHDh+eKYSbPnj1Lbm5u5ODgoDFk8Nq1a+VofWZmZjRkyBC6efOmxr6PHj2iwYMHyy9uptQ3QfmNPXv2jNzd3bVma1cfwKFs2bJUsmRJ+d+lS5emqVOnajVnUb6iWVlZydGr3Nzcck1/NfXn5927d0mlUtHr16/lPX737t1E9N/cV9evX6dChQrJJkTdunUzySaP6X2RUP/CplKpKCgoSA5UcOPGDapfvz5ZWFjIuCkJ8ty5c+WImaVLl871I0DmJpx4mJB3td91dXWlwMBArf3UbyhKh3NTHkUio7fpStzu379Pn332GQkhqEOHDnTy5Em5jXqTonr16lG7du0oOTnZpPskZCQmJoa2bdsmZ9kWQlD+/Plp8ODBdPPmTVnRu3fvnpy3Y/Pmzdlc6sy1YcMGGjdunOznk/ah/fvvv5MQgiZOnCiXLVu2jGxtbcnCwoLOnz9P58+fp4IFC8rR0dTfCj558oTu37+fK/oRxcbGyg7Q6l8g58+fL5tvTJ06lcqWLUtmZmY0YsQIrWZnYWFhNGLECJMavUqpIEdERMihSAcMGCDvbydOnKA8efJoJGtRUVF04cIF6tChA9nb25OjoyONGTNGqz/R5MmTqUKFClS8eHFq2bKlSTTjU67BxMREioqKol9++YUmTpxI3377LU2bNo1Onz5Nr169IiLtvhh///13uonry5cvycvLixo1akQeHh7k4uKis3/Wxyrt8zIkJIROnDhBp0+fptu3b2vFSv1et2XLFhJC0Ndff611LD8/PxJCkLe3txztytS+RjLdOPH4iL2rOYr6Raw8uPPnz09Hjx7V2lb9ZmHKM0SnnVBxzpw5NGjQIFq4cCHdvXtXY9tdu3aRt7c3mZmZUd26dbUqy0qn3m+//TZLyp6TKL+XtBXq3bt309ChQ+U8MaVLl6Zu3brJRHbt2rVkbW1Nffr0yfIyZ5Xr16+Tra0t2djY0IwZMyguLo6INGP1xx9/UNmyZWUlZseOHeTh4UEWFhYaX9iUEemEENSjR49cOSnl7du3ZfKlWLlyJdnb25OFhQWdOnWKiIgWLFhAQggyNzfXmXyYUsde9aSjZMmSWnORJCQkUP/+/UkIQQsXLpT7Kb/Bx48f05QpU8jV1ZU8PDxozZo1pFKpNCbpvHfvHj169MgkJgdUzvv58+c0bdo08vHx0egnpMwV0bRpU51frZXh1Vu2bCmXKS+pnj9/TgUKFKBVq1bR2bNnZT8PU2guqsTtzZs3tHnzZurUqZNGzMzNzalHjx4az0b1UQu//fZbEkLQjz/+KNcpv9GTJ09SsWLF6NChQ9SnTx+tJqXMdHHi8ZFSv6lduXKF/vjjD+rXrx/99ttvGl811B8k+iYfpnDDfJddu3bJT+PKnwIFCtC+fftkRZHo7RubunXrym1at25NX3zxBTVq1IiEEOTp6Zlr2j2n97tI26FepVJRSEgI9ezZk0qVKiWbYI0YMYImTpwomxCpz5ZsSiIjI2nJkiXk6elJTk5ONG3aNPmbUq/83rlzh5KTkyk1NZX69OlDFhYWtHbtWiL676taVFQUVa5cmczNzcnS0pI+/fRT+ueff7L8nDJD2t9T2iRWff2CBQvoyJEjRPR24AwlJvv27dPY54svvpAVoqFDh5rkHDC6ko6hQ4fK34ySQFStWpUcHBwoIiJCYz8lruHh4TRgwAASQlD9+vXlqF+mlKAR/fe7CgsLk5O7enl5Ubdu3WjOnDk0a9Ysql27tvwaW6hQITp48KDGl+0LFy6Qm5sbOTk5UVBQkMbxlRju2bNHLjOFGCrn8PLlS+rWrRtZW1uTjY0NFS9enOrWrSsn31T+jB8/Xu6rxHz+/PkkhND5ounLL78kKysr+ftkuQcnHh8hfUZ5GTdunNxGvWL4ruQjNzh58qSczGjo0KE0adIkatmyJQkhKF++fLRq1SqNz+knT56k8ePHk4WFhUxW8ubNSz4+PrmiUy+R5m/u9OnT9N1331Ht2rWpfv361LNnTzpx4oTWPjExMXTr1i0aMGCAHKnJysqKXF1d5ed39cT4Y6decY6KiqLly5dTgQIFtJKPtInav//+SzY2NlS+fHmt9vZv3rwhb29v+uSTT8jX15ccHBxMYhZ3JVYxMTH0559/0vDhw2nAgAH022+/aczsrF75U/ZZtmwZCSFo2rRpcrmy3fTp08nMzEy+0R41apRJzUiunnQoSf2QIUNkbJT1UVFRVLx4cbKxsZFN9HS10b99+7bsx5G2f4gpUM757t27VKJECRJCUMeOHSkyMlIjOXj+/DkFBARQ7dq1SYi3M7Lv3LlT41hKU1IXFxdaunQpbdmyRU50WqtWLYqMjMzSc8tM6r+zGjVqkBCCPvnkEzp16pRGorB582bZlFv5+q8e18uXL5ONjQ0JIeiHH36gyMhIioqKkiNfNWvWLNcN08w48fio7d69W17wI0aMoMOHD9PWrVvJ0tKShBDUv39/nZUdJfnw8PCgQ4cOZVfxs0zaN6vTp08nc3NzjQkViYjGjBlDlpaWZG9vTytXrtRqyxscHEz79u2jJUuW0IkTJ0yyA+G77Ny5U87EmzdvXnJycpK/wenTp8vhh9M6d+4czZo1i5ydneX2pvI2Ou3vS+nr8/r163STD/VKYFBQEJmbm1OVKlVk5UV5eCcmJlLJkiVp3LhxdPHiRa3mgB8j5dxevHhBLVq0kBUT5c///vc/ja9h6kOAx8XFUfPmzUkIQdu2bZPbKMnF2rVrydXVlWbNmkW1atUy2T4dStLh5uZGe/fu1dguNTWVXr9+TfXr1ychhMZcCmm3IyIaO3YsCSFozpw5mXsCWUw96VAmKR01apRcn5KSojGfENHbr5XK12wPDw/ZSVqhJBrqf0qXLi0HeDCFIWHVByxQfmd9+/bVeEmkXp94+vSp/LIhhKDvvvtO43jKJIxCCCpevDgVKVJENm0zlWcAMwwnHh+ps2fPUsGCBcnBwYFWrFghl2/evFnjQT5gwACdyYfyebhkyZK5ooMqEdHx48fpwYMH1L59e2revLlcrt4XZvr06WRlZSWTj9jY2Owoao50+PBhMjc3JxsbG1qwYAE9efKEwsPD6ddffyU3NzcyMzOjPn360LNnz+Q+aZscBAUF0dy5c02isyrRfxWN2NhY2rp1K/Xo0YOKFClCGzdupNjYWIqJiaHly5fLZhq6ml2FhYVRlSpVKF++fOTn56dx/FGjRpEQQitJ/lipV2qUDtG1atWiUaNG0dChQ+Ws9S1btpT9WdImdsqLE6VZmvpvrFWrVlSuXDkiMq0JPNXjpjSvKlCgAAnxdqj0ffv2aX3ZUSqDHh4e9Pfff8vlaUfmUwYUGTNmTBadTeZTTzqUJlTjx4/X+jKka5/4+HiZtJUpU0arKdD8+fOpd+/e1KpVK/rhhx/kFzpTaF6lxEA9uf3222/fOQGiSqXS6I82d+5cjfUHDx6k8uXLk4ODA7m7u1OjRo1M5hnADMeJRw70rrcmMTEx1KdPHxJC0Lx58+TyBQsWyFFeFi1aJJsTDRw4UGfyMXToUJMevUpdQEAACSGoZs2a1KxZM/rhhx+IiHTeUKdPn07W1tYy+TClCoyxnj59KttHL1++XGNdaGgolStXTjb7eBdTeCtI9N95vHjxgtq3b0/m5uZkZ2dHzs7ONHXqVNlJ9eXLl+kmH4px48bJyuT06dNp48aN8hovV65curMif0x09U0YOHCgxu9h+/btskI9YcIEjf2VCvPPP/8s43LhwgX5ZVKJYdeuXSkhIcFk+qrpitsPP/xAjx8/lv2lypcvT/7+/hrJh/K7VBI59eFK1WPerl07srS01Ppy8rGLiIiQX1jbt28vl2fUvFOJdWhoKFWuXFnGOjU1VWs/9d+XKSQdihcvXlDhwoXli0vFu84xPj6eJk+eLF9oKoM+qHfsv3PnDoWFhZnUkNbMcJx45DDKzSwyMpL8/Pzo9evXWtuEhYWRs7MzderUSS5TH+VF6buh/onz66+/lpUdU2rzrK+7d+9S+fLlZTyaNWumVflTfxirJx+rV6/O9V8+bty4QS4uLhoPcKK3zc+U+Sj0STpMhfrDVPldNWjQgE6ePKlzWGV9ko/+/fvLN/7KH09PT7p27VqWnFNmUu5r6m9SR4wYIV+EqFfqVq1aJTv5Pn/+XKvCExMTQ+3atZPbVK9eXXZ09fDwMMm5dCIiIsjLy4uEeDt5ovIy5OnTpzLpT5t8qFQq2rt3r2yjX6VKFa3O+BMnTpRfnUyt6eilS5eoRYsWsm9Z2pGXMpKQkEBTp04lIQQ1atRILjeVZDY9KpWKFi5cKO9D3bt3l78nfV4YhYSEUK1atcjKykoO4WzqMWOG48QjB3r16hUVL16cnJ2dafPmzVqV3jdv3tD69evpzJkzRPS2/XyVKlXIwsJCPliUmbV79eqlM/nITZSKy71792Sn05IlS2q13yXSTj6Ur0br16/PsvLmRFu3bpWVRUVISIjsjPnNN99obP/w4UNZYTa1B49yPtHR0TLpGjhwoFancfVtifRLPlauXEmDBg2ili1b0pgxY0xqxLTXr1/LynOdOnXo9u3bRKQ9NPPdu3fJ0dFRo8KnUGIcHR1NPXv2lLO3Ozk5kbe3t0kO9pCYmCj7tag3e1FGoXr+/LlW8qE0H01JSaHt27fLfgtCCGrVqhV16tRJjtbn5uZmknEjetu0U+mXYWVlRevWrZPr3lWRDgkJobx585K1tXWuahb04MEDmjx5svzy2KNHD9n3TJ/kY8yYMXKktNz4kpO9GyceOVBERAR9+umnsuPaH3/8oZV8JCQkyJvAkiVLSAhBU6ZMISLNcbTHjx8v3wQqozjlRkrycffuXapevToJIahevXo6Z31Wf8M6duxYKlCggEm8dX4ff/31l2zGQvR2JCZdSYdSGfr555/J2dnZZB/YycnJ8trq0KGDRkUvI/okH6ZMGe7W3t6eZs6cqdFZXqmknDlzhhwdHalKlSq0ceNG2r9/P124cEHrWG/evKHQ0FDaunUrXbhwweTe2Kvbvn07zZo1S6tpqPpcEmmTD+VaTE1NpeDgYBo+fDiZmZnJ2aJdXV2pWbNmJnmNqif858+fNzj5SElJoZcvX1Lp0qXJ0tJSJsm5xePHj2nixIkGJR/Kb/LAgQNkZmZG1atXN6lRC9mHw4lHDqPcMJ8+fSof0uklHyqVipKSkuSbK2WUF5VKJStCq1atourVq9OqVauodOnSdPny5aw9oSz0rjfrykP63r17Mvlo1KiRzvbz6jfXtEOcmoK0sXpX7B4/fkyFChWi8uXL0++//y6TjkGDBslt1Dvp+/r6UtGiRU2ib4Iu0dHRVLNmTSpatKis8OrbzlsZaldX8qHrq4kpUL+eBg0aREIIsrOzo8mTJ2sl/927d9caOUgIQW3btqVRo0bRgwcPTDrJUKd+XabtFK7IKPlIOxP0mTNn6ODBg/Tbb7/RpUuXTGoI2LTeN/m4d+8eubm5Uf78+enx48eZXt6cxpjkg+htf0pra2tq3bp1VhWVfWQ48ciBlIv6yZMn70w+iIj69u1LQgjatGkTEWlWAFu0aEFFixYloow71X3s1B8yt27dosDAQPrxxx/p6NGjss23SqWSD+n79+8blHyYEqXiEhMTo9eXnNTUVIqPj6fBgweTEG/ngEmbdChvV4mIhgwZQkIIGjlypFbFx1Rs376dhBDUokULio+PN/i3onz5UIbanTlzpskPYqBeYVbmRLCzs6MJEybIkYOUDvWenp40b948mjhxIg0ZMoScnZ3laH1FixYlX19fWrBgAc92/P8ySj5M+b7/LsYkH0osleHqu3XrlnUFzmEMST7SjpKWW1tXsHfjxCMbZfTW2ZDkQ2lqlTdvXjmSBNF/zay6d+9O8fHxJtfWXqF+Xvv27aOKFSvKSoq1tTWVLFlSY5hS5QapT/JhqiIiIqho0aLUvn17vb+CnTp1So6qU7ZsWY1hcxWTJk0iIQRVq1ZNZzM2U/HHH3+QmZkZjR071qj9U1NT6c2bN7R8+XLy9PQkIUxvHgVddCUf9vb2NGvWLOrUqRMJIahhw4Z05coVjf3+/fdf2rNnDzVq1Ej+Bp2cnEz6N2aojJKP3NzW3pDkQ/336evrqzHEtam+iHoXfZIPJW4qlYpq1apFRYsWpX/++UcuY0wdJx7ZRH2CsLSJhLJO+ac+yYcyL4fy4FYq1B4eHnTz5s0sOKPst2vXLhmDPn360MqVK2nkyJFymfrMvLqSj2bNmuWaikxISIiMy5dffqn3m+Pdu3fLWchbtGhB06ZNo6CgIPLz86OOHTvKzqqmPjHUggULZPOfxMREgyolz58/p3379lFycjK9evWK5s+fT6VLlzb5mCnUK3dKsysrKysS4u3syMoXyqSkJK24xsXF0Z07d2jWrFlayQlLP/k4ePAgf/n4f+klH8o2KpVKPk979erFQ79SxsmH+u9KidugQYN0jsjJGBEnHtlCeZg+e/aMqlevTm3atKFly5ZpPUhVKpXeyUdKSgoNHz5cdhzMkyePyY7yosvJkyfJxcWFHB0d6ZdffpHLN27cSHny5JGVbGWIPyLN5EPps/DZZ5+Z1JjsGQkKCpLDJr4r+VB/cB86dIgaNGggZzBXn7Cybt26JtlZNS2lHXPNmjVlczJ9k4/9+/dTkSJF6ODBg0T0ts9HVFRUZhU1R1K/xvr3709CCLKwsKDBgwenW9HLrW+cDaUr+ShYsCAFBARkc8myV0bJx+rVq+W60aNHkxCCqlatKvsS8Vt73cmH+lfvKVOmyGGbc8sLPGYcTjyySWRkpGwyoPwpUKAANW3aVHb8S+vRo0fUuXNnjeQj7VuFCxcukL+/P507d05rxtWP1bs6QkdGRsq37YsXL5bL582bR1ZWVrJCo8RZfaZ3pQJ0584datSoUa5rM37+/Hm9v3yox/3mzZu0f/9+6tKlC3Xt2pX69+9PO3bsMJnf3Ls8evRIjhQ3btw4uTyjCoryW5s7dy4JIWj+/PmZXs7soG/iriv5sLe3p0mTJtH9+/czq3i5gnryoXyhzG0jM+mSUfKxdu1aWXkuXLiwrDznlhdR+kibfPTu3Zuio6PlPS03fO1m748Tj2xy6dIl+cbY2tqaqlevTkWKFJGVQEtLS/r8889p2rRpdOvWLflZ8+nTp9StWzc5F4Wu5MOUKG85X716RUFBQRqfwxWXL18mITRnWf31118pT548ZGFhIfu9jBo1Ssb3119/ldumHZoytzE0+VCP08uXL7OghDnT0qVLycbGhkqWLClHlCPSnXyot4FWRsN68OBBlpU1s/38888anUmNST7eNdoVM4xynb548cIkJ1U0VkbJhzKwgZL4ctKhLW3yUa1aNRJCkKOjIzd/ZHrhxCMbKDe+s2fPUrFixUgIQU2bNqW///6bfvvtNxo4cCA5OjqShYWFvBH6+PjQr7/+SpcvX6aoqCj6/PPPyc7OjkqUKGHyycfz58/J3d2dfH196cSJE1rJR3h4OE2aNElWmI8dO0ZlypQhc3Nz8vf3l8d59eoV1a9fX2fykdvpm3yoP4g7duyo0Yk8tzVHCA8Pp6ZNm8p+VXv37pXr1OOknqgNGzaMhHg7maeuEeo+Rg8ePJC/nTFjxsjl75t8TJo0iZOP95QbKs7G3HfSJh/KEM7u7u7yhQDHLn1K8lGoUCESQpCLiwsnHUxvnHhkE13JxxdffCGHN71+/Trt27eP2rdvT97e3hpNsr766ivq2bMn1ahRg4QQVLlyZVq9erXJVGTSCggIkOf+2Wef0d9//611w4yJiZEPiqlTp5IQghYuXEhEb7+aKF9OlCZZtra2JISgtWvXZuWp5GjvSj7UH8TKEM5CCHr48GEWlzTnuHHjBpUpU0Z2jFYfwCCtcePGkRCCSpQoYXJNiXbs2EEODg4khKBRo0bJ5e+TfDg6OtL333+fK35f+jTRY//5EC851I9x6tQpGjRokMl/6XhX3AzpR/X48WMaOXIklSlThv7999/3LRrLRTjxyEbKTeDcuXMy+WjZsiXduHFD3gDevHlDsbGxtHLlSvr+++/J2dmZLC0tZWdMc3NzEkJQrVq16NWrV9l5OpnKz8+PHB0dSQhBbdq00Zl8qFQqio6OJi8vLxJC0PHjx+U6pQPw+PHjqVGjRvT999+TjY0N3zDT0OfLx1dffSX7JOWWwQsycvXqVapataqcFbpnz570999/04MHD+jBgwcUGBhIn332mRxlTp+5Uz5Gu3fvlgn9+yYf3377rYyXqfcbUr+PXbhwgdavX0/z5s2jP//802QrwO9DPV5HjhyhKVOm0IgRI2jevHkaL6AMTU6UIYdNtcmtejzu379PJ06coBUrVtDBgwc1BgQxJPl48uSJyV+f7MPjxCOb6Uo+2rRpQ9euXdN547x9+zYFBARQ586dqWbNmvIzpzJmtqlRj8Hu3bspX758GSYfRERNmzalPHnyyKRCfWK2GjVqUP369YmIct1IQvpKm3wEBQXJdcoEb66urpx0qLlz5w59+eWXst+Wra0t2drakr29PQkhyMzMjBo0aGDybe137twpR5H7/vvv5XJjko/vvvvOZO9ruuzatUv+XpQ/9evXT/dZkNutW7dOI1ZCCKpXrx5t2rRJfv3nuL2la64r5aWlEG8n5Zw4cWI2lpDlJpx45ADpJR/qFTtdbyFevXpFW7duNfl5OjJKPo4fPy7XK02qlDfytWvX1mh+NmHCBBLi7Yyqqamp/FDKgHry0a9fP/rnn39kXDnp0O3Nmzd07Ngxatu2LdWuXZucnJyoVKlS9MUXX9DmzZt1TrhoCtJeR3v37pVfPoYPHy6X65t8mOob54wcOXJEDoXeo0cP6tu3L5UoUYKEEFSxYkUKDAzkrx9qDhw4IL/4f//99zRv3jyqXr06mZubU/HixWnp0qVyWGa+z/9HmY1dCEF9+/aliRMn0pAhQ2TH+p49e5p0ywmWM3DikUPok3woTHE8+3c9HNTX//3335Q3b14SQlDr1q21vny8evVKjrRRqlQp6tGjBzVp0oSEEFSkSBG6c+dOpp2HKVFPPpT5ADjpeLf4+Hgietv5PDo6OptLk7nUr7uLFy/Sb7/9RhMmTKA6derI387IkSPlNlx5fivt/W7w4MFkbW1Na9askctevHhB7du3JyEElS1blgICAnJt/NI+80aOHEk2Nja0fft2uezRo0f0ww8/kLOzMxUqVIiWLFnCyYeaixcvkru7O1lYWGj1RVu/fr1MPrjfI8tsnHjkIIYkH6ZEeZi+efOGnj9/nu52ygypL168ICcnJ1mx0dXsSn1SQCEEmZubU+nSpU0+lh/a+fPnZdMZTjr0o/4FTtfwz6Zo586d8posUaIE1a5dWw5nbWyzq9zg8uXL9OrVK/L29qauXbvK5UqftJcvX1KvXr1yVfKR0bUSEBBAZ86coSpVqlDv3r3lcqV/RkREBM2YMYOTDzXKeS9cuJCEEDR16lSN9cHBwdSgQQMSQtDgwYPT3Z+xD4UTj0yW9qJ919eK3Jp8PH36lDw9Penbb7+Vs8WqUx62169fJ1dXVxJCUNeuXTPs85GYmEg7d+6kn3/+mfz8/Ojx48dZdj6m5OTJk+Tu7k5Xr17N7qKwHOjIkSNkbm5OdnZ2GjNAnz59mqZPny5ntufkQ9OePXtkP6rGjRvL4b2VFyzKsyI3JR9r1qyhv/76S2dzu71795IQgrp160bVq1enGTNmENF/8VIoyYeLiwsnH/8vNTWVmjZtSra2thqDW4SEhMgXdN98843GPupNrnJr3Fjm4MQjE6lfrGfPnqVHjx4ZtJ968tG+fXuTHoFp+fLl8uvEuHHjNJIP5SF048YNmXRMmjSJiIj8/f316nDO3k9cXFx2F4FlE/UvOLrWDR48mIQQNHv2bK31sbGxtHnzZtnn47vvvpPrTLXyrK8DBw7IpEzpS5VWeslHYGCgyfWF8ff3JyEEFS9enA4fPqz1ezt06BDVqFFD9oVR/0KU9p7//PlzjeRj2bJluabvQtqvrCqVilJTU6lx48Zka2tLwcHBRJR+0pGcnExv3ryhyZMn06pVq7L+BJjJ48QjC+zcuVOOaqO8eXkX9eSjZMmSJISgLl26aL3dMSU//vijfAiPHTuWnj59KisnoaGhWkmHIqPRrjgJYcx4f/zxB02fPl02ZUlbGUxISKCaNWuSubk5nTlzhoi0O4erVCpaunSprDAa0+HcVPn7+8sZoOvVq0d3797V2kZX8uHm5kbHjh3L6uJmqpcvX1LPnj1JCEE//PCDzm0CAwOpadOmZGVlRUWLFqVDhw6lezwl+XBzcyMbGxuN/jO5QWRkpMZ/f/3112RmZkYBAQF07do1+uSTT7SSDqV/2v3796lQoULUr18/foayD44Tj0z2zz//UOHChSlfvny0fPlyg/ZVLvhTp05R5cqV6fLly5lRxGynXvmYOXOm1izIN27coPz582slHUpliEgz+Wjfvj0FBgbyDZOx9/Dvv/+Subk55c2bl+bNm6cz+Xjz5o3sSL5jx450j3X//n1q2LChvLbV5/nIjdTvTQcOHJAvVfr37y8rf+rUk48OHTqQra2tSQ3NrDwDoqOjNZrrPXz4UCuRPXz4MDVq1Eje65U3+Lo8f/6cxo4dSxUrVtS7xYEp+P3336lChQp07949uUwZfrhMmTIy6Rg4cKBcr/QrIiL64osvSAhBmzdvzspis1yCE48PLG1ld//+/SSEoJ9//jndbfQ5nq6HkSlJL/kYMGAAubi4kBCCJk+erLV92qF2lQd4ly5duHkQY+8hIiKC5syZQwUKFKD8+fPTnDlzdCYfI0eOlE2FMhrF64cffiAhhJzrJDfMG6DvjOQHDx6U97khQ4bo/LKtxDwqKsok+6ul/Zq2bNkyKliwIB04cEAr+QgMDKR69erJe72uiU4VkZGRsplVbvjC9vr1a/L19SUhBAUGBsrlsbGxcrmZmZlG0z71+sXEiRNJCEEtWrTIcLAXxozFiUcm2bFjB40bN4769+9P3t7ecrmxQ+Hmhrf36SUf5ubmGkNy6mrKodi2bRsVKVIkV008xlhmefHiBS1YsICcnJy0kg/lOty1axc5OTmRu7s7/fXXX1rHUN6k/vLLL1SrVi365ZdfqGDBghQSEpJ1J5IN1O9LoaGhdOjQIZo2bRotWLCAgoODteZ1MST5MGUqlYqSkpKoS5cucijvgwcPat33jxw5QvXr1ychBH3xxRcZJh/KcXODlJQUmj17NgkhqFmzZhrn/eDBAzk/zCeffEI3btygly9fEtHbFgTDhg0jIQQVLlyYbt++nV2nwEwcJx6Z4O7du+Tk5ESOjo7k4+ND3t7eFB8fnyvetrwv9RhNmzZNo8/Hq1ev0n3wqt9cX79+nenlZMwUhYSE0NOnTzWWPX/+PN3kg+htAtKjRw8SQpCXlxedOHFCVprVr+c2bdpQ8eLFKTExkd68eZM1J5RN1O9He/fupVKlSslhqYUQ5OjoSJ9//jkdOHBAYz99ko/cIjo6mvr16yfnY/oQyUduERERQcWLFychBP3+++9E9N+LgqtXr1LFihVlX6FPPvmEPv30UypdurQcDptHMGSZiROPTBAVFUU///wzFS1alIQQVKBAAflpPDe8sXpf6pWVGTNmaPT5SFspUscdyhkz3qZNm0gIQdOnT9ca0vpdyUdiYqKsABYuXJh++eUXjWE7x48fL2dGVt/P1Pn5+cn7V69evei7776j1q1bk5ubm6z4bdy4UWMf9eRj2LBhGm3vcwv1Ph99+vTRO/no1q0bBQUFZUeRcwwldr/88gtZWlpSnz59tNa9fPmSvv76aznRrhCCKleuTIMHD6b79+9nS7lZ7sGJRyaJjo6mlStXyhGpunfvLke04uTj3dSTj1mzZmmNdsUY+7Dmzp1Lzs7O5OTkRLt27SIizST+XclHQkICtW7dmoQQZGNjQ87OztS8eXPy8fEhIQQVLFiQbt68mdWnlW2uXLlChQsXJiEErVu3TmPd4cOHqWvXriSEoLx582p1zD948CC5u7ubfEf8jF4WGZp8KB3OBw0aZPLJra54pa1XBAcHk4eHBwkhyM/PTy5X4pqUlETx8fH0zz//0JUrVygpKSlXf2FjWYcTjw9A/YJX//eXL1/SypUrqUiRImRra0sTJ06UzYA4+Xg3Tj4YyzrKsLf9+/eXb9nTvm1/V/KRlJREM2bMoObNm8vr1cnJierUqUOhoaFZej6ZLb15IZRK4R9//CG/WijUK3b37t2j/v37kxCCatSooTVq4d69e8nLy8tk+8KoV54jIyPp3r17FBISorOZjz7Jh7+/P/3vf/+jBw8eZHrZs9Lly5fTHUzg33//1erPqF63mDdvnpzzJDo6+p2tAri1AMsKnHgYSf0CjYmJoaioKLp//75WhTgyMpJWrFhBHh4e5ODgkGuSj3e9kdF3lK70ko/x48eb5MgujGUH9WtTuea2bdtG06ZNM7jPh0qlopSUFDp37hwdP36cbty4QVFRUVlyHlll1apV1LNnT43mZGkNHTqUhBC0YsUKItIeFIOIKCgoiBo2bEg2NjZysjb1e15sbOwHLnnOkHY0wgYNGlDevHnJzMxMNslbv369xj76JB9Komwq/Sk3b95MQgiaMmWK1nW4a9cuEkJQsWLFaM6cORQeHi7joVyPN2/epEqVKpGLiwtduXKFiDi5YNmPEw8jqF+4gYGB1LZtWypSpAjlyZOHihQpQqNGjaLQ0FB584uMjKSVK1fmuuQjPj6eDh48KEfNUOK2adMmGjx4sFY78vSkl3xMnTrVZB4wjGU39fvajRs3yMnJiczMzOinn34yqM+HqV+TDx48oFKlSslmPem9ABkzZgwJIejbb78lovTjMnnyZPnVQ4lhbumvtnbtWnk/r1KlipxJWwhB+fLloxEjRmhsnzb5OHz4sMnN4K5u4cKF5OrqSvny5ZPN8ZTfxJIlS6hly5YyXjVq1KDhw4drjJamUqno22+/JSEEtW3b1mQTWfZx4cTjPezYsUO+oalatSr5+vrKkUsaNGhAW7ZskZ/WlT4fupIPU3247Ny5k9zd3alJkyay4rJt2zYSQlCePHno4sWLeh9L/aE9YcIEEkLwkLmMZRKVSkXz5s2jIkWKUN68eenHH3/k5EPNzp07qXr16tSpUyetiq9y7lu3biUzMzOqW7euzjfxyn3/+vXr5OTkRJUrV85Vbez9/f3JwsKCXF1dacuWLXL58ePHaeTIkZQ3b14SQtDgwYM19lNPPpycnOj48eNZXfQs9csvv9DAgQNlKwH1+alUKhX99ddf1KpVKznJbokSJWjatGl05swZIno7JHaFChXI3d2dTp06RUSmf32ynI0TDyOdOHGC8uTJQzY2NvTrr7/K5ffv36d27drJT6Bnz56V69STDxcXFxo5cqRJD/1679492bn+888/pxUrVsiRXDZs2GDw8dS/DvHERox9GBm19168eDF5eHjonXyoz3BuitTvQUFBQTJROH/+vFazq7CwMNm5vGfPnnK5kqgolb8rV66QjY0NNWjQIJNLn3WUOOn6oq/M0/H1119rNEVTFx4eTitWrKB8+fKRmZkZzZ8/X+5L9PZZ2rFjR8qfP7/JNrnV1Xd027ZtNHnyZHr48KHGts+ePaOzZ89SixYtyMHBgYQQZG1tTZMnT6Zjx47RqFGjSAhB/fv3z9JzYEwXTjwMlJqaSvHx8dS7d28SQtCCBQs01t+8eVMOUafrIo+OjqbVq1eTjY0NFS5cmCIiIrKq6FlKeUBcu3ZNY8g+Z2dnjbdbhjY1U7Y31a9EjGWXs2fP0q1btzSWGZJ8FChQgMzMzGjx4sVZWewsl/bec+DAARJC0Jdffkk3btzQWBcYGEj29vayWZYuQ4YMkYNm6Dr+x0a5Rz948ICWL1+uMzGIiYmhChUqkKurq+y7kPYtfFRUFE2dOpWsra2pQYMG9OjRIyL6L3GLiYmhyMhInfuaCvXfws2bN8nV1ZWEEDRr1ix68uSJ1vZJSUl06NAhGjx4sHzmlihRgipXrkyOjo5kZmZGhw4dyspTYEwLJx5GiI2NpdKlS1OFChU0ll++fFm2UU37eVhdVFQUrV+/XushZWqUB9CcOXNICEFmZmZUpUoVk+sAyNjH7vDhwySEoHbt2tGdO3c01umTfLx48YJmzpxJxYoVM7nRq9JK2/9i27ZtVKZMGbKysqL+/ftrnH9SUhKtXLlSJh/t2rWjPXv2UGhoKD158oSGDx8uJ140pfkTIiIiyNbWloQQNH/+fK2O0Y8ePSJPT08yNzenEydOpHucf//9V86HtXXrVrk8vZEkP1Zpk02VSqUzAV2wYAEVL16c7OzsaPr06RrJR9omf/v379dosiaEIFdXV62vJYxlNU48DKRSqejOnTtkb29P9erVk8vVk45vvvlGY59Hjx7RH3/8oXWc3ODJkyfk6+tLFhYWVKhQIRJCUJs2bXg4XMZykL///pvKli0rZ4A2NvlQ3kCbAuUenZqaKiu36pU79Rjt2bOHqlatKr90X79+Xa6LjY2lbdu2yQqglZUVOTo6yjb5RYoUMbmZolNSUmTHZ1dXV5ozZ47GPT85OZnat29PlpaWtGbNGrmPLiNGjCAhBM2dOzdLyp5dEhMT6fbt2/K/lXgcPHiQ9u/fL5f//PPPVKhQIZ3Jh0ql0krErl69Sr169SJfX1+THZqZfVw48fh/GU1gRERyZCait5+QCxQoQB4eHhQfH0/Xr1/XmXQoncECAgJ0TiKVG6SkpNCxY8coKCiIHj9+TJUqVSIhBLVq1UpnM7PckpAxltOcPn1aTvZnbPJhahITE+mPP/6g1atXa3Tq3bp1K7m7u2vc0zNKPojeVgC//vprqlWrFuXPn58++eQTGjp0KN29ezfLzicrKM/N5ORk6tKli0byof57mTRpEgkhyN3dXf7W1J+5Sv+ZcePGkRCCpk2bloVnkbVSUlJozZo11LZtW5mIEb0dAVIIQQ0bNtRospZR8qFOSUJiY2PlBMaMZTdOPNQkJCSQv78/Xbp0SeMGuH37durcuTMFBwfLZZ07dyYhBA0dOpRq1aql1YZXfeKtVq1akaOjI50/fz5rTiSHUX8Dc/XqVapYsaLO5CM3jF/PWE6jnuyfOnVK7+TD2dmZJk6cqDF8p6m5evUqNWjQgPLkyUOzZs0iorcJhlKZ3r17t8b2u3fvzjD5UGaLvnPnDsXHx5tsR/yMkg+lAq1SqeRs4z4+PrKpWdq39k2aNCE7OzsKCAjI+hPJIrGxsbRgwQI5TPC+fftox44dcuSuTZs2EZHmtapv8sFYTsOJh5pDhw5R5cqVqUGDBrLdqXLxu7m50enTp+W2e/fuJTc3N7K0tCQhBPXr10+uU38zpowm0bNnz3RnujUF6jfE58+f0/379+nZs2cUHR1NRG+TD6WZwvXr19NNPoiIpk6dSsOHD+fmWIx9QBl9Tcwo+VBv/qFsu2zZMrKxsaFChQqZ9Ahz0dHRNG/ePHJ2diY3Nzfq2rUrCSEof/78GiPzqb80SZt8qPf5MIX+CPrKKPlQ+hmEhIRQ9erVSQhBhQoVohMnTsivIikpKbIPTIMGDTRaHZii27dv0/fff0/W1tbk4eEh47Vt2za5TdqkjJMP9jHixEPNtWvXqFmzZrIT4LRp00gIQQUKFNA5i+qAAQPIwcGB8ubNS5s3b9aanXfs2LEkhKBy5crRvXv3su5EstG+ffvIx8eHHBwcyMPDg5o0aSLHDldmNCYiCg0N1Ug+bt26RYmJiXKCQGtra048GMsE27dv1zmctXrycfr0aVl57t69u87Rrn777TeTHyCD6O2LlA0bNsg+GnZ2dhpNrHSNtJdR8pGb6NPs6ty5c1S3bl0SQpCjoyNVqVKFPv/8c5n8enl5yUTF1BO3xMREatu2LZmZmZGFhYVGKwr1r2MZJR/83GQ5HSceaQQFBVGnTp00Zk9V7xiempoqHzBPnz6l7t27k6WlJbm6ulLdunVp6dKlNGHCBGrcuLFsv5p2fHdTpTRBEEJQ0aJFyc3NTY5mpf7WRj35UB7O5cuXpypVqsivSzw5IGPGSftlQ/1t/NWrV+U1unnz5gz3PXbsmJwQtUePHlrJR26ycuVKEkKQubk55c2blxYuXCjjql4JTC/5GDRokMl1INeXruTDxcWF5syZI5vpvX79mr788ks575MQggoWLEjt2rWTTbNywyiIJ06ckMmthYUFlS1bljZu3CjXpzeal5J8ODo60tixY02+7xX7uHHiocOUKVPIzMyMzM3NqXLlynT58mW5Tn2kE6K3b8NmzpwpPxcrf/Lnz0/t27c36Ye1+rCST58+JW9vb3J0dKQVK1bQmzdv6ObNmzR06FAZE11NE27dukWdOnWi/Pnzk62tLdWtWzfXvh1k7H2kTTguXLgg/129kqJ01jU3N5dtx9OzfPlyef126dIlV3zhUKfErU+fPpQvXz7q1asX5c+fn1xcXGjmzJmyL196yceePXuoZs2aJISgYcOG5aqZydVllHwo83MQvW1uFBgYSHv37qWbN2/SmzdvNPY3dZGRkdShQweaP38+jR8/niwtLal06dL0+++/y23Uf2vqcVm+fDnlyZOHPDw8TLr5I/v4ceKhJjU1leLi4uSEd8qn3k8//ZT+/vtvrfHblRtAUlISRUZG0tq1a+m3336jhQsXUkhIiOzfYIrSVnLCw8PTHfJw+vTpOpMPJX5RUVF05coVOn/+PL148SJzC86YCVIfvWbLli30xRdfyGRBoV5JmTJlSobJh3J9HzhwgKytrcnb25uEENSnTx+T7RCtUL+3qffLu3jxIiUnJ9OyZcvI1dWVXFxcaNasWVrJR9rmQJs3b6YGDRrQlStXsqD0OZe+yUdapjrSofp5RUREyKRe6Qv58OFD+u6779JNPnQ18VuxYkWueznAPj65PvFQv2iVC/nx48d0/PhxunnzJn322WckhKDmzZvTyZMntZKP3PImJj2//fYbVa5cmfz9/alGjRoycUhOTtaIzYwZM3QmH6b6UGEsqyjXWWRkJHXu3JksLCzIzs6OypUrRz179tQYTS+95EO9OQfRf0OZXr9+ncqUKUOLFy+mevXq5aomkH/++Sf16tWLLl26pLE8IiKClixZojP5UP+icfHiRfnvPJTpWxn1+chNfRPUn3tHjx6lTz/9lPLmzUtbtmzRuEbv3btHo0aN0pl8KFavXk3+/v5ZUm7GPoRcnXioX/xXr16lX3/9VWt4xPPnz1ObNm10Jh/qk0mpj7GdGyrTKpWKkpOT5aRjbm5uZG1trdG8g4j0Sj4YY8ZRXpZERERQhQoVSAhBtWvXpjNnzuicJ4co/eTj999/12oK1KtXL3J2dtYYGCI3ePz4MVWuXJmEEDRgwACtfnqRkZFayYfSLIiIaNasWVSsWDGNORnYW+klH/Pmzct1TYR27NghZ7Xv0KED7dy5U+uLWdrkQ/3ZOWPGDDI3N6d69epRbGxsrqh7sI9frk081C/Q/fv3ywq0j4+P1kPm4sWLWsmHenOD2bNnU48ePTTecJk6JX5RUVGyA6Wjo6PssJpeO1Ql+bCysqIVK1ZkbaEZMyHKNfjy5UuqUaOGHEFJfQ4hZTv1hCJtcqEkH2ZmZjRlyhQ6duwYRUdH08iRI+Woc69fv851lZo///yT6tSpQ5aWltSvX793Jh9jxoyhly9f0vjx4+X8C9zsRTddyUf+/Plp1apVGgO4mLKAgAAyNzenfPny0bJlyzLcVkk+rKysKH/+/PTdd99Rnz595AA4ub0ZH/u45NrEQ7Fr1y75Fn7ixIn05MkTnW2Y0yYf+/fvJ5VKJfsvuLq6ZthO9WOn60GgzMweFRUlZySvXLmyHFFD/YuQevKhDJnr6Oho0v1gGMtsCQkJ9PXXX8uRp5SkQv16U//3SZMm0fr16zXezhO9vSaV4WKVEYWUUfly22APaUemqlmzZobJx/Lly2W8XF1dSQhBHh4eXBl8B+V3mZSURJ9//jkJIcjT05P+/fdfIjLtlgMRERHUpEkTEkLQb7/9Jpdn9FUxLCyMZsyYQba2tvI6LV26dK4ZNZOZjlydeJw/f55cXV3J2tpaY1x2It03vYsXL1L79u3JwsKC3Nzc5DwUuWn41w0bNtDSpUvlfytvV6Ojo2UH1GrVqtHr16+JKP3kY968ebkmZox9aMr96dq1a1SkSBGqUKGCzhGA1K+/vn37ypcD27dv15jolIho69at9NVXX5GdnR1VrFiRWrZsSTdv3syCs8k+6VVuDUk+Xr9+TYGBgVS9enWqWrWqyY9m+CGpf/lo2LAhCSGoZcuWJj+AwZUrVyhfvnzUvHlzuUyfOUoSExPpxIkTNGLECFq6dKmc7Z2xj0muTDyUC1yZ4G/GjBla69Lz77//0pgxYyhfvnzk5ORE9erVyxWf01UqFd29e1e+aVF/S6OefChzcVSvXv2dyQdj7P38+OOPGvcw9WtN/V721VdfyeYsQgiqUKECbdu2TSv5IHo7mk5sbKy8fnODR48eacUio+RD15wcKSkp9ObNG50xZelTfrOBgYHk4OBA5cqV05qM11Qov6k1a9aQEII6deqksVzf/Rn7mJkhFzIzM4NKpUJAQADMzc3RuXNnAEBqairMzHSHRKVSAQAqVqyIGTNm4OrVqzhz5gz8/PxQunTpLCt7dhFCoHjx4liyZAkAYODAgfj1118BANbW1khMTES+fPlw7NgxeHt74+LFi2jUqBFiY2NhYWGBlJQUAIC5uXm2nQNjpoKIAAA3btwAANSoUQMAYGFhIbdR7mU9evTA2rVr0axZM2zZsgWdOnXCtWvXMHXqVOzbtw9xcXEaxy5UqBDs7Oxgb2+fFaeS7Xbs2IG6detiz549iI+Pl8uFEDLO7dq1w5gxY1CmTBn8/vvvWLJkCa5cuSK3TUlJgbm5OfLkyQNbW9ssP4ePmfI7dXNzQ2pqKoQQEEJkc6kyh3JeHh4eGv+t/M50iYmJQXBwsMb2jH3McmXiAQCJiYl4/fo18ubNi7x58wJAukkHACQlJcl/F0LA09MTZcqUgaOjY2YXNUdQEq8hQ4bgl19+AQB88803BiUfqamp2VZ+xkyJcj3ev38fAPDixQud2z169AhxcXH45JNPsGDBAjRu3BizZ89G27Ztce3aNUyaNAl//fVXhhUfU5aYmIhDhw7hwYMHmDVrFvbt25du8vG///0Pffv2RVJSEjZv3oxly5bh+vXrADQTPmYY5bm7ePFixMXFwcfHBzY2NtlcKsMozzb160i5RnXJly8fAGD79u04fvy4zrqHcszHjx+jZcuW2Ldv34csMmPZJzs/t2SX1NRUio6OpvLly5MQIsPZe5WmQUuWLKGtW7dmVRGzVdq5ShTqTTdWrFghm10tX75cLleaXb169UqOduXl5ZWrmm0wllVGjx5NQgiaM2cOEeluKnr37l05R4LSrOXJkyfUunVrEkJQ165d5UARudGTJ09o6NChZGVlRWXLltXZ/0U9rkrfvjx58lDnzp1zXef7zHD16lWysbEhe3t7unPnTnYXxyDqQ1r/9NNPtH//fp3r0xo4cCAJIahp06Ya/R1VKpVGH5cePXqQEEJrrh3GPla5MvFQKKMrtWvXTmcnSvX+CFWqVKHq1avTy5cvs7KI2So2Nvb/2rvz+Biv9n/gnzMzySRkIRKxpeWLxh5bH/k2tZRSW0ttTRdLSLXl8fVYUlSpqjW1RD1q94hSqqi1GlVLeCylVUvtW5AgsgghiWTm8/vD7747I4mtsl/v18urY+aecU46Oee+znIdkvYN55MGHxUrVqRSqsB1JkIUBP/+97/17FPahubsBg402u/njBkzqJTi4MGDc6ew+Yj2s9Has6tXr7J///4PDT60jGEtWrRg27Zt2aBBA3p6ejImJiZ3C18IWa1Wrl69midOnMjrojyVxMREenh4UClFNzc3BgUFcdu2bXofqrFarfp3bv/+/XzppZdoMBjYqVMnu4M+NaNGjaJSik2bNuX169dzpS5C5LQiGXhoAcX+/fvp5+dHs9nMUaNGMSoqSr/GdpNm//79qZTikCFDMuXAL6zCw8Pp6+urj+ZlF3zMnj1bDz5sc5FrNze3bt2SoEOIHJKamsomTZpQKcXevXs/8vRn28GUJk2asFy5cvrNXmHeuPo4dcsq+NAyhdm2+9WqVePgwYO5ZcsWnj17NsfKLAqOdevW0dHRkWazmUajUT/HpVmzZoyMjMwyOM3IyOCKFSv0lQHe3t6cOXMm165dy40bN7Jbt276oEJhzy4nipZCGXjYdjLXr1/nhQsXuHXrVt64cSPT4VozZsygm5sbnZ2d2a9fP+7YscPuM7SlDDVq1LALTAqz1NRUvvLKK3pqXK3Ryy740A4gU0rxq6++svscIUTO0E4TnzlzJkuVKkVPT0+OHTtWP/35wZtt26CjX79+VEoxODi40C2DfHBwyPbncOrUKf7000+cOXMmN2/enGmEPSYmRg8+fH19OW/ePLsMS1omxNWrV+doHUTBEhcXpwcQrVq14kcffaQfSuzu7s7mzZtzyZIlmc7PSU9P56ZNm9i5c2e9D7X9U7du3QI7CyREdgpd4GHbyfz8889s3rw5vb299eChf//+maYsJ02axAoVKtBgMLBYsWIMDAzk66+/zgYNGuiHQRW1Q3quXr2qrwH38/PLMvjQftYHDx6kj4+P3lhOnTo1T8osRFEUGxurp8stV64cR4wYwUuXLpHMen25tnyjWrVqhW4w5ZtvvuGUKVMYFxdH8n4bpbVT69atY4UKFexu7J5//nkOGTLEbk19TEwMBwwYQBcXF3p6erJ9+/acNWsWu3btSqUUfX19efny5Typn8h/tN+x9evX09HRke3bt+fJkycZHR3N4OBgfU+QUort27fnxIkT7QblLBYLU1NTOX/+fPbr149t2rRhnz59GB4eLsv4RKFU6AIPzerVq/Upz1dffZVBQUGsU6eOnsP+wY7j+++/Z1BQEJVSdHBw0Dulzp07F9nDoK5du8bWrVs/NPgg7+8FqVWrFlu1aqU3sAkJCYV66YYQ+cmVK1fYrVs3ms1muri4sFmzZty3bx9v3rxJ8v5+q4sXLzIwMFBf1lHYRlL/+OMPOjg40MXFhbNmzWJ8fLz+2o8//qi3TYGBgezZsycDAgJoMpmolGLnzp15/PhxvW27fv06x40bp49aa38qVqxY5AahxOO5cOGCPuuxYMECkvcD3yNHjvDLL7+kh4cHzWazPpMRGhrKP/74w+4zbPeACFFYFcrAY9u2bSxevDjd3d3tlv6EhYXR0dFR70CuXLmS6b179uzh5s2bGR4ezrNnzzIpKSk3i54nbAME7bG2LMM2+KhTp44efGRkZOjX3Llzh+XKlePOnTv57bffZmpMhRA5LyYmhoMGDWLlypWplKKzszPr16/PTp06sW7duixTpoy+fLIwHnqakpLCzz//nN7e3vT09OTMmTN548YNWiwWtmrVisWLF+fixYv16+Pj47lp0yYWK1aMSim+/vrrdiPMd+/e5fnz5zl69Gh+/PHHDA0NLXQzROLZ0pI9VKtWLVNgf+jQIa5du1Y/xLNYsWIsWbIkp02bxsjIyEyfJQN3orAqdIHHpUuX2LRp00yZlqZNm0az2UyTycSGDRvqwYc282G7mbwosG3U4uLiGB0dzf3792cZNNgGH7Vq1crUoIaEhFApxT179uR4uYUQ2bt58yZ/+eUXBgYGslSpUnaj9S+//DInTJjA6OjovC5mjklNTeWECRP0PS8zZ87k6dOn6enpmSl7lzay/Ouvv7Js2bL6Bn0hnpTWn964cYNNmzalq6srV61aRZJ22dHmzJmj/z6++OKL+uPy5cszMDCwUA4ICPGgQhd4rF+/nkopjhgxQn9u1qxZdHZ2pslk4m+//UaS9Pf315dTaeuhi0rw8eA+mBYtWuijoUopduzYkcuWLbPbVHnt2jW2adOGSil6eHhw2rRpXLFihb623M/Pj7GxsXlQGyFEVo4ePcodO3Zw69at3L59O+/du1folnHs3r1bb781tsGHl5cXJ02axNKlS3PRokUk7dt5rS2MjIzUl+YuX7480+sPPhYiKxkZGRw2bBiVUmzYsKFd4gbboEObeZs1axbbtm2rP3/x4sW8KroQuaZABx62HYHWoW7evJlvv/22PmW+fv16+vj40GQy8eeff9avj4iI0Ee5fHx89JkP28wvhd3q1atpMBj0NacNGzbUO9/SpUvzww8/tAsmkpKS+NZbb1Eppb9PKcUKFSrIumch8omH3SAXppvn77//nkop9urVS182q/UDWvBRsmRJFi9e/KFJL7T3aBmrbAethHhc2u9WYmIifX197fZ62AYd4eHhdu+Lj4/ntm3bCt2eKyGyU6ADD8369eu5YMECpqSkMDU1lRcvXtQDiA8//JAGg0EfYdA6mRs3brBChQr6jbabm1uhXoLwoD179tDFxYUuLi5640iSx44d44ABA/QZkJ49e+oZYjSzZs1iv379+NprrzEkJETO6RBC5LqNGzfy+eefp1KKc+fO1Z/XbgBTU1M5btw4fc9L7dq1HzpAEh4eTqUUAwICeOfOnUIVpInckZGRQavVypEjR1Ipxb59+3LmzJlZBh22mdSEKEoKfOCxefNmPROVtoxKc/bsWTo6OtLb25vnz5/Xgw7tF75NmzYMDg5m/fr1qZQqEof0WCwWWiwWDhkyhEophoaG6q9pwVpsbCznzZvH559/nsWKFeP48eOZmpqaaTZIOmYhRF6KiIjgwIEDmZKSQpKZThtPSUnhF198weeff57Ozs4cNmxYpnTqWn+wb98+KqXYqVOn3Cm8KLT27dunZ8fMKugobEsehXgSBhQwJPXHiYmJmDBhAkqVKoWwsDDUr1/f7trixYvDw8MDpUuXRqVKlWAwGJCSkgIHBwcAwMGDB1GqVCn89ttvuHjxIqpWrZqrdckLBoMBJLF3716YzWZ07twZAJCRkQGj0QgA8PLyQteuXdG7d28AwNq1axEfHw+j0Qir1ap/llIq9ysghCjytH6gVatWmD59OpycnPDNN9+gX79+uHz5sn6dk5MThg4dir59+8LV1RXz58/HokWLcPHiRQCA1WrV+4OFCxcCAHx9fWGxWOz6GiGeRKNGjTBixAj974sWLUKPHj0A3P/OGQwF7tZLiGemwH37tZvd5ORk3LlzB7t378Y///lP9OvXDwDsboyNRiOcnZ1x7NgxjB07FgDg7OwMAPjkk08QFxcHHx8fAMBzzz2Xm9XIUykpKbh16xbS0tJw5swZANCDDk2JEiXQo0cPVKxYEQcPHsTy5csBQBpMIUSeU0rpbb3VakVMTAxGjRqF8PBwTJgwAVeuXNGvdXJywpAhQzBw4EAYDAZMmDABn3zyCbZv347k5GSkpKQgJCQECxYsQLly5fD+++/DaDTKwIoAgEwBqO09xsM0atQIHh4eMJlMqFOnDoD7A3zSh4qirkD+BixZsgQvvPACtmzZAl9fX3Ts2BGA/S81SXh5eSEsLAyOjo4YM2YMgoODMXv2bLzzzjuYNGkSqlatijfeeCMPa5L7LBYLnJ2dUbNmTQDAyZMnAWSevSCJihUrIigoCAAQHx+fuwUVQohskNTbeqPRiHLlyiEsLAw1atTA3LlzMXbsWLvgw2w2Y8iQIRg0aBBcXV2xYsUKtGjRAvXq1YOHhwemTp2K2rVr4+eff0alSpXyqloiD2kBhtVq1R+np6frfaM2S/a4gUPbtm3RqlUrZGRkYOTIkUhISIDJZHr2BReigClwgQdJ/PDDD7h27RqGDBmCU6dOITo6GgDsfqm1xqJ169aYMWMGHB0dsWjRIvTv3x8rVqxA+fLlsXbtWn3Go7B5cEnatWvXANxvNI1GI5o1awYAGDp0KH755ZdM77NYLAD+mgm5detWbhRbCCEeSWvfly1bprdlHTt2xNSpU/HCCy9gwYIF2QYf/fr1Q5UqVQAADRo0wLBhw7Bnzx5ERESgevXquV4XkT8opXDv3j0sX74cS5YsQWpqqr4M7/vvv0dAQIA+8/8oWv85YMAAlC9fHmfOnMH58+dzrOxCFCh5srPkb0pLS2O3bt30TeUjRozItKnwQQcOHOCAAQP4wQcfcOLEibxw4ULuFDYP2G76joyMZIcOHeju7s5t27bZXdezZ0/9DA7t5NQHN4x36dKFBoOBK1euzPmCCyHEY9q6dSudnZ2plOKSJUv05yMiIlitWjUqpRgcHKynStdo2a4qVKhABwcHu4xYomg7duwYGzduTBcXF06ePJkkuW7dOiql6OnpyXXr1j3R5924cYPNmzfXM1wJIQpgVists1JaWho7d+6sn/q5Y8eObN+jZZDQ3ltUsjGtXr2a7u7uVEqxTZs2DA8Pp9Vq1X8eBw8eZKtWrfRzO9asWcObN2/q7//000+plGK9evX0c1GEECIvaO22xWLhvXv32KlTJ7q4uNgFHZrHCT4+/fRTVqpUiSdPnsyV8ov8LzExkZMnT2aJEiVYtmxZvvvuu1RK0cvLK8vv2cNo39e1a9fS29ubhw4dyoESC1Hw5PvAwzbtnPY4LS1N/68281GxYkUeOHDgoZ+lNQRFIfDYsmULlVJ0d3fnjBkz7F6z7cB37drFN998U0/516hRI7Zr146NGjWiUoplypSRg42EEPmGdhZHzZo17UaRLRaLXdv+qOAjLS2NN27cyJ1CiwIjNjaW//nPf+ji4kKlFIsXL/63UuHGx8fL90wIG/lyjwdt9iekpqYiOTkZcXFxuHfvHgDA0dERaWlpcHR0xDfffIOuXbsiKioKXbt2xYEDB7L9XG1dcGHPVhIdHa1n8ZoyZQr+7//+D8Bf2Ti0+hsMBgQEBGD27Nn45JNP4OXlhT/++AM//vgjoqKi0LZtW0RGRqJatWp5UxEhhLDxww8/oGbNmujatSvS0tLQvHlzAH8lFlFK2aXanTFjBnx9fbFw4UJ8/vnn+n5A4H4/4unpmSf1EPmXl5cX0tPTcefOHX1PZFJS0lOnV/bw8JDvmRA28l3gQVK/MY6MjESfPn1Qt25d1KxZE126dMHSpUsB3N8omJ6enin46Nat20ODj6IgOjoahw8fRseOHREcHAwg+9zhSil4e3tj3Lhx2L59O7Zv344VK1Zgx44dWLZsWZE420QIUTBom3bXrFmDc+fOISoqKtM1Dws+hg4dipiYmFwtsyg4tO9NZGQk3Nzc8Pbbb8NkMuGLL75AaGgo0tPTYTAYHjulrhAiC3k53fIwq1evptlsplKK1atXZ0BAgL4caOTIkfp16enpJDMvuzp48GBeFT3PaMsMJk2aRKUU33//fZLMdOJ4duQ0VSFEXrBdBqu1Q1arVX8+JiaGqampJMkffvhB31TeunVr/TMebOdsl11t2bKFpUuXptlslv1qwo7t90S7nyDvJ6RJS0tjWFgYS5YsSS8vL4aGhuon3Wvf0wf7TelHhXi4fDfjAQBbtmxBYGAgHBwcMGXKFBw/fhy7d+/GRx99BACYMGEChg4dioyMDJhMJmRkZGSa+WjevDkOHTqUxzXJXdpMUYUKFQDcnxUCHp53PCEhAadOnbJ7vxBC5CalFNLS0rB8+XL88ssvSElJgVIKSiksW7YM7dq1w86dO2G1WtGxY0csX74czs7OiIiIwIABAwDcT/2tzYhon8n/P4LdsmVLLF++HMeOHUPZsmXzpI4i/6HNCouTJ0/i22+/xY4dOwAADRs2hKOjIwIDAzFq1ChkZGTgyy+/RFhYmD7zce/ePb1/PXr0KAA5ZFeIR8rryOdBp0+fZoMGDWgymThv3jz9+bCwMDo4ONBsNuujXcOGDdNHKLT/3rt3j61bt6ZSiqdPn86TOuQVbeRm06ZNVEqxZMmS/PXXX7O8VhsdPHDgAN3c3Lh3795cK6cQQjxo//79rFOnDt3d3fndd9+RJFetWkWlFB0dHRkREWF3/bp161isWDEqpRgSEqI//7CZDyE0tt+Ln376iTVr1qRSiu+++y6joqLsrr1x4wanTZtmN/ORkpKivz5hwgRWqlSJy5Yty7XyC1FQ5bvAY86cOVRKcezYsfpzX331FZ2cnGgymXj48GFu375dX3YVEhKSZfDxYAaTwsS2wTx37hw3btzIw4cP212jLTvr06cPz58/b/de2+nkwMBAKqW4du3anC+4EEJkIyMjg/3796dSihUqVOCgQYP0VKbZ3dCtXbtWH4h6WPAhRHZsl3UPGjSIZ8+ezfL7owUfHh4e9PLy4siRI5mUlKSnnS9ZsiRPnTqVBzUQomDJd4FHWFgYX3rpJX0d5cqVK+nt7U2TycStW7fq102ePFkPPgYNGpQp+CisHkwXWb9+fZpMJnbs2JHR0dH6a6tXr2bVqlXp4uLCf/3rX3oKSltag9myZUtJ9yeEyDO2qdLHjBmjt+2urq5cvHixfl1WN4QSfIinpaWdd3Nzs1thYct2z0ZsbCy/+uorent760GxUorlypXjsWPHcqvYQhRo+S7wSEhI4MmTJ5mRkcFbt26xW7duNBqN/Pbbb0neDywsFgv37t1LT09Pmkwm/VTQwh502FqzZg2NRiOVUnpgYVv/9PR0Tps2jT4+PnR0dGTDhg25dOlS7tu3j7t37+Z7771HpRTLli3LM2fO5GFNhBDir0Bh6dKlVErRwcGBJUqU4KZNmx4ZRNgGH8OHD8+N4ooCLi4ujo0bN6ZSyi7osO1Hb926xUuXLtm97+bNm4yIiKCfnx/9/PzYoUMH6UOFeAJ5GnjYjt5nlQli7969NBqNfPHFF5mYmGj3WlJSEitXrsyWLVvqo2PXrl3L6SLnC//973/p6upKFxcXLly40O4120ww9+7d4/z589m0aVP9Z2T7p3bt2lnOhAghRF64e/cuhw8fTjc3N7Zq1Uo/xHTFihX6wbHZWbt2Ld3c3KiU4qhRo3KpxKKgOnfuHIsVK8YmTZrYPX/37l2eO3eOgYGBrFevHt3d3Tls2LBMMxr37t1jcnIy79y5k5vFFqLAM+XSBnY9c4TtY9ssSlllgkhOTgZJlC9fHiVKlABJZGRkwMHBAVarFTdv3kRQUBA+/fRTeHl5wdvbOzeqk2esVivS09OxcOFCJCcnY8qUKejduzeA+/ntjUaj/jO1Wq1wcHBA79690bZtWyxfvhy7du3C1atXUalSJbz88st48803Ub58+byskhBC6JydnTFkyBD07t0bVatWRUhICKZOnYp//etfMBqNeOONN+Do6Khfb3s+UYcOHTBv3jwMGjQIXbp0yasqiAIiJSVFz4ypuXDhApYuXYqFCxfi0qVL8PDwwK1btxAaGopr165h/vz5cHBwgMVigYODAxwcHPKwBkIUTIp8yuM4H8Ply5fh4+MD4K+DebQb4927d2PdunWIjY1FmTJl0Lt3b/j4+KBYsWJ6Z7Jnzx40a9YMDg4O2LVrF+rXr69/9tChQzFt2jSsXbsWb7zxRk5VId+5c+cO6tWrh9u3b+PUqVNwc3PL9nBA2yAPuN9Jaw2mEELkpQfbJ1vp6elwcHBAamoqRo4cienTp8Pb2xtfffUV3njjDZjNZn2wBQDOnj0LHx8fmM1m3L59G66urrlZFVEAxcTEoF27djh8+DD69u2LsmXLYsmSJbhw4QL8/PzQtWtXBAcH49dff0VQUBDi4+MRERGBli1b5nXRhSjYcmoqZeHChaxTp45dtiRtOdWaNWv0vRnan+rVq3P8+PGZNjkHBwdTKUVPT09+9913jIiI4AcffEClFP38/Hj16tWcqkK+FBUVRVdXV1arVu2x0kRqm/TJ+2uobQ/qEkKIvGDb/pw6dYrbt2/nli1b+Mcff+jPa/s60tPTOXjwYH3Z1cqVK+2Wt3z22Wf09/fn5s2bc68CokCxXcpt+937+eefWbFiRf0+xGAw8MMPP+TFixftlvb16dOHSimuXLkyV8stRGGUI4FHYmIi33rrLSql2LhxY27YsEF/bc+ePXR3d6fBYOCwYcO4ZMkSdu7cmZ6ennoGpuvXr+vX3717V0/5ahuslC1btlDtT3icQMBisfDcuXN0cnKiUirbMzq0azMyMjh//nzu37//WRZVCCGeiXXr1rFs2bJ6u168eHGOHTuWd+/eJflXu2gbfHh7e3Pu3Lk8c+YMR48eTaUUjUYjz507l5dVEfmMbZ+qPc5qn9CxY8e4cuVKLl68mDt37szy/U2aNKGXl5d8x4R4BnJsxuPIkSPs06cPTSYT//d//5fr1q0jSc6YMYNKKbtN0QkJCZw3bx6rVKlCs9nMgQMH2gUfJDl69Gi2b9+eAQEB/OijjwpNFgnbUT1bWW2213Tv3p1KKY4ePZq3bt3K9jOTk5NZu3Ztdu/e3e6wIyGEyGubN2+mwWCgUorNmjWzS4LRu3dvXrx4kaR98PHxxx/TxcWFzs7OLFWqlD4IJalMhS3boGHfvn0cPnw4W7ZsyWbNmnHGjBn87bffHvr+1NRU/fGIESOolGLHjh2ZlJSUY2UWoqh4poHHg6P2R44cYa9evWgymfiPf/yDGzduZMeOHdm6dWv9Gm0p0J07d7hixQpWrVo12+AjLS2NaWlphSY/u/bzun79OmvVqsXQ0FDu3r07y2tsHy9evJguLi4sU6YMV61aZRdU2C6tev/996mU4sSJEwvNz0wIUTDZLvNMTU3l66+/TldXV/7nP//Rr1m/fr2+9OW9997jhQsX7N6bnp7OWbNm8bXXXmOlSpXYqVMnnj59OrerIvIx2z5zzZo1dHd312fTXFxcqJRijRo1uHz5cv06rX988B5Gm2V77rnnZLZDiGfkmQQeD/6y2t78asGH0Whk69at+Y9//IM9evTIdB358OCjsO5JSEpKYo0aNfS89RUrVuQ///lPnjhxgrdv3yb5V921WZB79+7pe1/Kly/PuXPnZmoUR44cSaUU69WrxytXruRupYQQIhsxMTG8desW3dzcOHToUP157eZvx44d9PPzyxR82EpJSeG1a9cklanI1o8//kilFM1mM8ePH89bt27xypUrbN26NZVSLFGiBJcsWaJfr/WzFy9e5KJFi9iiRQsqpVi1atVCtaxbiLz2twMP7WY4JSWFv//+Oz/77DOOGjWK58+f1685evQoe/bsSUdHRyql7PJmPxhQPBh8DB48uFCfzxEfH8/y5ctTKaWPxiilWKVKFb755ps8dOgQk5OT9eu1JVmpqal855139NN9a9euzU8//ZQDBw7UlyyUKVOGJ06cyKuqCSGEnWXLllEpxZkzZ7JRo0b6mvp79+7Z9QU7d+5knTp1Hhp8CJGdw4cP84UXXqCTkxMXLFigPz9z5kw6Ozvrh++aTCa74IMkIyMjaTAY6OrqysDAQLt7GSHE3/e3Ag9thCohIYHBwcF2mwTnzJnDmJgY/dojR47w/fffp4uLC41Go91JodkFH9pMwPDhwx+656Gg0uoUHh5OZ2dntm/fnlu3bmWHDh3o4+NDpRTd3d3ZvXv3LLNppKWlccyYMfT397fLEFayZEm++uqrPHXqVG5XSQghshUSEkKllJ4gY86cOXavPyz40PZ8CPEwGRkZ/Pzzz6mU4uTJk/XnZ8yYQbPZTJPJxO3bt3PixIn6jMjixYvtPmPnzp386aefMh1cLIT4+5468NBummNjY/VpcT8/Py5YsIC7du3izZs3M73n8OHD7NOnDx0dHVmvXj19wzmZdfARHh7OBg0aFPppzkOHDrFcuXJUSjEiIoIWi4WHDx9mYGAgPT099YDi3Xff5YIFC+w2vmVkZPDSpUtcsmQJZ8yYwfHjx3Pv3r2Mi4vLwxoJIUTWRowYQYPBQIPBwL59+2ZKkJFd8NGhQwdGRUXldnFFAZOcnMx3332Xbdq00Z/75ptv6OHhoQcd5P2Ty7t06aKvGrDdaySEyDlPFXhoHUNCQgIbNGhApRR79eqlp0B8mKNHjzIoKEjPdmWbavfB4OPu3btFJotEaGgolVJs3ry53dkkW7du1TtqLc94/fr1uWzZskIfkAkhCg/bzH0ff/wxlVJ0dHTMtNSFtO8LIiMj6ePjQ0dHR9mvJh7Lzp079cxVUVFRbNGiBY1GI9esWaNfY7FYOGXKFH1gz9XVlfPnz8+rIgtRZDz1jEdKSgqDgoKolGLPnj31UfjHyZ509OhRPdvVo4KPwk6bOTp+/Dhr1arFkiVLcteuXZleP3fuHBs3bqwHIC4uLvyf//kfzp8/v9CkFhZCFG62CUW0NKWOjo5ctWpVpmtt+4L//ve/PHv2bK6UURRcWWWBXL9+PZVS7NKlC9PT02m1WvV+9cyZM/Ty8uLrr7+uH1Sc1WoNIcSzY3iKk84BAKdPn8aWLVtQu3ZtzJkzB2azGRaLBUaj8ZGfUatWLQwZMgTvvfceDhw4gAkTJmDjxo0AAKWU/m8UBQbD/f8Fvr6+8Pf3x82bNzFq1CjcvXsXwP2fBwDs2LEDu3fvBgB06dIFfn5+uHDhAvr27YuAgACMGTMmT8ovhBAa27Y7Ojoax48fx4YNGxAREYGUlBS71ydMmIARI0YgPT0d77zzDlatWmX3WbZ9wUsvvYTKlSvnTiVEvmKxWAAAVqv1kddq/aXt43PnzgEAqlWrBpPJZPdZd+/eRVxcHAYMGICpU6di27ZtcHd3f6blF0I84GkjlnHjxlEpxQkTJpDMfABedmxHJGxnPho3bpzlqFdRoP1MLl++zMqVK9PDw4MbN27UX//666/16eAVK1aQJOPi4hgaGsrq1avT29ubR44cyZOyCyEEad+2b968mS+++KJ+hoJSiv7+/hw9ejSjo6Pt3vfJJ5/oMx/ff/99bhdb5GPadyo2NpaTJ09+qoQps2bNolKKDRs2zPTd+/DDD2kymST7oxC56IkDD60h6NGjB5VS3Lx5898qgHbCuVKKLVu21M+uKGqsVitv376tL18LDg4mSc6bN0/vuLNaC33q1CnGxsbmdnGFECJLP/zwg95mNW/enB06dKC3tzcdHByolOIrr7yS7blD2S27EkVXcnIyK1SooGe4fNIld7dv3+bLL7+sZ0c7dOgQr1y5oh8O2LhxY8leJUQueuLAQ9vDoZ0VER4e/sT/6OXLl/nnn3/qfz906BD79etn91xRFRkZqR8m2LNnzyyDDovFUijTCwshCrZff/2VHh4eNJvNXLRokf78tWvX+PXXX7N27dr67MeD6XG14EMpxbVr1+Z20UU+9tFHH+mBaUhIyGMHH1arlVarlRs3btSzoxUvXpxlypShUore3t48efJkDpdeCGHrifd4aHs4/P39Adxfxws83vpLzcaNGzFr1iwkJCQAAOrWrYvp06ejRo0aT1qcQqdx48bo168fLBYLlixZAgBYvHgxunfvDuD+z9lgMOh7Q4QQIrcwm/132vPbtm1DYmIiRowYgaCgIABAeno6vL290atXL8ycORMNGzbE/v378dlnnyExMVH/jHHjxmHgwIFQSqFq1ao5XxmR72nfq6+//hoff/wx0tPTERYWhrlz5+p7Nx5GKQWlFFq0aIG5c+eiY8eOcHJyQokSJdC+fXvs2rULvr6+OV0NIYSNp757fe655wAAYWFhOHPmDAwGwyM3hZOE1WrFpk2bMHv2bJw4cUJ/j6Oj49MWpdDx9/fXN8aNGzcOPXr0APBX0CGEELlJa6e1dknb8KvRnt+zZw8AoEWLFgDuBx0ODg4AAGdnZ7z00ksYOnQofHx8sGPHDpw4cUK/DgCmT5+Oq1evyiCUAHD/e6UNak6aNAkhISHIyMh4ouAjPT0dTk5O8Pf3x5o1a7Bv3z5ERkbi22+/lQBXiDzw1HexwcHBaNKkCW7cuIGJEyfi2rVrdhklHmSxWKCUQmJiIk6cOIFGjRohICDgoe8pqt577z20a9cOwP3sYcnJybBYLBJ0CCFyndVqhVIKqampOHToEMaMGYPPP/8cUVFRdtdlZGQgLS0NAPDnn38CgJ5FSOPg4IAWLVqgVq1auHTpElasWKE/rwUzpUuXzukqiQLEYDDowcfkyZOfKPiwWCx64BseHo6EhARUqVIFXl5ecHFxyZXyCyHsPdWdLEkYjUZ06dIFHh4e2LBhA+bPn4+4uDj9dVu2aXZDQkJw/vx5tG/fHhaLpUilzn0cWgPbo0cPuLq64uDBg0hMTITRaHyi5WxCCPF3aQMeiYmJGDBgANq1a4exY8di3Lhx+Omnn3D9+nUA99t8k8mkL8HVAo+s0qOXKlUKPXv2hNFo1PsMAI+Vil0UTU8TfNjed/Tq1QtBQUGYNGmS9KNC5LGnCjyUUjAajXjrrbfQoUMHxMfHY86cOZg2bRouX75s19loQQoAjB49GosXL0bdunURFBQEo9EoMx4P0GY1GjduDB8fHxw/fhzjxo2ze00IIXKa1WqF0WjEjRs38Morr2DhwoUoXbo05s+fj8jISAQGBsLb2xvAX0utGjZsCAD497//jaVLl+qvaTd7GRkZAO63ZTLwJJ7EkwQf6enp+n1Hnz59sGTJEri7u6Nnz57SjwqR1/7u7vQrV66wW7duNJvNdHFxYdOmTbl3714mJCSQJG/dusXo6Gh2795dskg8oY0bN+r5x5OSkvK6OEKIIkJLm56QkMAGDRpQKcVevXrx7t27j3zvZ599RqUUzWZztudyaBn7Zs+ebffvCfEothkdP/74Yz0LZFbZrnr37q2fSC5ndQiRP/ztwIMkY2JiOGjQIFapUoVKKTo7O9PPz48dO3ZkvXr1WK5cOSql6OfnJ0HHE7h69SpfffVVSTMshMh1KSkp+rlCPXv2ZGpqKsm/Uqo/SLshjI+PZ9++ffXUuGFhYTx27BhTUlKYmprK4cOHUynFGjVq8PLly7lWH1F4ZBd8DBkyhFevXiUpQYcQ+ZUin81cd1JSEn7//XfMmzcPW7duRXx8vL7kyt/fH6+99hqCg4NRvnz5Z/HPFRlpaWkwm815XQwhRBFBEkopHDlyBG3btkWpUqWwf/9+ODk52a2bf5jo6GhMmzYN06dPBwCULVsW5cqVw927d3HixAmULVsWW7duRfXq1XO6OqKQss3yOGzYMHz55ZdwcHDAoEGDcP78eaxatQqlSpXCrl27UK1atTwurRBC88wCD1t//vkn4uLikJ6eDoPBgICAAJhMJtk8KIQQBcT48eMxatQojB8/HiNGjEBGRkamLFWPMnfuXCxbtgyHDx/G7du3UalSJTRs2BDjx49HlSpVcqjkoqiwDT6GDx+O0NBQmM1mpKWlSdAhRD71ZL3II2gjZTVr1szyNSGEEPmb1o6fPn0aAFCvXj0AmVPjPo4PPvgAnTt3xs2bN3H9+nVUrlwZbm5uKFas2DMtsyiatA3nBoMBkyZNAgCEhoaiZMmSiIyMlKBDiHzomQYeD8tQJdmrhBAi/9OyWWnndMTGxj7xZ1y5cgVJSUmoWbMmPD094enpKTMcIkc8GHw4ODjg7bfflmV8QuRTkldOCCGETlsSq53JER0dDQBPdP7Bxo0b8fXXXyMxMfHZF1CIB9im2v3iiy/k5Hsh8jEJPIQQQmTy3HPPAQDCwsJw5swZGAyGRy6ZJQmr1YpNmzZh9uzZOH78eG4UVQg5n0OIAkJ+U4UQQmQSHByMJk2a4MaNG5g4cSKuXbv20CWzFosFSikkJibixIkTaNSoEQICAnKxxEIIIfI7CTyEEELYIQmj0YguXbrAw8MDGzZswPz58xEXF6e/bss2zW5ISAjOnz+P9u3by+nkQggh7EjgIYQQwo5SCkajEW+99RY6dOiA+Ph4zJkzB9OmTcPly5f1M5qAv4IUABg9ejQWL16MunXrIigoCEajURKLCCGE0OXIOR5CCCEKh+joaAwePBjr1q2Dg4MDGjRogEmTJsHX1xclS5bE7du3cfv2bQwfPhxLly5F6dKlsXPnTvj6+uZ10YUQQuQzEngIIYR4qKtXr+LLL7/Ehg0bcO7cOTg5OeGFF15ApUqVEBUVhevXr+Pq1auoU6cOvvvuOwk6hBBCZEkCDyGEEI+UlJSE33//HfPmzcPWrVsRHx+vL7ny9/fHa6+9huDgYJQvXz6viyqEECKfksBDCCHEE/nzzz8RFxeH9PR0GAwGBAQEwGQy6Xs9hBBCiKxI4CGEEOKxkMx2s/jDXhNCCCEACTyEEEIIIYQQuUDS6QohhBBCCCFynAQeQgghhBBCiBwngYcQQgghhBAix0ngIYQQQgghhMhxEngIIYQQQgghcpwEHkIIIYQQQogcJ4GHEEIIIYQQIsdJ4CGEEEIIIYTIcRJ4CCGEEEIIIXKcBB5CCCGEEEKIHCeBhxBCCCGEECLHSeAhhBBCCCGEyHESeAghhBBCCCFynAQeQgghhBBCiBz3/wA43bR3inN3KgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 800x200 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Missing values visualization\n",
    "missingno.bar(_tmp, figsize=(8,2))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "fa2bf20e-f181-4858-87ff-b79671b11191",
   "metadata": {},
   "outputs": [],
   "source": [
    "# OUTPUT HIDDEN FOR CONFIDENTIALITY PURPOSES\n",
    "_tmp.head(1);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e166c6aa-e27f-4ea5-9684-dcd5fcf45060",
   "metadata": {},
   "outputs": [],
   "source": [
    "del _tmp"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f1f9024-b1bf-4df0-b508-095ef5b3fa8e",
   "metadata": {},
   "source": [
    "### Variables description\n",
    "\n",
    "- **Character Name** -- not unique - Name of the in-game character;\n",
    "- **Account Handle** -- unique - Game account, can have multiple characters on it;\n",
    "- **Level** -- 1-20 (nominal) -- Character level. Can be dropped, since guild is endgame focused, i.e. lvl 20 accounts only;\n",
    "- **Class** -- 9 classes (cat. nominal) -- Character class (each has 2 subclases/roles, not provided in original file);\n",
    "- **Guild Rank** -- 7 ranks (cat. ordinal) -- Character rank within guild. 1 = lowest rank. Single account might have characters with differrent ranks, (guild officer mistake) therefore max rank of character tied to account should be used;\n",
    "- **Contribution Total** -- (num. discrete) -- Total contribution (donation) to guild coffer per character;\n",
    "- **Join Date** -- datetime - Date and time a character accepted an invitation to guild. Some players might leave and get reinvited for various reasons, so this variable not reliable;\n",
    "- **Last Active Date** -- datetime -- Last time a character logged into the game;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "733fbc68-9ccc-48fa-a3d4-1b2b387008cc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Character Name</th>\n",
       "      <th>Account Handle</th>\n",
       "      <th>Class</th>\n",
       "      <th>Guild Rank</th>\n",
       "      <th>Contribution Total</th>\n",
       "      <th>Last Active Date</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RrRdaekereRRa</td>\n",
       "      <td>ni49an@n9@n</td>\n",
       "      <td>Cleric</td>\n",
       "      <td>4</td>\n",
       "      <td>425840</td>\n",
       "      <td>2021-12-27 09:16:11</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>eBDrBr</td>\n",
       "      <td>ome@1@9eram6</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>5</td>\n",
       "      <td>353118</td>\n",
       "      <td>2021-12-28 10:38:05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>an anr'V aaEnk</td>\n",
       "      <td>@roo@s@b</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>5</td>\n",
       "      <td>230163</td>\n",
       "      <td>2021-12-23 11:53:50</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>crcriritHrr</td>\n",
       "      <td>hiyieeeih@eh</td>\n",
       "      <td>Fighter</td>\n",
       "      <td>7</td>\n",
       "      <td>191713</td>\n",
       "      <td>2021-09-29 05:00:40</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Character Name  Account Handle      Class  Guild Rank  Contribution Total  \\\n",
       "0          oSwowo  @@2@2#73ncr3o@      Rogue           6              485165   \n",
       "1   RrRdaekereRRa     ni49an@n9@n     Cleric           4              425840   \n",
       "2          eBDrBr    ome@1@9eram6  Barbarian           5              353118   \n",
       "3  an anr'V aaEnk        @roo@s@b      Rogue           5              230163   \n",
       "4     crcriritHrr    hiyieeeih@eh    Fighter           7              191713   \n",
       "\n",
       "     Last Active Date  \n",
       "0 2021-12-28 09:50:03  \n",
       "1 2021-12-27 09:16:11  \n",
       "2 2021-12-28 10:38:05  \n",
       "3 2021-12-23 11:53:50  \n",
       "4 2021-09-29 05:00:40  "
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "custom_date_parser = lambda x: datetime.strptime(x, \"%m/%d/%Y %H:%M:%S %p\")\n",
    "\n",
    "df_raw = pd.read_csv(\n",
    "    file,\n",
    "    usecols=[0,1,3,4,5,7],\n",
    "    converters={\n",
    "        'Last Active Date': custom_date_parser\n",
    "    }\n",
    ")\n",
    "\n",
    "# MASKED FOR CONFIDENTIALITY PURPOSES\n",
    "df_raw['Character Name'] = mask_column(df_raw['Character Name'])\n",
    "df_raw['Account Handle'] = mask_column(df_raw['Account Handle'])\n",
    "df_raw['Guild Rank'] = mask_guild_rank(df_raw['Guild Rank'])\n",
    "\n",
    "df_raw.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "328e0c1d-d5a6-4280-8f01-138f156fa045",
   "metadata": {},
   "outputs": [
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      "text/plain": [
       "Summarize dataset:   0%|          | 0/5 [00:00<?, ?it/s]"
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       "Generate report structure:   0%|          | 0/1 [00:00<?, ?it/s]"
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GradientType=0);background-repeat:repeat-x;border-color:#dcdcdc;-webkit-box-shadow:inset 0 1px 3px rgba(0,0,0,.05),0 1px 0 rgba(255,255,255,.1);box-shadow:inset 0 1px 3px rgba(0,0,0,.05),0 1px 0 rgba(255,255,255,.1)}\n",
       "/*# sourceMappingURL=bootstrap-theme.min.css.map */        &lt;/style&gt;&lt;style&gt;body {\n",
       "  padding-top: 80px;\n",
       "}\n",
       ".content .container-fluid{\n",
       "    margin-left: 20px !important;\n",
       "    margin-right: 20px !important;\n",
       "    margin-bottom: 20px;\n",
       "}\n",
       "\n",
       ".page-header{\n",
       "    border:0 !important;\n",
       "}\n",
       "\n",
       ".row.variable, .section-items &gt; .row {\n",
       "    border: 1px solid #e1e1e8;\n",
       "    border-top: hidden;\n",
       "}\n",
       "\n",
       ".row.spacing {\n",
       "    padding: 2em 1em;\n",
       "}\n",
       "\n",
       ".row.header {\n",
       "    border-bottom: 1px solid #e1e1e8;\n",
       "    /*background-color: #f5f5f5;*/\n",
       "    padding-left: 2em;\n",
       "}\n",
       "\n",
       "\n",
       ".dl-horizontal dt {\n",
       "    text-align: left;\n",
       "    padding-right: 1em;\n",
       "    white-space: normal;\n",
       "}\n",
       "\n",
       ".dl-horizontal dd {\n",
       "    margin-left: 0;\n",
       "}\n",
       "\n",
       ".col-md-12 {\n",
       "    padding-left: 2em;\n",
       "}\n",
       "\n",
       ".indent {\n",
       "    margin-left: 1em;\n",
       "}\n",
       "\n",
       ".center-img {\n",
       "    margin-left: auto !important;\n",
       "    margin-right: auto !important;\n",
       "    display: block;\n",
       "}\n",
       "\n",
       "/* Table example_values */\n",
       "table.example_values {\n",
       "    border: 0;\n",
       "}\n",
       "\n",
       ".example_values th {\n",
       "    border: 0;\n",
       "    padding: 0;\n",
       "    color: #555;\n",
       "    font-weight: 600;\n",
       "}\n",
       "\n",
       ".example_values tr, .example_values td {\n",
       "    border: 0;\n",
       "    padding: 0;\n",
       "    color: #555;\n",
       "}\n",
       "\n",
       "table.correlation-table {\n",
       "    width: 98%  /* To avoid an unnecessary overflow. */\n",
       "}\n",
       "\n",
       "/* STATS */\n",
       "table.stats, table.sample, table.duplicate, table.correlation-table{\n",
       "    border: 0;\n",
       "}\n",
       "\n",
       ".stats tr, .sample tr, .duplicate tr, .correlation-table tr {\n",
       "    border: 0;\n",
       "}\n",
       "\n",
       ".stats th, .stats td{\n",
       "    color: #555;\n",
       "    border: 0;\n",
       "}\n",
       "\n",
       ".stats th {\n",
       "    padding: 0 2em 0 0;\n",
       "    font-weight: 600;\n",
       "}\n",
       "\n",
       ".stats td {\n",
       "    padding: 1px;\n",
       "}\n",
       "\n",
       "\n",
       "/* Sample table */\n",
       "table.sample, table.duplicate, table.correlation-table {\n",
       "    margin-bottom: 2em;\n",
       "    margin-left: 1em;\n",
       "}\n",
       "\n",
       ".sample td, .sample th, .duplicate td, .duplicate th, .correlation-table td, .correlation-table th {\n",
       "    padding: 0.5em;\n",
       "    white-space: nowrap;\n",
       "    border: 0;\n",
       "\n",
       "}\n",
       "\n",
       ".sample thead, .duplicate thead, .correlation-table thead {\n",
       "    border-top: 0;\n",
       "    border-bottom: 2px solid #ddd;\n",
       "}\n",
       "\n",
       ".sample td, .duplicate td {\n",
       "    width: 100%;\n",
       "} \n",
       "\n",
       "/* There is no good solution available to make the divs equal height and then center ... */\n",
       ".histogram {\n",
       "    margin-top: 3em;\n",
       "}\n",
       "\n",
       "/* Freq table */\n",
       "table.freq {\n",
       "    margin-bottom: 2em;\n",
       "    border: 0;\n",
       "}\n",
       "\n",
       "table.freq th, table.freq tr, table.freq td {\n",
       "    border: 0;\n",
       "    padding: 0;\n",
       "}\n",
       "\n",
       ".freq thead {\n",
       "    font-weight: 600;\n",
       "    white-space: nowrap;\n",
       "    overflow: hidden;\n",
       "    text-overflow: ellipsis;\n",
       "\n",
       "}\n",
       "\n",
       "/* Freq mini */\n",
       ".freq.mini td {\n",
       "    width: 50%;\n",
       "    padding: 1px;\n",
       "    font-size: 12px;\n",
       "\n",
       "}\n",
       "\n",
       "table.freq.mini {\n",
       "    width: 100%;\n",
       "}\n",
       "\n",
       ".freq.mini th {\n",
       "    overflow: hidden;\n",
       "    text-overflow: ellipsis;\n",
       "    white-space: nowrap;\n",
       "    max-width: 5em;\n",
       "    font-weight: 400;\n",
       "    text-align: right;\n",
       "    padding-right: 0.5em;\n",
       "}\n",
       "\n",
       "/* Message classes */\n",
       ".missing {\n",
       "    color: #a94442;\n",
       "}\n",
       "\n",
       ".alert, .alert &gt; th, .alert &gt; td {\n",
       "    color: #a94442;\n",
       "}\n",
       "\n",
       ".ignore {\n",
       "    opacity: 0.4;\n",
       "}\n",
       "\n",
       "/* Bars in tables */\n",
       ".freq.table{\n",
       "    table-layout: fixed;\n",
       "}\n",
       "\n",
       ".freq:not(.mini) tr td:nth-child(1), .freq:not(.mini) tr th:nth-child(1){\n",
       "    width: auto;\n",
       "    max-width: none;\n",
       "\n",
       "    white-space: nowrap;\n",
       "    overflow: hidden;\n",
       "    text-overflow: ellipsis;\n",
       "}\n",
       "\n",
       ".freq:not(.mini) tr td:nth-child(2), .freq:not(.mini) tr td:nth-child(3), .freq:not(.mini) tr th:nth-child(2), .freq:not(.mini) tr th:nth-child(3){\n",
       "    width: 100px;\n",
       "    text-align: right;\n",
       "}\n",
       ".freq:not(.mini) tr td:nth-child(4), .freq:not(.mini) tr th:nth-child(4){\n",
       "    width:200px;\n",
       "}\n",
       "\n",
       ".freq .bar {\n",
       "    float: left;\n",
       "    width: 0;\n",
       "    height: 100%;\n",
       "    line-height: 20px;\n",
       "    color: #fff;\n",
       "    text-align: center;\n",
       "    border-radius: 3px;\n",
       "    margin-right: 4px;\n",
       "}\n",
       "\n",
       ".other .bar {\n",
       "    background-color: #999;\n",
       "}\n",
       "\n",
       ".missing .bar {\n",
       "    background-color: #a94442;\n",
       "}\n",
       "\n",
       ".tooltip-inner {\n",
       "    width: 100%;\n",
       "    white-space: nowrap;\n",
       "    text-align: left;\n",
       "}\n",
       "\n",
       ".extrapadding {\n",
       "    padding: 2em;\n",
       "}\n",
       "\n",
       ".variable .h4 {\n",
       "    text-overflow: ellipsis;\n",
       "    display:inline-block;\n",
       "    width: calc(90%); /* The trick is here! */\n",
       "    overflow:hidden;\n",
       "}\n",
       "\n",
       ".variable.ignore .h4{\n",
       "    text-decoration: line-through;\n",
       "}\n",
       "\n",
       ".table-responsive{\n",
       "    overflow: scroll;\n",
       "    width: 100%;\n",
       "    overflow-y: hidden;\n",
       "}\n",
       ".img-responsive{\n",
       "    max-width: 99%;\n",
       "    min-width: 99%;\n",
       "}\n",
       ".footer-text{\n",
       "    padding:20px;\n",
       "}\n",
       "\n",
       "table.list-warnings td{\n",
       "    padding-right:10px;\n",
       "}\n",
       "\n",
       "a.anchor-pos {\n",
       "    display: block;\n",
       "    position: relative;\n",
       "    top: -70px;\n",
       "    visibility: hidden;\n",
       "}\n",
       "\n",
       "a.anchor-pos-variable{\n",
       "    /*top: -70px;*/\n",
       "}\n",
       "\n",
       "#sample-container, #duplicate-container {\n",
       "    overflow: auto;\n",
       "    width: 100%;\n",
       "    overflow-y: hidden;\n",
       "}\n",
       "\n",
       "#correlation-table-container {\n",
       "    max-height: 400px;\n",
       "    overflow: auto;\n",
       "}\n",
       "\n",
       "#overview-content td, #overview-content th{\n",
       "    border-top: 0;\n",
       "    line-height: 1;\n",
       "}\n",
       "\n",
       ".variable-description{\n",
       "    color: #777;\n",
       "    font-size: 10pt;\n",
       "    margin-top: 10px;\n",
       "    font-style: italic;\n",
       "}\n",
       "\n",
       "select.multiple{\n",
       "    width: 180px;\n",
       "    height: 500px;\n",
       "    margin: 10px 0;\n",
       "}\n",
       "\n",
       ".named-list-item{\n",
       "    padding: 1em;\n",
       "}\n",
       "\n",
       "/* not printing tabs */\n",
       "@media print {\n",
       "    .tab-content &gt; .tab-pane, .collapse {\n",
       "        display: block !important;\n",
       "        opacity: 1 !important;\n",
       "        visibility: visible !important;\n",
       "        /*page-break-after: always;*/\n",
       "        page-break-after: right;\n",
       "        page-break-before: avoid;\n",
       "    }\n",
       "\n",
       "    .nav-pills, .nav-tabs, button[data-toggle=&quot;collapse&quot;], .mini, .col-sm-3 img {\n",
       "        display:none !important;\n",
       "    }\n",
       "\n",
       "    a[download=&quot;config.yml&quot;]:after {\n",
       "        content: none !important;\n",
       "    }\n",
       "\n",
       "    .row {\n",
       "        border: 0 !important;\n",
       "    }\n",
       "}\n",
       "\n",
       ".text-placeholder {\n",
       "    display: inline-block;\n",
       "    background-color: #444;\n",
       "    height: 12px;\n",
       "    border-radius: 100px;\n",
       "    margin: 5px 0;\n",
       "    min-width: 200px;\n",
       "    opacity: .1;\n",
       "}\n",
       "\n",
       "    .freq.table-0 .bar {\n",
       "        background-color: #377eb8;\n",
       "    }\n",
       "    .freq.table-1 .bar {\n",
       "        background-color: #e41a1c;\n",
       "    }\n",
       "&lt;/style&gt;&lt;/head&gt;&lt;body&gt;&lt;a class=anchor-pos id=top&gt;&lt;/a&gt;&lt;nav class=&quot;navbar navbar-default navbar-fixed-top&quot;&gt;&lt;div class=container-fluid&gt;&lt;div class=navbar-header&gt;&lt;button type=button class=&quot;navbar-toggle collapsed&quot; data-toggle=collapse data-target=#navbar aria-expanded=false aria-controls=navbar&gt;&lt;span class=sr-only&gt;Toggle navigation&lt;/span&gt;&lt;span class=icon-bar&gt;&lt;/span&gt;&lt;span class=icon-bar&gt;&lt;/span&gt;&lt;span class=icon-bar&gt;&lt;/span&gt;&lt;/button&gt;&lt;a class=&quot;navbar-brand anchor&quot; href=#top&gt;Profiling Report&lt;/a&gt;&lt;/div&gt;&lt;div id=navbar class=&quot;navbar-collapse collapse&quot;&gt;&lt;ul class=&quot;nav navbar-nav navbar-right&quot;&gt;&lt;li&gt;&lt;a href=#overview&gt;Overview&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href=#variables-dropdown&gt;Variables&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href=#interactions&gt;Interactions&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href=#missing&gt;Missing values&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href=#sample&gt;Sample&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;/div&gt;&lt;/nav&gt;&lt;div class=content&gt;&lt;div class=container&gt;&lt;div class=&quot;row header&quot;&gt;&lt;a class=anchor-pos id=overview&gt;&lt;/a&gt;&lt;h1 class=page-header&gt;Overview&lt;/h1&gt;&lt;/div&gt;&lt;div class=section-items&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-pills&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#overview-dataset_overview aria-controls=overview-dataset_overview role=tab data-toggle=tab&gt;Overview&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#overview-alerts aria-controls=overview-alerts role=tab data-toggle=tab&gt;Alerts &lt;span class=badge&gt;2&lt;/span&gt;&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#overview-reproduction aria-controls=overview-reproduction role=tab data-toggle=tab&gt;Reproduction&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content style=&quot;padding-top: 10px;&quot;&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=overview-dataset_overview&gt;&lt;div class=col-sm-6&gt;&lt;p class=h4&gt;Dataset statistics&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Number of variables&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;6&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Number of observations&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;334&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Missing cells&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Missing cells (%)&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0.0%&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Duplicate rows&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Duplicate rows (%)&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0.0%&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Total size in memory&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;15.8 KiB&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Average record size in memory&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;48.4 B&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=col-sm-6&gt;&lt;p class=h4&gt;Variable types&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Text&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;2&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Categorical&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Numeric&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;2&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;DateTime&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=overview-alerts&gt;&lt;div class=col-sm-12&gt;&lt;table class=&quot;table table-condensed list-warnings&quot;&gt;&lt;p class=h4&gt;Alerts&lt;/p&gt;&lt;tr style=border-top:0&gt;&lt;td&gt;&lt;a href=#pp_var_-8055494968670697757&gt;&lt;code&gt;Last Active Date&lt;/code&gt;&lt;/a&gt; has unique values&lt;/td&gt;&lt;td&gt;&lt;span class=&quot;label label-primary&quot;&gt;Unique&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;a href=#pp_var_-4096461448803474281&gt;&lt;code&gt;Contribution Total&lt;/code&gt;&lt;/a&gt; has 113 (33.8%) zeros&lt;/td&gt;&lt;td&gt;&lt;span class=&quot;label label-info&quot;&gt;Zeros&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=overview-reproduction&gt;&lt;div class=col-sm-12&gt;&lt;p class=h4&gt;Reproduction&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Analysis started&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;2024-07-29 18:46:09.763860&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Analysis finished&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;2024-07-29 18:46:10.692834&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Duration&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0.93 seconds&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Software version&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;&lt;a href=https://github.com/ydataai/ydata-profiling&gt;ydata-profiling v0.0.dev0&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Download configuration&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;&lt;a download=config.json 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role=presentation&gt;&lt;a href=#5023564684970622288bottom-5023564684970622288word aria-controls=5023564684970622288bottom-5023564684970622288word role=tab data-toggle=tab&gt;Words&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#5023564684970622288bottom-5023564684970622288characters aria-controls=5023564684970622288bottom-5023564684970622288characters role=tab data-toggle=tab&gt;Characters&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=5023564684970622288bottom-5023564684970622288overview&gt;&lt;div class=row&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Length&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Max length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;20&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Median length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;15&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Mean length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;9.2215569&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Min length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;3&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Characters and Unicode&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Total characters&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;3080&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct characters&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;66&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct categories&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode categories (click for more information)&quot; href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode categories (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct scripts&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode scripts (click for more information)&quot; href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode scripts (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct blocks&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode blocks (click for more information)&quot; href=https://en.wikipedia.org/wiki/Unicode_block&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode blocks (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;caption text-center text-muted&quot;&gt; The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. &lt;/div&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Unique&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Unique&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;332 &lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;The number of unique values (all values that occur exactly once in the dataset).&quot;&gt;?&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Unique (%)&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;99.4%&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Sample&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;1st row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;oSwowo&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;2nd row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;RrRdaekereRRa&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;3rd row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt; eBDrBr&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;4th row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;an anr&amp;#39;V aaEnk&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;5th row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;crcriritHrr&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=5023564684970622288bottom-5023564684970622288word&gt;&lt;div class=col-sm-6&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;8&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:1.9%&gt; &amp;nbsp; &lt;/div&gt; 1.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;5&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:1.2%&gt; &amp;nbsp; &lt;/div&gt; 1.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.7%&gt; &amp;nbsp; &lt;/div&gt; 0.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.7%&gt; &amp;nbsp; &lt;/div&gt; 0.7% 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data-toggle=tab&gt;Categories&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#5023564684970622288unicode-5023564684970622288scripts aria-controls=5023564684970622288unicode-5023564684970622288scripts role=tab data-toggle=tab&gt;Scripts&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#5023564684970622288unicode-5023564684970622288blocks aria-controls=5023564684970622288unicode-5023564684970622288blocks role=tab data-toggle=tab&gt;Blocks&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=5023564684970622288unicode-5023564684970622288characters&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring characters&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;338&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.2%&gt; &amp;nbsp; &lt;/div&gt; 11.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;248&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.2%&gt; &amp;nbsp; &lt;/div&gt; 8.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 6.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;206&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.0%&gt; &amp;nbsp; &lt;/div&gt; 6.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=&quot; &quot;&gt;&lt;/td&gt;&lt;td&gt;161&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;149&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.6%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;140&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.9%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;139&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.8%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=t&gt; t &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=h&gt; h &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (56)&quot;&gt; Other values (56) &lt;/td&gt;&lt;td&gt;1289&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 41.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=5023564684970622288unicode-5023564684970622288categories&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring categories&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;3080&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per category&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;338&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.2%&gt; &amp;nbsp; &lt;/div&gt; 11.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;248&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.2%&gt; &amp;nbsp; &lt;/div&gt; 8.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 6.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;206&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.0%&gt; &amp;nbsp; &lt;/div&gt; 6.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=&quot; &quot;&gt;&lt;/td&gt;&lt;td&gt;161&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;149&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.6%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;140&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.9%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;139&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.8%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=t&gt; t &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=h&gt; h &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (56)&quot;&gt; Other values (56) &lt;/td&gt;&lt;td&gt;1289&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 41.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=5023564684970622288unicode-5023564684970622288scripts&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring scripts&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;3080&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per script&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;338&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.2%&gt; &amp;nbsp; &lt;/div&gt; 11.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;248&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.2%&gt; &amp;nbsp; &lt;/div&gt; 8.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 6.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;206&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.0%&gt; &amp;nbsp; &lt;/div&gt; 6.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=&quot; &quot;&gt;&lt;/td&gt;&lt;td&gt;161&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;149&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.6%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;140&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.9%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;139&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.8%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=t&gt; t &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=h&gt; h &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (56)&quot;&gt; Other values (56) &lt;/td&gt;&lt;td&gt;1289&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 41.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=5023564684970622288unicode-5023564684970622288blocks&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring blocks&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;3080&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per block&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;338&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.2%&gt; &amp;nbsp; &lt;/div&gt; 11.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;248&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.2%&gt; &amp;nbsp; &lt;/div&gt; 8.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 6.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;206&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.0%&gt; &amp;nbsp; &lt;/div&gt; 6.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=&quot; &quot;&gt;&lt;/td&gt;&lt;td&gt;161&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;149&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.6%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;140&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.9%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;139&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.8%&gt; &amp;nbsp; &lt;/div&gt; 4.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=t&gt; t &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=h&gt; h &lt;/td&gt;&lt;td&gt;100&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.8%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (56)&quot;&gt; Other values (56) &lt;/td&gt;&lt;td&gt;1289&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 41.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;a class=&quot;anchor-pos anchor-pos-variable&quot; id=pp_var_-2299770531443852103&gt;&lt;/a&gt;&lt;div class=variable&gt;&lt;div class=col-sm-12&gt;&lt;p class=h4 title=&quot;Account Handle&quot;&gt;&lt;a href=#pp_var_-2299770531443852103&gt;Account Handle&lt;/a&gt;&lt;br&gt;&lt;small&gt;Text&lt;/small&gt;&lt;/p&gt;&lt;p 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&quot; id=image27f9cbbbc3 x=55.08 y=-34.56 width=332.64 height=221.76 transform=&quot;scale(1 -1) translate(0 -221.76)&quot;/&gt;&lt;/g&gt;&lt;/g&gt;&lt;/g&gt;&lt;defs&gt;&lt;clippath id=p366542ca57&gt;&lt;rect x=55.08 y=34.56 width=332.64 height=221.76 /&gt;&lt;/clippath&gt;&lt;/defs&gt;&lt;/svg&gt;&lt;/div&gt;&lt;div class=&quot;col-sm-12 text-right&quot;&gt;&lt;button class=&quot;btn btn-default btn-sm&quot; data-toggle=collapse data-target=&quot;#bottom--2299770531443852103, #minifreqtable-2299770531443852103&quot; aria-expanded=true aria-controls=collapseExample&gt; More details &lt;/button&gt;&lt;/div&gt;&lt;div id=bottom--2299770531443852103 class=collapse&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-tabs&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#-2299770531443852103bottom--2299770531443852103overview aria-controls=-2299770531443852103bottom--2299770531443852103overview role=tab data-toggle=tab&gt;Overview&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#-2299770531443852103bottom--2299770531443852103word aria-controls=-2299770531443852103bottom--2299770531443852103word role=tab data-toggle=tab&gt;Words&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#-2299770531443852103bottom--2299770531443852103characters aria-controls=-2299770531443852103bottom--2299770531443852103characters role=tab data-toggle=tab&gt;Characters&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=-2299770531443852103bottom--2299770531443852103overview&gt;&lt;div class=row&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Length&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Max length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;20&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Median length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;16&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Mean length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;12.137725&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Min length&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;5&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Characters and Unicode&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Total characters&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;4054&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct characters&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;39&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct categories&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode categories (click for more information)&quot; href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode categories (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct scripts&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode scripts (click for more information)&quot; href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode scripts (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct blocks&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode blocks (click for more information)&quot; href=https://en.wikipedia.org/wiki/Unicode_block&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode blocks (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;caption text-center text-muted&quot;&gt; The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. &lt;/div&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Unique&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Unique&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;81 &lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;The number of unique values (all values that occur exactly once in the dataset).&quot;&gt;?&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Unique (%)&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;24.3%&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Sample&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;1st row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;@@2@2#73ncr3o@&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;2nd row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;ni49an@n9@n&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;3rd row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;ome@1@9eram6&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;4th row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;@roo@s@b&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;5th row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;hiyieeeih@eh&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-2299770531443852103bottom--2299770531443852103word&gt;&lt;div class=col-sm-6&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=3rg@doopg@#r&gt; 3rg@doopg@#r &lt;/td&gt;&lt;td&gt;10&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:4.0%&gt; &amp;nbsp; &lt;/div&gt; 3.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=m@aa@aemma&gt; m@aa@aemma &lt;/td&gt;&lt;td&gt;10&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:4.0%&gt; &amp;nbsp; &lt;/div&gt; 3.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=1#22o3222h1@r&gt; 1#22o3222h1@r &lt;/td&gt;&lt;td&gt;9&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:3.6%&gt; &amp;nbsp; &lt;/div&gt; 2.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=2@2#73ncr3o&gt; 2@2#73ncr3o &lt;/td&gt;&lt;td&gt;9&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:3.6%&gt; &amp;nbsp; &lt;/div&gt; 2.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=roo@s@b&gt; roo@s@b &lt;/td&gt;&lt;td&gt;9&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:3.6%&gt; &amp;nbsp; &lt;/div&gt; 2.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=tpa6@uotu&gt; tpa6@uotu &lt;/td&gt;&lt;td&gt;8&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:3.2%&gt; &amp;nbsp; &lt;/div&gt; 2.4% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e@@1ea&gt; e@@1ea &lt;/td&gt;&lt;td&gt;8&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:3.2%&gt; &amp;nbsp; &lt;/div&gt; 2.4% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=pycs@epaspalse&gt; pycs@epaspalse &lt;/td&gt;&lt;td&gt;8&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:3.2%&gt; &amp;nbsp; &lt;/div&gt; 2.4% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=hedxamtmedltxratx&gt; hedxamtmedltxratx &lt;/td&gt;&lt;td&gt;8&lt;/td&gt;&lt;td&gt;&lt;div 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&quot; id=image94a7aa5b59 x=55.08 y=-34.56 width=332.64 height=221.76 transform=&quot;scale(1 -1) translate(0 -221.76)&quot;/&gt;&lt;/g&gt;&lt;/g&gt;&lt;/g&gt;&lt;defs&gt;&lt;clippath id=p30c96233e8&gt;&lt;rect x=55.08 y=34.56 width=332.64 height=221.76 /&gt;&lt;/clippath&gt;&lt;/defs&gt;&lt;/svg&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-2299770531443852103bottom--2299770531443852103characters&gt;&lt;div class=col-sm-12&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-tabs&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#-2299770531443852103unicode--2299770531443852103characters aria-controls=-2299770531443852103unicode--2299770531443852103characters role=tab data-toggle=tab&gt;Characters&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#-2299770531443852103unicode--2299770531443852103categories aria-controls=-2299770531443852103unicode--2299770531443852103categories role=tab data-toggle=tab&gt;Categories&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#-2299770531443852103unicode--2299770531443852103scripts aria-controls=-2299770531443852103unicode--2299770531443852103scripts role=tab data-toggle=tab&gt;Scripts&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#-2299770531443852103unicode--2299770531443852103blocks aria-controls=-2299770531443852103unicode--2299770531443852103blocks role=tab data-toggle=tab&gt;Blocks&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=-2299770531443852103unicode--2299770531443852103characters&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring characters&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=@&gt; @ &lt;/td&gt;&lt;td&gt;479&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.8%&gt; &amp;nbsp; &lt;/div&gt; 11.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;312&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:17.5%&gt; &amp;nbsp; &lt;/div&gt; 7.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;290&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.2%&gt; &amp;nbsp; &lt;/div&gt; 7.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;224&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;201&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.3%&gt; &amp;nbsp; &lt;/div&gt; 5.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;190&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.6%&gt; &amp;nbsp; &lt;/div&gt; 4.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;164&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:9.2%&gt; &amp;nbsp; &lt;/div&gt; 4.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=m&gt; m &lt;/td&gt;&lt;td&gt;154&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:8.6%&gt; &amp;nbsp; &lt;/div&gt; 3.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;131&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.3%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=#&gt; # &lt;/td&gt;&lt;td&gt;124&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:6.9%&gt; &amp;nbsp; &lt;/div&gt; 3.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (29)&quot;&gt; Other values (29) &lt;/td&gt;&lt;td&gt;1785&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 44.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-2299770531443852103unicode--2299770531443852103categories&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring categories&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;4054&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per category&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=@&gt; @ &lt;/td&gt;&lt;td&gt;479&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.8%&gt; &amp;nbsp; &lt;/div&gt; 11.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;312&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:17.5%&gt; &amp;nbsp; &lt;/div&gt; 7.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;290&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.2%&gt; &amp;nbsp; &lt;/div&gt; 7.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;224&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;201&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.3%&gt; &amp;nbsp; &lt;/div&gt; 5.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;190&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.6%&gt; &amp;nbsp; &lt;/div&gt; 4.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;164&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:9.2%&gt; &amp;nbsp; &lt;/div&gt; 4.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=m&gt; m &lt;/td&gt;&lt;td&gt;154&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:8.6%&gt; &amp;nbsp; &lt;/div&gt; 3.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;131&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.3%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=#&gt; # &lt;/td&gt;&lt;td&gt;124&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:6.9%&gt; &amp;nbsp; &lt;/div&gt; 3.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (29)&quot;&gt; Other values (29) &lt;/td&gt;&lt;td&gt;1785&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 44.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-2299770531443852103unicode--2299770531443852103scripts&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring scripts&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;4054&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per script&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=@&gt; @ &lt;/td&gt;&lt;td&gt;479&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.8%&gt; &amp;nbsp; &lt;/div&gt; 11.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;312&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:17.5%&gt; &amp;nbsp; &lt;/div&gt; 7.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;290&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.2%&gt; &amp;nbsp; &lt;/div&gt; 7.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;224&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;201&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.3%&gt; &amp;nbsp; &lt;/div&gt; 5.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;190&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.6%&gt; &amp;nbsp; &lt;/div&gt; 4.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;164&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:9.2%&gt; &amp;nbsp; &lt;/div&gt; 4.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=m&gt; m &lt;/td&gt;&lt;td&gt;154&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:8.6%&gt; &amp;nbsp; &lt;/div&gt; 3.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;131&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.3%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=#&gt; # &lt;/td&gt;&lt;td&gt;124&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:6.9%&gt; &amp;nbsp; &lt;/div&gt; 3.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (29)&quot;&gt; Other values (29) &lt;/td&gt;&lt;td&gt;1785&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 44.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-2299770531443852103unicode--2299770531443852103blocks&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring blocks&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;4054&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per block&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=@&gt; @ &lt;/td&gt;&lt;td&gt;479&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:26.8%&gt; &amp;nbsp; &lt;/div&gt; 11.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;312&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:17.5%&gt; &amp;nbsp; &lt;/div&gt; 7.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;290&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.2%&gt; &amp;nbsp; &lt;/div&gt; 7.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=o&gt; o &lt;/td&gt;&lt;td&gt;224&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:12.5%&gt; &amp;nbsp; &lt;/div&gt; 5.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;201&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:11.3%&gt; &amp;nbsp; &lt;/div&gt; 5.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;190&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:10.6%&gt; &amp;nbsp; &lt;/div&gt; 4.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;164&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:9.2%&gt; &amp;nbsp; &lt;/div&gt; 4.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=m&gt; m &lt;/td&gt;&lt;td&gt;154&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:8.6%&gt; &amp;nbsp; &lt;/div&gt; 3.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;131&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:7.3%&gt; &amp;nbsp; &lt;/div&gt; 3.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=#&gt; # &lt;/td&gt;&lt;td&gt;124&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:6.9%&gt; &amp;nbsp; &lt;/div&gt; 3.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (29)&quot;&gt; Other values (29) &lt;/td&gt;&lt;td&gt;1785&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 44.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;a class=&quot;anchor-pos anchor-pos-variable&quot; id=pp_var_6942319136240972902&gt;&lt;/a&gt;&lt;div class=variable&gt;&lt;div class=col-sm-12&gt;&lt;p class=h4 title=Class&gt;&lt;a href=#pp_var_6942319136240972902&gt;Class&lt;/a&gt;&lt;br&gt;&lt;small&gt;Categorical&lt;/small&gt;&lt;/p&gt;&lt;p class=variable-description&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class=col-sm-6&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Distinct&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;9&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct (%)&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;2.7%&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Missing&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Missing (%)&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0.0%&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Memory size&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;2.7 KiB&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=col-sm-6&gt;&lt;div class=row id=minifreqtable&gt;&lt;table class=&quot;mini freq table-0&quot;&gt;&lt;tr class&gt;&lt;th width=10%&gt; Cleric &lt;/th&gt;&lt;td width=10%&gt;&lt;div class=bar style=width:44.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500&gt; 51&amp;nbsp; &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;th width=10%&gt; Wizard &lt;/th&gt;&lt;td width=10%&gt;&lt;div class=bar style=width:40.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500&gt; 46&amp;nbsp; &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;th width=10%&gt; Rogue &lt;/th&gt;&lt;td width=10%&gt;&lt;div class=bar style=width:38.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500&gt; 44&amp;nbsp; &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;th width=10%&gt; Barbarian &lt;/th&gt;&lt;td width=10%&gt;&lt;div class=bar style=width:36.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500&gt; 41&amp;nbsp; &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;th width=10%&gt; Warlock &lt;/th&gt;&lt;td width=10%&gt;&lt;div class=bar style=width:33.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500&gt; 38&amp;nbsp; &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;th width=10%&gt; Other values (4) &lt;/th&gt;&lt;td width=10%&gt;&lt;div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500&gt; 114&amp;nbsp; &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;col-sm-12 text-right&quot;&gt;&lt;button class=&quot;btn btn-default btn-sm&quot; data-toggle=collapse data-target=&quot;#bottom-6942319136240972902, #minifreqtable6942319136240972902&quot; aria-expanded=true aria-controls=collapseExample&gt; More details &lt;/button&gt;&lt;/div&gt;&lt;div id=bottom-6942319136240972902 class=collapse&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-tabs&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#6942319136240972902bottom-6942319136240972902overview aria-controls=6942319136240972902bottom-6942319136240972902overview role=tab data-toggle=tab&gt;Overview&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#6942319136240972902bottom-6942319136240972902string aria-controls=6942319136240972902bottom-6942319136240972902string role=tab data-toggle=tab&gt;Categories&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#6942319136240972902bottom-6942319136240972902word aria-controls=6942319136240972902bottom-6942319136240972902word role=tab data-toggle=tab&gt;Words&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#6942319136240972902bottom-6942319136240972902characters aria-controls=6942319136240972902bottom-6942319136240972902characters role=tab data-toggle=tab&gt;Characters&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=6942319136240972902bottom-6942319136240972902overview&gt;&lt;div class=row&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Length&lt;/p&gt;&lt;table class=&quot;table table-condensed 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white-space:nowrap&quot;&gt;22&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct categories&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode categories (click for more information)&quot; href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode categories (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct scripts&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode scripts (click for more information)&quot; href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode scripts (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;Distinct blocks&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;1 &lt;a title=&quot;Unicode blocks (click for more information)&quot; href=https://en.wikipedia.org/wiki/Unicode_block&gt;&lt;span class=&quot;badge pull-right&quot; style=color:#fff;background-color:#337ab7; title=&quot;Unicode blocks (click for more information)&quot;&gt;?&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;caption text-center text-muted&quot;&gt; The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. &lt;/div&gt;&lt;/div&gt;&lt;div class=col-sm-3&gt;&lt;p class=h4&gt;Unique&lt;/p&gt;&lt;table class=&quot;table table-condensed stats&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Unique&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;0 &lt;span class=&quot;badge 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white-space:nowrap&quot;&gt;Rogue&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;th&gt;5th row&lt;/th&gt;&lt;td style=&quot;white-space:pre white-space:nowrap&quot;&gt;Fighter&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=6942319136240972902bottom-6942319136240972902string&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h4 class=indent&gt;Common Values&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=Cleric&gt; Cleric &lt;/td&gt;&lt;td&gt;51&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 15.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=Wizard&gt; Wizard &lt;/td&gt;&lt;td&gt;46&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:90.2%&gt; 13.8% 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       "&quot;/&gt;&lt;/defs&gt;&lt;use xlink:href=#ArialMT-46 /&gt;&lt;use xlink:href=#ArialMT-69 x=61.083984 /&gt;&lt;use xlink:href=#ArialMT-67 x=83.300781 /&gt;&lt;use xlink:href=#ArialMT-68 x=138.916016 /&gt;&lt;use xlink:href=#ArialMT-74 x=194.53125 /&gt;&lt;use xlink:href=#ArialMT-65 x=222.314453 /&gt;&lt;use xlink:href=#ArialMT-72 x=277.929688 /&gt;&lt;/g&gt;&lt;/g&gt;&lt;g id=patch_19&gt;&lt;path d=&quot;M 22.752 317.5074 \n",
       "L 57.312 317.5074 \n",
       "L 57.312 305.4114 \n",
       "L 22.752 305.4114 \n",
       "z\n",
       "&quot; style=&quot;fill: #7f7f7f; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter&quot;/&gt;&lt;/g&gt;&lt;g id=text_16&gt;&lt;g style=&quot;fill: #262626&quot; transform=&quot;translate(71.136 317.5074) scale(0.1728 -0.1728)&quot;&gt;&lt;use xlink:href=#ArialMT-52 /&gt;&lt;use xlink:href=#ArialMT-61 x=72.216797 /&gt;&lt;use xlink:href=#ArialMT-6e x=127.832031 /&gt;&lt;use xlink:href=#ArialMT-67 x=183.447266 /&gt;&lt;use xlink:href=#ArialMT-65 x=239.0625 /&gt;&lt;use xlink:href=#ArialMT-72 x=294.677734 /&gt;&lt;/g&gt;&lt;/g&gt;&lt;g id=patch_20&gt;&lt;path d=&quot;M 22.752 342.153 \n",
       "L 57.312 342.153 \n",
       "L 57.312 330.057 \n",
       "L 22.752 330.057 \n",
       "z\n",
       "&quot; style=&quot;fill: #bcbd22; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter&quot;/&gt;&lt;/g&gt;&lt;g id=text_17&gt;&lt;g style=&quot;fill: #262626&quot; transform=&quot;translate(71.136 342.153) scale(0.1728 -0.1728)&quot;&gt;&lt;use xlink:href=#ArialMT-42 /&gt;&lt;use xlink:href=#ArialMT-61 x=66.699219 /&gt;&lt;use xlink:href=#ArialMT-72 x=122.314453 /&gt;&lt;use xlink:href=#ArialMT-64 x=155.615234 /&gt;&lt;/g&gt;&lt;/g&gt;&lt;/g&gt;&lt;/g&gt;&lt;/g&gt;&lt;defs&gt;&lt;clippath id=p63f0656875&gt;&lt;rect x=7.2 y=7.2 width=390.6 height=110.88 /&gt;&lt;/clippath&gt;&lt;/defs&gt;&lt;/svg&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=6942319136240972902bottom-6942319136240972902word&gt;&lt;div class=col-sm-12&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=cleric&gt; cleric &lt;/td&gt;&lt;td&gt;51&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 15.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=wizard&gt; wizard &lt;/td&gt;&lt;td&gt;46&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:90.2%&gt; 13.8% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=rogue&gt; rogue &lt;/td&gt;&lt;td&gt;44&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:86.3%&gt; 13.2% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=barbarian&gt; barbarian &lt;/td&gt;&lt;td&gt;41&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:80.4%&gt; 12.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=warlock&gt; warlock &lt;/td&gt;&lt;td&gt;38&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:74.5%&gt; 11.4% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=paladin&gt; paladin &lt;/td&gt;&lt;td&gt;37&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:72.5%&gt; 11.1% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=fighter&gt; fighter &lt;/td&gt;&lt;td&gt;35&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:68.6%&gt; 10.5% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=ranger&gt; ranger &lt;/td&gt;&lt;td&gt;32&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:62.7%&gt; 9.6% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=bard&gt; bard &lt;/td&gt;&lt;td&gt;10&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.6%&gt; &amp;nbsp; &lt;/div&gt; 3.0% &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=6942319136240972902bottom-6942319136240972902characters&gt;&lt;div class=col-sm-12&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-tabs&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#6942319136240972902unicode-6942319136240972902characters aria-controls=6942319136240972902unicode-6942319136240972902characters role=tab data-toggle=tab&gt;Characters&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#6942319136240972902unicode-6942319136240972902categories aria-controls=6942319136240972902unicode-6942319136240972902categories role=tab data-toggle=tab&gt;Categories&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#6942319136240972902unicode-6942319136240972902scripts aria-controls=6942319136240972902unicode-6942319136240972902scripts role=tab data-toggle=tab&gt;Scripts&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#6942319136240972902unicode-6942319136240972902blocks aria-controls=6942319136240972902unicode-6942319136240972902blocks role=tab data-toggle=tab&gt;Blocks&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=6942319136240972902unicode-6942319136240972902characters&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring characters&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;323&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:56.6%&gt; 14.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;294&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:51.5%&gt; 13.5% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:36.8%&gt; &amp;nbsp; &lt;/div&gt; 9.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;162&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:28.4%&gt; &amp;nbsp; &lt;/div&gt; 7.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;126&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:22.1%&gt; &amp;nbsp; &lt;/div&gt; 5.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=g&gt; g &lt;/td&gt;&lt;td&gt;111&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.4%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;110&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.3%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=d&gt; d &lt;/td&gt;&lt;td&gt;93&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 4.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=c&gt; c &lt;/td&gt;&lt;td&gt;89&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:15.6%&gt; &amp;nbsp; &lt;/div&gt; 4.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=W&gt; W &lt;/td&gt;&lt;td&gt;84&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:14.7%&gt; &amp;nbsp; &lt;/div&gt; 3.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (12)&quot;&gt; Other values (12) &lt;/td&gt;&lt;td&gt;571&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 26.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=6942319136240972902unicode-6942319136240972902categories&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring categories&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;2173&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per category&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;323&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:56.6%&gt; 14.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;294&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:51.5%&gt; 13.5% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:36.8%&gt; &amp;nbsp; &lt;/div&gt; 9.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;162&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:28.4%&gt; &amp;nbsp; &lt;/div&gt; 7.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;126&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:22.1%&gt; &amp;nbsp; &lt;/div&gt; 5.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=g&gt; g &lt;/td&gt;&lt;td&gt;111&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.4%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;110&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.3%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=d&gt; d &lt;/td&gt;&lt;td&gt;93&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 4.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=c&gt; c &lt;/td&gt;&lt;td&gt;89&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:15.6%&gt; &amp;nbsp; &lt;/div&gt; 4.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=W&gt; W &lt;/td&gt;&lt;td&gt;84&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:14.7%&gt; &amp;nbsp; &lt;/div&gt; 3.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (12)&quot;&gt; Other values (12) &lt;/td&gt;&lt;td&gt;571&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 26.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=6942319136240972902unicode-6942319136240972902scripts&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring scripts&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;2173&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per script&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;323&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:56.6%&gt; 14.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;294&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:51.5%&gt; 13.5% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:36.8%&gt; &amp;nbsp; &lt;/div&gt; 9.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;162&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:28.4%&gt; &amp;nbsp; &lt;/div&gt; 7.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;126&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:22.1%&gt; &amp;nbsp; &lt;/div&gt; 5.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=g&gt; g &lt;/td&gt;&lt;td&gt;111&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.4%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;110&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.3%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=d&gt; d &lt;/td&gt;&lt;td&gt;93&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 4.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=c&gt; c &lt;/td&gt;&lt;td&gt;89&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:15.6%&gt; &amp;nbsp; &lt;/div&gt; 4.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=W&gt; W &lt;/td&gt;&lt;td&gt;84&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:14.7%&gt; &amp;nbsp; &lt;/div&gt; 3.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (12)&quot;&gt; Other values (12) &lt;/td&gt;&lt;td&gt;571&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 26.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=6942319136240972902unicode-6942319136240972902blocks&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most occurring blocks&lt;/h4&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=(unknown)&gt; (unknown) &lt;/td&gt;&lt;td&gt;2173&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 100.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;row named-list-item&quot;&gt;&lt;h4&gt;Most frequent character per block&lt;/h4&gt;&lt;div class=row&gt;&lt;div class=col-sm-12&gt;&lt;h5&gt;&lt;em&gt;(unknown)&lt;/em&gt;&lt;/h5&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=a&gt; a &lt;/td&gt;&lt;td&gt;323&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:56.6%&gt; 14.9% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=r&gt; r &lt;/td&gt;&lt;td&gt;294&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:51.5%&gt; 13.5% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=i&gt; i &lt;/td&gt;&lt;td&gt;210&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:36.8%&gt; &amp;nbsp; &lt;/div&gt; 9.7% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=e&gt; e &lt;/td&gt;&lt;td&gt;162&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:28.4%&gt; &amp;nbsp; &lt;/div&gt; 7.5% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=l&gt; l &lt;/td&gt;&lt;td&gt;126&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:22.1%&gt; &amp;nbsp; &lt;/div&gt; 5.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=g&gt; g &lt;/td&gt;&lt;td&gt;111&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.4%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=n&gt; n &lt;/td&gt;&lt;td&gt;110&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:19.3%&gt; &amp;nbsp; &lt;/div&gt; 5.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=d&gt; d &lt;/td&gt;&lt;td&gt;93&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:16.3%&gt; &amp;nbsp; &lt;/div&gt; 4.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=c&gt; c &lt;/td&gt;&lt;td&gt;89&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:15.6%&gt; &amp;nbsp; &lt;/div&gt; 4.1% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=W&gt; W &lt;/td&gt;&lt;td&gt;84&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:14.7%&gt; &amp;nbsp; &lt;/div&gt; 3.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (12)&quot;&gt; Other values (12) &lt;/td&gt;&lt;td&gt;571&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 26.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;a class=&quot;anchor-pos anchor-pos-variable&quot; 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26.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3&gt; 3 &lt;/td&gt;&lt;td&gt;48&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:54.5%&gt; 14.4% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=6&gt; 6 &lt;/td&gt;&lt;td&gt;37&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:42.0%&gt; 11.1% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=1&gt; 1 &lt;/td&gt;&lt;td&gt;30&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:34.1%&gt; &amp;nbsp; &lt;/div&gt; 9.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=2&gt; 2 &lt;/td&gt;&lt;td&gt;28&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:31.8%&gt; &amp;nbsp; &lt;/div&gt; 8.4% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=7&gt; 7 &lt;/td&gt;&lt;td&gt;16&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:18.2%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=8564072980768299209bottom-8564072980768299209extreme_values&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-tabs&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#8564072980768299209extreme_values-8564072980768299209firstn aria-controls=8564072980768299209extreme_values-8564072980768299209firstn role=tab data-toggle=tab&gt;Minimum 10 values&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#8564072980768299209extreme_values-8564072980768299209lastn aria-controls=8564072980768299209extreme_values-8564072980768299209lastn role=tab data-toggle=tab&gt;Maximum 10 values&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=8564072980768299209extreme_values-8564072980768299209firstn&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=1&gt; 1 &lt;/td&gt;&lt;td&gt;30&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:34.1%&gt; &amp;nbsp; &lt;/div&gt; 9.0% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=2&gt; 2 &lt;/td&gt;&lt;td&gt;28&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:31.8%&gt; &amp;nbsp; &lt;/div&gt; 8.4% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3&gt; 3 &lt;/td&gt;&lt;td&gt;48&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:54.5%&gt; 14.4% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=4&gt; 4 &lt;/td&gt;&lt;td&gt;87&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:98.9%&gt; 26.0% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=5&gt; 5 &lt;/td&gt;&lt;td&gt;88&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 26.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=6&gt; 6 &lt;/td&gt;&lt;td&gt;37&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:42.0%&gt; 11.1% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=7&gt; 7 &lt;/td&gt;&lt;td&gt;16&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:18.2%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=8564072980768299209extreme_values-8564072980768299209lastn&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=7&gt; 7 &lt;/td&gt;&lt;td&gt;16&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:18.2%&gt; &amp;nbsp; &lt;/div&gt; 4.8% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=6&gt; 6 &lt;/td&gt;&lt;td&gt;37&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:42.0%&gt; 11.1% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=5&gt; 5 &lt;/td&gt;&lt;td&gt;88&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 26.3% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=4&gt; 4 &lt;/td&gt;&lt;td&gt;87&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:98.9%&gt; 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       "L 52.12 11.356364 \n",
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       "&quot; style=&quot;fill: none&quot;/&gt;&lt;/g&gt;&lt;g id=patch_56&gt;&lt;path d=&quot;M 52.12 11.356364 \n",
       "L 485.205182 11.356364 \n",
       "&quot; style=&quot;fill: none&quot;/&gt;&lt;/g&gt;&lt;/g&gt;&lt;/g&gt;&lt;defs&gt;&lt;clippath id=pb1c33bf27d&gt;&lt;rect x=52.12 y=11.356364 width=433.085182 height=153.560299 /&gt;&lt;/clippath&gt;&lt;/defs&gt;&lt;/svg&gt;&lt;div class=&quot;caption text-center text-muted&quot;&gt;&lt;strong&gt;Histogram with fixed size bins&lt;/strong&gt; (bins=50) &lt;/div&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-4096461448803474281bottom--4096461448803474281common_values&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=0&gt; 0 &lt;/td&gt;&lt;td&gt;113&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:55.1%&gt; 33.8% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=600&gt; 600 &lt;/td&gt;&lt;td&gt;4&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:2.0%&gt; &amp;nbsp; &lt;/div&gt; 1.2% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=1&gt; 1 &lt;/td&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:1.5%&gt; &amp;nbsp; &lt;/div&gt; 0.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=4000&gt; 4000 &lt;/td&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:1.5%&gt; &amp;nbsp; &lt;/div&gt; 0.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3000&gt; 3000 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.5%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3580&gt; 3580 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.5%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3544&gt; 3544 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.5%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3523&gt; 3523 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.5%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3503&gt; 3503 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.5%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=3477&gt; 3477 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.5%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class=other&gt;&lt;td title=&quot;Other values (205)&quot;&gt; Other values (205) &lt;/td&gt;&lt;td&gt;205&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 61.4% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; id=-4096461448803474281bottom--4096461448803474281extreme_values&gt;&lt;div class=&quot;row spacing&quot;&gt;&lt;ul class=&quot;nav nav-tabs&quot; role=tablist&gt;&lt;li role=presentation class=active&gt;&lt;a href=#-4096461448803474281extreme_values--4096461448803474281firstn aria-controls=-4096461448803474281extreme_values--4096461448803474281firstn role=tab data-toggle=tab&gt;Minimum 10 values&lt;/a&gt;&lt;/li&gt;&lt;li role=presentation&gt;&lt;a href=#-4096461448803474281extreme_values--4096461448803474281lastn aria-controls=-4096461448803474281extreme_values--4096461448803474281lastn role=tab data-toggle=tab&gt;Maximum 10 values&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class=tab-content&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12 active&quot; id=-4096461448803474281extreme_values--4096461448803474281firstn&gt;&lt;table class=&quot;freq table table-hover table-striped table-0&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;td&gt;Value&lt;/td&gt;&lt;td&gt;Count&lt;/td&gt;&lt;td&gt;Frequency (%)&lt;/td&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr class&gt;&lt;td title=0&gt; 0 &lt;/td&gt;&lt;td&gt;113&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:100.0%&gt; 33.8% &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=1&gt; 1 &lt;/td&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:2.7%&gt; &amp;nbsp; &lt;/div&gt; 0.9% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=5&gt; 5 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=9&gt; 9 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=15&gt; 15 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=20&gt; 20 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=26&gt; 26 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=39&gt; 39 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=40&gt; 40 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;tr class&gt;&lt;td title=63&gt; 63 &lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;&lt;div class=bar style=width:0.9%&gt; &amp;nbsp; &lt;/div&gt; 0.3% &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div role=tabpanel class=&quot;tab-pane col-sm-12&quot; 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a.Event&amp;&amp;(c.inState[&quot;focusin&quot;==b.type?&quot;focus&quot;:&quot;hover&quot;]=!0),c.tip().hasClass(&quot;in&quot;)||&quot;in&quot;==c.hoverState?void(c.hoverState=&quot;in&quot;):(clearTimeout(c.timeout),c.hoverState=&quot;in&quot;,c.options.delay&amp;&amp;c.options.delay.show?void(c.timeout=setTimeout(function(){&quot;in&quot;==c.hoverState&amp;&amp;c.show()},c.options.delay.show)):c.show())},c.prototype.isInStateTrue=function(){for(var a in this.inState)if(this.inState[a])return!0;return!1},c.prototype.leave=function(b){var c=b instanceof this.constructor?b:a(b.currentTarget).data(&quot;bs.&quot;+this.type);if(c||(c=new this.constructor(b.currentTarget,this.getDelegateOptions()),a(b.currentTarget).data(&quot;bs.&quot;+this.type,c)),b instanceof a.Event&amp;&amp;(c.inState[&quot;focusout&quot;==b.type?&quot;focus&quot;:&quot;hover&quot;]=!1),!c.isInStateTrue())return clearTimeout(c.timeout),c.hoverState=&quot;out&quot;,c.options.delay&amp;&amp;c.options.delay.hide?void(c.timeout=setTimeout(function(){&quot;out&quot;==c.hoverState&amp;&amp;c.hide()},c.options.delay.hide)):c.hide()},c.prototype.show=function(){var b=a.Event(&quot;show.bs.&quot;+this.type);if(this.hasContent()&amp;&amp;this.enabled){this.$element.trigger(b);var d=a.contains(this.$element[0].ownerDocument.documentElement,this.$element[0]);if(b.isDefaultPrevented()||!d)return;var e=this,f=this.tip(),g=this.getUID(this.type);this.setContent(),f.attr(&quot;id&quot;,g),this.$element.attr(&quot;aria-describedby&quot;,g),this.options.animation&amp;&amp;f.addClass(&quot;fade&quot;);var h=&quot;function&quot;==typeof this.options.placement?this.options.placement.call(this,f[0],this.$element[0]):this.options.placement,i=/\\s?auto?\\s?/i,j=i.test(h);j&amp;&amp;(h=h.replace(i,&quot;&quot;)||&quot;top&quot;),f.detach().css({top:0,left:0,display:&quot;block&quot;}).addClass(h).data(&quot;bs.&quot;+this.type,this),this.options.container?f.appendTo(this.options.container):f.insertAfter(this.$element),this.$element.trigger(&quot;inserted.bs.&quot;+this.type);var k=this.getPosition(),l=f[0].offsetWidth,m=f[0].offsetHeight;if(j){var n=h,o=this.getPosition(this.$viewport);h=&quot;bottom&quot;==h&amp;&amp;k.bottom+m&gt;o.bottom?&quot;top&quot;:&quot;top&quot;==h&amp;&amp;k.top-m&lt;o.top?&quot;bottom&quot;:&quot;right&quot;==h&amp;&amp;k.right+l&gt;o.width?&quot;left&quot;:&quot;left&quot;==h&amp;&amp;k.left-l&lt;o.left?&quot;right&quot;:h,f.removeClass(n).addClass(h)}var p=this.getCalculatedOffset(h,k,l,m);this.applyPlacement(p,h);var q=function(){var a=e.hoverState;e.$element.trigger(&quot;shown.bs.&quot;+e.type),e.hoverState=null,&quot;out&quot;==a&amp;&amp;e.leave(e)};a.support.transition&amp;&amp;this.$tip.hasClass(&quot;fade&quot;)?f.one(&quot;bsTransitionEnd&quot;,q).emulateTransitionEnd(c.TRANSITION_DURATION):q()}},c.prototype.applyPlacement=function(b,c){var d=this.tip(),e=d[0].offsetWidth,f=d[0].offsetHeight,g=parseInt(d.css(&quot;margin-top&quot;),10),h=parseInt(d.css(&quot;margin-left&quot;),10);isNaN(g)&amp;&amp;(g=0),isNaN(h)&amp;&amp;(h=0),b.top+=g,b.left+=h,a.offset.setOffset(d[0],a.extend({using:function(a){d.css({top:Math.round(a.top),left:Math.round(a.left)})}},b),0),d.addClass(&quot;in&quot;);var i=d[0].offsetWidth,j=d[0].offsetHeight;&quot;top&quot;==c&amp;&amp;j!=f&amp;&amp;(b.top=b.top+f-j);var k=this.getViewportAdjustedDelta(c,b,i,j);k.left?b.left+=k.left:b.top+=k.top;var l=/top|bottom/.test(c),m=l?2*k.left-e+i:2*k.top-f+j,n=l?&quot;offsetWidth&quot;:&quot;offsetHeight&quot;;d.offset(b),this.replaceArrow(m,d[0][n],l)},c.prototype.replaceArrow=function(a,b,c){this.arrow().css(c?&quot;left&quot;:&quot;top&quot;,50*(1-a/b)+&quot;%&quot;).css(c?&quot;top&quot;:&quot;left&quot;,&quot;&quot;)},c.prototype.setContent=function(){var a=this.tip(),b=this.getTitle();a.find(&quot;.tooltip-inner&quot;)[this.options.html?&quot;html&quot;:&quot;text&quot;](b),a.removeClass(&quot;fade in top bottom left right&quot;)},c.prototype.hide=function(b){function d(){&quot;in&quot;!=e.hoverState&amp;&amp;f.detach(),e.$element&amp;&amp;e.$element.removeAttr(&quot;aria-describedby&quot;).trigger(&quot;hidden.bs.&quot;+e.type),b&amp;&amp;b()}var e=this,f=a(this.$tip),g=a.Event(&quot;hide.bs.&quot;+this.type);if(this.$element.trigger(g),!g.isDefaultPrevented())return f.removeClass(&quot;in&quot;),a.support.transition&amp;&amp;f.hasClass(&quot;fade&quot;)?f.one(&quot;bsTransitionEnd&quot;,d).emulateTransitionEnd(c.TRANSITION_DURATION):d(),this.hoverState=null,this},c.prototype.fixTitle=function(){var a=this.$element;(a.attr(&quot;title&quot;)||&quot;string&quot;!=typeof a.attr(&quot;data-original-title&quot;))&amp;&amp;a.attr(&quot;data-original-title&quot;,a.attr(&quot;title&quot;)||&quot;&quot;).attr(&quot;title&quot;,&quot;&quot;)},c.prototype.hasContent=function(){return this.getTitle()},c.prototype.getPosition=function(b){b=b||this.$element;var c=b[0],d=&quot;BODY&quot;==c.tagName,e=c.getBoundingClientRect();null==e.width&amp;&amp;(e=a.extend({},e,{width:e.right-e.left,height:e.bottom-e.top}));var f=window.SVGElement&amp;&amp;c instanceof window.SVGElement,g=d?{top:0,left:0}:f?null:b.offset(),h={scroll:d?document.documentElement.scrollTop||document.body.scrollTop:b.scrollTop()},i=d?{width:a(window).width(),height:a(window).height()}:null;return a.extend({},e,h,i,g)},c.prototype.getCalculatedOffset=function(a,b,c,d){return&quot;bottom&quot;==a?{top:b.top+b.height,left:b.left+b.width/2-c/2}:&quot;top&quot;==a?{top:b.top-d,left:b.left+b.width/2-c/2}:&quot;left&quot;==a?{top:b.top+b.height/2-d/2,left:b.left-c}:{top:b.top+b.height/2-d/2,left:b.left+b.width}},c.prototype.getViewportAdjustedDelta=function(a,b,c,d){var e={top:0,left:0};if(!this.$viewport)return e;var f=this.options.viewport&amp;&amp;this.options.viewport.padding||0,g=this.getPosition(this.$viewport);if(/right|left/.test(a)){var h=b.top-f-g.scroll,i=b.top+f-g.scroll+d;h&lt;g.top?e.top=g.top-h:i&gt;g.top+g.height&amp;&amp;(e.top=g.top+g.height-i)}else{var j=b.left-f,k=b.left+f+c;j&lt;g.left?e.left=g.left-j:k&gt;g.right&amp;&amp;(e.left=g.left+g.width-k)}return e},c.prototype.getTitle=function(){var a,b=this.$element,c=this.options;return a=b.attr(&quot;data-original-title&quot;)||(&quot;function&quot;==typeof c.title?c.title.call(b[0]):c.title)},c.prototype.getUID=function(a){do a+=~~(1e6*Math.random());while(document.getElementById(a));return a},c.prototype.tip=function(){if(!this.$tip&amp;&amp;(this.$tip=a(this.options.template),1!=this.$tip.length))throw new Error(this.type+&quot; `template` option must consist of exactly 1 top-level element!&quot;);return this.$tip},c.prototype.arrow=function(){return this.$arrow=this.$arrow||this.tip().find(&quot;.tooltip-arrow&quot;)},c.prototype.enable=function(){this.enabled=!0},c.prototype.disable=function(){this.enabled=!1},c.prototype.toggleEnabled=function(){this.enabled=!this.enabled},c.prototype.toggle=function(b){var c=this;b&amp;&amp;(c=a(b.currentTarget).data(&quot;bs.&quot;+this.type),c||(c=new this.constructor(b.currentTarget,this.getDelegateOptions()),a(b.currentTarget).data(&quot;bs.&quot;+this.type,c))),b?(c.inState.click=!c.inState.click,c.isInStateTrue()?c.enter(c):c.leave(c)):c.tip().hasClass(&quot;in&quot;)?c.leave(c):c.enter(c)},c.prototype.destroy=function(){var a=this;clearTimeout(this.timeout),this.hide(function(){a.$element.off(&quot;.&quot;+a.type).removeData(&quot;bs.&quot;+a.type),a.$tip&amp;&amp;a.$tip.detach(),a.$tip=null,a.$arrow=null,a.$viewport=null,a.$element=null})};var d=a.fn.tooltip;a.fn.tooltip=b,a.fn.tooltip.Constructor=c,a.fn.tooltip.noConflict=function(){return a.fn.tooltip=d,this}}(jQuery),+function(a){&quot;use strict&quot;;function b(b){return this.each(function(){var d=a(this),e=d.data(&quot;bs.popover&quot;),f=&quot;object&quot;==typeof b&amp;&amp;b;!e&amp;&amp;/destroy|hide/.test(b)||(e||d.data(&quot;bs.popover&quot;,e=new c(this,f)),&quot;string&quot;==typeof b&amp;&amp;e[b]())})}var c=function(a,b){this.init(&quot;popover&quot;,a,b)};if(!a.fn.tooltip)throw new Error(&quot;Popover requires tooltip.js&quot;);c.VERSION=&quot;3.3.7&quot;,c.DEFAULTS=a.extend({},a.fn.tooltip.Constructor.DEFAULTS,{placement:&quot;right&quot;,trigger:&quot;click&quot;,content:&quot;&quot;,template:&#x27;&lt;div class=&quot;popover&quot; role=&quot;tooltip&quot;&gt;&lt;div class=&quot;arrow&quot;&gt;&lt;/div&gt;&lt;h3 class=&quot;popover-title&quot;&gt;&lt;/h3&gt;&lt;div class=&quot;popover-content&quot;&gt;&lt;/div&gt;&lt;/div&gt;&#x27;}),c.prototype=a.extend({},a.fn.tooltip.Constructor.prototype),c.prototype.constructor=c,c.prototype.getDefaults=function(){return c.DEFAULTS},c.prototype.setContent=function(){var a=this.tip(),b=this.getTitle(),c=this.getContent();a.find(&quot;.popover-title&quot;)[this.options.html?&quot;html&quot;:&quot;text&quot;](b),a.find(&quot;.popover-content&quot;).children().detach().end()[this.options.html?&quot;string&quot;==typeof c?&quot;html&quot;:&quot;append&quot;:&quot;text&quot;](c),a.removeClass(&quot;fade top bottom left right in&quot;),a.find(&quot;.popover-title&quot;).html()||a.find(&quot;.popover-title&quot;).hide()},c.prototype.hasContent=function(){return this.getTitle()||this.getContent()},c.prototype.getContent=function(){var a=this.$element,b=this.options;return a.attr(&quot;data-content&quot;)||(&quot;function&quot;==typeof b.content?b.content.call(a[0]):b.content)},c.prototype.arrow=function(){return this.$arrow=this.$arrow||this.tip().find(&quot;.arrow&quot;)};var d=a.fn.popover;a.fn.popover=b,a.fn.popover.Constructor=c,a.fn.popover.noConflict=function(){return a.fn.popover=d,this}}(jQuery),+function(a){&quot;use strict&quot;;function b(c,d){this.$body=a(document.body),this.$scrollElement=a(a(c).is(document.body)?window:c),this.options=a.extend({},b.DEFAULTS,d),this.selector=(this.options.target||&quot;&quot;)+&quot; .nav li &gt; a&quot;,this.offsets=[],this.targets=[],this.activeTarget=null,this.scrollHeight=0,this.$scrollElement.on(&quot;scroll.bs.scrollspy&quot;,a.proxy(this.process,this)),this.refresh(),this.process()}function c(c){return this.each(function(){var d=a(this),e=d.data(&quot;bs.scrollspy&quot;),f=&quot;object&quot;==typeof c&amp;&amp;c;e||d.data(&quot;bs.scrollspy&quot;,e=new b(this,f)),&quot;string&quot;==typeof c&amp;&amp;e[c]()})}b.VERSION=&quot;3.3.7&quot;,b.DEFAULTS={offset:10},b.prototype.getScrollHeight=function(){return this.$scrollElement[0].scrollHeight||Math.max(this.$body[0].scrollHeight,document.documentElement.scrollHeight)},b.prototype.refresh=function(){var b=this,c=&quot;offset&quot;,d=0;this.offsets=[],this.targets=[],this.scrollHeight=this.getScrollHeight(),a.isWindow(this.$scrollElement[0])||(c=&quot;position&quot;,d=this.$scrollElement.scrollTop()),this.$body.find(this.selector).map(function(){var b=a(this),e=b.data(&quot;target&quot;)||b.attr(&quot;href&quot;),f=/^#./.test(e)&amp;&amp;a(e);return f&amp;&amp;f.length&amp;&amp;f.is(&quot;:visible&quot;)&amp;&amp;[[f[c]().top+d,e]]||null}).sort(function(a,b){return a[0]-b[0]}).each(function(){b.offsets.push(this[0]),b.targets.push(this[1])})},b.prototype.process=function(){var a,b=this.$scrollElement.scrollTop()+this.options.offset,c=this.getScrollHeight(),d=this.options.offset+c-this.$scrollElement.height(),e=this.offsets,f=this.targets,g=this.activeTarget;if(this.scrollHeight!=c&amp;&amp;this.refresh(),b&gt;=d)return g!=(a=f[f.length-1])&amp;&amp;this.activate(a);if(g&amp;&amp;b&lt;e[0])return this.activeTarget=null,this.clear();for(a=e.length;a--;)g!=f[a]&amp;&amp;b&gt;=e[a]&amp;&amp;(void 0===e[a+1]||b&lt;e[a+1])&amp;&amp;this.activate(f[a])},b.prototype.activate=function(b){\n",
       "this.activeTarget=b,this.clear();var c=this.selector+&#x27;[data-target=&quot;&#x27;+b+&#x27;&quot;],&#x27;+this.selector+&#x27;[href=&quot;&#x27;+b+&#x27;&quot;]&#x27;,d=a(c).parents(&quot;li&quot;).addClass(&quot;active&quot;);d.parent(&quot;.dropdown-menu&quot;).length&amp;&amp;(d=d.closest(&quot;li.dropdown&quot;).addClass(&quot;active&quot;)),d.trigger(&quot;activate.bs.scrollspy&quot;)},b.prototype.clear=function(){a(this.selector).parentsUntil(this.options.target,&quot;.active&quot;).removeClass(&quot;active&quot;)};var d=a.fn.scrollspy;a.fn.scrollspy=c,a.fn.scrollspy.Constructor=b,a.fn.scrollspy.noConflict=function(){return a.fn.scrollspy=d,this},a(window).on(&quot;load.bs.scrollspy.data-api&quot;,function(){a(&#x27;[data-spy=&quot;scroll&quot;]&#x27;).each(function(){var b=a(this);c.call(b,b.data())})})}(jQuery),+function(a){&quot;use strict&quot;;function b(b){return this.each(function(){var d=a(this),e=d.data(&quot;bs.tab&quot;);e||d.data(&quot;bs.tab&quot;,e=new c(this)),&quot;string&quot;==typeof b&amp;&amp;e[b]()})}var c=function(b){this.element=a(b)};c.VERSION=&quot;3.3.7&quot;,c.TRANSITION_DURATION=150,c.prototype.show=function(){var b=this.element,c=b.closest(&quot;ul:not(.dropdown-menu)&quot;),d=b.data(&quot;target&quot;);if(d||(d=b.attr(&quot;href&quot;),d=d&amp;&amp;d.replace(/.*(?=#[^\\s]*$)/,&quot;&quot;)),!b.parent(&quot;li&quot;).hasClass(&quot;active&quot;)){var e=c.find(&quot;.active:last a&quot;),f=a.Event(&quot;hide.bs.tab&quot;,{relatedTarget:b[0]}),g=a.Event(&quot;show.bs.tab&quot;,{relatedTarget:e[0]});if(e.trigger(f),b.trigger(g),!g.isDefaultPrevented()&amp;&amp;!f.isDefaultPrevented()){var h=a(d);this.activate(b.closest(&quot;li&quot;),c),this.activate(h,h.parent(),function(){e.trigger({type:&quot;hidden.bs.tab&quot;,relatedTarget:b[0]}),b.trigger({type:&quot;shown.bs.tab&quot;,relatedTarget:e[0]})})}}},c.prototype.activate=function(b,d,e){function f(){g.removeClass(&quot;active&quot;).find(&quot;&gt; .dropdown-menu &gt; .active&quot;).removeClass(&quot;active&quot;).end().find(&#x27;[data-toggle=&quot;tab&quot;]&#x27;).attr(&quot;aria-expanded&quot;,!1),b.addClass(&quot;active&quot;).find(&#x27;[data-toggle=&quot;tab&quot;]&#x27;).attr(&quot;aria-expanded&quot;,!0),h?(b[0].offsetWidth,b.addClass(&quot;in&quot;)):b.removeClass(&quot;fade&quot;),b.parent(&quot;.dropdown-menu&quot;).length&amp;&amp;b.closest(&quot;li.dropdown&quot;).addClass(&quot;active&quot;).end().find(&#x27;[data-toggle=&quot;tab&quot;]&#x27;).attr(&quot;aria-expanded&quot;,!0),e&amp;&amp;e()}var g=d.find(&quot;&gt; .active&quot;),h=e&amp;&amp;a.support.transition&amp;&amp;(g.length&amp;&amp;g.hasClass(&quot;fade&quot;)||!!d.find(&quot;&gt; .fade&quot;).length);g.length&amp;&amp;h?g.one(&quot;bsTransitionEnd&quot;,f).emulateTransitionEnd(c.TRANSITION_DURATION):f(),g.removeClass(&quot;in&quot;)};var d=a.fn.tab;a.fn.tab=b,a.fn.tab.Constructor=c,a.fn.tab.noConflict=function(){return a.fn.tab=d,this};var e=function(c){c.preventDefault(),b.call(a(this),&quot;show&quot;)};a(document).on(&quot;click.bs.tab.data-api&quot;,&#x27;[data-toggle=&quot;tab&quot;]&#x27;,e).on(&quot;click.bs.tab.data-api&quot;,&#x27;[data-toggle=&quot;pill&quot;]&#x27;,e)}(jQuery),+function(a){&quot;use strict&quot;;function b(b){return this.each(function(){var d=a(this),e=d.data(&quot;bs.affix&quot;),f=&quot;object&quot;==typeof b&amp;&amp;b;e||d.data(&quot;bs.affix&quot;,e=new c(this,f)),&quot;string&quot;==typeof b&amp;&amp;e[b]()})}var c=function(b,d){this.options=a.extend({},c.DEFAULTS,d),this.$target=a(this.options.target).on(&quot;scroll.bs.affix.data-api&quot;,a.proxy(this.checkPosition,this)).on(&quot;click.bs.affix.data-api&quot;,a.proxy(this.checkPositionWithEventLoop,this)),this.$element=a(b),this.affixed=null,this.unpin=null,this.pinnedOffset=null,this.checkPosition()};c.VERSION=&quot;3.3.7&quot;,c.RESET=&quot;affix affix-top affix-bottom&quot;,c.DEFAULTS={offset:0,target:window},c.prototype.getState=function(a,b,c,d){var e=this.$target.scrollTop(),f=this.$element.offset(),g=this.$target.height();if(null!=c&amp;&amp;&quot;top&quot;==this.affixed)return e&lt;c&amp;&amp;&quot;top&quot;;if(&quot;bottom&quot;==this.affixed)return null!=c?!(e+this.unpin&lt;=f.top)&amp;&amp;&quot;bottom&quot;:!(e+g&lt;=a-d)&amp;&amp;&quot;bottom&quot;;var h=null==this.affixed,i=h?e:f.top,j=h?g:b;return null!=c&amp;&amp;e&lt;=c?&quot;top&quot;:null!=d&amp;&amp;i+j&gt;=a-d&amp;&amp;&quot;bottom&quot;},c.prototype.getPinnedOffset=function(){if(this.pinnedOffset)return this.pinnedOffset;this.$element.removeClass(c.RESET).addClass(&quot;affix&quot;);var a=this.$target.scrollTop(),b=this.$element.offset();return this.pinnedOffset=b.top-a},c.prototype.checkPositionWithEventLoop=function(){setTimeout(a.proxy(this.checkPosition,this),1)},c.prototype.checkPosition=function(){if(this.$element.is(&quot;:visible&quot;)){var b=this.$element.height(),d=this.options.offset,e=d.top,f=d.bottom,g=Math.max(a(document).height(),a(document.body).height());&quot;object&quot;!=typeof d&amp;&amp;(f=e=d),&quot;function&quot;==typeof e&amp;&amp;(e=d.top(this.$element)),&quot;function&quot;==typeof f&amp;&amp;(f=d.bottom(this.$element));var h=this.getState(g,b,e,f);if(this.affixed!=h){null!=this.unpin&amp;&amp;this.$element.css(&quot;top&quot;,&quot;&quot;);var i=&quot;affix&quot;+(h?&quot;-&quot;+h:&quot;&quot;),j=a.Event(i+&quot;.bs.affix&quot;);if(this.$element.trigger(j),j.isDefaultPrevented())return;this.affixed=h,this.unpin=&quot;bottom&quot;==h?this.getPinnedOffset():null,this.$element.removeClass(c.RESET).addClass(i).trigger(i.replace(&quot;affix&quot;,&quot;affixed&quot;)+&quot;.bs.affix&quot;)}&quot;bottom&quot;==h&amp;&amp;this.$element.offset({top:g-b-f})}};var d=a.fn.affix;a.fn.affix=b,a.fn.affix.Constructor=c,a.fn.affix.noConflict=function(){return a.fn.affix=d,this},a(window).on(&quot;load&quot;,function(){a(&#x27;[data-spy=&quot;affix&quot;]&#x27;).each(function(){var c=a(this),d=c.data();d.offset=d.offset||{},null!=d.offsetBottom&amp;&amp;(d.offset.bottom=d.offsetBottom),null!=d.offsetTop&amp;&amp;(d.offset.top=d.offsetTop),b.call(c,d)})})}(jQuery);        &lt;/script&gt;&lt;script&gt;\n",
       "$(function () {\n",
       "    $(&#x27;[data-toggle=&quot;tooltip&quot;]&#x27;).tooltip();\n",
       "});\n",
       "\n",
       "$(&quot;a&quot;).not(&quot;[href^=&#x27;#&#x27;]&quot;).attr(&#x27;target&#x27;, &#x27;_blank&#x27;);\n",
       "\n",
       "$(&quot;a[href^=&#x27;#&#x27;]&quot;).not(&quot;[role=&#x27;tab&#x27;]&quot;).on(&#x27;click&#x27;, function (e) {\n",
       "\n",
       "    // prevent default anchor click behavior\n",
       "    e.preventDefault();\n",
       "\n",
       "    // store hash\n",
       "    var hash = this.hash;\n",
       "\n",
       "    // animate\n",
       "    $(&#x27;html, body&#x27;).animate({\n",
       "        scrollTop: $(hash).offset().top\n",
       "    }, 300, function () {\n",
       "\n",
       "        // when done, add hash to url\n",
       "        // (default click behaviour)\n",
       "        window.location.hash = hash;\n",
       "    });\n",
       "\n",
       "});\n",
       "\n",
       "$(&quot;select#variables-dropdown&quot;).on(&quot;change&quot;, function (e) {\n",
       "    var searchText = $(&quot;select#variables-dropdown&quot;).val().toLowerCase();\n",
       "    var variables = $(&quot;.variable&quot;);\n",
       "    variables.each(function (index) {\n",
       "        var isMatch = $(this.firstChild.firstChild).attr(&quot;title&quot;).toLowerCase() == (searchText);\n",
       "        if(searchText == &quot;&quot;){isMatch = true};\n",
       "        $(this).parent().toggle(isMatch);\n",
       "    });\n",
       "});        &lt;/script&gt;&lt;/body&gt;&lt;/html&gt;\" frameborder=\"0\" allowfullscreen></iframe>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from ydata_profiling import ProfileReport\n",
    "profile = ProfileReport(df_raw, title=\"Profiling Report\")\n",
    "profile.to_notebook_iframe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "916b9e3c-ad07-4351-ba94-44cb907120b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  character         account character_class  guild_rank  contribution  \\\n",
       "0    oSwowo  @@2@2#73ncr3o@           Rogue           6        485165   \n",
       "\n",
       "     last_active_date  \n",
       "0 2021-12-28 09:50:03  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_raw.columns = ['character','account','character_class','guild_rank','contribution','last_active_date']\n",
    "df_raw.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "4d28bf6f-4caf-465f-9686-5b99c23e1e65",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "character           0\n",
       "account             0\n",
       "character_class     0\n",
       "guild_rank          0\n",
       "contribution        0\n",
       "last_active_date    0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_raw[df_raw == ''].count()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25fc1368-404b-4557-b8bd-7ed12fba8cc4",
   "metadata": {},
   "source": [
    "### Additional transformations"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35fe476c-34b1-46cc-aa95-7e9f4045c194",
   "metadata": {},
   "source": [
    "Based on the last active date, another piece of information can be extracted, number of **inactive days**. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "871bd0bc-eab2-46e6-9b5a-f85b859d3c20",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'281221'"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_date = file.split('-')[-2]\n",
    "_date"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "fb5c9ee6-9552-49df-91cd-fea7bb0e2d15",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Timestamp('2021-12-29 00:00:00')"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# +1 day start from the next day\n",
    "file_date = pd.to_datetime(_date) + pd.Timedelta(days=1)\n",
    "file_date"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "05ed572e-fbc0-458e-8def-338d1daac613",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "      <th>days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RrRdaekereRRa</td>\n",
       "      <td>ni49an@n9@n</td>\n",
       "      <td>Cleric</td>\n",
       "      <td>4</td>\n",
       "      <td>425840</td>\n",
       "      <td>2021-12-27 09:16:11</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>eBDrBr</td>\n",
       "      <td>ome@1@9eram6</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>5</td>\n",
       "      <td>353118</td>\n",
       "      <td>2021-12-28 10:38:05</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>an anr'V aaEnk</td>\n",
       "      <td>@roo@s@b</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>5</td>\n",
       "      <td>230163</td>\n",
       "      <td>2021-12-23 11:53:50</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>crcriritHrr</td>\n",
       "      <td>hiyieeeih@eh</td>\n",
       "      <td>Fighter</td>\n",
       "      <td>7</td>\n",
       "      <td>191713</td>\n",
       "      <td>2021-09-29 05:00:40</td>\n",
       "      <td>90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>329</th>\n",
       "      <td>_uD_Gateeiaeattu</td>\n",
       "      <td>7@tp@an@</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2021-11-25 09:10:39</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>330</th>\n",
       "      <td>rinArr</td>\n",
       "      <td>1@la#@ee8@ll</td>\n",
       "      <td>Wizard</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>2021-12-26 05:30:08</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>331</th>\n",
       "      <td>yiKai</td>\n",
       "      <td>e@@1ea</td>\n",
       "      <td>Paladin</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>2021-12-28 05:33:30</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>332</th>\n",
       "      <td>lMMeleh</td>\n",
       "      <td>00i0ik0ii0</td>\n",
       "      <td>Cleric</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>2021-12-28 12:38:49</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>333</th>\n",
       "      <td>hkuPPac</td>\n",
       "      <td>00i0ik0ii0</td>\n",
       "      <td>Bard</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>2021-12-27 05:14:17</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>334 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            character         account character_class  guild_rank  \\\n",
       "0              oSwowo  @@2@2#73ncr3o@           Rogue           6   \n",
       "1       RrRdaekereRRa     ni49an@n9@n          Cleric           4   \n",
       "2              eBDrBr    ome@1@9eram6       Barbarian           5   \n",
       "3      an anr'V aaEnk        @roo@s@b           Rogue           5   \n",
       "4         crcriritHrr    hiyieeeih@eh         Fighter           7   \n",
       "..                ...             ...             ...         ...   \n",
       "329  _uD_Gateeiaeattu        7@tp@an@       Barbarian           1   \n",
       "330            rinArr    1@la#@ee8@ll          Wizard           4   \n",
       "331             yiKai          e@@1ea         Paladin           5   \n",
       "332           lMMeleh      00i0ik0ii0          Cleric           3   \n",
       "333           hkuPPac      00i0ik0ii0            Bard           3   \n",
       "\n",
       "     contribution    last_active_date  days_inactive  \n",
       "0          485165 2021-12-28 09:50:03              0  \n",
       "1          425840 2021-12-27 09:16:11              1  \n",
       "2          353118 2021-12-28 10:38:05              0  \n",
       "3          230163 2021-12-23 11:53:50              5  \n",
       "4          191713 2021-09-29 05:00:40             90  \n",
       "..            ...                 ...            ...  \n",
       "329             0 2021-11-25 09:10:39             33  \n",
       "330             0 2021-12-26 05:30:08              2  \n",
       "331             0 2021-12-28 05:33:30              0  \n",
       "332             0 2021-12-28 12:38:49              0  \n",
       "333             0 2021-12-27 05:14:17              1  \n",
       "\n",
       "[334 rows x 7 columns]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_raw['days_inactive'] = (file_date - df_raw['last_active_date']).dt.days\n",
    "\n",
    "df_raw"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ab2c9b0-1928-437f-9fad-f0bb30eedd2f",
   "metadata": {},
   "source": [
    "# Exploratory Data Analysis (EDA)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "fd879755-34c1-4a47-8abd-5641c06b3d84",
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy import stats\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0c2f74c3-7e18-4045-885c-4a4504e1a54e",
   "metadata": {},
   "source": [
    "## Overview"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "6df6aa49-a62c-4fe4-8d64-df1c2a72304c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "      <th>days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RrRdaekereRRa</td>\n",
       "      <td>ni49an@n9@n</td>\n",
       "      <td>Cleric</td>\n",
       "      <td>4</td>\n",
       "      <td>425840</td>\n",
       "      <td>2021-12-27 09:16:11</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>eBDrBr</td>\n",
       "      <td>ome@1@9eram6</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>5</td>\n",
       "      <td>353118</td>\n",
       "      <td>2021-12-28 10:38:05</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>an anr'V aaEnk</td>\n",
       "      <td>@roo@s@b</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>5</td>\n",
       "      <td>230163</td>\n",
       "      <td>2021-12-23 11:53:50</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>crcriritHrr</td>\n",
       "      <td>hiyieeeih@eh</td>\n",
       "      <td>Fighter</td>\n",
       "      <td>7</td>\n",
       "      <td>191713</td>\n",
       "      <td>2021-09-29 05:00:40</td>\n",
       "      <td>90</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        character         account character_class  guild_rank  contribution  \\\n",
       "0          oSwowo  @@2@2#73ncr3o@           Rogue           6        485165   \n",
       "1   RrRdaekereRRa     ni49an@n9@n          Cleric           4        425840   \n",
       "2          eBDrBr    ome@1@9eram6       Barbarian           5        353118   \n",
       "3  an anr'V aaEnk        @roo@s@b           Rogue           5        230163   \n",
       "4     crcriritHrr    hiyieeeih@eh         Fighter           7        191713   \n",
       "\n",
       "     last_active_date  days_inactive  \n",
       "0 2021-12-28 09:50:03              0  \n",
       "1 2021-12-27 09:16:11              1  \n",
       "2 2021-12-28 10:38:05              0  \n",
       "3 2021-12-23 11:53:50              5  \n",
       "4 2021-09-29 05:00:40             90  "
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild = df_raw.copy()\n",
    "df_guild.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "323f70cc-5cc2-445d-ad7b-9f19395e560a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_guild.hist(\n",
    "    bins=10,\n",
    "    layout=(-1,2),\n",
    "    edgecolor=\"black\",\n",
    "    color=nw_clr_single\n",
    "    )\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "15fa8fe6-ecbc-4207-9ee2-ece43f405b94",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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++ugjnseLsVbU7VwGulGAup3L2n2qmT/++ANKpVI4RzVd17dvX41g6/7770dDQwNOnz6NoKAgAECvXr00npYQHByMnJycVvN2c3NDnz59Wk133333aZw3YmJi8MEHH6C+vt5kT585d+4camtrcf/99wvLXF1dce+99+KPP/7QSKteZtXjv0pLSxEeHm6SsjTFPXWM6WLsxM1GOH/+PGpra4UHuwONA3NVzwA1hT/++AMxMTEay5q+b03nzp2bPT/53LlzSEhIQNeuXeHj4yOMSSkoKNBIp+vkplJVVYVBgwZhwoQJ+PjjjzmgY0wP5pwMuqWnXxCRzmNWfbmrq2uzdU179XXlbYpzgkgkQtMHaRk6Pli1fdPyaGsD9fqq1ulTX2NxUMeYLsHdGx9TZoYJkVs6Sai09WRkiicCarvkMXbsWFy/fh3r1q3D4cOHcfjwYQCNvXrqWju5icViDB8+HD/++CMuXbrU5rIy5ghc4xIhWXLOLBNCd+/eHRKJRLhcqi4qKgrZ2dmoqKgQlv33v/+Fk5OTQTclurm5ob6+3ugyHjp0qNn77t27C710HTt21Bird/bsWVRWVmrkD6DFMkRGRsLNzQ379+8XltXW1uLIkSO48847jS67KXBQx5gV6NatG1xdXYVBukDjs/7Onr09nq+1k1FroqKitJ7w2uL69ev4448/8MYbb2DYsGG48847UVZWZtS+nJyc8O2336J///548MEHUVRU1KayMcZMy93dHfPnz8crr7yCb775BufOncOhQ4fw5ZdfYvLkyXB3d8fUqVORm5uLPXv2YNasWZgyZYpw6VUfXbp0wb59+3D58mVcu3bN4DIWFhZi7ty5OH36NL777jusWrUKL7zwgrBeNdbv2LFjOHLkCJKSkjT+4AwMDIREIkF6ejquXLkCuVzeLA9PT088//zzePnll5Geno68vDw8++yzqKysxPTp0w0usynxmDrGrIC3tzemTp2Kl19+Gf7+/ggMDMTChQvh5OQk9GqpTkb33XcfGhoaMH/+/GaXMloye/ZsxMbGYtmyZZgwYQJ2795t0Hg6bfz8/NChQwd8/vnnCA4ORkFBgTBmzxjOzs7YtGkTJk2ahAcffBB79+7VGCzNGLOsN998Ey4uLnjrrbdQVFSE4OBgJCUlwcPDA7t27cILL7yAe+65Bx4eHnjsscewYsUKg/b/zjvvIDExEd26dYNSqTT4CsPTTz+Nqqoq3HvvvXB2dsasWbPw3HPPCes/+OAD/P3vf8eQIUMQEhKCjz76CEePHhXWu7i44OOPP8Y777yDt956C4MHD8bevXub5bNkyRI0NDRgypQpKC8vx4ABA7Br1y74+fkZVF6TI2YwuVxOAEgul1u6KExNVVUV5eXlUVVVlaWLYhSFQkEJCQnk4eFBMpmMVqxYQffeey+9+uqrRER0+fJlio+PJ09PT+revTv99NNPJJVKaf369URElJ+fTwDo+PHjRES0Z88eAkBlZWVCHl9++SWFhoaSRCKhsWPH0vLly0kqlepVvoULF1Lfvn2bLc/IyKA777yTxGIx9enTh/bu3UsAKC0tTWu5iIjKysoIAO3Zs4eIiNavX69RjtraWnr00UfpzjvvpCtXrjTLs6XPmo9P43C7mY+tn6tY+zDFeU1EZIKBNg5GoVBAKpVCLpfDx8fH0sVhf6murkZ+fj4iIiLsYhqMiooKdOrUCR988IHFu/StTUufNR+fxuF2Mx97O1cx0zDFeY0vvzJmJY4fP45Tp07h3nvvhVwuxzvvvAMAGD9+vIVLxhhjzBbwjRKMWZHly5ejb9++GD58OCoqKvDbb7+Z7VmuvXr1gpeXl9bXpk2bzFIGxhhjxuOeOsasRL9+/TQG7JrbTz/9pHOKFEPuXmOMMWYZHNQxxgA0TizMGGPMdvHlV2Z3+N4f+8efMbMH/D1m6kzxfeCgjtkN1ZxthkzIy2yT6jM2ZJ4+ZjrmfIi8PeJzFdPGFOc1vvzK7IazszN8fX2F54l6eHjw80PtDBGhsrISpaWl8PX1NdkDuplhzPkQeXvE5yqmzpTnNQ7qmF1RPX1A/UHxzP74+vrykyYsyGXUK6jbucwsD5G3V3yuYk2Z4rzGQR2zKyKRCMHBwQgMDDToYffMdri6unIPnYW5xiVyD10b8bmKqTPVeY2DOmaXnJ2d+YefMWb1+FzFTMkhb5S4fPkynnrqKXTo0AEeHh646667LDo/GGOMMcZYWzlcT11ZWRnuv/9+PPDAA9i5cycCAwNx7tw5+Pr6WrpojDHGGGNGc7ieuqVLlyIsLAzr16/Hvffeiy5dumDYsGHo1q2bpYvGGLNSKSkpEIlEmDNnjrCMiLBo0SKEhIRAIpFg6NChOHnypMZ2SqUSs2bNQkBAADw9PTFu3DhcunRJI01ZWRmmTJkCqVQKqVSKKVOm4ObNmxppCgoKMHbsWHh6eiIgIACzZ89GTU2NRpqcnBzExcVBIpGgU6dOeOedd3geNMYcjMP11G3fvh0jR47ExIkTkZmZiU6dOmHGjBl49tlndW6jVCqhVCqF9wqFQr/Mis8Cl/KA0CgguLv2dS5ioOImEBAG3HG//vu9+D8AIqBzn+b7NlTT/QG6y20q2tpGV3sZk9Y7ACi/pt++DC2nsfUEmv/fRQxUlGluExCu/3ehLeXQ1Ua6tvUOAG4Wo8XvnSHfzdY+KyuRlZWFzz//HH369NFYvmzZMqxYsQIbNmxAjx498N5772HEiBE4ffo0vL29AQBz5szBjh07kJqaig4dOmDevHkYM2YMjh49KoyjSkhIwKVLl5Ceng4AeO655zBlyhTs2LEDAFBfX4/Ro0ejY8eO2L9/P65fv46pU6eCiLBq1SoAjeekESNG4IEHHkBWVhbOnDmDadOmwdPTE/PmzTNXUzHGLMzheurOnz+P1atXo3v37ti1axeSkpIwe/ZsfPPNNzq3SUlJEf6KlkqlCAsL0y+zS3mAsrLxX13rKsoAEHCtUP9KXMoD6mqBuhrt+zZU0/21VG5T0ZaHrnyNSXutUP99GVpOQ6hvr+3/TQM6wLDvQlvKoauNdG17rbD1750h301Dy2EBt27dwuTJk7Fu3Tr4+fkJy4kIH374IV5//XU8+uijiI6Oxtdff43Kykps3rwZACCXy/Hll1/igw8+wPDhw9GvXz9s3LgROTk5+PnnnwEAf/zxB9LT0/HFF18gJiYGMTExWLduHf7zn//g9OnTAIDdu3cjLy8PGzduRL9+/TB8+HB88MEHWLdunfAH5qZNm1BdXY0NGzYgOjoajz76KF577TWsWLGCe+sYcyAOF9Q1NDTg7rvvxuLFi9GvXz8kJibi2WefxerVq3Vus2DBAsjlcuFVWKjnj25oFCD2uN07om2dpx8AUWNPnb5CowAXV8DFTfu+DdV0fy2V21S05aErX2PSBoTpvy9Dy2kI9e21/d/Tr/k2hnwX2lIOXW2ka9uAsNa/d4Z8Nw0thwXMnDkTo0ePxvDhwzWW5+fno6SkBPHx8cIysViMuLg4HDhwAABw9OhR1NbWaqQJCQlBdHS0kObgwYOQSqUYOHCgkOa+++6DVCrVSBMdHY2QkBAhzciRI6FUKoUbvA4ePIi4uDiIxWKNNEVFRbhw4YLWuimVSigUCo0XY8y2Odzl1+DgYERFaf543Hnnnfjhhx90biMWizVOlvpn1l335aSW1rVlv6baX3tfBtOVp7Z825rWkPVtTd/a9rr+395aKoeh21oirQWkpqbi2LFjyMrKaraupKQEABAUFKSxPCgoCBcvXhTSuLm5afTwqdKoti8pKUFgYGCz/QcGBmqkaZqPn58f3NzcNNJ06dKlWT6qdREREc3ySElJwdtvv6298owxm+RwPXX333+/cFlD5cyZM+jcubOFSsQYszaFhYV44YUXsHHjRri7u+tM1/TRTkTU6uOemqbRlt4UaVSXXXWVx+grEIwxq+VwQd2LL76IQ4cOYfHixfjzzz+xefNmfP7555g5c6ali8YYsxJHjx5FaWkp+vfvDxcXF7i4uCAzMxMff/wxXFxcNHrB1JWWlgrrZDIZampqUFZW1mKaK1euNMv/6tWrGmma5lNWVoba2toW06geP9W0l09FLBbDx8dH48UYs20OF9Tdc889SEtLw3fffYfo6Gi8++67+PDDDzF58mRLF40xZiWGDRuGnJwcZGdnC68BAwZg8uTJyM7ORteuXSGTyZCRkSFsU1NTg8zMTMTGxgIA+vfvD1dXV400xcXFyM3NFdLExMRALpfj999/F9IcPnwYcrlcI01ubi6Ki4uFNLt374ZYLEb//v2FNPv27dOY5mT37t0ICQlpdlmWMWbHiBlMLpcTAJLL5ZYuCmOsifY6PuPi4uiFF14Q3i9ZsoSkUilt3bqVcnJyaNKkSRQcHEwKhUJIk5SURKGhofTzzz/TsWPH6MEHH6S+fftSXV2dkOahhx6iPn360MGDB+ngwYPUu3dvGjNmjLC+rq6OoqOjadiwYXTs2DH6+eefKTQ0lJKTk4U0N2/epKCgIJo0aRLl5OTQ1q1bycfHh5YvX653/fi8xpj10vf4dLgbJRhjzBReeeUVVFVVYcaMGSgrK8PAgQOxe/duYY46AFi5ciVcXFzw+OOPo6qqCsOGDcOGDRs0nvW5adMmzJ49W7hLdty4cfjkk0+E9c7Ozvjxxx8xY8YM3H///ZBIJEhISMDy5cuFNFKpFBkZGZg5cyYGDBgAPz8/zJ07F3PnzjVDSzDGrIWIiCcxMpRCoYBUKoVcLudxKIxZGT4+jcPtxpj10vf4dLgxdYwxxhhj9oiDOsYYY4wxO8BBHWOMMcaYHeCgjjHGGGPMDnBQxxhjjDFmBzioY4wxxhizAxzUMcYYY4zZAQ7qGGOMMcbsAAd1jDHGGGN2gIM6xhhjjDE7wEEdY4wxg9VmrkXVq91Qm7nW0kVhjP2FgzrGGGMGq9u5DHSjAHU7l1m6KIyxv3BQxxhjzGAuo16ByD8cLqNesXRRGGN/cbF0ARhjjNke17hEuMYlWroYjDE13FPHGGOMMWYHOKhjjDHGGLMDHNQxxhhjjNkBDuoYY4wxxuyAwwV1ixYtgkgk0njJZDJLF4sxxhhjrE0c8u7XXr164eeffxbeOzs7W7A0jDHGGGNt55BBnYuLC/fOMcYYY8yuOGRQd/bsWYSEhEAsFmPgwIFYvHgxunbtqjO9UqmEUqkU3isUCsMyPPVf4FohEBDW+P5aAeDkDET0A4K7q6X5a7l/J6D8GuAdcPvfG5eAhgbA0w+oUzYuu1ncuEydkzPQuQ8gL23M09MXUN4C6usAosbtlbcat1OlBYBLeUBo1O3/q/av2k69XKp0F/8HQAT4yhrTQtS4P1Wdis9q7ks9T1UabYrPNu5bVTcnZ0DsCVSU3U4TEP5XW/7Vrnfcr729VctV+2xaRl15q6dT1SM0SrNu6umatpt62XXlp22/xtC2H33aQFVmXfnrKp+x5VZ9x9UFhGt+dtryVx0HbW0nxhizcw43pm7gwIH45ptvsGvXLqxbtw4lJSWIjY3F9evXdW6TkpICqVQqvMLCwgzL9FohAGr891ph47KG+sYfLI00fy2/VggoKzX/VQUJFWW3l9XVNqZXf9XVNO5XlWdFWWM6otvbq7ZTpb2U17hP9f+r9q/aTr1cqnR1tY37UKVV7U+l6b7U82yJat/qdVIP6FTtpd6uutq76T5by19bOvX20ZVOW11bq6+2/RpD2370aYPW8te13thyN/2cdC1rmo/6944xxphODhfUjRo1Co899hh69+6N4cOH48cffwQAfP311zq3WbBgAeRyufAqLGzhh0ibgDAAosZ/Vb11Ts63e7yENH8tDwgDxB6a/zr99VF5+t1e5uLamF795eLWuF9Vnp5+jelEotvbq7ZTpQ2Natyn+v9V+1dtp14uVToX18Z9qNKq9qfSdF/qebZEtW/1Onn6NW9T9XbV1d5N99la/trSqbePrnTa6tpafbXt1xja9qNPG7SWv671xpa76eeka1nTfNS/d4wxxnQSEam6YhzXiBEjEBkZidWrV+uVXqFQQCqVQi6Xw8fHp51LxxgzBB+fxuF2Y8x66Xt8OlxPXVNKpRJ//PEHgoODLV0UxhhjjDGjOVxQ99JLLyEzMxP5+fk4fPgw/va3v0GhUGDq1KmWLhpjjDHGmNEcLqi7dOkSJk2ahJ49e+LRRx+Fm5sbDh06hM6dO1u6aIwxK7F69Wr06dMHPj4+8PHxQUxMDHbu3CmsJyIsWrQIISEhkEgkGDp0KE6ePKmxD6VSiVmzZiEgIACenp4YN24cLl26pJGmrKwMU6ZMEW7CmjJlCm7evKmRpqCgAGPHjoWnpycCAgIwe/Zs1NTUaKTJyclBXFwcJBIJOnXqhHfeeQc8soYxx+NwU5qkpqZaugiMMSsXGhqKJUuWIDIyEkDjjVTjx4/H8ePH0atXLyxbtgwrVqzAhg0b0KNHD7z33nsYMWIETp8+DW9vbwDAnDlzsGPHDqSmpqJDhw6YN28exowZg6NHjwoTnickJODSpUtIT08HADz33HOYMmUKduzYAQCor6/H6NGj0bFjR+zfvx/Xr1/H1KlTQURYtWoVgMaxNiNGjMADDzyArKwsnDlzBtOmTYOnpyfmzZtn7qZjjFkSMYPJ5XICQHK53NJFYYw10V7Hp5+fH33xxRfU0NBAMpmMlixZIqyrrq4mqVRKa9asISKimzdvkqurK6WmpgppLl++TE5OTpSenk5ERHl5eQSADh06JKQ5ePAgAaBTp04REdFPP/1ETk5OdPnyZSHNd999R2KxWKjfZ599RlKplKqrq4U0KSkpFBISQg0NDXrXj89rjFkvfY9Ph7v8yhhjhqivr0dqaioqKioQExOD/Px8lJSUID4+XkgjFosRFxeHAwcOAACOHj2K2tpajTQhISGIjo4W0hw8eBBSqRQDBw4U0tx3332QSqUaaaKjoxESEiKkGTlyJJRKJY4ePSqkiYuLg1gs1khTVFSECxcu6KyXUqmEQqHQeDHGbBsHdYwxpkVOTg68vLwgFouRlJSEtLQ0REVFoaSkBAAQFBSkkT4oKEhYV1JSAjc3N/j5+bWYJjAwsFm+gYGBGmma5uPn5wc3N7cW06jeq9Jo0+ZJ1RljVoeDOsYY06Jnz57Izs7GoUOH8Pzzz2Pq1KnIy7v9VAuRamLuvxBRs2VNNU2jLb0p0tBfN0m0VJ42T6rOGLM6HNQxxpgWbm5uiIyMxIABA5CSkoK+ffvio48+gkwmA9C8F6y0tFToIZPJZKipqUFZWVmLaa5cudIs36tXr2qkaZpPWVkZamtrW0xTWloKoHlvojqxWCzc3at6McZsGwd1jDGmByKCUqlEREQEZDIZMjIyhHU1NTXIzMxEbGwsAKB///5wdXXVSFNcXIzc3FwhTUxMDORyOX7//XchzeHDhyGXyzXS5Obmori4WEize/duiMVi9O/fX0izb98+jWlOdu/ejZCQEHTp0sX0DcEYs17tfsuGHeK7xBizXqY4PhcsWED79u2j/Px8OnHiBL322mvk5OREu3fvJiKiJUuWkFQqpa1bt1JOTg5NmjSJgoODSaFQCPtISkqi0NBQ+vnnn+nYsWP04IMPUt++famurk5I89BDD1GfPn3o4MGDdPDgQerduzeNGTNGWF9XV0fR0dE0bNgwOnbsGP38888UGhpKycnJQpqbN29SUFAQTZo0iXJycmjr1q3k4+NDy5cvN6jOfF5jzHrpe3xyUGcEPvkxZr1McXz+4x//oM6dO5Obmxt17NiRhg0bJgR0REQNDQ20cOFCkslkJBaLaciQIZSTk6Oxj6qqKkpOTiZ/f3+SSCQ0ZswYKigo0Ehz/fp1mjx5Mnl7e5O3tzdNnjyZysrKNNJcvHiRRo8eTRKJhPz9/Sk5OVlj+hIiohMnTtDgwYNJLBaTTCajRYsWGTSdCRGf1xizZvoenyIinnbcUPzga8asFx+fxuF2Y8x66Xt88pg6xhhjjDE7wEEdY4wxxpgd4KCOMcYYY8wOcFDHGGOMMWYHOKhjjDHGGLMDHNQxxhhjjNkBDuoYY4wxxuwAB3WMMcYYY3aAgzrGGGOMMTvAQR1jjDHGmB1w+KAuJSUFIpEIc+bMsXRRGGOMMcaM5tBBXVZWFj7//HP06dPH0kVhjDHGGGsThw3qbt26hcmTJ2PdunXw8/OzdHEYY4wxxtrEYYO6mTNnYvTo0Rg+fLili8IYY4wx1mYuli6AJaSmpuLYsWPIysrSK71SqYRSqRTeKxQK/TMrPgtcygNCoxrfq/4f3L15Gu8AoPya5r83iwGIgM5/XSK++D/N9033V3xWM01L+bRUppbqo9q/r0xzP03Lpq0cTdvj4v+AhgaAGgAiwNMPqFPqX7bis0D+scZ9iESAs6tmfqf+C1wrBDx9b++3aVmatnvTsqmoyqjKx1cG3LjUmCYgHLjj/uZ1DO6umc/N4sb0Ts7NPx9t27a2vLX1p/4LXCtozC+in/bPRb0Nm1LVS99yafu+q7errs9RVU6RCBA5NZbXV6b5/dfn+8kYYw7M4XrqCgsL8cILL2Djxo1wd3fXa5uUlBRIpVLhFRYWpn+Gl/IAZWXjv+r/15bmWmHzf+tqgbqa29s3fd90f03TtJRPS2VqqT6q/TfdT0tl1dUedbVAQ31jsAQAFWWGle1S3u1ghKh5ftcKAZDmfltr96ZlU71UZVTlc63wdt7XCrXXsWk+qn1q+3y0bdva8tbWq8rVUK/7c1Fvw6ZU2+tbLm3fd/V21UWVD9Ht9mn6/WeMMdYihwvqjh49itLSUvTv3x8uLi5wcXFBZmYmPv74Y7i4uKC+vr7ZNgsWLIBcLhdehYWFWvasQ2gUIPZo/Ff9/9rSBIQ1/9fFFXBxu7190/dN99c0TUv5tFSmluqj2n/T/bRUVl3t4eLa2CsjEjWu9/QzrGyhUYDTX19jkah5fgFhAESa+22t3ZuWTfVSlVGVT0DY7bwDwprvV5WXej6qfWr7fLRt29ry1taryuXkrPtzUW/DplTb61subd939XbVRZWPSHS7fZp+/xljjLVIRKTqfnAM5eXluHjxosayv//977jjjjswf/58REdHt7oPhUIBqVQKuVwOHx+f9ioqY8wIfHwah9uNMeul7/HpcGPqvL29mwVunp6e6NChg14BHWOMMaA2cy3qdi6Dy6hX4BqXaOniMMbggJdfGWOMtV3dzmWgGwWo27nM0kVhjP3F4XrqtNm7d6+li8AYYzbFZdQrQk8dY8w6cFDHGGPMYK5xiXzZlTErw5dfGWOMMcbsAAd1jDHGGGN2gIM6xhhjjDE7wEEdY4wxxpgd4KCOMcYYY8wOcFDHGGNNpKSk4J577oG3tzcCAwMxYcIEnD59WiMNEWHRokUICQmBRCLB0KFDcfLkSY00SqUSs2bNQkBAADw9PTFu3DhcunRJI01ZWRmmTJkiPFt6ypQpuHnzpkaagoICjB07Fp6enggICMDs2bNRU1OjkSYnJwdxcXGQSCTo1KkT3nnnHTjYA4MYc3gc1DHGWBOZmZmYOXMmDh06hIyMDNTV1SE+Ph4VFRVCmmXLlmHFihX45JNPkJWVBZlMhhEjRqC8vFxIM2fOHKSlpSE1NRX79+/HrVu3MGbMGI1nTCckJCA7Oxvp6elIT09HdnY2pkyZIqyvr6/H6NGjUVFRgf379yM1NRU//PAD5s2bJ6RRKBQYMWIEQkJCkJWVhVWrVmH58uVYsWJFO7cUY8yqEDOYXC4nACSXyy1dFMZYE+1xfJaWlhIAyszMJCKihoYGkslktGTJEiFNdXU1SaVSWrNmDRER3bx5k1xdXSk1NVVIc/nyZXJycqL09HQiIsrLyyMAdOjQISHNwYMHCQCdOnWKiIh++ukncnJyosuXLwtpvvvuOxKLxUIdP/vsM5JKpVRdXS2kSUlJoZCQEGpoaNCrjnxeY8x66Xt8ck8dY4y1Qi6XAwD8/f0BAPn5+SgpKUF8fLyQRiwWIy4uDgcOHAAAHD16FLW1tRppQkJCEB0dLaQ5ePAgpFIpBg4cKKS57777IJVKNdJER0cjJCRESDNy5EgolUocPXpUSBMXFwexWKyRpqioCBcuXNBaJ6VSCYVCofFijNk2DuoYY6wFRIS5c+di0KBBiI6OBgCUlJQAAIKCgjTSBgUFCetKSkrg5uYGPz+/FtMEBgY2yzMwMFAjTdN8/Pz84Obm1mIa1XtVmqZSUlKEcXxSqRRhYWGttARjzNpxUMcYYy1ITk7GiRMn8N133zVbJxKJNN4TUbNlTTVNoy29KdLQXzdJ6CrPggULIJfLhVdhYWGL5WaMWT8O6hhjTIdZs2Zh+/bt2LNnD0JDQ4XlMpkMQPNesNLSUqGHTCaToaamBmVlZS2muXLlSrN8r169qpGmaT5lZWWora1tMU1paSmA5r2JKmKxGD4+PhovQ9VmrkXVq91Qm7nW4G0ZY6bHQR1jjDVBREhOTsbWrVvx66+/IiIiQmN9REQEZDIZMjIyhGU1NTXIzMxEbGwsAKB///5wdXXVSFNcXIzc3FwhTUxMDORyOX7//XchzeHDhyGXyzXS5Obmori4WEize/duiMVi9O/fX0izb98+jWlOdu/ejZCQEHTp0sVErdJc3c5loBsFqNu5rN3yYIwZoL3v2LBHfJcYY9bLFMfn888/T1KplPbu3UvFxcXCq7KyUkizZMkSkkqltHXrVsrJyaFJkyZRcHAwKRQKIU1SUhKFhobSzz//TMeOHaMHH3yQ+vbtS3V1dUKahx56iPr06UMHDx6kgwcPUu/evWnMmDHC+rq6OoqOjqZhw4bRsWPH6Oeff6bQ0FBKTk4W0ty8eZOCgoJo0qRJlJOTQ1u3biUfHx9avny53nU2pt1q9q6hyvldqWbvGr23YYwZTt/jk4M6I3BQx5j1MsXxCUDra/369UKahoYGWrhwIclkMhKLxTRkyBDKycnR2E9VVRUlJyeTv78/SSQSGjNmDBUUFGikuX79Ok2ePJm8vb3J29ubJk+eTGVlZRppLl68SKNHjyaJREL+/v6UnJysMX0JEdGJEydo8ODBJBaLSSaT0aJFi/SezoSIz2uMWTN9j08REU85biiFQgGpVAq5XG7UOBTGWPvh49M43G6MWS99j08eU8cYY4wxZgc4qGOMMcYYswMc1DHGGGOM2QGHC+pWr16NPn36CPMyxcTEYOfOnZYuFmOMMcZYmzhcUBcaGoolS5bgyJEjOHLkCB588EGMHz8eJ0+etHTRGGOMMcaM5mLpApjb2LFjNd6///77WL16NQ4dOoRevXpZqFSMMcYYY23jcEGduvr6emzZsgUVFRWIiYnRmU6pVEKpVArvFQqFaQpQfBa4lAeERgHB3U23P+8AoPza7X/V96+ep7wUuFYIBIQBd9zfcnn0LWvxWeDi/wCIgM59Gpc13a5pmtb2Z+z2+tTHOwC4WQw0NABOzoCvrHmb6aNp25v6M21a//xjjWUGAJEIcHY1rC2a1l9XW576r+Z3RLWvi/+73Waq7Yz5PqtvA+huQ23lYIwxpsHhLr8CQE5ODry8vCAWi5GUlIS0tDRERUXpTJ+SkgKpVCq8wsLCTFOQS3mAsrLxX1Pu71qh5r/q+1fP81ohAPrr31bKo29ZL+UBdbVAXU3j/7Vt1zSNPnUyZnt96nOtsHFfDfWN+9PWZvpo2vam/kyb1l8V0AEAkeFt0bT+urZv+h1RbaveZk33aUjd1bdpqQ21lYNZBX7+K2PWwyGDup49eyI7OxuHDh3C888/j6lTpyIvT/cP0YIFCyCXy4VXYaGJflhCowCxx+1eClPtLyBM81/1/avnGRAGQPTXv62UR9+yhkYBLq6Ai1vj/7Vt1zSNPnUyZnt96hMQ1rgvJ+fG/WlrM300bXtTf6ZN6++kduiKRIa3RdP669q+6XdEta16mzXdpyF1V9+mpTbUVg5mFfj5r4xZD36iBIDhw4ejW7duWLtWv780eeZ1xqwXH5/GMbbdajPXom7nMriMegWucYntWELGHJe+x6dDj6lTISKNMXOMMcb04xqXyMEcY1bC4YK61157DaNGjUJYWBjKy8uRmpqKvXv3Ij093dJFY4wxxhgzmsONqbty5QqmTJmCnj17YtiwYTh8+DDS09MxYsQISxeNMcZsDt8owZj1cLieui+//NLSRWCMMbuhfqMEX4ZlzLIcrqeOMcaY6biMegUi/3C4jHrF0kVhzOE5XE8dY4wx0+EbJRizHtxTxxhjjDFmBzioY4wxxhizAxzUMcYYY4zZAQ7qGGOMMcbsAAd1jDHGGGN2gIM6xhhjbcITEDNmHTioY4wx1iaqCYhrv3uBAzvGLIiDOsYYY23iMuoVwMkZaKhH3c5lli4OYw6LJx9mjDHWJqrJh+t2LuMnSzBmQRzUMcYYazN+sgRjlseXXxljrIl9+/Zh7NixCAkJgUgkwrZt2zTWExEWLVqEkJAQSCQSDB06FCdPntRIo1QqMWvWLAQEBMDT0xPjxo3DpUuXNNKUlZVhypQpkEqlkEqlmDJlCm7evKmRpqCgAGPHjoWnpycCAgIwe/Zs1NTUaKTJyclBXFwcJBIJOnXqhHfeeQdEZLL2YIzZBg7qGGOsiYqKCvTt2xeffPKJ1vXLli3DihUr8MknnyArKwsymQwjRoxAeXm5kGbOnDlIS0tDamoq9u/fj1u3bmHMmDGor68X0iQkJCA7Oxvp6elIT09HdnY2pkyZIqyvr6/H6NGjUVFRgf379yM1NRU//PAD5s2bJ6RRKBQYMWIEQkJCkJWVhVWrVmH58uVYsWJFO7SMbnwHLGNWgJjB5HI5ASC5XG7pojDGmjD18QmA0tLShPcNDQ0kk8loyZIlwrLq6mqSSqW0Zs0aIiK6efMmubq6UmpqqpDm8uXL5OTkROnp6URElJeXRwDo0KFDQpqDBw8SADp16hQREf3000/k5OREly9fFtJ89913JBaLhfp99tlnJJVKqbq6WkiTkpJCISEh1NDQoHc929pulfO7UsWzLlQ5v6tR2zPGdNP3+OSeOsYYM0B+fj5KSkoQHx8vLBOLxYiLi8OBAwcAAEePHkVtba1GmpCQEERHRwtpDh48CKlUioEDBwpp7rvvPkilUo000dHRCAkJEdKMHDkSSqUSR48eFdLExcVBLBZrpCkqKsKFCxd01kOpVEKhUGi82sJl1CsQ+YfzjRKMWRAHdYwxZoCSkhIAQFBQkMbyoKAgYV1JSQnc3Nzg5+fXYprAwMBm+w8MDNRI0zQfPz8/uLm5tZhG9V6VRpuUlBRhLJ9UKkVYWFjLFW+Fa1wiJEvO8c0SjFkQB3WMMWYEkUik8Z6Imi1rqmkabelNkYb+ukmipfIsWLAAcrlceBUWFrZYdsaY9eOgjjHGDCCTyQA07wUrLS0VeshkMhlqampQVlbWYporV6402//Vq1c10jTNp6ysDLW1tS2mKS0tBdC8N1GdWCyGj4+Pxqut+GYJxiyLgzrGGDNAREQEZDIZMjIyhGU1NTXIzMxEbGwsAKB///5wdXXVSFNcXIzc3FwhTUxMDORyOX7//XchzeHDhyGXyzXS5Obmori4WEize/duiMVi9O/fX0izb98+jWlOdu/ejZCQEHTp0sX0DdAC1ePC+KkSjFmGwwV1KSkpuOeee+Dt7Y3AwEBMmDABp0+ftnSxGGNW5NatW8jOzkZ2djaAxpsjsrOzUVBQAJFIhDlz5mDx4sVIS0tDbm4upk2bBg8PDyQkJAAApFIppk+fjnnz5uGXX37B8ePH8dRTT6F3794YPnw4AODOO+/EQw89hGeffRaHDh3CoUOH8Oyzz2LMmDHo2bMnACA+Ph5RUVGYMmUKjh8/jl9++QUvvfQSnn32WaFnLSEhAWKxGNOmTUNubi7S0tKwePFizJ07t9XLwabGN0swZmHtfyOudRk5ciStX7+ecnNzKTs7m0aPHk3h4eF069YtvffBU5owZr1McXzu2bOHADR7TZ06lYgapzVZuHAhyWQyEovFNGTIEMrJydHYR1VVFSUnJ5O/vz9JJBIaM2YMFRQUaKS5fv06TZ48mby9vcnb25smT55MZWVlGmkuXrxIo0ePJolEQv7+/pScnKwxfQkR0YkTJ2jw4MEkFotJJpPRokWLDJrOhIjPa4xZM32PTxGRY087fvXqVQQGBiIzMxNDhgzRaxuFQgGpVAq5XG6ScSiMMdPh49M43G6MWS99j0+Hf/arXC4HAPj7++tMo1QqoVQqhfdtnc9JL8VngUt5QGgUENzdOvJTpfEOAMqvNaYFNLczd7m1lU9budTTXPwfABHgKzNNPQxpO2PbSVXu+jqACAgIB+64X3u6/GNAQwPg6QfUKU33Wegqs3qbdu7TfJ2lvg/M7Goz16I27c3G752rO1wnvMNTnDBmRg43pk4dEWHu3LkYNGgQoqOjdaYz9XxOermUBygrG/81B33yU6W5Vng7bdPtzF1ubeXTVi71NHW1QF2N6ephSNsZ206qcqs61q/pmH7iUl5jQAcAFWWm/Sz0aVNt6yz1fWBmV7dzGVBZBtRUAhU3GgM8xpjZOHRQl5ycjBMnTuC7775rMZ1F5nMKjQLEHrd7kawhP1WagLDbaZtuZ+5yayuftnKpp3FxBVzcTFcPQ9rO2HZSlVs18D1Axx8WoVGA01+HtaefaT8LfdpU2zpLfR+Y2bmMegXw8APw1/e0Ss7TmzBmRg47pm7WrFnYtm0b9u3bh4iICIO25bEnjFkvPj6NY8p2q81ci9rvXgAa6gEnZ7hO+ogvwzLWBvoenw7XU0dESE5OxtatW/Hrr78aHNAxxhhrmWtcIlwnfQQ4OQMN9TxvHWNm4nA3SsycORObN2/Gv//9b3h7ewszsUulUkgkEguXjjHG7IOqZ65u5zKet44xM3G4y6+6JuNcv349pk2bptc++PIOY9aLj0/jcLsxZr14ShMdHCyGZYwxxpiDcLgxdYwxxhhj9oiDOsYYY+2iNnMtKmdKUZkoRvW6pyxdHMbsHgd1jDHG2kXdzmVAbSVADWjI+hcqXwzieesYa0cc1DHGGGsXLqNeAVw9bi+ouIHazbM4sGOsnXBQxxhjrF24xiXC41M5XCd/cvtpKEQ8bx1j7YSDOsYYY+3KNS4RrgmrGh8h5uwKulGIyuc9+HIsYybGQR1jjLF25xqXCI8PSwFqAEBAfS1fjmXMxDioY4wxZjZO/f92+1IsABBxYMeYiXBQxxhjzGzcn90Ij7U1zcbZ1W5KRmWylIM7xtqAgzrGGGNmpzHOTqWmErXfvcCBHWNG4qCOMcaYRajG2Tnd88TtXruGer4cy5iROKhjjDFmUapLsvD0b1yguhz7nBs/iYIxA3BQxxhjzCq4TnhH83IsqPFJFM+58RQojOmBgzrGGGNWQeNyrAa1KVA2JXNwx5gOHNQxxhizKu7PboTH57WNd8i6egAQaSZQBXeJYu7FY0wNB3WMMcaskuoxYx6f/zUFiocfNAK8phMZ87QozMFxUMcYY8zqqS7Nuk5edbv3TuSEZr14NZXci8ccloiIyNKFsDUKhQJSqRRyuRw+Pj6WLg5jTA0fn8ax5XarzVyL2u9fAWqrALTwkyZyAogap08hAtwkcJ24DK5xiWYrK2PG0Pf45KDOCLZ88mPM3vHxaRx7abfqdU+h4cj3AP4K3FoK8tRpBHwNAERwuudxuD+7sR1Ly5h+9D0+HfLy6759+zB27FiEhIRAJBJh27Ztli4SY4y12WeffYaIiAi4u7ujf//++O233yxdJLNTzXnnsVZ5eyxe08u12i7bqsbnUYNqwe3pVFSXchPFqHzOtfGlscyNx/Ixq+Bi6QJYQkVFBfr27Yu///3veOyxxyxdHMYYa7N//etfmDNnDj777DPcf//9WLt2LUaNGoW8vDyEh4dbungW4xqXqPPyavW6p9CQ9a/GN8166lTorx4/3P4XuJ1GteyvsXy1m5K178vNgy/1snbn8JdfRSIR0tLSMGHCBL23sZfLFIzZI0c9PgcOHIi7774bq1evFpbdeeedmDBhAlJSUlrd3lHbTReNcXqqMXjqQVrT8XlGX+bVsi+j1vElY3um7/HpkD11hlIqlVAqlcJ7hULRfpkVnwUu5QGhUUBw9/bLx5z5q/bpHQDcLAYgAjr3MV/9mtaprXXUtb2ufLwDgPJrjcuB1vMuPgtc/B/QoNZb4OTcepud+i9wrRAICAPuuN/wehlKVU6IAF+ZZh1V5Xdyblyn63NvrS3V284Sx4ONqKmpwdGjR/Hqq69qLI+Pj8eBAwe0bmPW85oNaqmHTxv9ev3QvIdP2zJj16kuGWd9b4IA0ZD0trgvaymzaQNxhxxTZ6iUlBRIpVLhFRYW1n6ZXcoDlJWN/1pCe+Sv2ue1QqCuFqirMW/9mtaprXXUtb2ufK4V3l6uT96X8hrbqaH+9kufNrtWCID++tcMVOWsq2leR1X5Vet0fe6ttaX6fplO165dQ319PYKCgjSWBwUFoaSkROs2Zj2vOQDVhMken9cK4/ka/21c5nTPE40/5Brj+v7SdKyfUevUqcYGqo8RRJNlLa0zNL0t7staykxoOPp/MBXuqdPDggULMHfuXOG9QqFovxNgaNTtngtLaI/8VftU76kzZ/2a1qmtddS1va58dPXUtbR/bT11rZU3IOx2T505qMppSE9da23WdHnTtmMtEok0B/8TUbNlKmY9r7HGnph2vixq8CVjq+ipstS+rKXMIjj1/1ubP3sVHlPHY+oYsyuOeHzW1NTAw8MDW7ZswSOPPCIsf+GFF5CdnY3MzMxW9+GI7caYreApTRhjzEG4ubmhf//+yMjI0FiekZGB2NhYC5WKMWZuDnn59datW/jzzz+F9/n5+cjOzoa/v79D3/rPGLNdc+fOxZQpUzBgwADExMTg888/R0FBAZKSkixdNMaYmThkUHfkyBE88MADwnvVuJKpU6diw4YNFioVY4wZ74knnsD169fxzjvvoLi4GNHR0fjpp5/QuXNnSxeNMWYmDj+mzhg89oQx68XHp3G43RizXjymjjHGGGPMgTjk5de2UnVu8mSdjFkf1XHJFyEMw+c1xqyXvuc1DuqMUF5eDgA8pxNjVqy8vBxSqdTSxbAZfF5jzPq1dl7jMXVGaGhoQFFREby9vXVO7AncnsyzsLDQIceoOHL9ue6WqzsRoby8HCEhIXBy4hEm+uLzmn4cuf6OXHfAsvXX97zGPXVGcHJyQmhoqN7pfXx8HPIAUHHk+nPdLVN37qEzHJ/XDOPI9XfkugOWq78+5zX+M5YxxhhjzA5wUMcYY4wxZgc4qGtHYrEYCxcuhFgstnRRLMKR6891d8y6OwJH/3wduf6OXHfANurPN0owxhhjjNkB7qljjDHGGLMDHNQxxhhjjNkBDuoYY4wxxuwAB3WMMcYYY3aAgzrGGGOMMTvAQR1jjDHGmB3goI4xxhhjzA5wUMcYY4wxZgc4qGOMMcYYswMc1DHGGGOM2QEO6hhjjDHG7AAHdYwxxhhjdsDF0gWwRQ0NDSgqKoK3tzdEIpGli8MYU0NEKC8vR0hICJyc+O9WffF5jTHrpe95jYM6IxQVFSEsLMzSxWCMtaCwsBChoaGWLobN4PMaY9avtfMaB3VG8Pb2BtDYuD4+PhYuDWNMnUKhQFhYmHCcMv3weY0x66XveY2DOiOoLk34+PjwyY8xK8WXEA3D5zXGrF9r5zUecMIYY4wxZgcMCupSUlJwzz33wNvbG4GBgZgwYQJOnz6tkYaIsGjRIoSEhEAikWDo0KE4efKksP7GjRuYNWsWevbsCQ8PD4SHh2P27NmQy+VCmgsXLmD69OmIiIiARCJBt27dsHDhQtTU1LRaxpycHMTFxUEikaBTp0545513QETC+uLiYiQkJKBnz55wcnLCnDlzDGkCxhhjjDGrZFBQl5mZiZkzZ+LQoUPIyMhAXV0d4uPjUVFRIaRZtmwZVqxYgU8++QRZWVmQyWQYMWIEysvLATQOxi0qKsLy5cuRk5ODDRs2ID09HdOnTxf2cerUKTQ0NGDt2rU4efIkVq5ciTVr1uC1115rsXwKhQIjRoxASEgIsrKysGrVKixfvhwrVqwQ0iiVSnTs2BGvv/46+vbta0j1GWOMMcaslojUu7EMdPXqVQQGBiIzMxNDhgwBESEkJARz5szB/PnzATQGUUFBQVi6dCkSExO17mfLli146qmnUFFRARcX7cP8/vnPf2L16tU4f/68zvKsXr0aCxYswJUrVyAWiwEAS5YswapVq3Dp0qVm16KHDh2Ku+66Cx9++KFB9VYoFJBKpZDL5Tz2hDErw8encfRtt/r6etTW1pqxZMzWubq6wtnZ2dLFsGn6Hp9tulFCdcnU398fAJCfn4+SkhLEx8cLacRiMeLi4nDgwAGdQZ2qkLoCOlUaVT66HDx4EHFxcUJABwAjR47EggULcOHCBUREROhdN3VKpRJKpVJ4r1AojNoPY4zZKiJCSUkJbt68aemiMBvk6+sLmUzGNzC1M6ODOiLC3LlzMWjQIERHRwMASkpKAABBQUEaaYOCgnDx4kWt+7l+/TreffddnQEfAJw7dw6rVq3CBx980GKZSkpK0KVLl2Z5q9YZG9SlpKTg7bffNmpbxhizB6qALjAwEB4eHvzjzPRCRKisrERpaSkAIDg42MIlsm9GB3XJyck4ceIE9u/f32xd04OdiLSeABQKBUaPHo2oqCgsXLhQaz5FRUV46KGHMHHiRDzzzDPC8l69egmB4uDBg7Fz506deWtbbogFCxZg7ty5GuXWZ5LOMzvW4n/r30B9jRLObu4IHhCP4iO7UF+jbJZWtf7ayQMI6BWLaycPQOwbiLI/j8Mvsh+UN0sR9eR89BibiDM71uLY2pdRX1MN/+53C+sA4H/r3wAggldwV9w4exQiZxe4Sryb7Vu1r6blPbb2ZdQrqyByadyu79/fBQDkpS5tto16emexBHcn/lMon3p69XZoqqG+FlRXp3V7VVmblrnpelXdVcsuHdgulCk0dpzGtvsXP4WLe/8FZ7fG/NTbTPX5ACKNegf0ihU+N2c3d2Gdaru+f38XpTm/oSBzC/wi++FW8TmNz7ylMopcXODk7Nosraqdm7alZrtXAgBELq5wcnZtbMv6enQe+jgAoCBzCyQBnVB17TLC4yZi0Gsbtda/6Weleq++Tp//N/2s1dtK1/dHfT/q7an1e1ZTjc5DH8eg1zY2+x6x9lVfXy8EdB06dLB0cZiNkUgkAIDS0lIEBgYafCl21+Y1+Hrxy6iprkbX6LuhuFGKR5LmY2RCUnsU16YZNaZu1qxZ2LZtG/bt26fR+3X+/Hl069YNx44dQ79+/YTl48ePh6+vL77++mthWXl5OUaOHAkPDw/85z//gbu7e7N8ioqK8MADD2DgwIHYsGGDxqMxLl68KIzrUN3p+vTTT0Mul+Pf//63kO748eO4++67cf78+WY9de09pm7b5K6oKC0Q3oucnEEN9TrTq9brSidycsaA5I+Rl7pUY78A4BkYDgDNlqttDFCDRh4Dkj/W+PFsWt6m+1Xf5syOtchalQyofX3cvP3gKvFGbdUt1JTfgGdgOKKenI8jn8xusd66tm/aHp6B4Ziw6XyzcrZUd9W2qn1XXL0EUIOQX22FQiiberurr2v6eTiLPdBQqxSWeQaGo/La5VY/W1dPqUa9dJVVVU/g9meibVlLeQHQzEMkgmfHMI36q7ebs9gD9TVVAAEAaazT9//aPhtVe9UrKzXq0LRuqv0AgJu3PyZuLRUCxJpbcqHMIidnJOxq/seBOh5TZ5yW2q26uhr5+fno0qWL8APNmCGqqqqEYVDafu9bkjQkAlcva55XOnYKx5p9+aYsolXT97xm0N2vRITk5GRs3boVv/76a7MgKSIiAjKZDBkZGcKympoaZGZmIjY2VqNw8fHxcHNzw/bt27V+wJcvX8bQoUNx9913Y/369c2edda5c2dERkYiMjISnTp1AgDExMRg3759GlOf7N69GyEhIc0uy5pD1JPz4ebtB5GLKyBygl9kP7h5+8FZ7CG8gNs9iE6uYrh5+yM8biI8A8Ph32MARE7Owr/UUC/0bDRuqyJCbdUtBPSKhZu3H9y8/eHfYwCg1jvp7OYOz8BwhMdN1NgX0NgTsm1yVwT0ir1dJicnQOQEsW8gaqvKAZETqKEe/1v/BrZN7or/rX9TI6BTbdf4w9wYFAT0ir0d0IlEOusNiCBycUXNLTkqSgtQc6tMox3C4ybCWeyBiquXkDa5KyquFjZr56gn5wvBjGqfzmIPYR+qsjm7uQtlAURC2VT5qdpPtU7k5Ay/yH4abVlfU3U7YBI5IaBXrNCu/j0GqNXv9jaN6UmjPqp6O4s9NOqr6rlS1U3bMvXPX7UP1fcsPG6iUB6PwHCInJzh7CZpVn9Vu3kGhqO+pvqvz7PxMw3oFauRtz7/V//Oq5evXlkJkZMzAnrdPgc0rVvUk/PV2rixDHmpS1FTXiYEdKq6McvhS67MWG357jySNB9iiQdEIid06z0AHTuF45Gk+a1v6IAM6qmbMWMGNm/ejH//+9/o2bOnsFwqlQp/vS1duhQpKSlYv349unfvjsWLF2Pv3r04ffo0vL29UV5ejhEjRqCyshJpaWnw9PQU9tOxY0c4OzujqKgIcXFxCA8PxzfffKPRVSuTyXSWTy6Xo2fPnnjwwQfx2muv4ezZs5g2bRreeustzJs3T0iXnZ0NAHjmmWfQs2dPvPzyy3Bzc0NUVJRe7WBoT4B6j0TUk/O1Xu5S791S781Q0XYZbsujHRt/9EQigEjrttq227/4KRRkbhEuybXUG9S0p0tVTjdvv79yuH25rOllUfUet6a9gk3Lpa33Tb0um0eKm/VuiZychTroqmtL7aBvelXPqKoNmtZPVw9U0/Ta8jGXluoKQLgsq95Tp+17aAjV98zJVay1p661Mqp66rRdkm0J99QZR5+eOmN6WRgD+DvUVnqf18gAaDzlN3utX79eSNPQ0EALFy4kmUxGYrGYhgwZQjk5OcL6PXv26NxPfn4+ERGtX79eZ5rWnDhxggYPHkxisZhkMhktWrSIGhoaWq1H586d9W4HuVxOAEgul+uV/vT2NZSWECH8u3G4M6UlROhMoy/VNr+9P1mvbVXpv3+kI20c7kzfPxKgc3td+9annKo6qvavT51aq8tv70+mTfFutDUhgjbFu9Fv70/Wa3+GtKeh+zJ0eXuUwdT7tJWyt8TQ45M1aqndqqqqKC8vj6qqqixQMtOLi4ujF154wdLFoM6dO9PKlSstXQxauHAh9e3bt13zsLfvkLnpe15r0zx1jqotPQGt9Zi0p6Y9SK31DhrLknVU0db7aGu09Raasj5taSNje9HMgXvqjONIPXXGjqc2tatXr8LT0xMeHh6tJzYRkUiEtLQ0TJgwQVh269YtKJXKdr0Jxt6+Q+bWLmPqWNv1GJuICZvOW+RHUDWGqe/f38OETefR9+/vNhuvZQqWrKOKtrFo+jizYy22PNoRWx4NxJkda7Wu3za5q9Z1pqYK5FSBnak/q7bsUzXerab8hjA2kzFmmI4dO5o1oNPFy8uL72q2ExzUOZCmwZY1BF/tRVvd9AnIWgtW1AOt9qYedLXHZ9WWfapuiHDz9jf5HwWMmVJFRQWefvppeHl5ITg4uNl8pxs3bsSAAQPg7e0NmUyGhIQEYU41IkJkZCSWL1+usU1ubi6cnJxw7tw5AMCiRYsQHh4OsViMkJAQzJ49W6+ydenSRaO3UCQS4YsvvsAjjzwCDw8PdO/eHdu3bxfW19fXazwXvWfPnvjoo4+a7ferr75Cr169IBaLERwcjOTkZCE/AHjkkUcgEomE94sWLcJdd90FANi1axfc3d2bTTI9e/ZsxMXFCe8PHDiAIUOGQCKRICwsDLNnz9Z4ZCizDA7qmEM4s2Mtjnwyu9WArLVgpT16zHQxdSBnyl7GHmMTMXHrVUzcWmqXfxQw+/Hyyy9jz549SEtLw+7du7F3714cPXpUWF9TU4N3330X//vf/7Bt2zbk5+dj2rRpABqDrH/84x9Yv369xj6/+uorDB48GN26dcP//d//YeXKlVi7di3Onj2Lbdu2oXfv3kaX9+2338bjjz+OEydO4OGHH8bkyZNx48YNAEBDQwNCQ0Px/fffIy8vD2+99RZee+01fP/998L2q1evxsyZM/Hcc88hJycH27dvR2RkJAAgKysLALB+/XoUFxcL79UNHz4cvr6++OGHH4Rl9fX1+P777zF58mQAQE5ODkaOHIlHH30UJ06cwL/+9S/s379fCB6ZBZljgJ+9caSB2OYe5N5eVDdvbIp3s/m6GEvXTTrtyRLfH0c6Pk3JXDdKpG9aTYmDu1D6ptVt3ldrysvLyc3NjVJTU4Vl169fJ4lEovNGid9//50AUHl5ORERFRUVkbOzMx0+fJiIiGpqaqhjx460YcMGIiL64IMPqEePHlRTU2Nw+ZreKAGA3njjDeH9rVu3SCQS0c6dO3XuY8aMGfTYY48J70NCQuj111/XmR4ApaWlaSxreqPE7Nmz6cEHHxTe79q1i9zc3OjGjRtERDRlyhR67rnnNPbx22+/kZOTk87vCN8o0Tb6nte4p4612INjzsuN7UnVwzYg+WMAMNu4OGtizl5GFXv5/jDTSVuzFFcvFyBtTft/J86dO4eamhrExMQIy/z9/TWm5Dp+/DjGjx+Pzp07w9vbG0OHDgUAFBQ0TrEUHByM0aNH46uvvgIA/Oc//0F1dTUmTmycM3HixImoqqpC165d8eyzzyItLQ11dXVGl7lPnz7C/z09PeHt7S1cDgaANWvWYMCAAejYsSO8vLywbt06oaylpaUoKirCsGHDjM4fACZPnoy9e/eiqKgIALBp0yY8/PDD8PNrnMrq6NGj2LBhA7y8vITXyJEj0dDQgPx8x5kQ2BpxUMda/OG1RCDQHtQvZTpqoGGJMZT28v1hpvNI0nyzTR5LrUzuUFFRgfj4eHh5eWHjxo3IyspCWloaAGhMYv/MM88gNTUVVVVVWL9+PZ544gnhBoewsDCcPn0an376KSQSCWbMmIEhQ4YITzwylKurq8Z7kUiEhobGCbi///57vPjii/jHP/6B3bt3Izs7G3//+9+FsprqaR/33nsvunXrJtQ5LS0NTz31lLC+oaEBiYmJyM7OFl7/+9//cPbsWXTr1k3rPsvLruN6yWVsWPwSkoZEYNfmNSYpq7F2bV5jFeUwNQ7qWIs/vPZ4M0VbAw1z3gFr6+zx+8PaZmRCEtbsyzfLczsjIyPh6uqKQ4cOCcvKyspw5swZAMCpU6dw7do1LFmyBIMHD8Ydd9yh0Sum8vDDD8PT0xOrV6/Gzp078Y9//ENjvUQiwbhx4/Dxxx9j7969OHjwIHJyckxen99++w2xsbGYMWMG+vXrh8jISOFmDQDw9vZGly5d8Msvv+jch6urK+rrW39sY0JCAjZt2oQdO3bAyckJo0ePFtbdfffdOHnypPBUJ/WXm5ub1v0pyq6hob4Ox/ftMltPbUvM2WNsThzUMZP+8NpCwNPW+lqip88W2pUxa+Pl5YXp06fj5Zdfxi+//ILc3FxMmzZNeOxkeHg43NzcsGrVKpw/fx7bt2/Hu+++22w/zs7OmDZtGhYsWIDIyEiNy7kbNmzAl19+idzcXJw/fx7ffvstJBIJOnfubPL6REZG4siRI9i1axfOnDmDN998s9nNDosWLcIHH3yAjz/+GGfPnsWxY8ewatUqYb0q6CspKUFZWZnOvCZPnoxjx47h/fffx9/+9jeNueXmz5+PgwcPYubMmcjOzsbZs2exfft2zJo1S+f+fPwC4OTsgn5DRlrFY77M2WNsThzUMZOypUubxgZKlhyblrUqWeccei1p76CQg05mrf75z39iyJAhGDduHIYPH45Bgwahf//+ABrniduwYQO2bNmCqKgoLFmypNn0JSrTp09HTU1Ns146X19frFu3Dvfffz/69OmDX375BTt27GiXed+SkpLw6KOP4oknnsDAgQNx/fp1zJgxQyPN1KlT8eGHH+Kzzz5Dr169MGbMGJw9e1ZY/8EHHyAjIwNhYWHo16+fzry6d++Oe+65BydOnBDuelXp06cPMjMzcfbsWQwePBj9+vXDm2++ieDgYJ378/brgA6yTpj22nKz9dS2xJw9xubET5QwAs9Yr5s1PE1CX7b01AnVlCyq598aWub2rqs1tSUfn8ZxpCdKGOO///0vhg4dikuXLiEoKMjSxbE5/B1qG36ihAOyht4SWxpDpU+PmzW0KdDYrgOSPzZ6wt/27l3kGyKYvVIqlfjzzz/x5ptv4vHHH+eAjlk17qkzgjX2BKj35FhDb4m9sKYeKEdkTM+vNR6ftoB76rTbsGEDpk+fjrvuugvbt29Hp06d9Nrut99+w6hRo3Suv3XrlqmKaBMc+TtkCtxT52DyUpeCGuohcnLm3hITMrQHylp69uyFLY3RNNbq1avRp08f+Pj4wMfHBzExMdi5c6ewnoiwaNEihISEQCKRYOjQoTh58qTGPpRKJWbNmoWAgAB4enpi3LhxuHTpkrmrYpemTZuG+vp6HD16VO+ADgAGDBigMeVH0xdj7YGDOjuhPrmuLVz6tBWGXk52hCDEnBzhsm5oaCiWLFmCI0eO4MiRI3jwwQcxfvx4IXBbtmwZVqxYgU8++QRZWVmQyWQYMWIEysvLhX3MmTMHaWlpSE1Nxf79+3Hr1i2MGTNGr6krWPuQSCRap/xQvRhrF+3+bAs7xI8hYrrYy2PVbJk9HJ9+fn70xRdfUENDA8lkMlqyZImwrrq6mqRSKa1Z0/gdu3nzJrm6umo8Cuvy5cvk5ORE6enpeudprseEMcfE36G24ceEMWYBtnSjiLXgS9a31dfXIzU1FRUVFYiJiUF+fj5KSkoQHx8vpBGLxYiLi8OBAwcAND6yqba2ViNNSEgIoqOjhTTaKJVKKBQKjVdriIdgMyPxd8c8OKhjNo0DAtvHl6yBnJwceHl5QSwWIykpCWlpaYiKikJJSQkANLvjMigoSFhXUlICNzc34bmc2tJok5KSAqlUKrzCwsJ0plU9uqqystKo+smvl+LiqROQX2/+tAbmGFTfnaaPQWOm5WLpAjDWFuoBAfeO2aaoJ+cLd7g6qp49eyI7Oxs3b97EDz/8gKlTpyIzM1NYLxKJNNITUbNlTbWWZsGCBZg7d67wXqFQ6AzsnJ2d4evrKzxCy8PDo9X81V27Uoy6ulpcu1IMsSffkexIiAiVlZUoLS2Fr68vnJ2dLV0ku8ZBHbNpHBAYx5omie4xNtHiZbA0Nzc3YfD8gAEDkJWVhY8++gjz5zd+r0tKSjRm6y8tLRV672QyGWpqalBWVqbRW1daWorY2FideYrFYojFYr3LKJPJhP0aqqpSicpyBTy8fVCTn2/w9sz2+fr6Ct8h1n44qGM2jQMC45iyh9OaAkR7QURQKpWIiIiATCZDRkaG8EinmpoaZGZmYunSxsvV/fv3h6urKzIyMvD4448DAIqLi5Gbm4tly5aZrEwikQjBwcEIDAxEbW2tyfbL7J+rqyv30JkJB3WMOSBT9nDyJfC2ee211zBq1CiEhYWhvLwcqamp2Lt3L9LT0yESiTBnzhwsXrwY3bt3R/fu3bF48WJ4eHggISEBACCVSjF9+nTMmzcPHTp0gL+/P1566SX07t0bw4cPN3l5nZ2d+QeaMSvFQR1jDsiUPZx8Cbxtrly5gilTpqC4uBhSqRR9+vRBeno6RowYAQB45ZVXUFVVhRkzZqCsrAwDBw7E7t274e3tLexj5cqVcHFxweOPP46qqioMGzYMGzZs4OCLMUdjyDwpixcvpgEDBpCXlxd17NiRxo8fT6dOndJI09DQQAsXLqTg4GByd3enuLg4ys3NFdZfv36dkpOTqUePHiSRSCgsLIxmzZpFN2/e1NjPe++9RzExMSSRSEgqlepVvqqqKpo6dSpFR0eTs7MzjR8/vlmaoqIimjRpEvXo0YNEIhG98MILhjQBEdnHPFgqPK+a7WvrZ2jo9tb+nbGn49OcuN0Ys17tMk9dZmYmZs6ciUOHDiEjIwN1dXWIj49HRUWFkKa12c+LiopQVFSE5cuXIycnBxs2bEB6ejqmT5+ukVdNTQ0mTpyI559/Xu/y1dfXQyKRYPbs2TovOyiVSnTs2BGvv/46+vbta0j17RJPJ2H72voZGro9f2cYY8xKtSVyLC0tJQCUmZlJRKTX7OfafP/99+Tm5ka1tbXN1q1fv17vnjp1U6dO1dpTpy4uLo576qy814W1jnvqNNnT8WlO3G72KX3Takoc3IXSN622dFFYG5jliRJyuRwA4O/vDwB6zX6uaz8+Pj5wcbHOIX7GzLzeXkw92S4/AcH2tfUzNHR7/s4wZjvS1izF1csFSFvDPevmtmvzGiQNicCuzWvMlqfRQR0RYe7cuRg0aBCio6MBQK/Zz5u6fv063n33XSQmWu8PhCEzr7c3vvTFGGNMX48kzUfHTuF4JIlvZDI3SwTURgd1ycnJOHHiBL777rtm6/Sd/VyhUGD06NGIiorCwoULDcq/V69e8PLygpeXF0aNGmVY4Q20YMECyOVy4VVYWNiu+bUk6sn58AwM5zsNGWOMtWpkQhLW7MvHyIQkSxfF4VgioDbqeuesWbOwfft27Nu3D6GhocJy1WzRLc1+rlJeXo6HHnoIXl5eSEtLM/h5cD/99JMwAaZEIjGmGnozdOb19sST7ToWntiXMcZs08iEJLMH0wb11BERkpOTsXXrVvz666+IiIjQWK8++7mKavZz9cfVKBQKxMfHw83NDdu3b4e7u7vBBe/cuTMiIyMRGRmJTp06Gbw9YyqmHqdoSny5nTHGmL4MCupmzpyJjRs3YvPmzfD29kZJSQlKSkpQVVUFABqzn6elpSE3NxfTpk3TmP28vLxcmAblyy+/hEKhEPZTX18v5FVQUIDs7GwUFBSgvr4e2dnZyM7Oxq1bt1osY15eHrKzs3Hjxg3I5XJhO3Xq+7p69Sqys7ORl5dnSFMwO2LNgRNfbmeM2TtL3FBgtwy5pRaA1tf69euFNKrJh2UyGYnFYhoyZAjl5OQI6/fs2aNzP/n5+UK6qVOnak2zZ8+eFsvYuXNnrdu1Vo/OnTvr3Q72eOu/tU9T0Z4cue72yB6PT3OwtXYz1VQdPOWH5SUO7kKPdnWixMFdzJKfLX7m+h6fIiIiM8SOdkWhUEAqlQpTsdiDbZO7oqK0AJ6B4Ziw6byli8OY0ezx+DQHW2u3pCERuHq5AB07hWPNvnyL74cZb9fmNUhbsxSPJM03yxg0W/zM9T0+2zRPHbMf2i7zmXOsmTWPazMVR6gjY+ZiqjsLecoPyzP3Hbr2/JlzT50RbO0vWmOZs/dOV17qd38CsOk7QfVtT77jtW0c5fg0NW43xqwX99SxNjPnIH1deanfxGCNNzQY0vumb3taYz3binspGWOs/XFPnRHa4y9a7p3Rztp76tqjN9Mevwvm7PXlHifjcLsxZr30PT45qDNCe5z8+EYF22SPAVh7MGc7cXBiHG43xqwXX361MfpemjPVZSy+HGYa/HB7/XA7MXPhOc+YI+Ogzkro+6NnqvFWlhi3ZU2BpDWVhTFmOpZ4iDpj1oKDOhtjqpsXLPGkAmu6AcCaysIYMx17nq6CsdZwUGdjTHUZyxKXw0wdSLalt40fv2U47t1ktsDcc54xZk04qDOTMzvWYsujHbHl0UCT/yjayo+tqQPJtvS2WfsYL2v8TM3du2mNbcAYY9aMgzozyUtdipryMtSU3zD5j6KjXkq05942a/xMzd3e1tgGjDFmzTioM5OoJ+fDzdsPbt7+Jv9RtOfgpiXW3tvWFtb4mZq7va2xDRhjzJrxPHVG4PmcGLNefHwah9uNMevF89QxxlpkzWPWrLlsrO2MmUvOWuafM1c5Vs6ZjIk93LByzmSTl8Fa2tJeNW3fXZvXYGr/AEy9u2O7tzn31BmB/6Jl9sCan2LSlrLx8Wkcc7Zb0pAIXL1cgI6dwrFmX367bdMezFWOiT3c0FBfDydnZ2w5U2PSMlhLW9qrpu2reg/A6DbnnjpmEO4Zsaz2vDtaF2PGrJnre8Lj6eybMXPJWcv8c+YqR+zDE+Hk7IzYhyeavAzW0pZt0VpvoyV7I5u27yNJ8yGWeEAkckLPu2PbNW/uqTOCPfYEWHOvjSNQtT8Aq/4MbOF7Yo/HpznYcrvt2rwGaWuW4pGk+Tw/nYNorbfR2noj21oe7qljBuGeEctS3R3tLPZAbdUtq+0x5e8Js0b8aDDH01pvo7X1RpqrPNxTZwRb/ouWWTdb6Amzdnx8GseW24176pi945461m54/F374Z4wxgzHjwZjrBEHdcxgPNN/+7HnCZUZY4y1Lw7qWKua9sxp600yde+d6m7Q1DE+Zr0jtC24B7Nl3D6MMda+DArqUlJScM8998Db2xuBgYGYMGECTp8+rZGGiLBo0SKEhIRAIpFg6NChOHnypLD+xo0bmDVrFnr27AkPDw+Eh4dj9uzZkMvlGvt5//33ERsbCw8PD/j6+updxpycHMTFxUEikaBTp05455130HTY4Keffoo777wTEokEPXv2xDfffGNIM7QbU/3omfrHs2nPnLbeJFP33qmelVuvrGyX5+W2B2PaQPVZ7V/8lNkCHkO/H6ZKzz28jJkOTyDMtDEoqMvMzMTMmTNx6NAhZGRkoK6uDvHx8aioqBDSLFu2DCtWrMAnn3yCrKwsyGQyjBgxAuXl5QCAoqIiFBUVYfny5cjJycGGDRuQnp6O6dOna+RVU1ODiRMn4vnnn9e7fAqFAiNGjEBISAiysrKwatUqLF++HCtWrBDSrF69GgsWLMCiRYtw8uRJvP3225g5cyZ27NhhSFO0C1P96Jn6x1OfcV6mHgumfjdoezwvtylTBMLGtIHqsyrI3GK2gMfQ74ep0vN4QWavLBFg8R2/xrPrgJjaoLS0lABQZmYmERE1NDSQTCajJUuWCGmqq6tJKpXSmjVrdO7n+++/Jzc3N6qtrW22bv369SSVSvUqz2effUZSqZSqq6uFZSkpKRQSEkINDQ1ERBQTE0MvvfSSxnYvvPAC3X///XrlQUQkl8sJAMnlcr230cfp7WsoLSGCTm/X3Vbm3I8jSUuIoI3DnSktIcKs+ao+q9/en2y2z8zQ70d7pze19jo+7R23m/ESB3ehR7s6UeLgLmbLM33Takoc3IXSN602W572whKfV1vpe3y2Kag7e/YsAaCcnBwiIjp37hwBoGPHjmmkGzduHD399NM697Nu3ToKCAjQus6QoG7KlCk0btw4jWXHjh0jAHT+/HkiIrr77rvpjTfe0Ejz6quvkqurK9XU1Gjdb3V1NcnlcuFVWFjIJz87Y+lAhJkOByfG4XYzHgdYtsUWPy99j0+jb5QgIsydOxeDBg1CdHQ0AKCkpAQAEBQUpJE2KChIWNfU9evX8e677yIxse13+5WUlGjNW71sI0eOxBdffIGjR4+CiHDkyBF89dVXqK2txbVr17TuNyUlBVKpVHiFhYW1uazMuvBdp4yZny1fBlMvO0+pYlvs+fMyOqhLTk7GiRMn8N133zVbJxKJNN4TUbNlQOMYuNGjRyMqKgoLFy40KP9evXrBy8sLXl5eGDVqVIt5qy9/8803MWrUKNx3331wdXXF+PHjMW3aNACAs7Oz1rwWLFgAuVwuvAoLCw0qK7MMc91tyXd1Mmacto4Ls2RQyGPamDUyKqibNWsWtm/fjj179iA0NFRYLpPJAKBZr1xpaWmzHrTy8nI89NBD8PLyQlpaGlxdXQ0qw08//YTs7GxkZ2fjiy++EPLXljdwu8dOIpHgq6++QmVlJS5cuICCggJ06dIF3t7eCAgI0JqXWCyGj4+PxotZP3Pdbcl3dRof2HJA7Nja+ugkSwZW1vYYKmYattx7DBgY1BERkpOTsXXrVvz666+IiIjQWB8REQGZTIaMjAxhWU1NDTIzMxEbGyssUygUiI+Ph5ubG7Zv3w53d3eDC965c2dERkYiMjISnTp1AgDExMRg3759qKmpEdLt3r0bISEh6NKli8b2rq6uCA0NhbOzM1JTUzFmzBg4OVnPtH38Y9d25rrbku/qND6w5YDYsbX1MpglAyt7voTnyGy+B9aQgXrPP/88SaVS2rt3LxUXFwuvyspKIc2SJUtIKpXS1q1bKScnhyZNmkTBwcGkUCiIiEihUNDAgQOpd+/e9Oeff2rsp66uTtjPxYsX6fjx4/T222+Tl5cXHT9+nI4fP07l5eU6y3fz5k0KCgqiSZMmUU5ODm3dupV8fHxo+fLlQprTp0/Tt99+S2fOnKHDhw/TE088Qf7+/pSfn693O5hjQLGl7sZkzBjG3mjSHjeo8IB/43C7MWa9N1G0y92vALS+1q9fL6RpaGighQsXkkwmI7FYTEOGDBHujiUi2rNnj879qAdWU6dO1Zpmz549LZbxxIkTNHjwYBKLxSSTyWjRokXCdCZERHl5eXTXXXeRRCIhHx8fGj9+PJ06dcqQZjDLyY/vxmTMOBycGIfbrXXW+oNvaobW01HaxZL0PT5FRE0et8BapVAoIJVKIZfLeXwdY1aGj0/jcLu1LmlIBK5eLkDHTuFYsy/f0sVpN4bW01HaxZL0PT6tZxAZs3o8zo8x0zPF4xcBQKlUYtasWQgICICnpyfGjRuHS5cumbMqds8SY/gsMXDf0HryTSPWg3vqjOCof9Fum9wVFaUF8AwMx4RN5y1dHMa0srXj86GHHsKTTz6Je+65B3V1dXj99deRk5ODvLw8eHp6AgCWLl2K999/Hxs2bECPHj3w3nvvYd++fTh9+jS8vb0BAM8//zx27NiBDRs2oEOHDpg3bx5u3LiBo0eP6pyuSZ2ttZuj4F4wBhhwfLb/lWD7Y4qxJ7Y4Zs4Wy8zMyxq+I7Y+NsyYxy/evHmTXF1dKTU1VUhz+fJlcnJyovT0dL3ytfV2s1c8Xo0RmeGJEqxtbHEqB37qAmuNLX6vrY1cLgcA+Pv7AwDy8/NRUlKC+Ph4IY1YLEZcXBwOHDgAADh69Chqa2s10oSEhCA6OlpI05RSqYRCodB4MevDU6cwQ3BQZyE8txmzR/y9bhsy8vGLJSUlcHNzg5+fn840TfHjDxmzPy6WLoCj6jE2kXu8mN3h73XbqB6/uH///mbr9H38or5pFixYgLlz5wrvFQoFB3aM2TjuqbMBjnLXqaqe+xc/5RD1dTRndqxF6hgfbBrhik0j3bAp3g37Fz9l6WJZjbY8flEmk6GmpgZlZWU60zTFjz9kzP5wUGcDrG2cUnsFmap6FmRusar6Gku9nRwhMG+tjnmpS1GvrARAQEMDQA0oyNxi3kJaITLB4xf79+8PV1dXjTTFxcXIzc3VeEQjM46tPw+UOQ4O6myAtY1Taq8gU1XP8LiJVlVfY6m3U1vazFYCwtbqGPXkfDiLPQCIACcnQOSE8LiJ5i2kFZo5cyY2btyIzZs3w9vbGyUlJSgpKUFVVRWAxsuuc+bMweLFi5GWlobc3FxMmzYNHh4eSEhIAABIpVJMnz4d8+bNwy+//ILjx4/jqaeeQu/evTF8+HBLVs8u2PzzQJnjMMOduHbH0W/9t4ZpK2yBeju1pc1s5TnA1vK9sLXjEyZ4/CIRUVVVFSUnJ5O/vz9JJBIaM2YMFRQU6F0OW2s3c+JpRZil8WPC2hFP0snM6cyOtchLXYqoJ+fzTQh64OPTONxujFkvfkwYY3aC5wdkjFk7exp3aMt14aCOMcYYY21iT+MObbkuHNTZEFsZMM8YY03Zcu8Ha90jSfPRsVM4Hkmy7RvcANuuC4+pM4Klxp5sm9wVFaUF8AwMx4RN582WL2O2hMeGGae9240fTM+Y8XhMnR2ytqlN7Bn3ijJmWrbc+8GYreCeOiNwT4D9c+Re0TM71uLY2pdRX1ONzkMfx6DXNlq6SAbh49M43G6MWS/uqWNmZW89W47cKyo8+YGf+MAY04HHSFonDuqYSVjbo8zaypGnERGe/NDkiQ/2Frgzxoxny3eI2jMO6phJOHLPlr3pMTYRT/5Hgcm7azQuvdpb4M4YMx6PkbROPKbOCDz2hDkiW3myBR+fxuF2Y8x68Zg6xphJOfIlacaYfbK3sYEGBXUpKSm455574O3tjcDAQEyYMAGnT5/WSENEWLRoEUJCQiCRSDB06FCcPHlSWH/jxg3MmjULPXv2hIeHB8LDwzF79mzI5XKN/bz//vuIjY2Fh4cHfH199S5jTk4O4uLiIJFI0KlTJ7zzzjtQ74ycNm0aRCJRs1evXr0MaQrG9MZj0RizTfb2g+/Idm1eg4Rob/wt0hUr50wWltvb2ECDgrrMzEzMnDkThw4dQkZGBurq6hAfH4+KigohzbJly7BixQp88sknyMrKgkwmw4gRI1BeXg4AKCoqQlFREZYvX46cnBxs2LAB6enpmD59ukZeNTU1mDhxIp5//nm9y6dQKDBixAiEhIQgKysLq1atwvLly7FixQohzUcffYTi4mLhVVhYCH9/f0ycOLGFPTNmPB6LxphtsrcffEeWtmYplFWVIGrAgZ9u39Vvd2MDqQ1KS0sJAGVmZhIRUUNDA8lkMlqyZImQprq6mqRSKa1Zs0bnfr7//ntyc3Oj2traZuvWr19PUqlUr/J89tlnJJVKqbq6WliWkpJCISEh1NDQoHWbtLQ0EolEdOHCBb3yICKSy+UEgORyud7bMMd1evsaSkuIoNPbdR8DzHT4+DQOt1tz6ZtWU+LgLpS+abWli2IS9lYfQ6RvWk2TennRY91caMULCZYujsH0PT7bNKZOdcnU398fAJCfn4+SkhLEx8cLacRiMeLi4nDgwIEW9+Pj4wMXF5e2FAcHDx5EXFwcxGKxsGzkyJEoKirChQsXtG7z5ZdfYvjw4ejcubPO/SqVSigUCo0XY/risWiM2aaRCUlYsy8fIxOSLF0Uk3DknseRCUnYnFuO//uzFi9+uMnSxWk3Rgd1RIS5c+di0KBBiI6OBgCUlJQAAIKCgjTSBgUFCeuaun79Ot59910kJrb9B6+kpERr3uplU1dcXIydO3fimWeeaXG/KSkpkEqlwissLKzNZW0Jj8FijDkKHrdmPnZ3qZE1Y3RQl5ycjBMnTuC7775rtk4kEmm8J6Jmy4DGMXCjR49GVFQUFi5caFD+vXr1gpeXF7y8vDBq1KgW89a2HAA2bNgAX19fTJgwocW8FixYALlcLrwKCwsNKquheAyW/eKAnTFNjtx7ZG721vPImjMqqJs1axa2b9+OPXv2IDQ0VFguk8kANO8VKy0tbdaDVl5ejoceegheXl5IS0uDq6urQWX46aefkJ2djezsbHzxxRdC/tryBpr3HhIRvvrqK0yZMgVubm4t5iUWi+Hj46Pxak88ka/9sreAnYNU1lbce8SY6RgU1BERkpOTsXXrVvz666+IiIjQWB8REQGZTIaMjAxhWU1NDTIzMxEbGyssUygUiI+Ph5ubG7Zv3w53d3eDC965c2dERkYiMjISnTp1AgDExMRg3759qKmpEdLt3r0bISEh6NKli8b2mZmZ+PPPP5vddWsNeAyW/bK3gN3eglRmftx7xJjpGBTUzZw5Exs3bsTmzZvh7e2NkpISlJSUoKqqCkDjJc45c+Zg8eLFSEtLQ25uLqZNmwYPDw8kJCQAaOyhU02D8uWXX0KhUAj7qa+vF/IqKChAdnY2CgoKUF9fL/TK3bp1S2f5EhISIBaLMW3aNOTm5iItLQ2LFy/G3Llzm11+/fLLLzFw4EBhPCBj5mBvAbu9BamMMfPgsZTtxJBbagFofa1fv15I09DQQAsXLiSZTEZisZiGDBlCOTk5wvo9e/bo3E9+fr6QburUqVrT7Nmzp8UynjhxggYPHkxisZhkMhktWrSo2XQmN2/eJIlEQp9//rkh1Rfwrf+MWS8+Po3j6O3myNN9WELi4C70aFcnShzcxdJFsQn6Hp/87Fcj8DMSdbOV54My+8XHp3Ecvd2ShkTg6uUCdOwUjjX78i1dHKu1a/MapK1ZKoyBVP3f0Mvn6vux5kvv1lJOfvYrswgeY8UY04e1XX5rrxs2VPVcOWeyVdXXWOp3K7flzmVbGUvZWh13bV6Dqf0D8ERPdzzWzRmPdXPReAyZuXFQx0yKx1gxxvRhbVOZtFeQoarngZ+2WFV9jaUe/DrCncut1TFtzVLculmGurrav5aQxmPIzI0vvxrB0S9TMGbN+Pg0jrnbzVoua7U3VT173h2L08cO2H19Hc2uzWuw+YM3UH3r1l+BnQiDxj5h8qdW6Ht8clBnBP7RYMx68fFpHG43xrSzhj9AeEwdY4wxs7K2cXKMmYK1DRVoCQd1zG7w0w0Ysyxb+vFjTF+2NHaQgzpmN/jOW8Ysy5Z+/FS4d5G1xlbu1AU4qGPtxBK9Zpa485Z7Bxm7zZZ+/FS4d5HZEw7qWLuwRK+ZJR7BZWg9OQhkzLrYYu8iY7pwUMfahaPMV2doPfkSMXNk1nip0xZ7FxnThac0MQLf+s+MZU+PUbPWuvDxaRxztBs/iosx4/CUJkwDX/azDpa4RNxeuNeRGYovdbaduXo7rbFX1dyMbQNLth331BnBFnsCtk3uiorSAngGhmPCpvOWLg6zA9xTZ1+43WyDuXo7uVfV+DZoj7bjnjo709aeNkuOceNeQvtkT72OjNkKc/V2cq+q8W1gybbjnjojWOIvWlvuabPlsjPbwz1OxuF2Y8x6cU+dnbHlu0nVy869dowxZh48Ls7xcE+dEfgvWuNxr51tsdZxcy3h49M43G72h8fF2Q/uqWNWiZ/6YFv4DlfWVqbqLWqPXqfW9mnqPHdtXoOp/QMw9e6OWDlncrv3oplibJcxbaDaxhx1bJqnMeXUZxtb6fXknjoj8F+0toV7B43HPXWOo73azVS9Re3R69TaPk2dp2p/AODk7IyG+nqr70Uzpg1U25izjm0ppz7b6Eq7a/MapK1ZikeS5rfrBNbcU8fYX2x5PKKl8R2urK1MdSdge9xR2No+TZ3nI0nz4eXrBy+pP2IfnmgTd5ca0waqbcxZx7aUU59tdKW1tmcHc0+dEbgngDHrxcencRy93czV48LsC/fUMcYYE+zbtw9jx45FSEgIRCIRtm3bprGeiLBo0SKEhIRAIpFg6NChOHnypEYapVKJWbNmISAgAJ6enhg3bhwuXbpkxlrYPmvrcWG2wdqeHWxQUJeSkoJ77rkH3t7eCAwMxIQJE3D69GmNNK2dgG7cuIFZs2ahZ8+e8PDwQHh4OGbPng25XK6xn/fffx+xsbHw8PCAr6+v3mXMyclBXFwcJBIJOnXqhHfeeQfqnZF79+6FSCRq9jp16pQhTWGz+KYBxqxLRUUF+vbti08++UTr+mXLlmHFihX45JNPkJWVBZlMhhEjRqC8vFxIM2fOHKSlpSE1NRX79+/HrVu3MGbMGNTX15urGjaPJ9ttP7Zyk4FdIAOMHDmS1q9fT7m5uZSdnU2jR4+m8PBwunXrlpBmyZIl5O3tTT/88APl5OTQE088QcHBwaRQKIiIKCcnhx599FHavn07/fnnn/TLL79Q9+7d6bHHHtPI66233qIVK1bQ3LlzSSqV6lU+uVxOQUFB9OSTT1JOTg798MMP5O3tTcuXLxfS7NmzhwDQ6dOnqbi4WHjV1dXp3Q5yuZwAkFwu13sba5GWEEEbhztTWkKEpYvCzOT09jWUlhBBp7evMWq9ubW1PLZ8fAKgtLQ04X1DQwPJZDJasmSJsKy6upqkUimtWdPYPjdv3iRXV1dKTU0V0ly+fJmcnJwoPT1d77xtud1akr5pNSUO7kLpm1ZbuigOJ33Tanr67g70WDcXerSrEyUO7mLpImllC98RfY9Pg4K6pkpLSwkAZWZmEpF+JyBtvv/+e3Jzc6Pa2tpm69avX693UPfZZ5+RVCql6upqYVlKSgqFhIRQQ0MDEd0O6srKyvTapza2fPKzth9w1v5aC+StLdBva3ls+fhsGtSdO3eOANCxY8c00o0bN46efvppIiL65ZdfCADduHFDI02fPn3orbfe0plXdXU1yeVy4VVYWGiz7daSxMFdrDqgsGeqtn+0qxP9rbur1QZNtvAd0fe81qYxdapLpv7+/gCA/Px8lJSUID4+XkgjFosRFxeHAwcOtLgfHx8fuLi4tKU4OHjwIOLi4iAWi4VlI0eORFFRES5cuKCRtl+/fggODsawYcOwZ8+eFverVCqhUCg0XuZizOXSlrYx592M5rrUu3/xU9g8Uoz9i58yeRns4XJ1a3f/WtNzgc/sWItq+TVA5ISAXrFmL4+1KSkpAQAEBQVpLA8KChLWlZSUwM3NDX5+fjrTaJOSkgKpVCq8wsLCTFx668CXVS1H/W7fZxZ9bDXjzpqyp++I0UEdEWHu3LkYNGgQoqOjAeh3Amrq+vXrePfdd5GY2PYgo6SkRGve6mULDg7G559/jh9++AFbt25Fz549MWzYMOzbt0/nfi158jNm8ldrmTDWXOUoyNwCaqhHQeYWk5fBWtqyLVoL5C05bUnT9s1LXYp6ZSVADbh2Uvcfgo5GJBJpvCeiZsuaai3NggULIJfLhVdhYaFJymptrG0guyMZmZCEr49ew9fHrpqt/Y0Zv2eu74g5xhYaHdQlJyfjxIkT+O6775qt0/cEpFAoMHr0aERFRWHhwoUG5d+rVy94eXnBy8sLo0aNajFv9eU9e/bEs88+i7vvvhsxMTH47LPPMHr0aCxfvlxnXpY8+RnTi2It87KZqxzhcRMhcnJGeNxEk5fBWtrSXjVt36gn58PN2w9u3v7c5gBkMhkANPujuLS0VPiDVSaToaamBmVlZTrTaCMWi+Hj46PxYszWWfNdzGYpmzHXdpOTkyk0NJTOnz+vsVyf8R8qCoWCYmJiaNiwYVRVVaUzL11j6i5cuEBnz56ls2fP0qVLl4iIaMqUKTRu3DiNdMeOHSMAzcqq7r333qM77rhD5/qmbHnMDmP2zpaPT+i4UWLp0qXCMqVSqfVGiX/9619CmqKiIr5Rgjkka77poS1la5cxdUSE5ORkbN26Fb/++isiIiI01kdEREAmkyEjI0NYVlNTg8zMTMTG3h4fo1AoEB8fDzc3N2zfvh3u7u4GB6OdO3dGZGQkIiMj0alTJwBATEwM9u3bh5qaGiHd7t27ERISgi5duujc1/HjxxEcHGxwGRhjrK1u3bqF7OxsZGdnA2gcm5ydnY2CggKIRCLMmTMHixcvRlpaGnJzczFt2jR4eHggISEBACCVSjF9+nTMmzcPv/zyC44fP46nnnoKvXv3xvDhw9u17OrPMuXpKlhrzHH50Zovt5ulbIZEis8//zxJpVLau3evxnQglZWVQpolS5aQVCqlrVu3Uk5ODk2aNEljShOFQkEDBw6k3r17059//qlzWpGLFy/S8ePH6e233yYvLy86fvw4HT9+nMrLy3WW7+bNmxQUFESTJk2inJwc2rp1K/n4+GhMabJy5UpKS0ujM2fOUG5uLr366qsEgH744Qe924H/omXMetna8am6I7/pa+rUqUTU2Fu3cOFCkslkJBaLaciQIZSTk6Oxj6qqKkpOTiZ/f3+SSCQ0ZswYKigoMKgcxrSb+t2Npr5z0Jp7XNqTPdfbFu4ybW/Gfr7tMqWJthMPAFq/fr2QprUTkK4TGADKz88X0k2dOlVrmj179rRYxhMnTtDgwYNJLBaTTCajRYsWCdOZEBEtXbqUunXrRu7u7uTn50eDBg2iH3/80ZBmsLkfDcYcCR+fxjGm3VTzkD3dL8DkQYijBgD2XG9rDFjNXSZjP199j09+9qsRHP0ZiYxZMz4+jWNt7eaoz2J11HpbStKQCFy9XICOncKxZl9+u+dn7Oer7/HJQZ0RrO3kxxi7jY9P43C7GceagjBrKoutsJU20/f4bNPkw8y22cPEuowx22eqAfSWeMaoNU2hYU1lsRXWfGOFMTioc2D2MLEuY8z2mSoYsURQY01PI7CmsjDL4KDOgfHEuoyx9qRvz5mpghFLBDXW1NNjqrJYosfTFlljO/GYOiPw2BPGrBcfn8Zpj3Yz9yB0W2SNY7ra43Ozxnq2lTm/3zymjjHGmEXx5UDt1Ht4rHEcXHt8btZYz7ayxu83B3WMMcbahTVdmlQx5yUzXXmpBzjWGBgY8rmZ+xK7NbHG7zcHdQ6A73JlxuLvDrNl2gIOc/YY6cpLPcCxxsDAEPq2p63X01ZwUOcATHWXK//AW565PwO+Q5rZMm0Bhzl7jHTlZU8Bjj32wNkyDuocgKnucuUfeMsz92fAd0gzW6Yt4DBnQGXJ4M1cl5ntKUC1B3z3qxEc9e66MzvWIi91KaKenI8eYxMtXRyHxJ9B6xz1+Gwrbjf7wnce2xe++5WZXI+xiZiw6TwHExbEnwFjTB/WfFnUGud3sxfcU2cE/ouWMevFx6dxuN2YuXAvouG4p44xZjP4JhzGHIc19yLaOg7qGAMHFZbGN+E4Nr4c51j45or2w0EdY+CgwtL4LlvHZo9PG2DMEjioYwwcVFga3wDi2PhyHDM1Q3t/7aW3mG+UMAIPKGbMevHxaRx7ajd7fHi8o2nrZ2jozRjWfvMG3yjBGGPMIfHlXNvX1s/Q0N5fe+kt5qCOMcaYXbGXH2hH1tbP0NCbMezl5g2+/GoEe7pMwZi94ePTONxujN1mbZfw+fIrY4wxxhyGKW92sNVL+C6GJE5JScHWrVtx6tQpSCQSxMbGYunSpejZs6eQhojw9ttv4/PPP0dZWRkGDhyITz/9FL169QIA3LhxAwsXLsTu3btRWFiIgIAATJgwAe+++y6kUqmwn/fffx8//vgjsrOz4ebmhps3b+pVxpycHCQnJ+P333+Hv78/EhMT8eabb0IkEgEA9u/fj/nz5+PUqVOorKxE586dkZiYiBdffNGQptBLfX09amtrDdomf8+/cO7Hdeg2+llEPPCEycvEHIOrqyucnZ0tXQzGGDMb9UCsrb1rjyTNF3rqbIlBQV1mZiZmzpyJe+65B3V1dXj99dcRHx+PvLw8eHp6AgCWLVuGFStWYMOGDejRowfee+89jBgxAqdPn4a3tzeKiopQVFSE5cuXIyoqChcvXkRSUhKKiorwf//3f0JeNTU1mDhxImJiYvDll1/qVT6FQoERI0bggQceQFZWFs6cOYNp06bB09MT8+bNAwB4enoiOTkZffr0gaenJ/bv34/ExER4enriueeeM6Q5dCIilJSU6B2Iqqv06gTZ395ApbML8vOt7w4cZjt8fX0hk8mEP2gYY7bB2i792QpTBmIjE5Jssu3bNKbu6tWrCAwMRGZmJoYMGQIiQkhICObMmYP58xsbValUIigoCEuXLkViovY5qLZs2YKnnnoKFRUVcHHRjDM3bNiAOXPm6BUgrV69GgsWLMCVK1cgFosBAEuWLMGqVatw6dIlnT9ujz76KDw9PfHtt9/qVe/Wrm0XFxfj5s2bCAwMhIeHh0E/qkrFDVTLr8FdGgCxj7/e2zGmQkSorKxEaWkpfH19ERwcbOkimRWPDTMOt5v1sPbpNVjrTB2Y63t8GtRT15RcLgcA+Ps3Bh/5+fkoKSlBfHy8kEYsFiMuLg4HDhzQGdSpCtk0oDPUwYMHERcXJwR0ADBy5EgsWLAAFy5cQERERLNtjh8/jgMHDuC9997TuV+lUgmlUim8VygUOtPW19cLAV2HDh0MroO7ewikgSEGb8eYOolEAgAoLS1FYGAgX4plzIbY6qU/dpspLwUbwugbJYgIc+fOxaBBgxAdHQ0AKCkpAQAEBQVppA0KChLWNXX9+nW8++67OgM+Q5SUlGjNW71sKqGhoRCLxRgwYABmzpyJZ555Rud+U1JSIJVKhVdYWJjOtKoxdB4eHsZWgzGTUH0HDR3XyRizLHuZXsORWWpaHaODuuTkZJw4cQLfffdds3VNLzcSkdZLkAqFAqNHj0ZUVBQWLlxoUP69evWCl5cXvLy8MGrUqBbz1rb8t99+w5EjR7BmzRp8+OGHWuuhsmDBAsjlcuFVWFjYavl4HBOzNP4OMsZMwV4eoWVOLQXm7dmeRgV1s2bNwvbt27Fnzx6EhoYKy2UyGYDmvWKlpaXNetDKy8vx0EMPwcvLC2lpaXB1dTWoDD/99BOys7ORnZ2NL774QshfW95A897DiIgI9O7dG88++yxefPFFLFq0SGdeYrEYPj4+Gi/GGGPti4MJ62Cr03tYq/ZsT4OCOiJCcnIytm7dil9//bXZGLWIiAjIZDJkZGQIy2pqapCZmYnY2FhhmUKhQHx8PNzc3LB9+3a4u7sbXPDOnTsjMjISkZGR6NSpEwAgJiYG+/btQ01NjZBu9+7dCAkJQZcuXVqsl/qYOUc0dOhQzJkzx9LFMKkuXbrgww8/tFj+e/fuhUgkMuouaMbY7R+/LxbN5sDOhAwNlvkJHabVnu1pUFA3c+ZMbNy4EZs3b4a3tzdKSkpQUlKCqqoqAI2Xe+bMmYPFixcjLS0Nubm5mDZtGjw8PJCQkACgsYcuPj4eFRUV+PLLL6FQKIT91NfXC3kVFBQgOzsbBQUFqK+vF3rlbt26pbN8CQkJEIvFmDZtGnJzc5GWlobFixdj7ty5wqWoTz/9FDt27MDZs2dx9uxZrF+/HsuXL8dTTz1lcOOx5i5cuACRSITs7Gyz5blhwwb4+vo2W56VlWWyaWrMxR6Da8aM9UjSfDg5O6Ohvp57iUzI0J4iHuNnWu3ZngYFdatXr4ZcLsfQoUMRHBwsvP71r38JaV555RXMmTMHM2bMwIABA3D58mXs3r0b3t7eAICjR4/i8OHDyMnJQWRkpMZ+1MeqvfXWW+jXrx8WLlyIW7duoV+/fujXrx+OHDmis3xSqRQZGRm4dOkSBgwYgBkzZmDu3LmYO3eukKahoQELFizAXXfdhQEDBmDVqlVYsmQJ3nnnHUOagtmAjh078g0rjNmwkQlJeGbRx9xLZAB9euGsqedt1+Y1mNo/AFPv7mhwb2x7X563ycv/xAwml8sJAMnl8mbrqqqqKC8vj6qqqixQMuPFxcXRCy+8QERE3377LfXv35+8vLwoKCiIJk2aRFeuXBHS3rhxgxISEiggIIDc3d0pMjKSvvrqKyIiAqDxiouLazXv33//nYYPH04dOnQgHx8fGjJkCB09elQjTVlZGT377LMUGBhIYrGYevXqRTt27KA9e/Y0y3PhwoVERNS5c2dauXIlERE9+eST9MQTT2jss6amhjp06CCUvaGhgZYuXUoRERHk7u5Offr0oS1btujdhj/++CN1796d3N3daejQobR+/XoCQGVlZUREdO3aNXryySepU6dOJJFIKDo6mjZv3ixsP3Xq1GZ1yc/PJyKikydP0qhRo8jT05MCAwPpqaeeoqtXr7ZYHlv9LrZVS8cn043bTbf0TaspcXAXSt+02tJFaVXi4C70aFcnShzcxdJFaVX6ptX0t+6u9GhXJ6PK3N51taa21Pf45Ge/smZqamrw7rvv4n//+x+2bduG/Px8TJs2TVj/5ptvIi8vDzt37sQff/yB1atXIyAgAADw+++/AwB+/vlnFBcXY+vWra3mV15ejqlTp+K3337DoUOH0L17dzz88MMoLy8H0Ni7OmrUKBw4cAAbN25EXl4elixZAmdnZ8TGxuLDDz+Ej48PiouLUVxcjJdeeqlZHpMnT8b27ds1Lt/v2rULFRUVeOyxxwAAb7zxBtavX4/Vq1fj5MmTePHFF/HUU08hMzOz1ToUFhbi0UcfxcMPP4zs7Gw888wzePXVVzXSVFdXo3///vjPf/6D3NxcPPfcc5gyZQoOHz4MAPjoo48QExODf0ydgj8O/Yqz2YfgVXsT+adyERcXh7vuugtHjhxBeno6rly5gscff7zVcpnCmR1rsW1yV5zZsdYs+TFmbWzpRgFje+Es0SuVtmYpGurrIRKJ4CX1N7jM7d3jaE09mnozU5BpV8zVU3d6+xpKS4ig09vXtHlfrVHvqWvq999/JwBUXl5ORERjx46lv//971rT5ufnEwA6fvy40WWpq6sjb29v2rFjBxER7dq1i5ycnOj06dNa069fv56kUmmz5eo9dTU1NRQQEEDffPONsH7SpEk0ceJEIiK6desWubu704EDBzT2MX36dJo0aVKrZV6wYAHdeeed1NDQICybP3++Rk+dNg8//DDNmzdPeB8XF0eJ0ybTtdNZdO30Ebp2OoteSk6k+Ph4je0KCwsJgM42ITLddzEtIYI2DnemtISINu3HXLjHyTjcbrrZQk9dW8toiV4pW2hXa8E9dXYgL3UpKkoLkJdq3r8Ojx8/jvHjx6Nz587w9vbG0KFDATTevAIAzz//PFJTU3HXXXfhlVdewYEDB9qUX2lpKZKSktCjRw9hgudbt24J+WVnZyM0NBQ9evQwOg9XV1dMnDgRmzZtAgBUVFTg3//+NyZPngwAyMvLQ3V1NUaMGCHMf+jl5YVvvvkG586da3X/f/zxB+677z6NueFiYmI00tTX1+P9999Hnz590KFDB3h5eWH37t1CPVVc3D3h5CKGm7cfnFzEyD19Dnv27NEo1x133AEAepWtraKenA/PwHBEPWlDf60yh2fKnidbuFGgrb2JluiVsoV2tTUc1FkxS/yYVlRUID4+Hl5eXti4cSOysrKQlpYGAMJUMaNGjcLFixcxZ84cFBUVYdiwYVoveepr2rRpOHr0KD788EMcOHAA2dnZ6NChg5Cf6pFXbTV58mT8/PPPKC0txbZt2+Du7i5MXN3Q0AAA+PHHH4U7rbOzs5GXl4f/+7//a3XfpMcjlD/44AOsXLkSr7zyCn799VdkZ2dj5MiRGlPwAICLWAK/rr3hHdwVfl17A84uGDt2rEa5srOzcfbsWQwZMsSIljBMj7GJmLDpPHqMbftTXxgzl5aCHJscAK+Fej3aGpTZaoBlic/Smr8/bXvYKmtXPcYmmv2H9NSpU7h27RqWLFkiPA5N2x3HHTt2xLRp0zBt2jQMHjwYL7/8MpYvXw43NzcA0JiepjW//fYbPvvsMzz88MMAGsenXbt2TVjfp08fXLp0CWfOnNHaW+fm5qZXfrGxsQgLC8O//vUv7Ny5ExMnThTKGxUVBbFYjIKCAsTFxelddpWoqChs27ZNY9mhQ4c03v/2228YP368MH1OQ0MDzp49izvvvLPFutx999344Ycf0KVLlzY/H5kxR9HS81Mt9VxOU1Ovhy0GZKZgic/Smr8/3FPHNISHh8PNzQ2rVq3C+fPnsX37drz77rsaad566y38+9//xp9//omTJ0/iP//5jxCYBAYGQiKRCIP55XJ5q3lGRkbi22+/xR9//IHDhw9j8uTJGr1zcXFxGDJkCB577DFkZGQgPz8fO3fuRHp6OoDGSYZv3bqFX375BdeuXUNlZaXWfEQiERISErBmzRpkZGRozE3o7e2Nl156CS+++CK+/vprnDt3DsePH8enn36Kr7/+utU6JCUl4dy5c5g7dy5Onz6NzZs3Y8OGDc3qmZGRgQMHDuCPP/5AYmJisyegdOnSBYcPH8aFCxdw7do1NDQ0YObMmbhx4wYmTZqE33//HefPn8fu3bvxj3/8w6DgmTFH0lLPk00OgNfikaT58PL1Q9WtW1bZa2QOlvgsrfr7Y54hfvbF3qc02bx5M3Xp0oXEYjHFxMTQ9u3bNW5+ePfdd+nOO+8kiURC/v7+NH78eDp//rywr3Xr1lFYWBg5OTnpNaXJsWPHaMCAASQWi6l79+60ZcsWjZsciIiuX79Of//736lDhw7k7u5O0dHR9J///EdYn5SURB06dNA5pYnKyZMnCQB17txZ46YGosYpTT766CPq2bMnubq6UseOHWnkyJGUmZmpVxvu2LGDIiMjSSwW0+DBg+mrr77SuFHi+vXrNH78ePLy8qLAwEB644036Omnn6bx48cL+zh9+jTdd999JJFINKY0OXPmDD3yyCPk6+tLEomE7rjjDpozZ06zOqiz1e9iW/GAf+Nwu9kmfW5wSN+0mp6+uwM93S9A600J5rxhgW+OMI6+xycHdUawx6CO2R9H/S5ycGIce2k3ew4atNVNn/qqAj9dwZ8573xVz6s9Pqu27LO14NeS+O5Xxhhjdq/poHVbmlPOUNrqps8NDqrLtLrmgjPn5UT1vNrjs2rLPtPWLMWtm2W4Jb9hs98fDupYu1OfiqPp67fffrN08fSSlJSksw5JSdY1UJY5rs8++wwRERFwd3dH//792/X4ahpMmeqOQNV+Vs6ZrNf+VD/imz94A0lDItDz7liDAxR9y25oHQ2tS2uMDb5GJiTh66PX8PWxq1qDP30CQ1N9vup5tUcw2ZZ9thb8qrPaO2DN1HNoV/jyq2HOnj2r81VZWWnp4unlypUrOuug/gg1a+Ko30V7uYxoqNTUVHJ1daV169ZRXl4evfDCC+Tp6UkXL17Ua3tD263pJTttl/CMuRSm2o/q8VGtXRJU5fF0vwCN9C1dqlzxQoLGOn0vP6qXTZ86qV/21Lb/FS8k0N+6u9Jzg7rQ37q70svj77X42DZdy63pkVmGaK9Lqsa2h7GXh/nyK7MakZGROl+mmoOuvQUGBuqsQ2BgoKWLxxhWrFiB6dOn45lnnsGdd96JDz/8EGFhYVi9enW75Ne0R0T9vaoXY/PyN1u8FKatt0PVW+LqKtbZY6K+narn564h8XBydkbPu2MBaL8Mp1p24KctWnv3et4d2+zh8k3ngnNydkZDfT2+WDS7WS9N0/qo0gOAk7Nzs7oc+GkLGurrca2oAA319TiXc6SxXMvfbLGNWlqnb/qmPZyq3kRdn5nq8+15d6xJex/borXesl2b12DdW8kmvaS6cs5kTOzhBh//QL16BHUND1C1u6nbT0Skx6ypTINCoYBUKoVcLoePj4/GuurqauTn5wuXQBgzp+qbV1F5tRBEhAZndxQUFcPj1mXcOWqqpYtmNi0dn/aqpqYGHh4e2LJlCx555BFh+QsvvIDs7Gytzy9WKpVQKpXCe4VCgbCwsFbbbdfmNdj8wRuorVbCVeyOu4bEI/u3Xaitvr0vZXUVgMafFrG7h5Du9LED8PEPRH7ecURE9UN+3nE01NcLP45fL34ZNdXVcHZxRl1tLbx8/ZAw7z1s/uANgES4a0g8sn7eDmVV47RFYokHfPwD0PPuWCFA6tgpHGv25QuBS8+7Y//apgpOTiIQAV2j78aVwnOokMtB1CBskzQkAlcv337Ci1jiAVc3d9yS34CXrx8knt4aeYlEIriJJXAVuyMovCvO5ajP6SmCWCLBPcPH4fSxA+h5d2yzf7N+3o6a6mp0CA7F9eJCYRJzbfUCAJHISSg7qPHpNbfkNyCWeKCmugpu7hKhvCKRCJ4+fsLno57eydkZsQ9P1GhLkUgk5C8SOeH+MY3Plj7w0xZERPWD4kYpfPwDm9QRGu2iamcXVxc4O7tqfO6PJM3XuLyr+nxUy3dtXoOvF78sfE4NDQQXVxeAGuc9VS+Pf1An3LhyGa5uYiirKjXqP/W1fwJoDJ6qbt3CLfkNIc9BY59E1L2DNeYvbO3/qrKlrVmqUX+RSISAkLAW6wUA695KBhHBy9cPXx+9JqxXXL/2/+3dW0wUaRYH8D8NXS03e2FFWiAQJm40hkgiagIxXhPdeBndB2N0Y9iYeUCDq4OTrJcHUTfKkztO4iVeYnyYhM0uYMx4iW1UvD1sAhgbSdiHUVFpFnVUWkEQOPtAqtLV3Fq0Kfur/y8xkaqvu8+pLg7Hg1WN7g+dRlzf//jzMN9xA8Kta2zqxiCcpi4nJwcJCQkWRUh29fpXH/p7B364dvcBz9te4H//PoCVRz/vo9yiiR2butbWVmRmZuLu3bsoKioyth88eBDnzp1Dc3PzoMeUl5dj3759g7aPdtxCGx99cjUcff9w6xyxsfiu/CdjghEsyZ2K+KQkY3voc8TEOCDSb3qN78p/Mv2QDY0XANIyswEAL563mB6jT3aCfyzqTYveIOgN6Onyv46Yd/BrBTeMocdjqP0JSW6j+RrpNfTYXrY+g0i/sa0z0GE8Lvg5gvelZWbjVdtzY59rQgI+fuw2vg7dP5RwYg3NU6fnO1xDPdTzAAh5/wcaq+D8g9/bpN+lAICpedf3hfv34WJzxSegu6tzxLz05wEGzuVz9S+MdcWz0oyG0xEbi3/91/zJQqHCrWu8Pf0XpmkaHA4HWltbkZaWBk3TTJ8HShRJjqTfo/s3P3r7gbcf+tDXFcAf/vgXq8OicRJaa0Rk2Pqza9culJWVGV/rk7rR/Knkb6NO6nTBkxp9QhU8qev4rd006dAndd/kzTL2ARhiUtc15BQsdGqix6tPgOKccZiQkDzkNAaAKQ79NTbs+LtpWhO8Pvg4pGd/g18b6xAbNzBd6u3thSs+3vTraX1yGBpz8P7g2Iaa6gVP6jbsOIBlG0rwj+1/xt1f/gltwkC8ocdMn9Rt2HHAlHfTf24bj9MnXPrj9P2hk7rQ9y441tEmdaHvS3C+we/TUJO6ouVrAZgndUXL1+L7H3825T/SpC3c6Vzo3/VY9fyLlq8dNPEbLi/9eG74wXwT/w0/HDDOdz23L4GTujEYrWPu6emB3+8f9pMNiMZDQkICpkyZYnwUml3YcVI3ll+/hrLjcSOKFpzUWUjTNGRnZ6O3t5cf40SWiI2NRVxcHKfENqFpGgoKCuD1ek1NndfrxerVqy2MjIjGE5u6CImJiYHT6YTT6bQ6FCKygbKyMmzcuBGzZ89GYWEhTp48iZaWFt5HkchG2NQRESlg3bp1ePXqFfbv3w+/34+8vDxcunQJOTk5VodGROOETR0RkSK2bNmCLVu2WB0GEVmENx8mIiIiUgAndWOgXzDc0dFhcSREFEr/vuSF/Z+GdY3o6xVuXWNTNwaBQAAAwrqnExFZIxAIwO12Wx1G1GBdI/r6jVbXeJ+6Mejv70drayuSk5NHvGWEfjPPp0+f2vK+T3bOn7lbl7uIIBAIICMjAw4H/4dJuFjXwmPn/O2cO2Bt/uHWNU7qxsDhcCArKyvs9RMnTrTlN4DOzvkzd2ty54Tu07GufRo752/n3AHr8g+nrvGfsUREREQKYFNHREREpAA2dRHkcrmwd+9euFwuq0OxhJ3zZ+72zN0O7P7+2jl/O+cOREf+vFCCiIiISAGc1BEREREpgE0dERERkQLY1BEREREpgE0dERERkQLY1EXQsWPHkJubiwkTJqCgoAC3b9+2OqTPduvWLaxatQoZGRmIiYnB+fPnTftFBOXl5cjIyEB8fDwWLlyIhw8fmtZ0d3dj69atmDRpEhITE/Htt9/i2bNn45jF2Bw6dAhz5sxBcnIyJk+ejDVr1qC5udm0RtX8jx8/jpkzZxo33SwsLMTly5eN/armTYOxrql1frOuKVbXhCKisrJSnE6nnDp1SpqammTbtm2SmJgoT548sTq0z3Lp0iXZs2ePVFVVCQCpqakx7a+oqJDk5GSpqqoSn88n69atkylTpkhHR4expqSkRDIzM8Xr9Up9fb0sWrRI8vPzpbe3d5yz+TTLli2Ts2fPSmNjo9y/f19WrFgh2dnZ8u7dO2ONqvlfuHBBLl68KM3NzdLc3Cy7d+8Wp9MpjY2NIqJu3mTGuqbe+c26plZdY1MXIXPnzpWSkhLTtunTp8vOnTstiujLCy1+/f394vF4pKKiwtj24cMHcbvdcuLECRERefPmjTidTqmsrDTWPH/+XBwOh1y5cmXcYv8S2tvbBYDU1taKiP3yT0lJkdOnT9subztjXRug8vnNuhbddY2/fo2Anp4e1NXVYenSpabtS5cuxb179yyKKvIePXqEtrY2U94ulwsLFiww8q6rq8PHjx9NazIyMpCXlxd1x+bt27cAgNTUVAD2yb+vrw+VlZV4//49CgsLbZO33bGu2eP8Zl2L7rrGpi4CXr58ib6+PqSnp5u2p6eno62tzaKoIk/PbaS829raoGkaUlJShl0TDUQEZWVlmDdvHvLy8gCon7/P50NSUhJcLhdKSkpQU1ODGTNmKJ83DWBdU//8Zl2L/roWZ8mr2kRMTIzpaxEZtE1FY8k72o5NaWkpHjx4gDt37gzap2r+06ZNw/379/HmzRtUVVWhuLgYtbW1xn5V8yYz1rUBKp7frGvRX9c4qYuASZMmITY2dlCn3t7ePqjrV4nH4wGAEfP2eDzo6enB69evh13ztdu6dSsuXLiAGzduICsry9iuev6apmHq1KmYPXs2Dh06hPz8fBw5ckT5vGkA65ra5zfrmhp1jU1dBGiahoKCAni9XtN2r9eLoqIii6KKvNzcXHg8HlPePT09qK2tNfIuKCiA0+k0rfH7/WhsbPzqj42IoLS0FNXV1bh+/Tpyc3NN+1XPP5SIoLu723Z52xXrmprnN+uaWdTXtfG9LsM+9Ev/z5w5I01NTbJ9+3ZJTEyUx48fWx3aZwkEAtLQ0CANDQ0CQA4fPiwNDQ3GLQ0qKirE7XZLdXW1+Hw+Wb9+/ZCXgGdlZcm1a9ekvr5eFi9e/NVf+i4isnnzZnG73XLz5k3x+/3Gn87OTmONqvnv2rVLbt26JY8ePZIHDx7I7t27xeFwyNWrV0VE3bzJjHVNvfObdU2tusamLoKOHj0qOTk5ommazJo1y7hEPJrduHFDAAz6U1xcLCIDl7/v3btXPB6PuFwumT9/vvh8PtNzdHV1SWlpqaSmpkp8fLysXLlSWlpaLMjm0wyVNwA5e/assUbV/Ddt2mScy2lpabJkyRKj8ImomzcNxrqm1vnNuqZWXYsRERm/uSARERERRQL/Tx0RERGRAtjUERERESmATR0RERGRAtjUERERESmATR0RERGRAtjUERERESmATR0RERGRAtjUERERESmATR0RERGRAtjUERERESmATR0RERGRAtjUERERESng/37VZHhy93nwAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_guild.plot(\n",
    "    layout=(-1, 2),\n",
    "    subplots=True,\n",
    "    marker=\".\",\n",
    "    markersize=2,\n",
    "    lw=0,\n",
    "    cmap=nw_cmap\n",
    ")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "1fbbac4f-7205-42fc-b9d7-6bb3a7348231",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style type=\"text/css\">\n",
       "</style>\n",
       "<table id=\"T_b1cfa\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th class=\"blank level0\" >&nbsp;</th>\n",
       "      <th id=\"T_b1cfa_level0_col0\" class=\"col_heading level0 col0\" >guild_rank</th>\n",
       "      <th id=\"T_b1cfa_level0_col1\" class=\"col_heading level0 col1\" >contribution</th>\n",
       "      <th id=\"T_b1cfa_level0_col2\" class=\"col_heading level0 col2\" >last_active_date</th>\n",
       "      <th id=\"T_b1cfa_level0_col3\" class=\"col_heading level0 col3\" >days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row0\" class=\"row_heading level0 row0\" >count</th>\n",
       "      <td id=\"T_b1cfa_row0_col0\" class=\"data row0 col0\" >334</td>\n",
       "      <td id=\"T_b1cfa_row0_col1\" class=\"data row0 col1\" >334</td>\n",
       "      <td id=\"T_b1cfa_row0_col2\" class=\"data row0 col2\" >334</td>\n",
       "      <td id=\"T_b1cfa_row0_col3\" class=\"data row0 col3\" >334</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row1\" class=\"row_heading level0 row1\" >mean</th>\n",
       "      <td id=\"T_b1cfa_row1_col0\" class=\"data row1 col0\" >4</td>\n",
       "      <td id=\"T_b1cfa_row1_col1\" class=\"data row1 col1\" >15,625</td>\n",
       "      <td id=\"T_b1cfa_row1_col2\" class=\"data row1 col2\" >2021-10-26 16:10:15.526946048</td>\n",
       "      <td id=\"T_b1cfa_row1_col3\" class=\"data row1 col3\" >63</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row2\" class=\"row_heading level0 row2\" >min</th>\n",
       "      <td id=\"T_b1cfa_row2_col0\" class=\"data row2 col0\" >1</td>\n",
       "      <td id=\"T_b1cfa_row2_col1\" class=\"data row2 col1\" >0</td>\n",
       "      <td id=\"T_b1cfa_row2_col2\" class=\"data row2 col2\" >2021-01-23 01:48:03</td>\n",
       "      <td id=\"T_b1cfa_row2_col3\" class=\"data row2 col3\" >0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row3\" class=\"row_heading level0 row3\" >25%</th>\n",
       "      <td id=\"T_b1cfa_row3_col0\" class=\"data row3 col0\" >3</td>\n",
       "      <td id=\"T_b1cfa_row3_col1\" class=\"data row3 col1\" >0</td>\n",
       "      <td id=\"T_b1cfa_row3_col2\" class=\"data row3 col2\" >2021-09-07 07:36:59.500000</td>\n",
       "      <td id=\"T_b1cfa_row3_col3\" class=\"data row3 col3\" >1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row4\" class=\"row_heading level0 row4\" >50%</th>\n",
       "      <td id=\"T_b1cfa_row4_col0\" class=\"data row4 col0\" >4</td>\n",
       "      <td id=\"T_b1cfa_row4_col1\" class=\"data row4 col1\" >1,875</td>\n",
       "      <td id=\"T_b1cfa_row4_col2\" class=\"data row4 col2\" >2021-12-23 10:54:16</td>\n",
       "      <td id=\"T_b1cfa_row4_col3\" class=\"data row4 col3\" >5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row5\" class=\"row_heading level0 row5\" >75%</th>\n",
       "      <td id=\"T_b1cfa_row5_col0\" class=\"data row5 col0\" >5</td>\n",
       "      <td id=\"T_b1cfa_row5_col1\" class=\"data row5 col1\" >11,080</td>\n",
       "      <td id=\"T_b1cfa_row5_col2\" class=\"data row5 col2\" >2021-12-27 12:23:16.500000</td>\n",
       "      <td id=\"T_b1cfa_row5_col3\" class=\"data row5 col3\" >112</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row6\" class=\"row_heading level0 row6\" >90%</th>\n",
       "      <td id=\"T_b1cfa_row6_col0\" class=\"data row6 col0\" >6</td>\n",
       "      <td id=\"T_b1cfa_row6_col1\" class=\"data row6 col1\" >37,610</td>\n",
       "      <td id=\"T_b1cfa_row6_col2\" class=\"data row6 col2\" >2021-12-28 11:40:26.400000</td>\n",
       "      <td id=\"T_b1cfa_row6_col3\" class=\"data row6 col3\" >218</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row7\" class=\"row_heading level0 row7\" >95%</th>\n",
       "      <td id=\"T_b1cfa_row7_col0\" class=\"data row7 col0\" >6</td>\n",
       "      <td id=\"T_b1cfa_row7_col1\" class=\"data row7 col1\" >61,467</td>\n",
       "      <td id=\"T_b1cfa_row7_col2\" class=\"data row7 col2\" >2021-12-28 12:32:50.049999872</td>\n",
       "      <td id=\"T_b1cfa_row7_col3\" class=\"data row7 col3\" >242</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row8\" class=\"row_heading level0 row8\" >99%</th>\n",
       "      <td id=\"T_b1cfa_row8_col0\" class=\"data row8 col0\" >7</td>\n",
       "      <td id=\"T_b1cfa_row8_col1\" class=\"data row8 col1\" >217,475</td>\n",
       "      <td id=\"T_b1cfa_row8_col2\" class=\"data row8 col2\" >2021-12-28 12:46:25.380000</td>\n",
       "      <td id=\"T_b1cfa_row8_col3\" class=\"data row8 col3\" >332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row9\" class=\"row_heading level0 row9\" >max</th>\n",
       "      <td id=\"T_b1cfa_row9_col0\" class=\"data row9 col0\" >7</td>\n",
       "      <td id=\"T_b1cfa_row9_col1\" class=\"data row9 col1\" >485,165</td>\n",
       "      <td id=\"T_b1cfa_row9_col2\" class=\"data row9 col2\" >2021-12-28 12:50:01</td>\n",
       "      <td id=\"T_b1cfa_row9_col3\" class=\"data row9 col3\" >339</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_b1cfa_level0_row10\" class=\"row_heading level0 row10\" >std</th>\n",
       "      <td id=\"T_b1cfa_row10_col0\" class=\"data row10 col0\" >2</td>\n",
       "      <td id=\"T_b1cfa_row10_col1\" class=\"data row10 col1\" >47,332</td>\n",
       "      <td id=\"T_b1cfa_row10_col2\" class=\"data row10 col2\" >nan</td>\n",
       "      <td id=\"T_b1cfa_row10_col3\" class=\"data row10 col3\" >89</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<pandas.io.formats.style.Styler at 0x2128342c7a0>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild.describe(percentiles=[.25, .5, .75, .9, .95, .99]).style.format(thousands=',', precision=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d6581ce-a7e5-4352-9bf2-c920aaee5a24",
   "metadata": {},
   "source": [
    "**From the quick overview above, we can see that:**\n",
    "- Substantial amount, at least 25%, of characters haven't made any contributions as of today.\n",
    "- Only around 1% of characters have extremly large total contribution, when compared to others.\n",
    "- Roughly half of the character base in guild have less than 5 days of inactivity; i.e. approximately 50% of all characters can be seen online throughout a week.\n",
    "- 1% of characters have not logged in (been used) for nearly a whole year."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f7d7e03f-bcb4-42e1-a8ef-5274aa51ca73",
   "metadata": {},
   "source": [
    "## Accounts with Most Characters in the Guild"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "fa4b91cb-1632-47bf-b100-e54bd012624b",
   "metadata": {},
   "outputs": [],
   "source": [
    "_acc_chars_count = (\n",
    "    df_guild\n",
    "    .groupby('account')\n",
    "    .agg({'guild_rank':'max','character':'count'})\n",
    "    .sort_values('character', ascending=False)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "b4ec14e3-1e0c-49ea-9346-1dd287670a68",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>characters</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1#22o3222h1@r</td>\n",
       "      <td>3</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>pycs@epaspalse</td>\n",
       "      <td>3</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3rg@doopg@#r</td>\n",
       "      <td>4</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1l71jt@0@@@71e</td>\n",
       "      <td>4</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>m@aa@aemma</td>\n",
       "      <td>5</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>@roo@s@b</td>\n",
       "      <td>5</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>e@@1ea</td>\n",
       "      <td>5</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>@exe@@orprrpro</td>\n",
       "      <td>5</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>tpa6@uotu</td>\n",
       "      <td>5</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>6</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>hedxamtmedltxratx</td>\n",
       "      <td>6</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>uma@@a@@</td>\n",
       "      <td>7</td>\n",
       "      <td>7</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              account  guild_rank  characters\n",
       "0       1#22o3222h1@r           3           9\n",
       "1      pycs@epaspalse           3           8\n",
       "2        3rg@doopg@#r           4          10\n",
       "3      1l71jt@0@@@71e           4           8\n",
       "4          m@aa@aemma           5          10\n",
       "5            @roo@s@b           5           9\n",
       "6              e@@1ea           5           8\n",
       "7      @exe@@orprrpro           5           8\n",
       "8           tpa6@uotu           5           8\n",
       "9      @@2@2#73ncr3o@           6           9\n",
       "10  hedxamtmedltxratx           6           8\n",
       "11           uma@@a@@           7           7"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_acc_chars_count = (\n",
    "    _acc_chars_count[_acc_chars_count['character'] > _acc_chars_count['character'].quantile(.9)]\n",
    "    .rename(columns={'character':'characters'})\n",
    "    .sort_values('guild_rank', ascending=True)\n",
    "    .reset_index()\n",
    ")\n",
    "_acc_chars_count"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "dbeab6a5-3be1-44d8-aa85-32b805429bfb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Find max characters within each guild_rank\n",
    "max_characters = _acc_chars_count.groupby('guild_rank')['characters'].transform('max')\n",
    "\n",
    "# Create color list\n",
    "_bar_colors = [(0.0,0.0,0.0,0.0) if char == max_characters[i] else 'white' for i,char in enumerate(_acc_chars_count['characters'])]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "e8825ba5-3556-4e90-a7f2-ce1079ae9e16",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sns.barplot(\n",
    "    data=_acc_chars_count,\n",
    "    x='characters',\n",
    "    y='account',\n",
    "    hue='guild_rank',\n",
    "    orient='h',\n",
    "    palette=nw_cmap\n",
    ")\n",
    "\n",
    "for i,container in enumerate(s.containers):\n",
    "    tmp_hue = _acc_chars_count.loc[_acc_chars_count['guild_rank']==container.get_label()]\n",
    "    s.bar_label(container, labels=tmp_hue['characters'], padding=2, fmt='{:,.0f}')\n",
    "    \n",
    "for i,patch in enumerate(s.patches):\n",
    "    if i < len(_bar_colors):\n",
    "        patch.set_hatch('xxxx')\n",
    "        patch.set_edgecolor(_bar_colors[i])\n",
    "\n",
    "sns.move_legend(s, loc=(1.1, 0.4))\n",
    "\n",
    "plt.title('Top 10% of Accounts by Number of Characters', pad=10)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2d69d76-de36-4757-8fb9-d3a86f5c3606",
   "metadata": {},
   "source": [
    "## Distribution of Classes in the Guild"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "ffb41139-a786-4140-b1c5-8e6375f41520",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character_class</th>\n",
       "      <th>count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Cleric</td>\n",
       "      <td>51</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Wizard</td>\n",
       "      <td>46</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Rogue</td>\n",
       "      <td>44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Barbarian</td>\n",
       "      <td>41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Warlock</td>\n",
       "      <td>38</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Paladin</td>\n",
       "      <td>37</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Fighter</td>\n",
       "      <td>35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Ranger</td>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Bard</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  character_class  count\n",
       "0          Cleric     51\n",
       "1          Wizard     46\n",
       "2           Rogue     44\n",
       "3       Barbarian     41\n",
       "4         Warlock     38\n",
       "5         Paladin     37\n",
       "6         Fighter     35\n",
       "7          Ranger     32\n",
       "8            Bard     10"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_class_count = df_guild['character_class'].value_counts().reset_index()\n",
    "_class_count"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "73f54327-cfb3-44e0-aac4-4950b3f1c7a0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'Cleric': '#f56504',\n",
       " 'Wizard': '#cca299',\n",
       " 'Rogue': '#cca299',\n",
       " 'Barbarian': '#cca299',\n",
       " 'Warlock': '#cca299',\n",
       " 'Paladin': '#cca299',\n",
       " 'Fighter': '#cca299',\n",
       " 'Ranger': '#cca299',\n",
       " 'Bard': '#f56504'}"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_colors = {}\n",
    "for i,c in enumerate(_class_count['character_class']):\n",
    "    if _class_count.loc[i,'count']==_class_count['count'].max() or _class_count.loc[i,'count']==_class_count['count'].min():\n",
    "        _colors[c]=nw_clr_single\n",
    "    else:\n",
    "        _colors[c]=nw_clr_single_greyed\n",
    "\n",
    "_colors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "7f5c6058-44e1-49e3-89de-e2fa769fe9f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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B3d293HW2bdsWnp6e+P7770scdhAbG4s7d+6Uq15F8qHodVNYt25dpdehmPVh9+7dL50gv6QewM6dO+ONN95AfHx8ie+Zjo5OmeMGAEdHR3z22Wdo2bKl2vtV1fr164eHDx+ioKCg2H1R/PNU1vZ1dHRE48aNsWnTppfOhPEqtLW1MXPmTFy5cgULFy4sdpvU1FT88ccfJdYhk8nU9uXixYsvnUNXX18fnp6emDt3LnJzc3H58mW1bczNzeHn54ehQ4ciMTERWVlZZdwrImmx55VIQsuWLUO7du2QmpqK5s2bK8tlMhk++OADbNq0CY0bN0arVq1w5swZ7Nixo8piSU1NxYABA/Dhhx/i6dOnWLBgAXR1dZVXVAPPv/w9PT3h4eEBPz8/vPnmm3j06BESEhJw7tw57N69u0KvPXXqVGzduhV9+/bF559/DltbW/z6669YvXo1JkyYAEdHxwrVu3XrVvTu3Ruenp4YPXo0PD09UbduXSQnJ+PgwYPYuXMnzp49qzZd1st06tQJdevWxUcffYQFCxZAW1sb27dvL9fNDpycnNC4cWPMmjULQgiYmJjg4MGDKj/vKihmIOjYsSNmzZoFe3t73L9/HwcOHMC6detgaGiovDvb+vXrYWhoCF1dXdjZ2cHU1BTffvstfH198ejRI7z//vuoX78+Hjx4gAsXLuDBgwdqvXkvunjxIiZNmoSBAwfCwcEBOjo6OHHiBC5evIhZs2aVeZ8rw5AhQ7B9+3b06dMHkydPRocOHaCtrY2///4b4eHh8Pb2xoABA8r1Hn333Xfw8vLC22+/jalTp6JBgwa4c+cOjhw5gu3bt1dK3NOnT0dCQgIWLFiAM2fOYNiwYbCxscHTp09x8uRJrF+/HkFBQejcuXOxz+/Xrx8WLlyIBQsWwNXVFYmJifj8889hZ2ennL0CAD788EPo6emhc+fOsLS0REpKCpYsWQJjY2O89dZbAICOHTuiX79+cHZ2Rt26dZGQkIAffvgBLi4uGjP/MBFnGyCqBkVnG3jRsGHDBACV2QaEEOLp06di7NixwtzcXOjr6wsvLy+RlJRU4mwDDx48UHm+r6+v0NfXV3u9F2c2UMw28MMPP4hPPvlEmJmZCblcLt555x0RGxur9vwLFy6IQYMGifr16wttbW1hYWEhunXrpnI19cv2tyS3b98Ww4YNE6ampkJbW1s0adJEfPnll8oZDBTKOtuAQnZ2tli5cqVwcXERRkZGQktLS1hZWQkfHx/x66+/lhqzon2KXskfFRUlXFxcRJ06dYSZmZkYO3asOHfunNoMESW9B0IIER8fL3r27CkMDQ1F3bp1xcCBA8WdO3eKvdI8Pj5eDBw4UJiamgodHR3RoEED4efnJ549e6bcZsWKFcLOzk7Url1bLY7IyEjRt29fYWJiIrS1tcWbb74p+vbtK3bv3q3cpqTj6P79+8LPz084OTkJfX19YWBgIJydncXXX38t8vPzX9r2Jc02UNz75+rqKlxdXV9anxDPZ8z46quvRKtWrYSurq4wMDAQTk5OYvz48eLatWvK7cr6HgkhxJ9//ik8PT2FsbGxkMvlonHjxmLq1Kmlto3imLl161apcQshxC+//CL69u0rzMzMhJaWlqhbt65wd3cXa9euFTk5OcrtXjwGcnJyxLRp08Sbb74pdHV1Rdu2bcX+/fuFr6+vsLW1VW4XGhoq3N3dhbm5udDR0RFWVlZi0KBB4uLFi8ptZs2aJdq3by/q1q0r5HK5aNSokZg6dar4999/y7QPRDWBTIgivxMSEREREdVgHPNKRERERBqDySsRERERaQwmr0RERESkMZi8UpULDAyETCZTeRSdEH/v3r3w8PBAvXr1IJPJEBcXJ12wREREVKMxeaVq0bx5cyQnJysfly5dUq7LzMxE586dsXTpUgkjJCIiIk3AeV6pWmhpaRV7+1Hg+S0NASApKakaIyIiIiJN9Nr3vAohkJaWBs4IJq1r167BysoKdnZ2GDJkCG7evCl1SERERKSBXvvkNT09HcbGxsXeA5qqR8eOHbF161YcOXIEGzZsQEpKCjp16oSHDx9KHRoRERFpGA4boCrn6emp/Ltly5ZwcXFB48aNERoaioCAAAkjIyIiIk3z2ve8Us2jr6+Pli1b4tq1a1KHQkRERBqGyStVu5ycHCQkJMDS0lLqUIiIiEjDcNgAVblp06bBy8sLDRo0QGpqKhYtWoS0tDT4+voCAB49eoQ7d+7g3r17AIDExEQAgIWFRYkzFBAREdF/E3teqcr9/fffGDp0KJo0aQIfHx/o6OggOjoatra2AIADBw6gTZs26Nu3LwBgyJAhaNOmDdauXStl2ERERFQDycRrPodUWloajI2N8fTpUxgZGUkdDhERERG9Ava8EhEREZHGYPJKRERERBqDySsRERERaQwmr0RERESkMSSdKiswMBBBQUEqZebm5khJSQEACCEQFBSE9evX4/Hjx+jYsSO+++47NG/eXIpw/zOuTGosdQhVxmnVDalDICIiolcgec9r8+bNkZycrHxcunRJuS44OBghISFYtWoVYmJiYGFhgZ49eyI9PV3CiImIiIhIKpInr1paWsrJ6C0sLGBmZgbgea/rihUrMHfuXPj4+KBFixYIDQ1FVlYWduzYIXHURERERCQFyZPXa9euwcrKCnZ2dhgyZAhu3rwJALh16xZSUlLQq1cv5bZyuRyurq6IioqSKlwiIiIikpCkY147duyIrVu3wtHREffv38eiRYvQqVMnXL58WTnu1dzcXOU55ubmuH37dol15uTkICcnR7mclpZWNcETERERUbWTNHn19PRU/t2yZUu4uLigcePGCA0Nxdtvvw0AkMlkKs8RQqiVFbVkyRK1i8CIiIiI6PUg+bCBovT19dGyZUtcu3YNFhYWAKDsgVVITU1V640tavbs2Xj69Knycffu3SqNmYioOixZsgQymQxTpkxRKU9ISMC7774LY2NjGBoa4u2338adO3ekCZKIqBrUqOQ1JycHCQkJsLS0hJ2dHSwsLHDs2DHl+tzcXERGRqJTp04l1iGXy2FkZKTyICLSZDExMVi/fj2cnZ1Vym/cuIEuXbrAyckJERERuHDhAubNmwddXV2JIiUiqnqSDhuYNm0avLy80KBBA6SmpmLRokVIS0uDr6+vsodh8eLFcHBwgIODAxYvXow6depg2LBhUoZNRFRtMjIyMHz4cGzYsAGLFi1SWTd37lz06dMHwcHByrJGjRpVd4hERNVK0p7Xv//+G0OHDkWTJk3g4+MDHR0dREdHw9bWFgAwY8YMTJkyBf7+/mjfvj3++ecfHD16FIaGhlKGTURUbSZOnIi+ffuiR48eKuWFhYX49ddf4ejoCA8PD9SvXx8dO3bE/v37pQmUiKiaSNrzumvXrpeul8lkCAwMRGBgYPUERERUg+zatQvnzp1DTEyM2rrU1FRkZGRg6dKlWLRoEZYtW4awsDD4+PggPDwcrq6uEkRMRFT1JE1eiYioeHfv3sXkyZNx9OjRYsewFhYWAgC8vb0xdepUAEDr1q0RFRWFtWvXMnklotdWjbpgi4iInjt79ixSU1PRrl07aGlpQUtLC5GRkVi5ciW0tLRgamoKLS0tNGvWTOV5TZs25WwDRPRaY88rEVEN1L17d1y6dEmlbNSoUXBycsLMmTMhl8vx1ltvITExUWWbq1evKq8bICJ6HTF5JSKqgQwNDdGiRQuVMn19fZiamirLp0+fjsGDB6Nr165wd3dHWFgYDh48iIiICAkiJiKqHhw2UIVKmlRcYfz48ZDJZFixYkW1xkVEr4cBAwZg7dq1CA4ORsuWLbFx40bs2bMHXbp0kTo0IqIqw57XKlLSpOIK+/fvx+nTp2FlZVXNkRGRpiquR3X06NEYPXp09QdDRCQR9rxWgaKTitetW1dt/T///INJkyZh+/bt0NbWliBCIiIiIs3E5LUKlDSpOPB8epsRI0Zg+vTpaN68uQTREREREWkuDhuoZC+bVBwAli1bBi0tLXzyySfVHBkRERGR5mPyWolKm1T87Nmz+Oabb3Du3DnIZDIJIiQiIiLSbBw2UIlKm1Q8IiICqampaNCggXL97du38emnn6Jhw4ZSh09ERERU47HntRKVNqm4paUlPDw8VNZ7eHhgxIgRGDVqVHWGSkSV7M+dW6QOoUq5DPWTOgQiIgBMXitVWSYVNzU1VVmvra0NCwsLNGnSpNriJCIiItJUHDZARERERBqDPa9VrLTbNCYlJVVLHERERESvA/a8EhEREZHGYPJKRERERBqDySuRxJYsWQKZTIYpU6Yoy/bu3QsPDw/Uq1cPMpkMcXFxksVHRERUkzB5JZJQTEwM1q9fD2dnZ5XyzMxMdO7cGUuXLpUoMiIioprpP3/B1us8NyPnZazZMjIyMHz4cGzYsAGLFi1SWTdixAgAvKCPiIjoRex5JZLIxIkT0bdvX/To0UPqUIiIiDTGf77nlUgKu3btwrlz5xATEyN1KERERBqFyStRNbt79y4mT56Mo0ePQldXV+pwiIiINAqTV6JqdvbsWaSmpqJdu3bKsoKCApw8eRKrVq1CTk4OateuLWGERERENReTV6Jq1r17d1y6dEmlbNSoUXBycsLMmTOZuBIREb0Ek1eiamZoaIgWLVqolOnr68PU1FRZ/ujRI9y5cwf37t0DACQmJgIALCwsYGFhUb0BExER1SCcbYCoBjpw4ADatGmDvn37AgCGDBmCNm3aYO3atRJHRkREJC32vBLVABERESrLfn5+8PPzkyQWIiKimow9r0RERESkMZi8EhEREZHGYPJKREREr401a9bA2dkZRkZGMDIygouLCw4fPqxcn5GRgUmTJsHa2hp6enpo2rQp1qxZI2HEVF4c80pERESvDWtrayxduhT29vYAgNDQUHh7e+P8+fNo3rw5pk6divDwcGzbtg0NGzbE0aNH4e/vDysrK3h7e0scPZVFjUlelyxZgjlz5mDy5MlYsWIFAEAIgaCgIKxfvx6PHz9Gx44d8d1336F58+bSBkv/OX/u3CJ1CFXGZaif1CEQEVUaLy8vleUvvvgCa9asQXR0NJo3b44///wTvr6+cHNzAwCMGzcO69atQ2xsLJNXDVEjhg3ExMRg/fr1cHZ2VikPDg5GSEgIVq1ahZiYGFhYWKBnz55IT0+XKFIiIiLSFAUFBdi1axcyMzPh4uICAOjSpQsOHDiAf/75B0IIhIeH4+rVq/Dw8JA4WioryZPXjIwMDB8+HBs2bEDdunWV5UIIrFixAnPnzoWPjw9atGiB0NBQZGVlYceOHRJGTEREVDOUNr5TJpMV+/jyyy8ljLrqXbp0CQYGBpDL5fjoo4+wb98+NGvWDACwcuVKNGvWDNbW1tDR0UHv3r2xevVqdOnSReKoqawkT14nTpyIvn37okePHirlt27dQkpKCnr16qUsk8vlcHV1RVRUVHWHSUREVOMoxnfGxsYiNjYW3bp1g7e3Ny5fvgwASE5OVnls2rQJMpkM7733nsSRV60mTZogLi4O0dHRmDBhAnx9fREfHw/gefIaHR2NAwcO4OzZs1i+fDn8/f3x+++/Sxw1lZWkY1537dqFc+fOISYmRm1dSkoKAMDc3Fyl3NzcHLdv3y6xzpycHOTk5CiX09LSKilaIiKimqW08Z0v3k76l19+gbu7Oxo1alSdYVY7HR0d5QVb7du3R0xMDL755husWLECc+bMwb59+5R3MHR2dkZcXBy++uortY40qpkk63m9e/cuJk+ejG3btkFXV7fE7WQymcqyEEKtrKglS5bA2NhY+bCxsam0mImIiGqq4sZ3FnX//n38+uuvGDNmjATRSUsIgZycHOTl5SEvLw+1aqmmP7Vr10ZhYaFE0VF5SdbzevbsWaSmpqJdu3bKsoKCApw8eRKrVq1CYmIigOc9sJaWlsptUlNT1Xpji5o9ezYCAgKUy2lpaUxgiYjotXXp0iW4uLjg2bNnMDAwUBnfWVRoaCgMDQ3h4+MjQZTVZ86cOfD09ISNjQ3S09Oxa9cuREREICwsDEZGRnB1dcX06dOhp6cHW1tbREZGYuvWrQgJCZE6dCojyZLX7t2749KlSyplo0aNgpOTE2bOnIlGjRrBwsICx44dQ5s2bQAAubm5iIyMxLJly0qsVy6XQy6XV2nsRERENYVifOeTJ0+wZ88e+Pr6IjIyUi2B3bRpE4YPH/7SXztfB/fv38eIESOQnJwMY2NjODs7IywsDD179gTwfMji7NmzMXz4cDx69Ai2trb44osv8NFHH0kcOZWVZMmroaEhWrRooVKmr68PU1NTZfmUKVOwePFiODg4wMHBAYsXL0adOnUwbNgwKUImIiKqcUoa37lu3TrlNqdOnUJiYiJ+/PFHqcKsNt9///1L11tYWGDz5s3VFA1VhRpzk4LizJgxA9nZ2fD391fepODo0aMwNDSUOjQiIqIaSTG+s6jvv/8e7dq1Q6tWrSSKiqjy1KjkNSIiQmVZJpMhMDAQgYGBksRDRERUk71sfKdCWloadu/ejeXLl0sYKVHlkXyeVyKi0iZa9/PzU5tk/e2335YwYqKaQTG+s0mTJujevTtOnz6tMr4TeD7GUwiBoUOHShgpUeWpUT2vRPTfpJhoXTFuLzQ0FN7e3jh//jyaN28OAOjdu7fKODUdHR1JYiWqSUob3wkA48aNw7hx46ohGqLqweSViCRX2kTrwPOZRF6ccJ2INN+fO7dIHUKVcRnqJ3UIryUOGyCiGqWkidYjIiJQv359ODo64sMPP0RqaqqEURIRkVTY80pENcLLJlr39PTEwIEDYWtri1u3bmHevHno1q0bzp49y3mdiYj+Y5i8ElGN8LKJ1gcPHqzcrkWLFmjfvj1sbW3x66+/vvZ3CyIiIlVMXomoRijLROsKlpaWsLW1xbVr16o7TCIikhiTVyKqkYqbaF3h4cOHuHv3LiwtLas5KqJXw4uTiF4dk1ciktzLJlrPyMhAYGAg3nvvPVhaWiIpKQlz5sxBvXr1MGDAAKlDJyKiasbklYgkp5hoPTk5GcbGxnB2dlZOtJ6dnY1Lly5h69atePLkCSwtLeHu7o4ff/yRt4omIvoPYvJKRJJ72UTrenp6OHLkSDVGQ0RENRnneSUiIiIijcHklYiIiIg0BpNXIiLSCGvWrIGzszOMjIxgZGQEFxcXHD58GACQl5eHmTNnomXLltDX14eVlRVGjhyJe/fuSRw1EVU2Jq9ERKQRrK2tsXTpUsTGxiI2NhbdunWDt7c3Ll++jKysLJw7dw7z5s3DuXPnsHfvXly9ehXvvvuu1GETUSXjBVtEVCGcr5Kqm5eXl8ryF198gTVr1iA6OhpjxozBsWPHVNZ/++236NChA+7cuYMGDRpUZ6hEVIWYvBIRkcYpKCjA7t27kZmZCRcXl2K3efr0KWQyGd54443qDY6IqhSTVyIi0hiXLl2Ci4sLnj17BgMDA+zbtw/NmjVT2+7Zs2eYNWsWhg0bBiMjIwkiJaKqwjGvRESkMZo0aYK4uDhER0djwoQJ8PX1RXx8vMo2eXl5GDJkCAoLC7F69WqJIiWiqsKeVyIi0hg6Ojqwt7cHALRv3x4xMTH45ptvsG7dOgDPE9dBgwbh1q1bOHHiBHtdiV5DTF6JiEhjCSGQk5MD4P8T12vXriE8PBympqYSR0dEVYHJKxERaYQ5c+bA09MTNjY2SE9Px65duxAREYGwsDDk5+fj/fffx7lz53Do0CEUFBQgJSUFAGBiYgIdHR2JoyeiysLklYiINML9+/cxYsQIJCcnw9jYGM7OzggLC0PPnj2RlJSEAwcOAABat26t8rzw8HC4ublVf8BEVCWYvBIRkUb4/vvvS1zXsGFDCCGqMRoikgpnGyAiIiIijcHklYiIiIg0BpNXIiIiItIYTF6JiIiISGPwgi0iIqoSf+7cInUIVcZlqJ/UIRD9Z7HnlYiIiIg0BpNXIiIiItIYTF6JiIiISGNImryuWbMGzs7OMDIygpGREVxcXHD48GHleiEEAgMDYWVlBT09Pbi5ueHy5csSRkxEREREUqpQ8tqtWzc8efJErTwtLQ3dunUrcz3W1tZYunQpYmNjERsbi27dusHb21uZoAYHByMkJASrVq1CTEwMLCws0LNnT6Snp1ckbCIiIiLScBVKXiMiIpCbm6tW/uzZM5w6darM9Xh5eaFPnz5wdHSEo6MjvvjiCxgYGCA6OhpCCKxYsQJz586Fj48PWrRogdDQUGRlZWHHjh0VCZuIiIiINFy5psq6ePGi8u/4+HikpKQolwsKChAWFoY333yzQoEUFBRg9+7dyMzMhIuLC27duoWUlBT06tVLuY1cLoerqyuioqIwfvz4Cr0OEREREWmuciWvrVu3hkwmg0wmK3Z4gJ6eHr799ttyBXDp0iW4uLjg2bNnMDAwwL59+9CsWTNERUUBAMzNzVW2Nzc3x+3bt0usLycnBzk5OcrltLS0csVDRERERDVXuZLXW7duQQiBRo0a4cyZMzAzM1Ou09HRQf369VG7du1yBdCkSRPExcXhyZMn2LNnD3x9fREZGalcL5PJVLYXQqiVFbVkyRIEBQWVKwYiIiIi0gzlSl5tbW0BAIWFhZUWgI6ODuzt7QEA7du3R0xMDL755hvMnDkTAJCSkgJLS0vl9qmpqWq9sUXNnj0bAQEByuW0tDTY2NhUWrxEREREJJ0K3x726tWriIiIQGpqqloyO3/+/AoHJIRATk4O7OzsYGFhgWPHjqFNmzYAgNzcXERGRmLZsmUlPl8ul0Mul1f49YmIiIio5qpQ8rphwwZMmDAB9erVg4WFhcrP+DKZrMzJ65w5c+Dp6QkbGxukp6dj165diIiIQFhYGGQyGaZMmYLFixfDwcEBDg4OWLx4MerUqYNhw4ZVJGwiIiIi0nAVSl4XLVqEL774QvnTfkXdv38fI0aMQHJyMoyNjeHs7IywsDD07NkTADBjxgxkZ2fD398fjx8/RseOHXH06FEYGhq+0usSERERkWaqUPL6+PFjDBw48JVf/Pvvv3/peplMhsDAQAQGBr7yaxERERGR5qvQTQoGDhyIo0ePVnYsREREREQvVaGeV3t7e8ybNw/R0dFo2bIltLW1VdZ/8sknlRIcEREREVFRFUpe169fDwMDA0RGRqrMyQo8/6mfySsRERERVYUKJa+3bt2q7DiIiIiIiEpVoTGvRERERERSqFDP6+jRo1+6ftOmTRUKhoiIiIjoZSo8VVZReXl5+Ouvv/DkyRN069atUgIjIiIiInpRhZLXffv2qZUVFhbC398fjRo1euWgiIiIiIiKU2ljXmvVqoWpU6fi66+/rqwqiYiIiIhUVOoFWzdu3EB+fn5lVklEREREpFShYQMBAQEqy0IIJCcn49dff4Wvr2+lBEZERERE9KIKJa/nz59XWa5VqxbMzMywfPnyUmciICIiIiKqqAolr+Hh4ZUdBxERERFRqSqUvCo8ePAAiYmJkMlkcHR0hJmZWWXFRURERESkpkIXbGVmZmL06NGwtLRE165d8c4778DKygpjxoxBVlZWZcdIRERERASggslrQEAAIiMjcfDgQTx58gRPnjzBL7/8gsjISHz66aeVHSMREREREYAKDhvYs2cPfv75Z7i5uSnL+vTpAz09PQwaNAhr1qyprPiIiIiIiJQq1POalZUFc3NztfL69etz2AARERERVZkKJa8uLi5YsGABnj17pizLzs5GUFAQXFxcKi04IiIiIqKiKjRsYMWKFfD09IS1tTVatWoFmUyGuLg4yOVyHD16tLJjJCIiIiICUMHktWXLlrh27Rq2bduGK1euQAiBIUOGYPjw4dDT06vsGImIiIiIAFQweV2yZAnMzc3x4YcfqpRv2rQJDx48wMyZMyslOCIiIiKioio05nXdunVwcnJSK2/evDnWrl37ykERERERERWnQslrSkoKLC0t1crNzMyQnJz8ykERERERERWnQsmrjY0N/vjjD7XyP/74A1ZWVq8cFBERERFRcSo05nXs2LGYMmUK8vLy0K1bNwDA8ePHMWPGDN5hi4iIiIiqTIWS1xkzZuDRo0fw9/dHbm4uAEBXVxczZ87E7NmzKzVAIiIiIiKFCiWvMpkMy5Ytw7x585CQkAA9PT04ODhALpdXdnxEREREREoVSl4VDAwM8NZbb1VWLEREREREL1WhC7aIiIiIiKTA5JWIiIiINAaTVyIiIiLSGExeiYiIiEhjSJq8LlmyBG+99RYMDQ1Rv3599O/fH4mJiSrbCCEQGBgIKysr6Onpwc3NDZcvX5YoYiIiIiKSkqTJa2RkJCZOnIjo6GgcO3YM+fn56NWrFzIzM5XbBAcHIyQkBKtWrUJMTAwsLCzQs2dPpKenSxg5EREREUnhlabKelVhYWEqy5s3b0b9+vVx9uxZdO3aFUIIrFixAnPnzoWPjw8AIDQ0FObm5tixYwfGjx8vRdhEREREJJEaNeb16dOnAAATExMAwK1bt5CSkoJevXopt5HL5XB1dUVUVFSxdeTk5CAtLU3lQURERESvhxqTvAohEBAQgC5duqBFixYAgJSUFACAubm5yrbm5ubKdS9asmQJjI2NlQ8bG5uqDZyIiIiIqk2NSV4nTZqEixcvYufOnWrrZDKZyrIQQq1MYfbs2Xj69Knycffu3SqJl4iIiIiqn6RjXhU+/vhjHDhwACdPnoS1tbWy3MLCAsDzHlhLS0tleWpqqlpvrIJcLodcLq/agImIiIhIEpL2vAohMGnSJOzduxcnTpyAnZ2dyno7OztYWFjg2LFjyrLc3FxERkaiU6dO1R0uEREREUlM0p7XiRMnYseOHfjll19gaGioHMdqbGwMPT09yGQyTJkyBYsXL4aDgwMcHBywePFi1KlTB8OGDZMydCIiIiKSgKTJ65o1awAAbm5uKuWbN2+Gn58fAGDGjBnIzs6Gv78/Hj9+jI4dO+Lo0aMwNDSs5miJiIiISGqSJq9CiFK3kclkCAwMRGBgYNUHREREREQ1Wo2ZbYCIiIiIqDRMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiKi19jJkyfh5eUFKysryGQy7N+/X2W9EAKBgYGwsrKCnp4e3NzccPnyZWmCLQMmr0RERESvsczMTLRq1QqrVq0qdn1wcDBCQkKwatUqxMTEwMLCAj179kR6eno1R1o2WlIHQERERERVx9PTE56ensWuE0JgxYoVmDt3Lnx8fAAAoaGhMDc3x44dOzB+/PjqDLVM2PNKRERE9B9169YtpKSkoFevXsoyuVwOV1dXREVFSRhZyZi8EhEREf1HpaSkAADMzc1Vys3NzZXrahomr0RERET/cTKZTGVZCKFWVlMweSUiIiL6j7KwsAAAtV7W1NRUtd7YmoLJKxEREdF/lJ2dHSwsLHDs2DFlWW5uLiIjI9GpUycJIysZZxsgIiIieo1lZGTg+vXryuVbt24hLi4OJiYmaNCgAaZMmYLFixfDwcEBDg4OWLx4MerUqYNhw4ZJGHXJmLwSERERvcZiY2Ph7u6uXA4ICAAA+Pr6YsuWLZgxYways7Ph7++Px48fo2PHjjh69CgMDQ2lCvmlmLwSERERvcbc3NwghChxvUwmQ2BgIAIDA6svqFfAMa9EREREpDEkTV5ft3vtEhEREVHVkjR5fd3utUtEREREVUvSMa+v2712iYiIiKhq1dgxrxW9125OTg7S0tJUHkRERET0eqixsw287F67t2/fLvF5S5YsQVBQUJXGRkRERFRVrkxqLHUIVcZp1Y1XrqPG9rwqlPdeu7Nnz8bTp0+Vj7t371Z1iERERERUTWpsz2vRe+1aWloqy0u7165cLodcLq/y+IiIiIio+tXYnldNvNcuEREREVUtSXteX7d77RIRERFR1ZI0eX3d7rVLRERERFVL0uT1dbvXLhERERFVrRo75pWIiIiI6EVMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDQGk1ciIiIi0hhMXomIiIhIYzB5JSIiIiKNweSViIiIiDSGRiSvq1evhp2dHXR1ddGuXTucOnVK6pCIiIiISAI1Pnn98ccfMWXKFMydOxfnz5/HO++8A09PT9y5c0fq0IiIiIiomtX45DUkJARjxozB2LFj0bRpU6xYsQI2NjZYs2aN1KERERERUTXTkjqAl8nNzcXZs2cxa9YslfJevXohKiqq2Ofk5OQgJydHufz06VMAQFpaWrHbZ2ZlV1K0NU9J+1yajNzCSo6k5qhom/A4Ucc2UfU6twfANnkRPzfq2Cbq+D2srrQ2MTQ0hEwme3klogb7559/BADxxx9/qJR/8cUXwtHRsdjnLFiwQADggw8++OCDDz744EPDHk+fPi01P6zRPa8KL2bgQogSs/LZs2cjICBAuVxYWIhHjx7B1NS09Ey+CqWlpcHGxgZ3796FkZGRZHHUJGwTdWwTdWwTdWwTdWwTdWwTdWwTdTWtTQwNDUvdpkYnr/Xq1UPt2rWRkpKiUp6amgpzc/NinyOXyyGXy1XK3njjjaoKsdyMjIxqxMFRk7BN1LFN1LFN1LFN1LFN1LFN1LFN1GlSm9ToC7Z0dHTQrl07HDt2TKX82LFj6NSpk0RREREREZFUanTPKwAEBARgxIgRaN++PVxcXLB+/XrcuXMHH330kdShEREREVE1q/HJ6+DBg/Hw4UN8/vnnSE5ORosWLfDbb7/B1tZW6tDKRS6XY8GCBWpDGv7L2Cbq2Cbq2Cbq2Cbq2Cbq2Cbq2CbqNLFNZEIIIXUQRERERERlUaPHvBIRERERFcXklYiIiIg0BpNXIiIiItIYTF6pyshkMuzfv/+V62nYsCFWrFjxyvVIzc3NDVOmTKmSugMDA9G6desqqftVVWS/K+vY0UQRERGQyWR48uRJtb/26/JZ+6+orGPlxc/o63wcVPa5siafe6ualOdpJq8v4efnB5lMBplMBi0tLTRo0AATJkzA48ePpQ6tRkhJScHHH3+MRo0aQS6Xw8bGBl5eXjh+/Hilvk5MTAzGjRtXqXWWpOh7LpPJYGpqit69e+PixYvV8voVNW3atEpv9/J6se0Uj+DgYCxcuLBSX0vKBK881q5dC0NDQ+Tn5yvLMjIyoK2tjXfeeUdl21OnTkEmk8HKygrJyckwNjau7nCrHM+p6oq2iba2Nho1aoRp06YhMzNTspiq85wLVOxzcvXq1WqLT1No6vdXRTB5LUXv3r2RnJyMpKQkbNy4EQcPHoS/v7/UYUkuKSkJ7dq1w4kTJxAcHIxLly4hLCwM7u7umDhxYqW8Rm5uLgDAzMwMderUqZQ6y0LxnicnJ+P48ePQ0tJCv379KlxfXl5eJUanSgiB/Px8GBgYwNTUtMpep6yKtp3i0a5duzLd7k8KivarKu7u7sjIyEBsbKyy7NSpU7CwsEBMTAyysrKU5REREbCysoKjoyMsLCyq7HbWBQUFKCwsrJK6y0JTz6lV+TlWtMnNmzexaNEirF69GtOmTauy1ytNdZ9zK/o5KY+q/qzXFJr0/fUqmLyWQi6Xw8LCAtbW1ujVqxcGDx6Mo0ePAgAKCwvx+eefw9raGnK5HK1bt0ZYWJjK86OiotC6dWvo6uqiffv22L9/P2QyGeLi4gAAW7ZsUbt9rWKbog4ePIh27dpBV1cXjRo1QlBQkKQfRH9/f8hkMpw5cwbvv/8+HB0d0bx5cwQEBCA6OrrY5/zzzz8YPHgw6tatC1NTU3h7eyMpKUm53s/PD/3798eSJUtUTk4v/oT15MkTjBs3Dubm5tDV1UWLFi1w6NChSts3xXtuYWGB1q1bY+bMmbh79y4ePHgAAJg5cyYcHR1Rp04dNGrUCPPmzVP5gCt+Rtq0aZOyV1oxI11+fj4mTZqEN954A6ampvjss89QdLa6bdu2oX379jA0NISFhQWGDRuG1NRU5XpFj+ORI0fQvn17yOVynDp1Su2nq5iYGPTs2RP16tWDsbExXF1dce7cOZX9lMlk2LhxIwYMGIA6derAwcEBBw4cqLS2Uzy6d++u8pNkcnIy+vbtCz09PdjZ2WHHjh3F/kz577//FhtbUlIS3N3dAQB169aFTCaDn58fgOdfUMHBwWjUqBH09PTQqlUr/Pzzz6W2X1Vp0qQJrKysEBERoRKDt7c3GjdujKioKJVyd3d3tV5lNze3Ynu0FZ+dkJAQtGzZEvr6+rCxsYG/vz8yMjKU9SrOMYcOHUKzZs0gl8tx+/ZtpKamwsvLS/k+bN++vcraoaiXnVMLCgowZswY2NnZQU9PD02aNME333yj8nzFeeKrr76CpaUlTE1NMXHiRJXPYFmOsadPn2LcuHGoX78+jIyM0K1bN1y4cEG5/mWf46pqExsbGwwbNgzDhw/H/v37Sz0fvOjhw4cYOnQorK2tUadOHbRs2RI7d+5U2SYzMxMjR46EgYEBLC0tsXz5crV6XmyrqjhXFFWRz0lFz5UvKsv3+N9//40hQ4bAxMQE+vr6aN++PU6fPl3svty6dQv29vaYMGGCJP8kVtX317Vr19C1a1fo6uqiWbNmanc+rW5MXsvh5s2bCAsLg7a2NgDgm2++wfLly/HVV1/h4sWL8PDwwLvvvotr164BANLT0+Hl5YWWLVvi3LlzWLhwIWbOnFnu1z1y5Ag++OADfPLJJ4iPj8e6deuwZcsWfPHFF5W6f2X16NEjhIWFYeLEidDX11db/2IyDgBZWVlwd3eHgYEBTp48if/9738wMDBA7969lT2sAHD8+HEkJCTg2LFjxSakhYWF8PT0RFRUFLZt24b4+HgsXboUtWvXrtR9VMjIyMD27dthb2+v7Nk0NDTEli1bEB8fj2+++QYbNmzA119/rfK869ev46effsKePXuU/6gAQGhoKLS0tHD69GmsXLkSX3/9NTZu3Khcn5ubi4ULF+LChQvYv38/bt26pUzMipoxYwaWLFmChIQEODs7q61PT0+Hr68vTp06hejoaDg4OKBPnz5IT09X2S4oKAiDBg3CxYsX0adPHwwfPhyPHj16hRYr3ciRI3Hv3j1ERERgz549WL9+fbFfyCXFZmNjgz179gAAEhMTkZycrExwPvvsM2zevBlr1qzB5cuXMXXqVHzwwQeIjIxUqbu09qtMbm5uCA8PVy6Hh4fDzc0Nrq6uyvLc3Fz8+eefyqS8qL1796r0ZPv4+KBJkyYwNzcHANSqVQsrV67EX3/9hdDQUJw4cQIzZsxQqSMrKwtLlizBxo0bcfnyZdSvXx9+fn5ISkrCiRMn8PPPP2P16tUvTYyqwovn1MLCQlhbW+Onn35CfHw85s+fjzlz5uCnn35SeV54eDhu3LiB8PBwhIaGYsuWLdiyZYtyfWnHmBACffv2RUpKCn777TecPXsWbdu2Rffu3VWO/5I+x1VNT08PeXl5ZT4fKDx79gzt2rXDoUOH8Ndff2HcuHEYMWKESqI1ffp0hIeHY9++fTh69CgiIiJw9uzZUmOq6nNFeT8nlXWuLO17PCMjA66urrh37x4OHDiACxcuYMaMGcUmpn/99Rc6d+6MgQMHYs2aNahVS9oUq7K+vwoLC+Hj44PatWsjOjoaa9eurVAuU6kElcjX11fUrl1b6OvrC11dXQFAABAhISFCCCGsrKzEF198ofKct956S/j7+wshhFizZo0wNTUV2dnZyvUbNmwQAMT58+eFEEJs3rxZGBsbq9Sxb98+UfSteeedd8TixYtVtvnhhx+EpaVlZe1quZw+fVoAEHv37n3pdgDEvn37hBBCfP/996JJkyaisLBQuT4nJ0fo6emJI0eOCCGet7e5ubnIyclRqcfW1lZ8/fXXQgghjhw5ImrVqiUSExMrb4eKKPqe6+vrCwDC0tJSnD17tsTnBAcHi3bt2imXFyxYILS1tUVqaqrKdq6urqJp06YqbTBz5kzRtGnTEus+c+aMACDS09OFEEKEh4cLAGL//v0q2y1YsEC0atWqxHry8/OFoaGhOHjwoLIMgPjss8+UyxkZGUImk4nDhw+XWM/LvNh2+vr64v333xeurq5i8uTJQgghEhISBAARExOjfN61a9cEAOV7XJbYFO3w+PFjlW10dXVFVFSUSlxjxowRQ4cOVXnei+1XldavXy/09fVFXl6eSEtLE1paWuL+/fti165dolOnTkIIISIjIwUAcePGjWL3TSEkJES88cYbLz3+f/rpJ2Fqaqpc3rx5swAg4uLilGWJiYkCgIiOjlaWKd6bou9DZSvtnFocf39/8d5776nUYWtrK/Lz85VlAwcOFIMHD1bZj5cdY8ePHxdGRkbi2bNnKq/VuHFjsW7dOiFEyZ/jyubr6yu8vb2Vy6dPnxampqZi0KBBatuWdD4o7lhR6NOnj/j000+FEEKkp6cLHR0dsWvXLuX6hw8fCj09PeVnVAjVc64QlX+uKE55Pycvqui5srTv8XXr1glDQ0Px8OHDYuNW1BcVFSVMTEzEl19+WeE2eFVV9f115MgRUbt2bXH37l1l2eHDh1W+46tbjb89rNTc3d2xZs0aZGVlYePGjbh69So+/vhjpKWl4d69e+jcubPK9p07d1b+9JSYmAhnZ2fo6uoq13fo0KHcMZw9exYxMTEqPa0FBQV49uwZsrKyqnVsEgDlT2flGZN39uxZXL9+XW3s47Nnz3Djxg3lcsuWLaGjo1NiPXFxcbC2ti73eKfyULznwPNe5tWrV8PT0xNnzpyBra0tfv75Z6xYsQLXr19HRkYG8vPzYWRkpFKHra0tzMzM1Op+++23VdrNxcUFy5cvR0FBAWrXro3z588jMDAQcXFxePTokfK/+zt37qBZs2bK57Vv3/6l+5Camor58+fjxIkTuH//PgoKCpCVlYU7d+6obFe0J0JfXx+Ghoav1PtWtO0UdQ4dOlS5nJiYCC0tLbRt21ZZZm9vj7p166rVVd7Y4uPj8ezZM/Ts2VOlPDc3F23atFEpK639KpO7uzsyMzMRExODx48fw9HREfXr14erqytGjBiBzMxMREREoEGDBmjUqJHae6Rw+PBhzJo1CwcPHlQ5/sPDw7F48WLEx8cjLS0N+fn5ePbsGTIzM5W/jOjo6Ki0Z0JCArS0tFTawcnJqdhfTSpbSedUhbVr12Ljxo24ffs2srOzkZubq3Y1d/PmzVV+bbG0tMSlS5cAlO0YO3v2LDIyMtTGiWdnZ6ucj0r6HFe2Q4cOwcDAAPn5+cjLy4O3tze+/fbbMp8PFAoKCrB06VL8+OOP+Oeff5CTk4OcnBzlcXDjxg3k5ubCxcVF+RwTExM0adKk1Bgr+1zxovJ+TirjXFmW7/G4uDi0adMGJiYmJdZz584d9OjRA4sWLcLUqVNfpRleWVV8fyUkJKBBgwawtrZWlhU9hqTA5LUU+vr6sLe3BwCsXLkS7u7uCAoKwvTp0wGoJ3BCCGVZ0b+Lri+qVq1aamUvDpAuLCxEUFAQfHx81OIrmhhXFwcHB8hkMiQkJKB///5lek5hYSHatWtX7Li6oh+S4oYhFKWnp1euWCui6HsOAO3atYOxsTE2bNiAfv36YciQIQgKCoKHhweMjY2xa9cutXFjpe1HcTIzM9GrVy/06tUL27Ztg5mZGe7cuQMPDw+VoRVlqd/Pzw8PHjzAihUrYGtrC7lcDhcXF7V6FD/XKshkslcap/Vi273oxWP9ZeXljU2x7tdff8Wbb76psu7Fe3ZX5P2pKHt7e1hbWyM8PByPHz+Gq6srAMDCwgJ2dnb4448/EB4ejm7dupVYR3x8PIYMGYKlS5eiV69eyvLbt2+jT58++Oijj7Bw4UKYmJjgf//7H8aMGaNyHtHT01M5F1XkH9DKUtI5deHChfjpp58wdepULF++HC4uLjA0NMSXX36pNr7wZcdGWY6xwsJCWFpaqoyxVCiawFfXcaJIOLS1tWFlZQVtbe1ynQ8Uli9fjq+//horVqxQjoOeMmWKcvuS2qYsKvtc8aLyfE4q81yp2Jeiin53l+U7x8zMDFZWVti1axfGjBmjlgxWp6r4/iruuJHi3FEUx7yW04IFC/DVV18hIyMDVlZW+N///qeyPioqCk2bNgXwvCfj4sWLyMnJUa4vejUl8PygT09PV5kW5cWxVW3btkViYiLs7e3VHlKMqTExMYGHhwe+++67YqdzKW76orZt2+LatWuoX7++2j6UZ0ogZ2dn/P3339U6TYpMJkOtWrWQnZ2NP/74A7a2tpg7dy7at28PBwcH3L59u8x1vXgxm2I8au3atXHlyhX8+++/WLp0Kd555x04OTlVuGfj1KlT+OSTT9CnTx80b94ccrkc//77b4XqqkxOTk7Iz8/H+fPnlWXXr18v95RXit75goICZZniYqQ7d+6oHWM2NjaVEn9FKS7EioiIgJubm7Lc1dUVR44cQXR0dLHjXYHnF+F4eXnBx8dHrVcnNjYW+fn5WL58Od5++204Ojri3r17pcbTtGlT5Ofnq5yPEhMTJZl6THFOvXfvHk6dOoVOnTrB398fbdq0gb29vUpPaFmU5Rhr27YtUlJSoKWlpXas1KtXr7J2rcwUCYetra0ySazI+eDUqVPw9vbGBx98gFatWqFRo0bKsZvA8wRRW1tb5Tz0+PHjGjPtVFk/J5V1rjQyMir1e9zZ2VnZu1sSPT09HDp0CLq6uvDw8FC7tkBKlfH91axZM9y5c0fl3PLnn39WZdilYvJaTm5ubmjevDkWL16M6dOnY9myZfjxxx+RmJiIWbNmIS4uDpMnTwYADBs2DIWFhRg3bhwSEhJw5MgRfPXVVwD+/7+Wjh07ok6dOpgzZw6uX7+OHTt2qFx4AADz58/H1q1bERgYiMuXLyMhIQE//vgjPvvss2rd96JWr16NgoICdOjQAXv27MG1a9eQkJCAlStXFvtzwvDhw1GvXj14e3vj1KlTuHXrFiIjIzF58mT8/fffZX5dV1dXdO3aFe+99x6OHTuGW7du4fDhw2pXh76KnJwcpKSkICUlBQkJCfj444+RkZEBLy8v2Nvb486dO9i1axdu3LiBlStXYt++fWWu++7duwgICEBiYiJ27tyJb7/9Vnm8NGjQADo6Ovj2229x8+ZNHDhwoMLzo9rb2+OHH35AQkICTp8+jeHDh1dLr3VpnJyc0KNHD4wbNw5nzpzB+fPnMW7cOLWewdLY2tpCJpPh0KFDePDgATIyMmBoaIhp06Zh6tSpCA0NxY0bN3D+/Hl89913CA0NrcK9Kp27uzv+97//IS4uTtmjBDw/njds2IBnz56VmLz6+PhAT08PgYGByuMyJSUFBQUFaNy4MfLz85XHzA8//IC1a9eWGk+TJk3Qu3dvfPjhhzh9+jTOnj2LsWPHSnKMFD2n2tvbIzY2FkeOHMHVq1cxb948xMTElKu+shxjPXr0gIuLC/r3748jR44gKSkJUVFR+Oyzz9Q6GKRSkfOBvb09jh07hqioKCQkJGD8+PFISUlRrjcwMMCYMWMwffp0HD9+HH/99Rf8/Pwkv7BIoayfk8o8V5b2PT506FBYWFigf//++OOPP3Dz5k3s2bNHLXnT19fHr7/+Ci0tLXh6eqrM+FGdquL7q0ePHmjSpAlGjhyJCxcu4NSpU5g7d2417E3JasYRq2ECAgKwYcMGDBgwAJ9++ik+/fRTtGzZEmFhYThw4AAcHBwAPP+v7uDBg4iLi0Pr1q0xd+5czJ8/H8D//9xvYmKCbdu24bffflNOaxIYGKjyeh4eHjh06BCOHTuGt956C2+//TZCQkJga2tbrftdlJ2dHc6dOwd3d3d8+umnaNGiBXr27Injx4+rjHlUqFOnDk6ePIkGDRrAx8cHTZs2xejRo5GdnV3un1j27NmDt956C0OHDkWzZs0wY8YMlR64VxUWFgZLS0tYWlqiY8eOiImJwe7du+Hm5gZvb29MnToVkyZNQuvWrREVFYV58+aVue6RI0ciOzsbHTp0wMSJE/Hxxx8rJwM3MzPDli1bsHv3bjRr1gxLly5V/rNTXps2bcLjx4/Rpk0bjBgxAp988gnq169foboq29atW2Fubo6uXbtiwIAB+PDDD2FoaFiuITBvvvkmgoKCMGvWLJibm2PSpEkAgIULF2L+/PlYsmQJmjZtCg8PDxw8eBB2dnZVtTtl4u7ujuzsbNjb2ytnCQCefymnp6ejcePGJfYOnzx5EpcvX0bDhg2Vx6WlpSXu3r2L1q1bIyQkBMuWLUOLFi2wfft2LFmypEwxbd68GTY2NnB1dYWPj49y2igpKM6p/fv3h4+PDwYPHoyOHTvi4cOHFZoDtrRjTCaT4bfffkPXrl0xevRoODo6YsiQIUhKSlJ5f6RUkfPBvHnz0LZtW3h4eMDNzU2ZdBX15ZdfomvXrnj33XfRo0cPdOnSBe3atavCPSm7sn5OKvNc+cknn7z0e1xHRwdHjx5F/fr10adPH7Rs2bLEGW4MDAxw+PBhCCHQp08fSW40URXfX7Vq1cK+ffuQk5ODDh06YOzYsZLNdqQgE68yCIbKbfv27Rg1ahSePn1aI3rCiKT2999/w8bGBr///ju6d+8udTj0GuIxRvR64QVbVWzr1q1o1KgR3nzzTVy4cAEzZ87EoEGDmLjSf9aJEyeQkZGBli1bIjk5GTNmzEDDhg3RtWtXqUOj1wSPMaLXG5PXKpaSkoL58+cjJSUFlpaWGDhwoOTd7URSysvLw5w5c3Dz5k0YGhqiU6dO2L59u9rVzEQVxWOM6PXGYQNEREREpDF4wRYRERERaQwmr0RERESkMZi8EhEREZHGYPJKRERERBqDySsRERERaQwmr0RERESkMZi8EhEREZHGYPJKRERERBqDySsRERERaYz/A+m4EyBvI/85AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 800x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(8, 3))\n",
    "s = sns.countplot(x='character_class', data=df_guild, palette=_colors)\n",
    "\n",
    "for container in s.containers:\n",
    "    tmp_hue = _class_count.loc[_class_count['character_class']==container.get_label()]\n",
    "    s.bar_label(container, labels=tmp_hue['count'], padding=2, fmt='{:,.0f}')\n",
    "    \n",
    "plt.title('Number of Characters in each Class');\n",
    "plt.xlabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35147085-3d39-44c3-b16f-6dcf57279da7",
   "metadata": {},
   "source": [
    "## Accounts with the Largest Total Contribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "02149521-d9f7-4444-9786-8ecd41f54872",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ni49an@n9@n</td>\n",
       "      <td>4</td>\n",
       "      <td>572554</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>6</td>\n",
       "      <td>509316</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>@roo@s@b</td>\n",
       "      <td>5</td>\n",
       "      <td>374422</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ome@1@9eram6</td>\n",
       "      <td>5</td>\n",
       "      <td>353118</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>hiyieeeih@eh</td>\n",
       "      <td>7</td>\n",
       "      <td>246533</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>y@@uu</td>\n",
       "      <td>7</td>\n",
       "      <td>186810</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>tpa6@uotu</td>\n",
       "      <td>5</td>\n",
       "      <td>158234</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>uma@@a@@</td>\n",
       "      <td>7</td>\n",
       "      <td>156128</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>llasjlooj@</td>\n",
       "      <td>5</td>\n",
       "      <td>122941</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>nii@tttdhgtm</td>\n",
       "      <td>5</td>\n",
       "      <td>121769</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>m@aa@aemma</td>\n",
       "      <td>5</td>\n",
       "      <td>109053</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>BlulBbll</td>\n",
       "      <td>5</td>\n",
       "      <td>105706</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>3rg@doopg@#r</td>\n",
       "      <td>4</td>\n",
       "      <td>98920</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>rs6aiacen@isi@a</td>\n",
       "      <td>6</td>\n",
       "      <td>95874</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            account  guild_rank  contribution\n",
       "0       ni49an@n9@n           4        572554\n",
       "1    @@2@2#73ncr3o@           6        509316\n",
       "2          @roo@s@b           5        374422\n",
       "3      ome@1@9eram6           5        353118\n",
       "4      hiyieeeih@eh           7        246533\n",
       "5             y@@uu           7        186810\n",
       "6         tpa6@uotu           5        158234\n",
       "7          uma@@a@@           7        156128\n",
       "8        llasjlooj@           5        122941\n",
       "9      nii@tttdhgtm           5        121769\n",
       "10       m@aa@aemma           5        109053\n",
       "11         BlulBbll           5        105706\n",
       "12     3rg@doopg@#r           4         98920\n",
       "13  rs6aiacen@isi@a           6         95874"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_acc_contrib = df_guild.groupby(['account']).agg({'guild_rank':'max','contribution':'sum'}).sort_values('contribution',ascending=False)\n",
    "\n",
    "_acc_contrib = _acc_contrib[_acc_contrib['contribution'] > _acc_contrib['contribution'].quantile(.9)].reset_index()\n",
    "_acc_contrib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "42891b25-cf42-4763-bc1d-e76b920e5b50",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sns.barplot(\n",
    "    data=_acc_contrib,\n",
    "    x='contribution',\n",
    "    y='account',\n",
    "    orient='h',\n",
    "    color=nw_clr_single\n",
    ")\n",
    "s.bar_label(s.containers[0],padding=2, fmt='{:,.0f}')\n",
    "plt.title('Top 10% of Accounts by Total Contribution to Guild Coffer', pad=10)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "f174fd88-4bf5-49b2-ac60-8493e73c2b1a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sns.barplot(\n",
    "    data=_acc_contrib,\n",
    "    x='contribution',\n",
    "    y='account',\n",
    "    hue='guild_rank',\n",
    "    orient='h',\n",
    "    palette=nw_cmap\n",
    ")\n",
    "\n",
    "for container in s.containers:\n",
    "    tmp_hue = _acc_contrib.loc[_acc_contrib['guild_rank']==container.get_label()]\n",
    "    s.bar_label(container, labels=tmp_hue['contribution'], padding=2, fmt='{:,.0f}')\n",
    "    \n",
    "plt.title('Top 10% of Accounts by Total Contribution to Guild Coffer', pad=10)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d51ea6b0-71ba-4b76-aac9-60cdd231ed77",
   "metadata": {},
   "source": [
    "## New Members with Non-Zero Contribution"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5223755e-c721-48ca-9a5d-ab8ad8834c56",
   "metadata": {},
   "source": [
    "- **New Members** = accounts with the maximum character Guild Rank equal to 1 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "71b233e0-940f-4af9-ba5f-796821f22538",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['#79#lg7g9@sggi9dn', '#@9@0xn99sx33', '#co0oroood#dl#l',\n",
       "       '#t@ia823h@m3i2aatp3', '41c1488r41om11o@0', '6x@##8x@amo60w#',\n",
       "       '72sa@#ns@8179nanna', '7@tp@an@', '9t7efww35@@ftwi9',\n",
       "       '@cainu@ooaig1o@a', '@nun@u', '@tugblebhea@h@kb', 'a4#nzuaunkiik',\n",
       "       'bhu5uku@hb5#', 'e@eye@fatntfrtee', 'gsoh@s@m', 'i5so9d0#@md0ns7',\n",
       "       'knu@2n2e@or6kko6e', 'leel9u9e9ls', 'lgrllrgeoknle@',\n",
       "       'm#1m515mz50@5', 'taa9dct@catl'], dtype=object)"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_new_member = (df_guild.groupby('account')['guild_rank'].max()==1).reset_index()\n",
    "_new_member = (_new_member[_new_member['guild_rank']==True]['account']).values\n",
    "_new_member"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "926032a4-a186-4aff-b215-9c5b4cb900de",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>taa9dct@catl</td>\n",
       "      <td>53966</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>#@9@0xn99sx33</td>\n",
       "      <td>15098</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>i5so9d0#@md0ns7</td>\n",
       "      <td>7580</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>#co0oroood#dl#l</td>\n",
       "      <td>7479</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>m#1m515mz50@5</td>\n",
       "      <td>2683</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>e@eye@fatntfrtee</td>\n",
       "      <td>2249</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>bhu5uku@hb5#</td>\n",
       "      <td>616</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>#79#lg7g9@sggi9dn</td>\n",
       "      <td>190</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>@tugblebhea@h@kb</td>\n",
       "      <td>144</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             account  contribution\n",
       "0       taa9dct@catl         53966\n",
       "1      #@9@0xn99sx33         15098\n",
       "2    i5so9d0#@md0ns7          7580\n",
       "3    #co0oroood#dl#l          7479\n",
       "4      m#1m515mz50@5          2683\n",
       "5   e@eye@fatntfrtee          2249\n",
       "6       bhu5uku@hb5#           616\n",
       "7  #79#lg7g9@sggi9dn           190\n",
       "8   @tugblebhea@h@kb           144"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_new_contrib = (\n",
    "    df_guild[df_guild['account']\n",
    "    .isin(_new_member)]\n",
    "    .groupby('account')['contribution']\n",
    "    .sum()\n",
    "    .sort_values(ascending=False)\n",
    ")\n",
    "_new_contrib = _new_contrib[_new_contrib != 0].reset_index()\n",
    "_new_contrib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "ed266e90-7616-40fc-8a4f-f0b0be2f1443",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sns.barplot(data=_new_contrib, x='contribution', y='account', color=nw_clr_single)\n",
    "s.bar_label(s.containers[0],padding=2, fmt='{:,.0f}')\n",
    "plt.title('New Members with Non-Zero Contribution', pad=15)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "42c5c13c-8bbb-4185-95ed-55cbb4b3a398",
   "metadata": {},
   "outputs": [],
   "source": [
    "a = pd.DataFrame({'account':_new_member, 'contribution':'zero'})\n",
    "b = pd.DataFrame({'account':_new_contrib['account'].values, 'contribution':'non-zero'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "03d381a2-f6a4-4c3d-9394-3cbd711a91fa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>41c1488r41om11o@0</td>\n",
       "      <td>zero</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>@tugblebhea@h@kb</td>\n",
       "      <td>zero</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>gsoh@s@m</td>\n",
       "      <td>zero</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6x@##8x@amo60w#</td>\n",
       "      <td>zero</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>72sa@#ns@8179nanna</td>\n",
       "      <td>zero</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               account contribution\n",
       "4    41c1488r41om11o@0         zero\n",
       "11    @tugblebhea@h@kb         zero\n",
       "15            gsoh@s@m         zero\n",
       "5      6x@##8x@amo60w#         zero\n",
       "6   72sa@#ns@8179nanna         zero"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_new_contrib_poportions = pd.concat([a,b])\n",
    "_new_contrib_poportions.sample(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "fc1daccd-7f1f-4de5-be0b-efd73308690a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>contribution</th>\n",
       "      <th>account</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>zero</td>\n",
       "      <td>22</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>non-zero</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  contribution  account\n",
       "0         zero       22\n",
       "1     non-zero        9"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_new_contrib_poportions= (\n",
    "    _new_contrib_poportions\n",
    "    .groupby('contribution')\n",
    "    .count()\n",
    "    .sort_values(by='contribution',ascending=False)\n",
    "    .reset_index()\n",
    ")\n",
    "_new_contrib_poportions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "cd6177ae-ba5c-4b8d-950c-da4ac9f7bff1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.pie(\n",
    "    _new_contrib_poportions['account'],\n",
    "    startangle=90,\n",
    "    autopct=\"%.0f%%\",\n",
    "    colors=[nw_clr_single_greyed,nw_clr_single],\n",
    "    labels=_new_contrib_poportions['contribution'],\n",
    ")\n",
    "\n",
    "plt.title('Share of New Members\\nwith Zero and Non-Zero Contribution', pad=0, loc='left');"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dc5bd88d-46b9-470a-b2e2-f90a84fbd9a0",
   "metadata": {},
   "source": [
    "## Old Members with low Contribution"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a31c837f-de2f-473e-a164-4b6c28b44dcc",
   "metadata": {},
   "source": [
    "- **Old Members** = accounts with maximum character Guild Rank equal to 4 \n",
    "- **low** (for old members only) = equal to or lower than median of the Guild Rank 1 players total Contribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "9619f755-15be-4131-bb7c-051fbdc3d0c5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['#i#5nas#6n6t5', '#t@sso3@0@oo', '0a9dcdaa09@ca#',\n",
       "       '0nei0@900#oc92c', '1@la#@ee8@ll', '1l71jt@0@@@71e',\n",
       "       '3rg@doopg@#r', '7e82#6aegese6e', '9171onby97@9e7nyoen',\n",
       "       '@6soo24#i78ojj', '@@2@2#73ncr3o@', '@@@hldbhlkh', '@@el@ccdl',\n",
       "       '@emnnn3n8#8nm', '@exe@@orprrpro', '@ikeelkek', '@oBb7bB9l@lb#@',\n",
       "       '@roo@s@b', 'BlulBbll', 'a#0l00ia#@2l44', 'a@berrrdbann@',\n",
       "       'aaoorga@', 'ai2piza@i', 'akkkyckr', 'anamnnunmuman',\n",
       "       'aunnnaceelcce', 'azz0a2@2z', 'cagga4@ckkk4a@', 'chh7ssisi',\n",
       "       'd@1d@dre', 'e@@1ea', 'eddnieadn@na', 'elhw@hhheei',\n",
       "       'emwoellc@1oo9l9ee', 'etii#1t@e60de#6', 'g2aol#57og7n2a3w2gd',\n",
       "       'h@rr@th@9000', 'hedxamtmedltxratx', 'hiyieeeih@eh', 'iasgp455ggg',\n",
       "       'izl@iszsl@lil', 'kheyhny@ej', 'llasjlooj@', 'llecmddmiiarppee',\n",
       "       'm@aa@aemma', 'mesmtrmrwmrewae', 'mhabchahhbn', 'n@a7nn',\n",
       "       'nfndwndf6f', 'nh#2y3n#2on@', 'ni49an@n9@n', 'nii@tttdhgtm',\n",
       "       'ns@ssolsu', 'o70gl3#o77077#', 'ocproopepr', 'ome@1@9eram6',\n",
       "       'r@nls@aeaso', 'rneer1s1rt3ir', 'rs6aiacen@isi@a',\n",
       "       'ssgimmegd@tdmt', 'ssy@ss@sk', 'tpa6@uotu', 'tperfitcrotacp',\n",
       "       'u@bell@bndl', 'uma@@a@@', 'xae@rxexmeeextx', 'y@@uu',\n",
       "       'ygyogoyylz'], dtype=object)"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_old_member = (df_guild.groupby('account')['guild_rank'].max()>=4).reset_index()\n",
    "_old_member = (_old_member[_old_member['guild_rank']==True]['account']).values\n",
    "_old_member"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 178,
   "id": "57a09c13-e5f9-40c8-8d18-0b4b25abf5c3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>#i#5nas#6n6t5</td>\n",
       "      <td>5</td>\n",
       "      <td>56408</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>#t@sso3@0@oo</td>\n",
       "      <td>4</td>\n",
       "      <td>38683</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0a9dcdaa09@ca#</td>\n",
       "      <td>4</td>\n",
       "      <td>19452</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0nei0@900#oc92c</td>\n",
       "      <td>4</td>\n",
       "      <td>1130</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1@la#@ee8@ll</td>\n",
       "      <td>4</td>\n",
       "      <td>9370</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>63</th>\n",
       "      <td>u@bell@bndl</td>\n",
       "      <td>5</td>\n",
       "      <td>26569</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>64</th>\n",
       "      <td>uma@@a@@</td>\n",
       "      <td>7</td>\n",
       "      <td>156128</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>xae@rxexmeeextx</td>\n",
       "      <td>4</td>\n",
       "      <td>11325</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66</th>\n",
       "      <td>y@@uu</td>\n",
       "      <td>7</td>\n",
       "      <td>186810</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>67</th>\n",
       "      <td>ygyogoyylz</td>\n",
       "      <td>5</td>\n",
       "      <td>56960</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>68 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            account guild_rank  contribution\n",
       "0     #i#5nas#6n6t5          5         56408\n",
       "1      #t@sso3@0@oo          4         38683\n",
       "2    0a9dcdaa09@ca#          4         19452\n",
       "3   0nei0@900#oc92c          4          1130\n",
       "4      1@la#@ee8@ll          4          9370\n",
       "..              ...        ...           ...\n",
       "63      u@bell@bndl          5         26569\n",
       "64         uma@@a@@          7        156128\n",
       "65  xae@rxexmeeextx          4         11325\n",
       "66            y@@uu          7        186810\n",
       "67       ygyogoyylz          5         56960\n",
       "\n",
       "[68 rows x 3 columns]"
      ]
     },
     "execution_count": 178,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Aggregate accounts that are considered 'old'\n",
    "_old_contrib = (\n",
    "    df_guild[df_guild['account']\n",
    "    .isin(_old_member)]\n",
    "    .groupby('account')\n",
    "    .agg({'guild_rank':'max', 'contribution':'sum'})\n",
    "    .reset_index()\n",
    ")\n",
    "_old_contrib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 179,
   "id": "6f69901c-f7a3-484d-8aea-6bb10df5cc10",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>kheyhny@ej</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ns@ssolsu</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>r@nls@aeaso</td>\n",
       "      <td>5</td>\n",
       "      <td>900</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ssgimmegd@tdmt</td>\n",
       "      <td>5</td>\n",
       "      <td>1534</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0nei0@900#oc92c</td>\n",
       "      <td>4</td>\n",
       "      <td>1130</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>ai2piza@i</td>\n",
       "      <td>4</td>\n",
       "      <td>972</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>g2aol#57og7n2a3w2gd</td>\n",
       "      <td>4</td>\n",
       "      <td>1942</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>o70gl3#o77077#</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>rneer1s1rt3ir</td>\n",
       "      <td>4</td>\n",
       "      <td>624</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               account guild_rank  contribution\n",
       "0           kheyhny@ej          5             0\n",
       "1            ns@ssolsu          5             0\n",
       "2          r@nls@aeaso          5           900\n",
       "3       ssgimmegd@tdmt          5          1534\n",
       "4      0nei0@900#oc92c          4          1130\n",
       "5            ai2piza@i          4           972\n",
       "6  g2aol#57og7n2a3w2gd          4          1942\n",
       "7       o70gl3#o77077#          4             0\n",
       "8        rneer1s1rt3ir          4           624"
      ]
     },
     "execution_count": 179,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Filter old accounts that have low-to-none contribution\n",
    "_old_contrib_low = (\n",
    "    _old_contrib[_old_contrib['contribution'] <= _new_contrib['contribution'].median()]\n",
    "    .sort_values('guild_rank',ascending=False)\n",
    "    .reset_index(drop=True)\n",
    ")\n",
    "_old_contrib_low"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 180,
   "id": "cd44b86e-afe0-48de-a76f-a0a37746107d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sns.barplot(\n",
    "    data=_old_contrib_low,\n",
    "    x='contribution',\n",
    "    y='account',\n",
    "    orient='h',\n",
    "    color=nw_clr_single\n",
    ")\n",
    "\n",
    "s.bar_label(s.containers[0], padding=2, fmt='{:,.0f}')\n",
    "\n",
    "plt.title('Rank 4+ Members with Low Contribution', pad=15)\n",
    "s.set_ylabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eb2c1865-3dab-4dbd-98f7-6770265c7fc1",
   "metadata": {},
   "source": [
    "## Contribution (Coffer Donations)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "179a8540-613b-4eb1-a17c-e14d11dc19e8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "136"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['account'].nunique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "6e81c1f2-3d7d-4a20-8976-5a754908a0bc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count      334.00000\n",
       "mean     15624.63174\n",
       "std      47331.59043\n",
       "min          0.00000\n",
       "25%          0.00000\n",
       "50%       1875.00000\n",
       "75%      11080.00000\n",
       "max     485165.00000\n",
       "Name: contribution, dtype: float64"
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['contribution'].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "b8340400-c0c9-4be7-ac52-ec79d7565f11",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count      334.00000\n",
       "mean     15624.63174\n",
       "std      47331.59043\n",
       "min          0.00000\n",
       "50%       1875.00000\n",
       "75%      11080.00000\n",
       "80%      16891.60000\n",
       "85%      23016.60000\n",
       "90%      37609.70000\n",
       "95%      61466.90000\n",
       "99%     217474.50000\n",
       "99.9%   465409.77500\n",
       "max     485165.00000\n",
       "Name: contribution, dtype: float64"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['contribution'].describe([.75,.80,.85,.90,.95,.99,.999])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "b674393e-41d3-4351-82c3-fecdfd5a6a3a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['@@2@2#73ncr3o@', '@roo@s@b', 'hiyieeeih@eh', 'ni49an@n9@n',\n",
       "       'ome@1@9eram6', 'tpa6@uotu', 'y@@uu'], dtype=object)"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_contrib_outliers = df_guild.groupby('account')['contribution'].sum().reset_index()\n",
    "_contrib_outliers_acc = _contrib_outliers[_contrib_outliers['contribution'] >= _contrib_outliers['contribution'].quantile(.95)]['account'].values\n",
    "_contrib_outliers_acc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "d3ff9f47-b7cc-4246-a999-3f86b2c21392",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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rF1xdXatdQ3W2dWWys7NLPZ4rV66ERqPB/fffD6D6zwOgas/TyMhIHDt2rFQILl++HIqilDqZqrrat2+P119/HWFhYZUeern99tuRnp5ud7IO4BiP9z333ANPT08cO3YM3bp1K3PQ6/XVnm9lLl++jHHjxkGn09lOIqyL11XJB4eS506Jf//736XaNpTn14ULF3D16lV07NjxlpZRXewZA0hMTLQdy0lNTcUPP/yAJUuWQKvVYs2aNfDz8yv3vh9//DG2bduGwYMHo2XLlrh69Sr+85//AAD69esHoPjYXkhICNauXYvIyEh4e3vD19fX9kZZXUFBQRg2bBiio6MRGBiIFStWIDY2FrNmzbK9YXTv3h0dOnTAlClTUFRUBC8vL6xZs6bMs4DDwsKwevVqLFq0CF27doVGo0G3bt3KXPb06dPxv//9D3369MGbb74Jb29vfPHFF1i/fj1mz54No9FYo3W6WUxMDB544AH06dMHU6ZMgV6vx8KFC5GYmIgvv/yyRr0Ho9GItWvXYsiQIbjzzjsxYcIE9OrVC3q9HidPnsSKFSvw888/Y/jw4dBoNJg9ezaeeOIJDBkyBM8++yzMZjPeffddXLlyBe+8806N1issLAxxcXH4/vvvERgYCHd3d3To0KFG8/Lx8cFzzz2HM2fOoH379tiwYQM+/fRTPPfcc2jZsiWA4t3W/fr1Q0xMDLy8vBASEoKtW7faQujm2gBg1qxZGDhwILRaLTp37lxmWLz44otYvnw5Bg8ejBkzZiAkJATr16/HwoUL8dxzz1X7Tf3IkSOYMGEC/vKXv6Bdu3bQ6/XYtm0bjhw5gldffbXC+/bu3Rsigr1796J///628Y7weDdr1gzz58/H6NGjcfnyZTzyyCPw9/dHWloafv75Z6SlpWHRokU1mneJkydPYs+ePbBarUhPT8fevXuxePFiZGVlYfny5ejUqZOtbW2/rsLDw+Hl5YVx48Zh+vTp0Ol0+OKLL0p1FoCG8/zas2cPANxy4FdbvZ4u5mBKzhgsGUquPYuIiJCZM2dKampqqfvcfIZzfHy8PPzwwxISEiIGg0F8fHwkIiJC1q1bZ3e/LVu2yJ133ikGg6HM64zT0tIqXZbI9euMv/nmG+nUqZPo9Xpp1aqVzJkzp9T9f/31V+nfv794eHiIn5+fTJw4UdavX1/q7NrLly/LI488Ip6enqIoSpWuMx46dKgYjUbR6/XSpUsXu7NyRco/07Oss3jLU3I9pJubm7i4uEjPnj3l+++/L3N+VTmbukRKSoq88sor0qlTJ3F1dRWDwSBt27aVZ599VhISEuzafvfdd7breN3c3CQyMlJ+/PFHuzblPYZlnQV9+PBhueeee8TV1bXM64zLOrO/ouuM4+LipFu3bmIwGCQwMFCmTZsmhYWFdvdPTk6WRx55RLy9vcVoNMrf/vY32b9/f6nHwWw2y9NPPy1+fn6250Fl14E+/vjj4uPjIzqdTjp06CDvvvtuudeB3uzG59bFixdlzJgxcvvtt4ubm5s0a9ZMOnfuLHPnzq30W6wsFou0atWq1Jm/JWr78a7O2dQlduzYIYMHDxZvb2/R6XTSvHlzGTx4sN08KnovKEtJHSWDk5OT+Pj4SK9evWTatGly6tSpMu9XlddVeetS1tn5u3fvll69eomrq6v4+fnJ008/LQcPHmywz69Ro0ZJWFhYmduuLinXiiYiarDef/99vP322zh//jxcXFzULocaqKysLAQFBWHu3Ll45pln6nXZPGZMRA3e+PHjYTQabedrENXE3Llz0bJlSzz55JP1vmyGMRE1eM7Ozvj8889LnUhEVB0eHh5YunQpnJzq/3Qq7qYmIiJSGXvGREREKmMYExERqYxhTEREpDKGMYq/TD0rK6vSH4UgIiKqCwxjFH+toNForPQL6YmIiOoCw5iIiEhlDGMiIiKVMYyJiIhUxjAmIiJSGcOYiIhIZQxjIiIilTGMiYiIVMYwJiIiUhnDmIiISGUMYyIiIpUxjImIiFTGMCYiIlIZw5iIiEhlDGMiIiKVMYyJiIhUxjAmIiJSmZPaBTQ2OTk5yMvLq1JbV1dXNGvWrI4rIiIiR8cwrkU5OTlo3SoEl9IvV6m9r483kk6dZiATETVxDONalJeXh0vpl3Fo/nj4erhW2PZSVh7unPgR8vLyGMZERE0cw7gO+Hq4wt+TAUtERFXDE7iIiIhUxjAmIiJSGcOYiIhIZQxjIiIilTGMiYiIVMYwJiIiUhnDmIiISGUMYyIiIpUxjImIiFTGMCYiIlIZw5iIiEhlDGMiIiKVMYyJiIhUxjAmIiJSmaphHBMTg+7du8Pd3R3+/v546KGHcOLECbs2Y8aMgaIodkPPnj3t2pjNZkycOBG+vr5wc3PDsGHDcO7cufpcFSIiohpTNYx37NiB8ePHY8+ePYiNjUVRURH69++P3Nxcu3YPPvggkpOTbcOGDRvspkdFRWHNmjVYtWoVdu3ahZycHAwZMgQWi6U+V4eIiKhGnNRc+MaNG+1uL1myBP7+/jhw4ADuv/9+23iDwQCTyVTmPDIzM7F48WJ8/vnn6NevHwBgxYoVCA4OxpYtWzBgwIC6WwEiIqJa4FDHjDMzMwEA3t7eduPj4uLg7++P9u3b45lnnkFqaqpt2oEDB1BYWIj+/fvbxgUFBSE0NBS7d+8uczlmsxlZWVl2AxERkVocJoxFBJMnT8a9996L0NBQ2/iBAwfiiy++wLZt2/D+++9j37596Nu3L8xmMwAgJSUFer0eXl5edvMLCAhASkpKmcuKiYmB0Wi0DcHBwXW3YkRERJVQdTf1jSZMmIAjR45g165dduMfe+wx2/+hoaHo1q0bQkJCsH79egwfPrzc+YkIFEUpc9rUqVMxefJk2+2srCwGMhERqcYhesYTJ07EunXrsH37drRo0aLCtoGBgQgJCcHJkycBACaTCQUFBcjIyLBrl5qaioCAgDLnYTAY4OHhYTcQERGpRdUwFhFMmDABq1evxrZt29C6detK75Oeno6zZ88iMDAQANC1a1fodDrExsba2iQnJyMxMRHh4eF1VjsREVFtUXU39fjx47Fy5UqsXbsW7u7utmO8RqMRLi4uyMnJQXR0NEaMGIHAwECcOnUK06ZNg6+vLx5++GFb27Fjx+Kll16Cj48PvL29MWXKFISFhdnOriYiInJkqobxokWLAAC9e/e2G79kyRKMGTMGWq0WCQkJWL58Oa5cuYLAwED06dMHX331Fdzd3W3t586dCycnJzz66KPIz89HZGQkli5dCq1WW5+rQ0REVCOqhrGIVDjdxcUFmzZtqnQ+zs7OmD9/PubPn19bpREREdUbhziBi4iIqCljGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqUzVMI6JiUH37t3h7u4Of39/PPTQQzhx4oRdGxFBdHQ0goKC4OLigt69e+Po0aN2bcxmMyZOnAhfX1+4ublh2LBhOHfuXH2uChERUY2pGsY7duzA+PHjsWfPHsTGxqKoqAj9+/dHbm6urc3s2bMxZ84cLFiwAPv27YPJZMIDDzyA7OxsW5uoqCisWbMGq1atwq5du5CTk4MhQ4bAYrGosVpERETVooiIqF1EibS0NPj7+2PHjh24//77ISIICgpCVFQUXnnlFQDFveCAgADMmjULzz77LDIzM+Hn54fPP/8cjz32GADgwoULCA4OxoYNGzBgwIBKl5uVlQWj0YjMzEx4eHjUuP7U1FQEBATg7LJ/wt+zWcVtr+QgePS7uHjxIvz9/Wu8TCIiavgc6phxZmYmAMDb2xsAkJSUhJSUFPTv39/WxmAwICIiArt37wYAHDhwAIWFhXZtgoKCEBoaamtzM7PZjKysLLuBiIhILQ4TxiKCyZMn495770VoaCgAICUlBQAQEBBg1zYgIMA2LSUlBXq9Hl5eXuW2uVlMTAyMRqNtCA4Oru3VISIiqjKHCeMJEybgyJEj+PLLL0tNUxTF7raIlBp3s4raTJ06FZmZmbbh7NmzNS+ciIjoFjlEGE+cOBHr1q3D9u3b0aJFC9t4k8kEAKV6uCXHZkvaFBQUICMjo9w2NzMYDPDw8LAbiIiI1KJqGIsIJkyYgNWrV2Pbtm1o3bq13fTWrVvDZDIhNjbWNq6goAA7duxAeHg4AKBr167Q6XR2bZKTk5GYmGhrQ0RE5Mic1Fz4+PHjsXLlSqxduxbu7u62HrDRaISLiwsURUFUVBRmzpyJdu3aoV27dpg5cyZcXV3x+OOP29qOHTsWL730Enx8fODt7Y0pU6YgLCwM/fr1U3P1iIiIqkTVMF60aBEAoHfv3nbjlyxZgjFjxgAAXn75ZeTn5+P5559HRkYGevTogc2bN8Pd3d3Wfu7cuXBycsKjjz6K/Px8REZGYunSpdBqtfW1KkRERDXmUNcZq4XXGRMRkZoc4gQuIiKipoxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMoYxERGRyhjGREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESkMlXDeOfOnRg6dCiCgoKgKAq+++47u+ljxoyBoih2Q8+ePe3amM1mTJw4Eb6+vnBzc8OwYcNw7ty5elwLIiKiW1OjML7tttuQnp5eavyVK1dw2223VXk+ubm56NKlCxYsWFBumwcffBDJycm2YcOGDXbTo6KisGbNGqxatQq7du1CTk4OhgwZAovFUvUVIiIiUpFTTe506tSpMsPObDbj/PnzVZ7PwIEDMXDgwArbGAwGmEymMqdlZmZi8eLF+Pzzz9GvXz8AwIoVKxAcHIwtW7ZgwIABVa6FiIhILdUK43Xr1tn+37RpE4xGo+22xWLB1q1b0apVq1orDgDi4uLg7+8PT09PRERE4O2334a/vz8A4MCBAygsLET//v1t7YOCghAaGordu3eXG8Zmsxlms9l2Oysrq1ZrJiIiqo5qhfFDDz0EAFAUBaNHj7abptPp0KpVK7z//vu1VtzAgQPxl7/8BSEhIUhKSsIbb7yBvn374sCBAzAYDEhJSYFer4eXl5fd/QICApCSklLufGNiYvDWW2/VWp1ERES3olphbLVaAQCtW7fGvn374OvrWydFlXjsscds/4eGhqJbt24ICQnB+vXrMXz48HLvJyJQFKXc6VOnTsXkyZNtt7OyshAcHFw7RRMREVVTjY4ZJyUl1XYdVRIYGIiQkBCcPHkSAGAymVBQUICMjAy73nFqairCw8PLnY/BYIDBYKjzeomIiKqiRmEMAFu3bsXWrVuRmppq6zGX+M9//nPLhZUlPT0dZ8+eRWBgIACga9eu0Ol0iI2NxaOPPgoASE5ORmJiImbPnl0nNRAREdW2GoXxW2+9hRkzZqBbt24IDAyscJdwRXJycvDbb7/ZbiclJeHw4cPw9vaGt7c3oqOjMWLECAQGBuLUqVOYNm0afH198fDDDwMAjEYjxo4di5deegk+Pj7w9vbGlClTEBYWZju7moiIyNHVKIw//vhjLF26FKNGjbqlhe/fvx99+vSx3S45jjt69GgsWrQICQkJWL58Oa5cuYLAwED06dMHX331Fdzd3W33mTt3LpycnPDoo48iPz8fkZGRWLp0KbRa7S3VRkREVF9qFMYFBQUVHpOtqt69e0NEyp2+adOmSufh7OyM+fPnY/78+bdcDxERkRpq9A1cTz/9NFauXFnbtRARETVJNeoZX716FZ988gm2bNmCzp07Q6fT2U2fM2dOrRRHRETUFNQojI8cOYI//elPAIDExES7aTU9mYuIiKipqlEYb9++vbbrICIiarL4e8ZEREQqq1HPuE+fPhXujt62bVuNCyIiImpqahTGJceLSxQWFuLw4cNITEws9QMSREREVLEahfHcuXPLHB8dHY2cnJxbKoiIiKipqdVjxn/729/q7HupiYiIGqtaDeP4+Hg4OzvX5iyJiIgavRrtpr75t4RFBMnJydi/fz/eeOONWimMiIioqahRGBuNRrvbGo0GHTp0wIwZM9C/f/9aKYyIiKipqFEYL1mypLbrICIiarJqFMYlDhw4gOPHj0NRFHTs2BF33nlnbdVFRETUZNQojFNTUzFy5EjExcXB09MTIoLMzEz06dMHq1atgp+fX23XSURE1GjV6GzqiRMnIisrC0ePHsXly5eRkZGBxMREZGVl4YUXXqjtGomIiBq1GvWMN27ciC1btuCOO+6wjevYsSM++ugjnsBFRERUTTXqGVut1lK/YQwAOp0OVqv1losiIiJqSmoUxn379sWkSZNw4cIF27jz58/jxRdfRGRkZK0VR0RE1BTUKIwXLFiA7OxstGrVCm3atEHbtm3RunVrZGdnY/78+bVdIxERUaNWo2PGwcHBOHjwIGJjY/HLL79ARNCxY0f069evtusjIiJq9KrVM962bRs6duyIrKwsAMADDzyAiRMn4oUXXkD37t3RqVMn/PDDD3VSKBERUWNVrTCeN28ennnmGXh4eJSaZjQa8eyzz2LOnDm1VhwREVFTUK0w/vnnn/Hggw+WO71///44cODALRdFRETUlFQrjC9evFjmJU0lnJyckJaWdstFERERNSXVCuPmzZsjISGh3OlHjhxBYGDgLRdFRETUlFQrjAcNGoQ333wTV69eLTUtPz8f06dPx5AhQ2qtOCIioqagWpc2vf7661i9ejXat2+PCRMmoEOHDlAUBcePH8dHH30Ei8WC1157ra5qJSIiapSqFcYBAQHYvXs3nnvuOUydOhUiAgBQFAUDBgzAwoULERAQUCeFEhERNVbV/tKPkJAQbNiwARkZGfjtt98gImjXrh28vLzqoj4iIqJGr0bfwAUAXl5e6N69e23WQkRE1CTV6LupiYiIqPYwjImIiFTGMCYiIlIZw5iIiEhlDGMiIiKVMYzrgtWidgVERNSA1PjSJirb7J4aeO/+EEVOeijeIdB0+wsUjVbtsoiIyIGxZ1yLlEu/Y1wnpfhGUQEk9STkQqK6RRERkcNjGNcifdwH0GoUFHi1htLuPgCA9bfdtq8NJSIiKgvDuJZYL56E089rAAD5Ib2gua0n4GQAci5BLv6qcnVEROTIGMa1pHDDTChixYbTVliaBUDROUMJ6QoAsP6xR+XqiIjIkTGMa4mu7wQU3f4AZh602sZpWnUr/ufyWUhh6d+AJiIiAhjGtUYT0hVX/7YUhy5dH6e4GAFXbwACuXxGtdqIiMixMYzrmOIbAgCQ9NMqV0JERI6KYVzHFJ9WAAC5dErVOoiIyHExjOuY4lPcM0ZWCqQgX91iiIjIITGM65ji7A408wEAyGXuqiYiotIYxvXg+q5qhjEREZXGMK4HilcLAIBkJqtcCREROSKGcT1QPAKK/8m+yK/GJCKiUhjG9aGZL6DRAkUFQP4VtashIiIHwzCuB4pGWxzIACTrosrVEBGRo2EY1xPbrmqGMRER3YRhXE9Kwpg9YyIiuhnDuL7YwjhV5UKIiMjRMIzriW03dV4GpNCsbjFERORQGMb1RNG7As7uxTey2TsmIqLrVA3jnTt3YujQoQgKCoKiKPjuu+/sposIoqOjERQUBBcXF/Tu3RtHjx61a2M2mzFx4kT4+vrCzc0Nw4YNw7lz5+pxLaqOx42JiKgsqoZxbm4uunTpggULFpQ5ffbs2ZgzZw4WLFiAffv2wWQy4YEHHkB2dratTVRUFNasWYNVq1Zh165dyMnJwZAhQ2CxWOprNaqu5PKm3HSVCyEiIkfipObCBw4ciIEDB5Y5TUQwb948vPbaaxg+fDgAYNmyZQgICMDKlSvx7LPPIjMzE4sXL8bnn3+Ofv36AQBWrFiB4OBgbNmyBQMGDKi3dakKxc0HAgA5DGMiIrrOYY8ZJyUlISUlBf3797eNMxgMiIiIwO7duwEABw4cQGFhoV2boKAghIaG2tqUxWw2Iysry26oD0rJrzexZ0xERDdw2DBOSUkBAAQEBNiNDwgIsE1LSUmBXq+Hl5dXuW3KEhMTA6PRaBuCg4NrufpyXAtj5F0BrEX1s0wiInJ4DhvGJRRFsbstIqXG3ayyNlOnTkVmZqZtOHv2bK3UWim9G+BkAABo+R3VRER0jcOGsclkAoBSPdzU1FRbb9lkMqGgoAAZGRnltimLwWCAh4eH3VAfFEWx9Y41+ZfrZZlEROT4HDaMW7duDZPJhNjYWNu4goIC7NixA+Hh4QCArl27QqfT2bVJTk5GYmKirY2jUdyKw1ibn1FJSyIiaipUPZs6JycHv/32m+12UlISDh8+DG9vb7Rs2RJRUVGYOXMm2rVrh3bt2mHmzJlwdXXF448/DgAwGo0YO3YsXnrpJfj4+MDb2xtTpkxBWFiY7exqR6M0Kz6jWpvHMCYiomKqhvH+/fvRp08f2+3JkycDAEaPHo2lS5fi5ZdfRn5+Pp5//nlkZGSgR48e2Lx5M9zd3W33mTt3LpycnPDoo48iPz8fkZGRWLp0KbRabb2vT5WwZ0xERDdRRETULkJtWVlZMBqNyMzMvKXjxyXHqs8u+yf8PZuV2UayLsKy8xNYtQa4f5yLixcvwt/fv8bLJCKihs9hjxk3Wm7eAACNxQx/F5VrISIih8AwrmeKVge4eAIA2tTPSdxEROTgGMYqUNyKv6TkNo+Kr5cmIqKmgWGsBleGMRERXccwVsH1nrHKhRARkUNgGKvhWs+4NXvGREQEhrEqSnrGrdkzJiIiMIzVca1n7OusAPmZKhdDRERqYxirQHEywKpzBQBoLp9WuRoiIlIbw1glFmcjAEBz+ZS6hRARkeoYxiqxOnsCABT2jImImjyGsUosLtd6xumn1C2EiIhUxzBWSUnPmMeMiYiIYawSi2039SlV6yAiIvUxjFViLdlNnZUMKchXuRoiIlITw1gl4uSCrILin5KWS0kqV0NERGpiGKtFUZCUVfyvNe0PdWshIiJVMYxV9HvWtZ5x2u8qV0JERGpiGKuopGcs7BkTETVpDGMV/XGtZ2xNZc+YiKgpYxirKCm7+C97xkRETRvDWEW/Z147Zpx+CmK1qFwNERGphWGsogt5gGj1gKUQcvms2uUQEZFKGMYqsgogXsEAuKuaiKgpYxirzOodUvw39TeVKyEiIrUwjFVm9WkNgD1jIqKmjGGsMrnWM2YYExE1XQxjldl2U/NbuIiImiyGscqs3q0AFH8lpoioWwwREamCYawy8QoGFAUw5wLZqWqXQ0REKmAYq83JAOXa5U3cVU1E1DQxjB2A4ncbAEBSeRIXEVFTxDB2ACVhzJ4xEVHTxDB2ABq/NgD4u8ZERE0Vw9gBKP4lYczd1ERETRHD2AFobLupGcZERE0Rw9gBKNd2UyM7DZKfpW4xRERU7xjGDkBx8QCa+QLgcWMioqaIYewgNNeOG3NXNRFR08MwdhC2a40ZxkRETQ7D2EGUHDfm7xoTETU9DGMHoWHPmIioyWIYOwhea0xE1HQxjB2E7Vu4Ms5CCs0qV0NERPWJYewo3P0BgxsgAkk/pXY1RERUjxjGDkJRlBt+vYnXGhMRNSUMYwdSsquav95ERNS0MIwdiOLHk7iIiJoihrEDUfiDEURETRLD2IHYzqjmMWMioiaFYexAFP9rJ3ClJ0GsFpWrISKi+sIwdiCKVzCg1QFFBZCM82qXQ0RE9YRh7EAUrRMUn1YA+FOKRERNCcPYwSim9gAAa8oJlSshIqL6wjB2MBpTBwCAMIyJiJoMhrGDKQlj9oyJiJoOhrGDUdgzJiJqchjGDkZjuh0AIJfPQMy5KldDRET1gWHsYJRmPkAzXwCAXPxV5WqIiKg+OHQYR0dHF/+a0Q2DyWSyTRcRREdHIygoCC4uLujduzeOHj2qYsW1g8eNiYiaFocOYwDo1KkTkpOTbUNCQoJt2uzZszFnzhwsWLAA+/btg8lkwgMPPIDs7GwVK751CsOYiKhJcfgwdnJygslksg1+fn4AinvF8+bNw2uvvYbhw4cjNDQUy5YtQ15eHlauXKly1bfGdtyYYUxE1CQ4fBifPHkSQUFBaN26NUaOHIk//ij+RaOkpCSkpKSgf//+trYGgwERERHYvXt3hfM0m83IysqyGxzJ9d3Uv6hcCRER1QeHDuMePXpg+fLl2LRpEz799FOkpKQgPDwc6enpSElJAQAEBATY3ScgIMA2rTwxMTEwGo22ITg4uM7WoSauX970K38wgoioCXDoMB44cCBGjBiBsLAw9OvXD+vXrwcALFu2zNZGURS7+4hIqXE3mzp1KjIzM23D2bNna7/4W6D4tgJ0LkCRGcLfNiYiavQcOoxv5ubmhrCwMJw8edJ2VvXNveDU1NRSveWbGQwGeHh42A2ORNFooQm6AwBgPZ+ocjVERFTXGlQYm81mHD9+HIGBgWjdujVMJhNiY2Nt0wsKCrBjxw6Eh4erWGXtUJqHAgCEYUxE1Og5qV1ARaZMmYKhQ4eiZcuWSE1Nxb/+9S9kZWVh9OjRUBQFUVFRmDlzJtq1a4d27dph5syZcHV1xeOPP6526bdM0zwUFgDWcwmVtiUioobNocP43Llz+Otf/4pLly7Bz88PPXv2xJ49exASEgIAePnll5Gfn4/nn38eGRkZ6NGjBzZv3gx3d3eVK791muZhALibmoioKXDoMF61alWF0xVFQXR0NKKjo+unoHqkKdlNnfYbxJwHxeCqckVERFRXGtQx4ybFI6D4O6pFYE0+pnY1RERUhxjGDkpRlOu9Y+6qJiJq1BjGDqwkjHncmIiocWMYOzCGMRFR08AwdmBKcBcAgPXMYYiIytUQEVFdYRg7ME3zMECrA3LTIemn1S6HiIjqCMPYgSk6AzQtrl1vfPqAytUQEVFdYRg7OE1IVwAMYyKixoxh7OBsYXyKYUxE1FgxjB2cptX1njFP4iIiapwYxg5OCewEOBmA/ExI2u9ql0NERHWAYezgFCcdNCWXOJ3ar3I1RERUFxjGDYDtuHHSPpUrISKiusAwbgA0bXoCAKy/71a5EiIiqgsM4wZA0/ZeAID1zCHI1RyVqyEiotrGMG4AND4tofiEAFYLrH/sUbscIiKqZU5qF9DUpaWlVamdoUVX6NJPw3JyF7Qd+9VxVUREVJ8YxirJvVoADYDQ0NAqtX/ydgUL7tOi8Jcd0P+5bmsjIqL6xTBWSX5BIawAds9+CsEBPpW2z0w9D/z6NXB6P6TQDEVnqPsiiYioXjCMVebr7gJ/z2aVN5QgpP0s8HO5Cuvp/dC2vafuiyMionrBE7gaCkXBD8nFX4dpPb5N5WKIiKg2MYwbkNhzxWFsSdyociVERFSbGMYNSOzZaz3jU/sg2VU7C5uIiBwfw7gBSc4DLKY7ABFYjsWqXQ4REdUShnEDY2kfWfyXu6qJiBoNhnEDU9SuDwDAkrgZYrWoXA0REdUGhnEDY23ZFXD1BHLTYT35o9rlEBFRLWAYNzRaHbR/Kv4KLsu+VSoXQ0REtYFh3AA53T0SAFB0YDWkqFDlaoiI6FYxjBsgTYfegLt/8a7q41vVLoeIiG4Rw7gBUrROcOr2CACgiLuqiYgaPIZxA6W9+zEAgOXgGkjeFXWLISKiW8IwbqA0t/WCEtQJKMhD0e5lapdDRES3gGHcQCmKAqc+zwMAiuI+hlitKldEREQ1xTBuwJx6PA64GCGpv8HKr8ckImqwGMYNmOLcDE7howEAhZvfV7kaIiKqKYZxA+fU7wVAq4P1l+2w/BKndjlERFQDDOMGTuMTAqf7xgIACtdOh4ioXBEREVUXw7gRcBo0FdA5w/r7blgT/k/tcoiIqJoYxo2AxjPIdmZ1waoXIQX5KldERETVwTBuJHRDXofi1QJy6Q8Urp+pdjlERFQNDONGQnF2h27kXABA0ab3YD19QOWKiIioqhjGjYj2T3+G9s6HAWsRzJ88AcnLVLskIiKqAie1C6DqSUtLq7jBoH/BNWkfNGm/I+8/T8H1+f9C0fAzFxGRI2MYNxC5VwugARAaGlpp225+wJZhWuiOrEPeV1Pg9tc5dV8gERHVGMO4gcgvKIQVwO7ZTyE4wKfS9pdOH0bg2e1Qts9HoW8wdA+8WPdFEhFRjTCMGxhfdxf4ezartF0q/oTp327BW3drUfjflwFLEXQP/rMeKiQiouriwcRG7L2fBQV9JgMACldPQ8HXUyCWIpWrIiKimzGMG7mCyJegG/EOAKBoywcwL/gzJPuSylUREdGNGMZNgG7AS9A/uwrQucB6dDPy37oTlqOb1S6LiIiuYRg3EU5dR8D51R+gBN4BZKXA/MFgmD8bBbmSrHZpRERNHsO4kUtLS0NqaipSU1NxyRCI7Ge+R0GvsRBFgeWnVch7rQOufDEZOSmn1S6ViKjJ4tnUjVRl1yXf6QvMCdfi7oB86HfMx9Vt85H+p+GQe5+BtXnnSufv6uqKZs0qP6ubiIgqxzBupKp0XbIIsi//Du0fu+FqTgcSVgMJq3EwTbA2yYp1pwS/lvONmr4+3kg6dZqBTERUCxjGjVyl1yV7/QnHnEz4x78WYc3f2sEz5zTu8rPiLj8t3robsLh4odCzJYo8mqPQoznE0AyXsvJw58SPkJeXxzAmIqoFDGMCFAX7UoG8dv3h6+MGSTlRPKQnQZufAW1+BpD8c3FbV0+4NQvEU7cr0Jz/GeJ1PxSdQd36iYgaOIYx2VEMblBC7gJC7oIUmiGX/oBcPgO5fAbIvAjkXYEh7wrm36cFFg1CvlYHJagTNCF3XR+ah0HROau9KkREDQbDmMql6AzFl0IF3gEAxeGccQ65yb/hx/g9iGznDSX/CuTsYVjOHoZl13+u3VEDxe82aALvgBJ4BzSBt0MxdYDi1QKKRwAUjVbFtSIicjyNJowXLlyId999F8nJyejUqRPmzZuH++67T+2yGhVFZ4Di3wb5+gD8+c3duLgkEb7afFhPH4T1zMHiv6cPArnpkNTfYEn9Dfj5e/uZaLRQPExQPAOheDYHXD2hOLsDLh5QDO6AizsUvSuuWgCzRQGcDBAnA6AzAFp98f9OzoDu2nitHq4eXmjm7l7l9cjJyUFeXl6V2/PMcSKqa40ijL/66itERUVh4cKFuOeee/Dvf/8bAwcOxLFjx9CyZUu1y2u00i5dAvz8gOB7i4d7AIhAyUmFJvUkNGknoUn9FUraSWjSk6DkpEGxWiBXzkOunAewv9x5awC4VKOWXCdD8a5xnXPx32sBrjgVj4OTAdDqYIEGGzZuQk5+AQqtQIEVKLxhKLAAhVZBoRW4aikedM5uePeDBXBu5mlbBpz01//XOV9fjs4ZuXn5yMvPB6AUF6coxf8r14Yb1HXQ84NH7WhK29GR1tWRaqlrjSKM58yZg7Fjx+Lpp58GAMybNw+bNm3CokWLEBMTo3J1jU91flu5hFajQETg7wwEugFBbgoCXQGjHmimU+CuBzx0gLsecNECBq2Cbrf5Q68FFGsRYLVc/ytFUKwWu/krRWagyAzkZ0JuGC/2ZUABMKQFUL3vu7kKfP40CqrYWgOgsrcDqwhEACsU5Do5QVHKCG67AL/5b0Vti4kILl9Kh4jVbtkixR9Civc+FA/F/wusGj369h8IJxe3ax8y9IBWD2h1gFPxX8V2W1d8+9p4KCXbtIway/q/vGmQ4iJLHj254faNf0VKt5cy7nttvNw8D0sRUFQAFJkhRWag8NpzqOR2UQFQaEaROQ+7tm8BLEXQawGDBtBrAZ0GMGgBvQZw0hTP1iKAVYArGg2atwiGpmS7OOmLP8CVbM9rfxUnvW27Fk832KbZt9ddb69oALEWP65iBazX/tqGa+tmKYRYCgFr8f/Xh6Li8ZZCwGqxjRdLISwFZuz9cSfEUgSdBnBSitfTSXP9r+Dah1dL8V/RaNHlrm7Q6p2L10Org3Ltb/HgZP88uXFQNNfrKioALAWQogKgqABF5nxs3vA9UFQAvQbQa5Vrf68NGthuaxVAowDHc5zQdfmlBhnIDT6MCwoKcODAAbz66qt24/v374/du3eXeR+z2Qyz2Wy7nZlZfDFtVlbWLdWSnZ0NADh18Qqy880Vtj2bVrzM02mZKFIqP4Zal+2rO+/fLqTDCuDrl0fA5ONVafs/LmZgzJxvq90+dkYkmvt7l91IBBArMrJyMGz6Mmz833fw9nCDcu3NFUUFUCxm2/8oMgPWIuRmZuD92e/gxYd6oZleey3crYBYbPOEWKBYi/8Wms3YczwJ997dHTqNFbAUz0spvPa36Oq1cVehyM3RXxUCFBXW4H5Voy/nM4czAI9SYxUAhcg+sK7O6mmo/lT50/YmVmQ30G+162Ss7j0syP51b12UgnBf4PqHtMqJtRAXL16E1WqtvHEF3N3dr39Ari/SwJ0/f14AyI8//mg3/u2335b27duXeZ/p06eXfHTmwIEDBw4c7IbMzMz6iC87Db5nXOLmTzEiUu4nm6lTp2Ly5Mm221arFZcvX4aPj88tfRrKyspCcHAwzp49Cw+P0v2Opo7bp3LcRhXj9qkct1HlKttG7tU4IbS2NPgw9vX1hVarRUpKit341NRUBAQElHkfg8EAg8H+iyo8PT1rrSYPDw++CCrA7VM5bqOKcftUjtuoco60jRr8rzbp9Xp07doVsbGxduNjY2MRHh6uUlVERERV1+B7xgAwefJkjBo1Ct26dUOvXr3wySef4MyZMxg3bpzapREREVWqUYTxY489hvT0dMyYMQPJyckIDQ3Fhg0bEBISUq91GAwGTJ8+vdQucCrG7VM5bqOKcftUjtuoco64jRSRGl2PQURERLWkwR8zJiIiaugYxkRERCpjGBMREamMYUxERKQyhnEtWbhwIVq3bg1nZ2d07doVP/zwg9olVdvOnTsxdOhQBAUFQVEUfPfdd3bTRQTR0dEICgqCi4sLevfujaNHj9q1MZvNmDhxInx9feHm5oZhw4bh3Llzdm0yMjIwatQoGI1GGI1GjBo1CleuXLFrc+bMGQwdOhRubm7w9fXFCy+8gIIC+59qSEhIQEREBFxcXNC8eXPMmDEDdXk+YkxMDLp37w53d3f4+/vjoYcewokTJ+zaNPVttGjRInTu3Nn2ZQq9evXC//3f/9mmN/Xtc7OYmBgoioKoqCjbuKa+jaKjo6Eoit1gMpls0xvt9qn3L+BshFatWiU6nU4+/fRTOXbsmEyaNEnc3Nzk9OnTapdWLRs2bJDXXntNvv32WwEga9assZv+zjvviLu7u3z77beSkJAgjz32mAQGBkpWVpatzbhx46R58+YSGxsrBw8elD59+kiXLl2kqKjI1ubBBx+U0NBQ2b17t+zevVtCQ0NlyJAhtulFRUUSGhoqffr0kYMHD0psbKwEBQXJhAkTbG0yMzMlICBARo4cKQkJCfLtt9+Ku7u7vPfee3W2fQYMGCBLliyRxMREOXz4sAwePFhatmwpOTk53EbXrFu3TtavXy8nTpyQEydOyLRp00Sn00liYiK3z01++uknadWqlXTu3FkmTZpkG9/Ut9H06dOlU6dOkpycbBtSU1Mb/fZhGNeCu+++W8aNG2c37vbbb5dXX31VpYpu3c1hbLVaxWQyyTvvvGMbd/XqVTEajfLxxx+LiMiVK1dEp9PJqlWrbG3Onz8vGo1GNm7cKCIix44dEwCyZ88eW5v4+HgBIL/88ouIFH8o0Gg0cv78eVubL7/8UgwGg+0L3BcuXChGo1GuXr1qaxMTEyNBQUFitVprcUuULzU1VQDIjh07RITbqDxeXl7y2WefcfvcIDs7W9q1ayexsbESERFhC2Nuo+Iw7tKlS5nTGvP24W7qW1TyE479+/e3G1/RTzg2RElJSUhJSbFbT4PBgIiICNt6HjhwAIWFhXZtgoKCEBoaamsTHx8Po9GIHj162Nr07NkTRqPRrk1oaCiCgoJsbQYMGACz2YwDBw7Y2kRERNhdtD9gwABcuHABp06dqv0NUIaSn9709i7+mUduI3sWiwWrVq1Cbm4uevXqxe1zg/Hjx2Pw4MHo16+f3Xhuo2InT55EUFAQWrdujZEjR+KPP/4A0Li3D8P4Fl26dAkWi6XUj1IEBASU+vGKhqxkXSpaz5SUFOj1enh5eVXYxt/fv9T8/f397drcvBwvLy/o9foK25Tcro/tLiKYPHky7r33XoSGhtott6lvo4SEBDRr1gwGgwHjxo3DmjVr0LFjR26fa1atWoWDBw8iJiam1DRuI6BHjx5Yvnw5Nm3ahE8//RQpKSkIDw9Henp6o94+jeLrMB1BdX7CsSGryXre3Kas9rXRRq6dNFEf233ChAk4cuQIdu3aVWpaU99GHTp0wOHDh3HlyhV8++23GD16NHbs2FFhTU1l+5w9exaTJk3C5s2b4ezsXG67pryNBg4caPs/LCwMvXr1Qps2bbBs2TL07Nmz3Joa+vZhz/gW1eQnHBuikrMZK1pPk8mEgoICZGRkVNjm4sWLpeaflpZm1+bm5WRkZKCwsLDCNqmpqQBKf2qubRMnTsS6deuwfft2tGjRwjae26iYXq9H27Zt0a1bN8TExKBLly744IMPuH1QvAs1NTUVXbt2hZOTE5ycnLBjxw58+OGHcHJyKrdX1ZS20c3c3NwQFhaGkydPNurnEMP4FjWVn3Bs3bo1TCaT3XoWFBRgx44dtvXs2rUrdDqdXZvk5GQkJiba2vTq1QuZmZn46aefbG327t2LzMxMuzaJiYlITk62tdm8eTMMBgO6du1qa7Nz5067yww2b96MoKAgtGrVqvY3AIo/8U6YMAGrV6/Gtm3b0Lp1a7vp3EZlExGYzWZuHwCRkZFISEjA4cOHbUO3bt3wxBNP4PDhw7jtttua/Da6mdlsxvHjxxEYGNi4n0PVOt2LylRyadPixYvl2LFjEhUVJW5ubnLq1Cm1S6uW7OxsOXTokBw6dEgAyJw5c+TQoUO2S7TeeecdMRqNsnr1aklISJC//vWvZV5S0KJFC9myZYscPHhQ+vbtW+YlBZ07d5b4+HiJj4+XsLCwMi8piIyMlIMHD8qWLVukRYsWdpcUXLlyRQICAuSvf/2rJCQkyOrVq8XDw6NOL7l47rnnxGg0SlxcnN1lF3l5ebY2TX0bTZ06VXbu3ClJSUly5MgRmTZtmmg0Gtm8eTO3TzluPJtahNvopZdekri4OPnjjz9kz549MmTIEHF3d7e9nzbW7cMwriUfffSRhISEiF6vl7vuust2uUtDsn37dgFQahg9erSIFF9WMH36dDGZTGIwGOT++++XhIQEu3nk5+fLhAkTxNvbW1xcXGTIkCFy5swZuzbp6enyxBNPiLu7u7i7u8sTTzwhGRkZdm1Onz4tgwcPFhcXF/H29pYJEybYXT4gInLkyBG57777xGAwiMlkkujo6Dq9JKWsbQNAlixZYmvT1LfRU089ZXsd+Pn5SWRkpC2IRbh9ynJzGDf1bVRy3bBOp5OgoCAZPny4HD161Da9sW4f/oQiERGRynjMmIiISGUMYyIiIpUxjImIiFTGMCYiIlIZw5iIiEhlDGMiIiKVMYyJiIhUxjAmIiJSGcOYqAkaM2YMHnroIdvt3r17Iyoqql6WRUSlMYyJGolWrVph3rx5VWr7wQcfYOnSpbW6/FOnTkFRFBw+fLjOl0XU2PD3jImaEIvFAkVRYDQa622Z9bksooaKPWOiemK1WjFr1iy0bdsWBoMBLVu2xNtvvw0ASEhIQN++feHi4gIfHx/84x//QE5Oju2+Jbt633vvPQQGBsLHxwfjx49HYWEhgOLdzKdPn8aLL74IRVFsP2y+dOlSeHp64n//+x86duwIg8GA06dPl7nruKioCBMmTICnpyd8fHzw+uuv48avrlcUBd99953dfTw9PW293pKflLzzzjuhKAp69+5tV3sJs9mMF154Af7+/nB2dsa9996Lffv22abHxcVBURRs3boV3bp1g6urK8LDw3HixIkab3siR8cwJqonU6dOxaxZs/DGG2/g2LFjWLlyJQICApCXl4cHH3wQXl5e2LdvH/773/9iy5YtmDBhgt39t2/fjt9//x3bt2/HsmXLsHTpUlsQrl69Gi1atMCMGTOQnJxs9xuseXl5iImJwWeffYajR4/C39+/zPqWLVsGJycn7N27Fx9++CHmzp2Lzz77rMrrV/LbsFu2bEFycjJWr15dZruXX34Z3377LZYtW4aDBw+ibdu2GDBgAC5fvmzX7rXXXsP777+P/fv3w8nJCU899VSVayFqcKr9O09EVG1ZWVliMBjk008/LTXtk08+ES8vL8nJybGNW79+vWg0GklJSRERkdGjR0tISIjd77H+5S9/kccee8x2OyQkRObOnWs37yVLlggAOXz4sN340aNHy5///Gfb7YiICLnjjjvsfvrtlVdekTvuuMN2G4CsWbPGbj5Go9H2E5JJSUkCQA4dOlTusnJyckSn08kXX3xhm15QUCBBQUEye/ZsEbn+U55btmyx2x4AJD8/X4gaI/aMierB8ePHYTabERkZWea0Ll26wM3NzTbunnvugdVqtds126lTJ2i1WtvtwMBApKamVrpsvV6Pzp07V9quZ8+ett3bANCrVy+cPHkSFoul0vtW1e+//47CwkLcc889tnE6nQ533303jh8/btf2xpoDAwMBoErrS9QQMYyJ6oGLi0u500TELgRvdON4nU5XaprVaq3Sssubf3UoimJ3DBmA7Zh1VZXc/+Z6ytoGN65vybSqrC9RQ8QwJqoH7dq1g4uLC7Zu3VpqWseOHXH48GHk5ubaxv3444/QaDRo3759lZeh1+tvqRe7Z8+eUrfbtWtn6437+fnZHYs+efIk8vLy7JYPoMIa2rZtC71ej127dtnGFRYWYv/+/bjjjjtqXDtRQ8cwJqoHzs7OeOWVV/Dyyy9j+fLl+P3337Fnzx4sXrwYTzzxBJydnTF69GgkJiZi+/btmDhxIkaNGoWAgIAqL6NVq1bYuXMnzp8/j0uXLlW7xrNnz2Ly5Mk4ceIEvvzyS8yfPx+TJk2yTe/bty8WLFiAgwcPYv/+/Rg3bpxd79Xf3x8uLi7YuHEjLl68iMzMzFLLcHNzw3PPPYd//vOf2LhxI44dO4ZnnnkGeXl5GDt2bLVrJmoseJ0xUT1544034OTkhDfffBMXLlxAYGAgxo0bB1dXV2zatAmTJk1C9+7d4erqihEjRmDOnDnVmv+MGTPw7LPPok2bNjCbzaV2KVfm73//O/Lz83H33XdDq9Vi4sSJ+Mc//mGb/v777+PJJ5/E/fffj6CgIHzwwQc4cOCAbbqTkxM+/PBDzJgxA2+++Sbuu+8+xMXFlVrOO++8A6vVilGjRiE7OxvdunXDpk2b4OXlVa16iRoTRar7iiUiIqJaxd3UREREKmMYExERqYxhTEREpDKGMRERkcoYxkRERCpjGBMREamMYUxERKQyhjEREZHKGMZEREQqYxgTERGpjGFMRESksv8PFydw38YAQaIAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.histplot(df_guild['contribution'], bins=30, kde=True, color=nw_clr_single)\n",
    "plt.title('Distribution of Contributions (Coffer Donations)')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "b59a4cf2-5df6-4367-bcf1-ec15532305f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.stripplot(y='character_class', x='contribution', data=df_guild, hue='character_class', jitter=True, palette=nw_palette)\n",
    "plt.title('Total Contribution by Class')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "d926a830-0c3f-4aef-9f0f-a5f16db9b2c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.stripplot(y='character_class', x='contribution', data=df_guild[~df_guild['account'].isin(_contrib_outliers_acc)], hue='character_class', jitter=True, palette=nw_palette)\n",
    "plt.title('Total Contribution by Class (outliers excluded)')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "252c79d4-8d5a-42ca-ae97-785e8a7a6bed",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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YsGCBdJwVFRWIjY1t1anvpsyZMwcJCQlYt24dXnrpJTg7O2PixIl46623pJ/boUOH8P7777frrEdDv/71r+Hg4IBf//rXuHXrFnbu3HnXYW89mjl7slHPkpubK+bOnSvuv/9+YWtrKxwdHcVDDz0k/vznP4uSkhIpzmAwiDfffFP4+fkJGxsb4ebmJp5//nlx5coV2fbu7I1s0lRv2p07d4qhQ4cKGxsbWc/auXPnCkdHxybzvVuv3JdeekkkJiaKwYMHCxsbGzF06FDx8ccfN3r9iRMnxPjx44Wjo6Pw9vYWq1evFlu3bm3U6/vixYti8uTJwsnJSQCQ9nm3Hs9HjhwRoaGhwtHRUdjb24tx48aJzz77TBZj6oWbmZkpW35nL+KWaOp9vnTpknjuuedEnz59hI2NjRgyZIh46623hMFgkMUdOHBAPPTQQ0KtVgsAYu7cuUIIIcrLy8X8+fOFh4eHcHBwEI899pg4cuRIox7Sre31/eGHH4ro6Gjh7u4u1Gq1mDBhgsjKymryNTU1NUKtVosnn3yyxe+FSW5urnjxxRfFwIEDhVqtFnZ2duKBBx4Qc+bMEV9//XWj+H/84x/iwQcfFHZ2dmLYsGFi165dber1bbJ161bh6+srbG1thZ+fn/jggw+a3F5T7vZ7I4QQX3zxhQAgXn/9dSGEEFevXhW/+tWvhIuLi3BychJPPvmkOH36tOjfv7/0sxSidZ83U6/vO+N69+4tnnzySVFVVXXPY+hpVEI0OH9CRNRDfPbZZ5g+fTq++OIL/OIXvzB3OkR3xUJNRD3K2bNncenSJSxduhSOjo7Izs7ukksGRG3FzmRE1KNERkZi+vTpcHFx6bLr+kTtwRY1ERGRgrFFTUREpGAs1ERERArGQk1ERKRgLNRdTAiByspKsGsAERG1BAt1F7t+/To0Gg2uX79u7lSIiKgbYKEmIiJSMBZqIiIiBTNroY6NjYVKpZI9Gk4sL4RAbGwstFot7O3tERISgjNnzsi2UVNTgyVLlsDNzQ2Ojo6YPn06rl69KospLy/H7NmzodFooNFoMHv2bFRUVMhiLl++jGnTpsHR0RFubm6Ijo5udKenvLw8BAcHw97eHt7e3lizZg2vNRMRUacye4t6+PDhKCoqkh55eXnSurVr1yIhIQEbN25EZmYmvLy8EB4eLru+u2zZMuzZswfJyck4evQobty4gYiICNkt05577jnk5uYiNTUVqampyM3NxezZs6X1BoMBU6dOxc2bN3H06FEkJydj9+7dWLFihRRTWVmJ8PBwaLVaZGZmYsOGDVi3bh0SEhI6+R0iIqIezVx3AxFCiNWrV4tRo0Y1uc5oNAovLy8RHx8vLauurhYajUYkJSUJIYSoqKgQNjY2Ijk5WYopKCgQVlZWIjU1VQghxNmzZwUAcfz4cSkmPT1dABDffvutEEKIL7/8UlhZWYmCggIpZufOnUKtVgu9Xi+EECIxMVFoNBpRXV0txcTFxQmtViuMRuNdj7G6ulro9XrpceXKFQFA2i4REVFzzN6izs/Ph1arxcCBAzFjxgycP38eAHDhwgUUFxdj8uTJUqxarUZwcLB0g/STJ0+irq5OFqPVauHv7y/FpKenQ6PRYOzYsVLMuHHjoNFoZDH+/v6y+xM/8cQTqKmpwcmTJ6WY4OBg2U3Un3jiCRQWFuLixYt3Pb64uDjplLtGo0G/fv3a+lYREVEPZNZCPXbsWOzYsQP79u3De++9h+LiYowfPx5lZWUoLi4GAHh6espe4+npKa0rLi6Gra0tXFxcmo3x8PBotG8PDw9ZzJ37cXFxga2tbbMxpuemmKasWrUKer1eely5cqX5N4WIiKiBXubc+ZQpU6T/jxgxAkFBQRg8eDD+8Y9/YNy4cQDQ6M42Qoh73u3mzpim4jsiRvxvR7Lm8lGr1bJWOBERUWuY/dR3Q46OjhgxYgTy8/Ol3t93tlZLSkqklqyXlxdqa2tRXl7ebMy1a9ca7au0tFQWc+d+ysvLUVdX12xMSUkJgMatfiIioo6iqEJdU1ODc+fOoW/fvhg4cCC8vLywf/9+aX1tbS0OHTqE8ePHAwACAgJgY2MjiykqKsLp06elmKCgIOj1epw4cUKKycjIgF6vl8WcPn0aRUVFUoxOp4NarUZAQIAUc/jwYdmQLZ1OB61WiwEDBnT8m0FERASYt9f3ihUrRFpamjh//rw4fvy4iIiIEE5OTuLixYtCCCHi4+OFRqMRKSkpIi8vT8ycOVP07dtXVFZWSttYtGiR8PHxEQcOHBDZ2dkiNDRUjBo1StTX10sxTz75pBg5cqRIT08X6enpYsSIESIiIkJaX19fL/z9/UVYWJjIzs4WBw4cED4+PiIqKkqKqaioEJ6enmLmzJkiLy9PpKSkCGdnZ7Fu3bpWHbNer2evbyIiajGzFupnn31W9O3bV9jY2AitViueeeYZcebMGWm90WgUq1evFl5eXkKtVouJEyeKvLw82TZu3boloqKihKurq7C3txcRERHi8uXLspiysjIxa9Ys4eTkJJycnMSsWbNEeXm5LObSpUti6tSpwt7eXri6uoqoqCjZUCwhhDh16pSYMGGCUKvVwsvLS8TGxjY7NKspLNRE1B3V19eL48ePi88++0wcP35c1hiizqUSglNrdaXKykpoNBro9Xo4OzubOx0ionvS6XSIj49HQUGBtMzb2xsrV66UDY+lzqGoa9RERKQsOp0O0dHR8PPzw65du5CdnY1du3bBz88P0dHR0Ol05k7R4rFF3cXYoiai7sJgMCA8PBx+fn5ITEyEldV/23ZGoxGRkZHIz8+HTqeDtbW1GTO1bGxRExFRk7KyslBQUIBFixbJijQAWFlZYeHChbh69SqysrLMlGHPwEJNRERNKi0tBQD4+vo2ud603BRHnYOFmoiImuTu7g7g9j0ZmmJaboqjzsFCTURETQoMDIS3tzeSkpJgNBpl64xGIzZv3gwfHx8EBgaaKcOegYWaiIiaZG1tjZUrVyItLQ2RkZHIycnBjRs3kJOTg8jISKSlpSEmJoYdyToZe313Mfb6JqLupqlx1D4+PoiJieE46i7AQt3FWKiJqDsyGAzIyspCaWkp3N3dERgYyJZ0FzHrbS6JiKh7sLa2xtixY82dRo/Ea9REREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQK1svcCRBRz2EwGJCVlYXS0lK4u7sjMDAQ1tbW5k6LSNFYqImoS+h0OsTHx6OgoEBa5u3tjZUrV2Ly5MlmzIxI2Xjqm4g6nU6nQ3R0NPz8/LBr1y5kZ2dj165d8PPzQ3R0NHQ6nblTJFIslRBCmDuJnqSyshIajQZ6vR7Ozs7mToeo0xkMBoSHh8PPzw+JiYmwsvpv+8BoNCIyMhL5+fnQ6XQ8DU7UBLaoiahTZWVloaCgAIsWLZIVaQCwsrLCwoULcfXqVWRlZZkpQyJlY6Emok5VWloKAPD19W1yvWm5KY6I5FioiahTubu7AwDy8/ObXG9aboojIjkWaiLqVIGBgfD29kZSUhKMRqNsndFoxObNm+Hj44PAwEAzZUikbCzURNSprK2tsXLlSqSlpSEyMhI5OTm4ceMGcnJyEBkZibS0NMTExLAjGdFdsNd3F2Ovb+qpmhpH7ePjg5iYGI6jJmoGC3UXY6GmnowzkxG1HmcmI6IuY21tjbFjx5o7DaJuhdeoiYiIFIyFmoiISMFYqImIiBSMhZqIiEjBWKiJiIgUjIWaiIhIwVioiYiIFIyFmoiISMEUU6jj4uKgUqmwbNkyaZkQArGxsdBqtbC3t0dISAjOnDkje11NTQ2WLFkCNzc3ODo6Yvr06bh69aospry8HLNnz4ZGo4FGo8Hs2bNRUVEhi7l8+TKmTZsGR0dHuLm5ITo6GrW1tbKYvLw8BAcHw97eHt7e3lizZg04sRsREXUmRRTqzMxMbNmyBSNHjpQtX7t2LRISErBx40ZkZmbCy8sL4eHhuH79uhSzbNky7NmzB8nJyTh69Chu3LiBiIgIGAwGKea5555Dbm4uUlNTkZqaitzcXMyePVtabzAYMHXqVNy8eRNHjx5FcnIydu/ejRUrVkgxlZWVCA8Ph1arRWZmJjZs2IB169YhISGhE98ZIiLq8YSZXb9+Xfj6+or9+/eL4OBgsXTpUiGEEEajUXh5eYn4+Hgptrq6Wmg0GpGUlCSEEKKiokLY2NiI5ORkKaagoEBYWVmJ1NRUIYQQZ8+eFQDE8ePHpZj09HQBQHz77bdCCCG+/PJLYWVlJQoKCqSYnTt3CrVaLfR6vRBCiMTERKHRaER1dbUUExcXJ7RarTAajS0+Xr1eLwBI2yUiImqO2VvUL730EqZOnYrHH39ctvzChQsoLi6W3VVHrVYjODgYx44dAwCcPHkSdXV1shitVgt/f38pJj09HRqNRja/8Lhx46DRaGQx/v7+0Gq1UswTTzyBmpoanDx5UooJDg6GWq2WxRQWFuLixYt3Pb6amhpUVlbKHkRERC1l1kKdnJyM7OxsxMXFNVpXXFwMAPD09JQt9/T0lNYVFxfD1tYWLi4uzcZ4eHg02r6Hh4cs5s79uLi4wNbWttkY03NTTFPi4uKka+MajQb9+vW7aywREdGdzFaor1y5gqVLl+Kjjz6CnZ3dXeNUKpXsuRCi0bI73RnTVHxHxIj/7UjWXD6rVq2CXq+XHleuXGk2dyIioobMVqhPnjyJkpISBAQEoFevXujVqxcOHTqE9evXo1evXndtrZaUlEjrvLy8UFtbi/Ly8mZjrl271mj/paWlspg791NeXo66urpmY0pKSgA0bvU3pFar4ezsLHsQERG1lNkKdVhYGPLy8pCbmys9AgMDMWvWLOTm5mLQoEHw8vLC/v37pdfU1tbi0KFDGD9+PAAgICAANjY2spiioiKcPn1aigkKCoJer8eJEyekmIyMDOj1elnM6dOnUVRUJMXodDqo1WoEBARIMYcPH5YN2dLpdNBqtRgwYEDHv0FERESA+Xt9N9Sw17cQQsTHxwuNRiNSUlJEXl6emDlzpujbt6+orKyUYhYtWiR8fHzEgQMHRHZ2tggNDRWjRo0S9fX1UsyTTz4pRo4cKdLT00V6eroYMWKEiIiIkNbX19cLf39/ERYWJrKzs8WBAweEj4+PiIqKkmIqKiqEp6enmDlzpsjLyxMpKSnC2dlZrFu3rlXHyF7fRETUGoou1EajUaxevVp4eXkJtVotJk6cKPLy8mSvuXXrloiKihKurq7C3t5eREREiMuXL8tiysrKxKxZs4STk5NwcnISs2bNEuXl5bKYS5cuialTpwp7e3vh6uoqoqKiZEOxhBDi1KlTYsKECUKtVgsvLy8RGxvbqqFZQrBQExFR66iE4NRaXamyshIajQZ6vZ7Xq4mI6J7MPo6aiIiI7o6FmoiISMFYqImIiBSMhZqIiEjBWKiJiIgUjIWaiIhIwVioiYiIFIyFmoiISMFYqImIiBSMhZqIiEjBWKiJiIgUjIWaiIhIwVioiYiIFIyFmoiISMFYqImIiBSMhZqIiEjBWKiJiIgUjIWaiIhIwVioiYiIFIyFmoiISMFYqImIiBSsl7kTICKyFAaDAVlZWSgtLYW7uzsCAwNhbW1t7rSom2OhJiLqADqdDvHx8SgoKJCWeXt7Y+XKlZg8ebIZM6Pujqe+iYjaSafTITo6Gn5+fti1axeys7Oxa9cu+Pn5ITo6GjqdztwpUjemEkIIcyfRk1RWVkKj0UCv18PZ2dnc6RBROxkMBoSHh8PPzw+JiYmwsvpv+8doNCIyMhL5+fnQ6XQ8DU5twhY1EVE7ZGVloaCgAIsWLZIVaQCwsrLCwoULcfXqVWRlZZkpQ+ruWKiJiNqhtLQUAODr69vketNyUxxRa7FQExG1g7u7OwAgPz+/yfWm5aY4otZioSYiaofAwEB4e3sjKSkJRqNRts5oNGLz5s3w8fFBYGCgmTKk7o6FmoioHaytrbFy5UqkpaUhMjISOTk5uHHjBnJychAZGYm0tDTExMSwIxm1GXt9dzH2+iayTE2No/bx8UFMTAzHUVO7sFB3MRZqIsvFmcmoM3BmMiKiDmJtbY2xY8eaOw2yMLxGTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKxkJNRESkYCzURERECsZCTUREpGAs1ERERArGQk1ERKRgLNREREQKZtZCvWnTJowcORLOzs5wdnZGUFAQvvrqK2m9EAKxsbHQarWwt7dHSEgIzpw5I9tGTU0NlixZAjc3Nzg6OmL69Om4evWqLKa8vByzZ8+GRqOBRqPB7NmzUVFRIYu5fPkypk2bBkdHR7i5uSE6Ohq1tbWymLy8PAQHB8Pe3h7e3t5Ys2YNhBAd+6YQERE1YNZC7ePjg/j4eGRlZSErKwuhoaH45S9/KRXjtWvXIiEhARs3bkRmZia8vLwQHh6O69evS9tYtmwZ9uzZg+TkZBw9ehQ3btxAREQEDAaDFPPcc88hNzcXqampSE1NRW5uLmbPni2tNxgMmDp1Km7evImjR48iOTkZu3fvxooVK6SYyspKhIeHQ6vVIjMzExs2bMC6deuQkJDQBe8UERH1WEJhXFxcxNatW4XRaBReXl4iPj5eWlddXS00Go1ISkoSQghRUVEhbGxsRHJyshRTUFAgrKysRGpqqhBCiLNnzwoA4vjx41JMenq6ACC+/fZbIYQQX375pbCyshIFBQVSzM6dO4VarRZ6vV4IIURiYqLQaDSiurpaiomLixNarVYYjcYWH59erxcApO0SERE1RzHXqA0GA5KTk3Hz5k0EBQXhwoULKC4uxuTJk6UYtVqN4OBgHDt2DABw8uRJ1NXVyWK0Wi38/f2lmPT0dGg0GowdO1aKGTduHDQajSzG398fWq1WinniiSdQU1ODkydPSjHBwcFQq9WymMLCQly8ePGux1VTU4PKykrZg4iIqKXMXqjz8vLQu3dvqNVqLFq0CHv27MGwYcNQXFwMAPD09JTFe3p6SuuKi4tha2sLFxeXZmM8PDwa7dfDw0MWc+d+XFxcYGtr22yM6bkppilxcXHStXGNRoN+/fo1/4YQERE1YPZCPWTIEOTm5uL48eNYvHgx5s6di7Nnz0rrVSqVLF4I0WjZne6MaSq+I2LE/3Ykay6fVatWQa/XS48rV640mzsREVFDvdrz4traWpSUlMBoNMqW33///S3ehq2tLR544AEAQGBgIDIzM/Huu+8iJiYGwO3Wat++faX4kpISqSXr5eWF2tpalJeXy1rVJSUlGD9+vBRz7dq1RvstLS2VbScjI0O2vry8HHV1dbKYO1vOJSUlABq3+htSq9Wy0+VERESt0aYWdX5+PiZMmAB7e3v0798fAwcOxMCBAzFgwAAMHDiwXQkJIVBTU4OBAwfCy8sL+/fvl9bV1tbi0KFDUhEOCAiAjY2NLKaoqAinT5+WYoKCgqDX63HixAkpJiMjA3q9XhZz+vRpFBUVSTE6nQ5qtRoBAQFSzOHDh2VDtnQ6HbRaLQYMGNCuYyYiIrqrtvRAGz9+vJg4caL48ssvRU5OjsjNzZU9WmrVqlXi8OHD4sKFC+LUqVPij3/8o7CyshI6nU4IIUR8fLzQaDQiJSVF5OXliZkzZ4q+ffuKyspKaRuLFi0SPj4+4sCBAyI7O1uEhoaKUaNGifr6einmySefFCNHjhTp6ekiPT1djBgxQkREREjr6+vrhb+/vwgLCxPZ2dniwIEDwsfHR0RFRUkxFRUVwtPTU8ycOVPk5eWJlJQU4ezsLNatW9eq9469vomIqDXaVKgdHBzEuXPn2r3zefPmif79+wtbW1vh7u4uwsLCpCIthBBGo1GsXr1aeHl5CbVaLSZOnCjy8vJk27h165aIiooSrq6uwt7eXkRERIjLly/LYsrKysSsWbOEk5OTcHJyErNmzRLl5eWymEuXLompU6cKe3t74erqKqKiomRDsYQQ4tSpU2LChAlCrVYLLy8vERsb26qhWUKwUBMRUeuohGj91FpjxozBO++8g8cee6zjm/gWrrKyEhqNBnq9Hs7OzuZOh4iIFK5N16jffPNN/OEPf0BaWhrKyso4TpiIiKiTtKlFbWV1u77fbehUw+k7SY4taiIiao02Dc86ePBgR+dBRERETWhTi5raji1qIiJqjTZPeFJRUYH3338f586dg0qlwrBhwzBv3jxoNJqOzI+IiKhHa1OLOisrC0888QTs7e3xyCOPQAiBrKws3Lp1CzqdDg8//HBn5GoR2KImIqLWaFOhnjBhAh544AG899576NXrdqO8vr4eCxYswPnz53H48OEOT9RSsFATEVFrtKlQ29vbIycnB0OHDpUtP3v2LAIDA1FVVdVhCVoaFmoiImqNNo2jdnZ2xuXLlxstv3LlCpycnNqdFBEREd3WpkL97LPPYv78+di1axeuXLmCq1evIjk5GQsWLMDMmTM7OkciIqIeq029vtetWweVSoU5c+agvr4eAGBjY4PFixcjPj6+QxMkIiLqydo1jrqqqgo//vgjhBB44IEH4ODg0JG5WSReoyYiotZo8zhqAHBwcMCIESM6KhciIiK6Q4sL9TPPPIPt27fD2dkZzzzzTLOxKSkp7U6MiIiIWlGoNRqNdBMOZ2fnRjfkICIioo7Hub67GK9RExFRa7RpeFZoaCgqKioaLa+srERoaGh7cyIiIqL/1aZCnZaWhtra2kbLq6urceTIkXYnRURERLe1qtf3qVOnpP+fPXsWxcXF0nODwYDU1FR4e3t3XHZEREQ9XKsK9ejRo6FSqaBSqZo8xW1vb48NGzZ0WHJEREQ9XasK9YULFyCEwKBBg3DixAm4u7tL62xtbeHh4QFra+sOT5KIiKinalWh7t+/PwDAaDR2SjJEREQk16aZyXbs2NHs+jlz5rQpGSIiIpJr0zhqFxcX2fO6ujpUVVXB1tYWDg4O+PnnnzssQUvDcdRERNQabRqeVV5eLnvcuHED3333HR577DHs3Lmzo3MkIiLqsTp0ZrKsrCw8//zz+PbbbztqkxaHLWoiImqNNrWo78ba2hqFhYUduUkiIqIerU2dyfbu3St7LoRAUVERNm7ciEcffbRDEiMiIqI2FuqnnnpK9lylUsHd3R2hoaF4++23OyIvIiIiQhsLNcdRExERdY12X6MWQoB3yiQiIuocbS7U77//Pvz9/WFnZwc7Ozv4+/tj69atHZkbERFRj9emU9+vvfYa3nnnHSxZsgRBQUEAgPT0dLz88su4ePEi/vrXv3ZokkRERD1Vm8ZRu7m5YcOGDZg5c6Zs+c6dO7FkyRL89NNPHZagpeE4aiIiao02nfo2GAwIDAxstDwgIAD19fXtToqIiIhua1Ohfv7557Fp06ZGy7ds2YJZs2a1OykiIiK6rcXXqJcvXy79X6VSYevWrdDpdBg3bhwA4Pjx47hy5QrvnEVERNSBWnyNetKkSS3boEqFb775pl1JWTJeoyYiotbo0Jty0L2xUBNZLoPBgKysLJSWlsLd3R2BgYGwtrY2d1rUzbVpeBYREcnpdDrEx8ejoKBAWubt7Y2VK1di8uTJZsyMursWF+pnnnkG27dvh7OzM5555plmY1NSUtqdGBFRd6HT6RAdHY2QkBAkJCTA19cX+fn5SEpKQnR0NNavX89iTW3W4kKt0WigUqmk/xMR0e3T3fHx8QgJCUFiYiKsrG4Pphk9ejQSExMRGRmJN998E2FhYTwNTm3S6mvUQghcvnwZ7u7ucHBw6Ky8LBavURNZloyMDMyZMwe7du3C6NGjG63PycnBjBkzsGPHDowdO7brE6Rur9XjqIUQ8PX1lV2HISLqqUpLSwEAvr6+Ta43LTfFEbVWqwu1lZUVfH19UVZW1hn5EBF1K+7u7gCA/Pz8JteblpviiFqrTTOTrV27Fq+++ipOnz7d0fkQEXUrgYGB8Pb2RlJSEoxGo2yd0WjE5s2b4ePj0+S0y0Qt0aZx1C4uLqiqqkJ9fT1sbW1hb28vW//zzz93WIKWhteoiSxPw17fCxculHp9b968GWlpaez1Te3SpkK9fft2qQd4U+bOnduupCwZCzWRZWpqHLWPjw9iYmJYpKldODNZF2OhJrJcnJmMOkObZiaztrZGUVERPDw8ZMvLysrg4eEBg8HQIckREXUn1tbWHIJFHa5Nncnu1givqamBra1tuxIiIiKi/2pVi3r9+vUA/nuby969e0vrDAYDDh8+jKFDh3ZshkRERD1Yqwr1O++8A+B2izopKUl27cXW1hYDBgxAUlJSx2ZIRETUg7WqUF+4cAHA7XtTp6SkwMXFpVOSIiIiotvY67uLsdc3ERG1Rpt6fRsMBmzfvh1ff/01SkpKGs3G880333RIckRERD1dmwr10qVLsX37dkydOhX+/v7NTn5CREREbdemU99ubm7YsWMHfvGLX3RGThaNp76JiKg12jSO2tbWFg888EBH50JERER3aFOhXrFiBd599927TnxCREREHaNN16iPHj2KgwcP4quvvsLw4cNhY2MjW5+SktIhyREREfV0bWpR33fffXj66acRHBwMNzc3aDQa2aOl4uLiMGbMGDg5OcHDwwNPPfUUvvvuO1mMEAKxsbHQarWwt7dHSEgIzpw5I4upqanBkiVL4ObmBkdHR0yfPh1Xr16VxZSXl2P27NlSjrNnz0ZFRYUs5vLly5g2bRocHR3h5uaG6Oho1NbWymLy8vIQHBwMe3t7eHt7Y82aNTyzQEREnUeY0RNPPCG2bdsmTp8+LXJzc8XUqVPF/fffL27cuCHFxMfHCycnJ7F7926Rl5cnnn32WdG3b19RWVkpxSxatEh4e3uL/fv3i+zsbDFp0iQxatQoUV9fL8U8+eSTwt/fXxw7dkwcO3ZM+Pv7i4iICGl9fX298Pf3F5MmTRLZ2dli//79QqvViqioKClGr9cLT09PMWPGDJGXlyd2794tnJycxLp161p8zHq9XgAQer2+rW8bERH1IO0q1CUlJeLIkSPi6NGjoqSkpN3JlJSUCADi0KFDQgghjEaj8PLyEvHx8VJMdXW10Gg0IikpSQghREVFhbCxsRHJyclSTEFBgbCyshKpqalCCCHOnj0rAIjjx49LMenp6QKA+Pbbb4UQQnz55ZfCyspKFBQUSDE7d+4UarVaKqqJiYlCo9GI6upqKSYuLk5otVphNBpbdIws1ERE1BptOvV98+ZNzJs3D3379sXEiRMxYcIEaLVazJ8/H1VVVW1u3ev1egCAq6srgNtTlhYXF8tuuq5WqxEcHIxjx44BAE6ePIm6ujpZjFarhb+/vxSTnp4OjUYju/3cuHHjoNFoZDH+/v7QarVSzBNPPIGamhqcPHlSigkODoZarZbFFBYW4uLFi00eU01NDSorK2UPIiKilmpToV6+fDkOHTqEzz77DBUVFaioqMC///1vHDp0CCtWrGhTIkIILF++HI899hj8/f0BAMXFxQAAT09PWaynp6e0rri4GLa2to3mHb8z5s57ZwOAh4eHLObO/bi4uMDW1rbZGNNzU8yd4uLiZNfv+/Xrd493goiI6L/a1Ot79+7d+Ne//oWQkBBp2S9+8QvY29vjt7/9LTZt2tTqbUZFReHUqVM4evRoo3V3znwmhLjnbGh3xjQV3xEx4n87kt0tn1WrVmH58uXS88rKShZrIiIFMRgMyMrKQmlpKdzd3REYGCi7O6S5talQV1VVNWpZArdbqG059b1kyRLs3bsXhw8fho+Pj7Tcy8sLwO3Wat++faXlJSUl0v69vLxQW1uL8vJyWau6pKQE48ePl2KuXbvWaL+lpaWy7WRkZMjWl5eXo66uThZzZ8u5pKQEQONWv4larZadKiciIuXQ6XSIj49HQUGBtMzb2xsrV66UXVI1pzad+g4KCsLq1atRXV0tLbt16xZef/11BAUFtXg7QghERUUhJSUF33zzDQYOHChbP3DgQHh5eWH//v3SstraWhw6dEgqwgEBAbCxsZHFFBUV4fTp01JMUFAQ9Ho9Tpw4IcVkZGRAr9fLYk6fPo2ioiIpRqfTQa1WIyAgQIo5fPiwbMiWTqeDVqvFgAEDWnzcRERkfjqdDtHR0fDz88OuXbuQnZ2NXbt2wc/PD9HR0dDpdOZO8ba29EA7deqU8Pb2Fn369BGhoaEiLCxM9OnTR2i1WnH69OkWb2fx4sVCo9GItLQ0UVRUJD2qqqqkmPj4eKHRaERKSorIy8sTM2fObHJ4lo+Pjzhw4IDIzs4WoaGhTQ7PGjlypEhPTxfp6elixIgRTQ7PCgsLE9nZ2eLAgQPCx8dHNjyroqJCeHp6ipkzZ4q8vDyRkpIinJ2dOTyLiKibqa+vF5MmTRILFy4UBoNBts5gMIiFCxeK0NBQWR0xlzYPz6qqqhJbtmwRy5cvFy+//LJ47733ZAW2RTsHmnxs27ZNijEajWL16tXCy8tLqNVqMXHiRJGXlyfbzq1bt0RUVJRwdXUV9vb2IiIiQly+fFkWU1ZWJmbNmiWcnJyEk5OTmDVrligvL5fFXLp0SUydOlXY29sLV1dXERUVJRuKJcTtLykTJkwQarVaeHl5idjY2BYPzRKChZqISAmOHz8u/Pz8RE5OTpPrs7OzhZ+fn2xYr7m06e5ZcXFx8PT0xLx582TLP/jgA5SWliImJqbdLX1LxbtnERGZ3+eff44VK1YgOzsbjo6OjdbfuHEDAQEBePvttxEREWGGDP+rTdeoN2/ejKFDhzZaPnz4cCQlJbU7KSIios7k7u4OAMjPz29yvWm5Kc6c2lSo7+yFbeLu7i7rjEVERKREgYGB8Pb2RlJSEoxGo2yd0WjE5s2b4ePjg8DAQDNl+F9tKtT9+vXDf/7zn0bL//Of/8hm9iIiIlIia2trrFy5EmlpaYiMjEROTg5u3LiBnJwcREZGIi0tDTExMYoYT92mcdQLFizAsmXLUFdXh9DQUADA119/jT/84Q9tnpmMiIioK02ePBnr169HfHw8ZsyYIS338fHB+vXrFTOOuk2dyYQQWLlyJdavXy+NKbazs0NMTAz+/Oc/d3iSloSdyYiIlEXpM5O1qVCb3LhxA+fOnYO9vT18fX05A1cLsFATEVFrtKtQU+uxUBMRUWu0qTMZERERdQ0WaiIiIgVjoSYiIlIwFmoiIiIFY6EmIiJSMBZqIiIiBWOhJiIiUjAWaiIiIgVjoSYiIlIwFmoiIiIFY6EmIiJSsDbd5pKIiMhSKP3uWSzURETUY+l0OsTHx6OgoEBa5u3tjZUrVyrmftQ89U1ERD2STqdDdHQ0/Pz8sGvXLmRnZ2PXrl3w8/NDdHQ0dDqduVMEwNtcdjne5pKIyPwMBgPCw8Ph5+eHxMREWFn9t91qNBoRGRmJ/Px86HQ6s58GZ4uaiIh6nKysLBQUFGDRokWyIg0AVlZWWLhwIa5evYqsrCwzZdggH3MnQERE1NVKS0sBAL6+vk2uNy03xZkTCzUREfU47u7uAID8/Pwm15uWm+LMiYWaiIh6nMDAQHh7eyMpKQlGo1G2zmg0YvPmzfDx8UFgYKCZMvwvFmoi6jIGgwEZGRn4/PPPkZGRAYPBYO6UqIeytrbGypUrkZaWhsjISOTk5ODGjRvIyclBZGQk0tLSEBMTY/aOZAB7fXc59vqmnqo7jFelnqepz6WPjw9iYmIU87lkoe5iLNTUE5nGq4aEhGDRokXw9fVFfn4+kpKSkJaWhvXr1yvmjyL1PEqfmYyFuouxUFNP053GqxIpEa9RE1Gn6k7jVYmUiIWaiDpVdxqvSqRELNRE1Km603hVIiVioSaiTtWdxqsSKRELNRF1qu40XpVIidjru4ux1zf1VN1hvCqRErFQdzEWaurJlD5elUiJepk7ASLqOaytrTF27Fhzp0HUrfAaNRERkYKxUBMRESkYCzUREZGCsVATEREpGAs1ERGRgrHXNxFRB+HwM+oMLNRERB2gqQldvL29sXLlSk7oQu3CCU+6GCc8IbI8Op0O0dHRCA4OxsSJE2FnZ4fq6mocPnwYhw4dwvr161msqc1YqLsYCzWRZTEYDAgPD4eLiwvKy8sbtahdXFxQUVEBnU7H0+DUJuxMRkTUDllZWSgoKMCZM2fg5+eHXbt2ITs7G7t27YKfnx/OnDmDq1evIisry9ypUjfFQk1E1A7Xrl0DAEyYMAGJiYkYPXo0HB0dMXr0aCQmJmLChAmyOKLWYqEmImqHn3/+GQAQHh4OKyv5n1QrKys8/vjjsjii1mKhJiJqB1dXVwC3O5QZjUbZOqPRiP3798viiFqLhZqIqB08PT0BAEeOHEFkZCRycnJw48YN5OTkIDIyEkeOHJHFEbUWe313Mfb6JrIsDXt9//zzzygsLJTWsdc3dQROeEJE1A7W1tZYuXIloqOjERISgvnz50vjqI8ePYq0tDSsX7+eRZrajC3qLsYWNZFlampmMh8fH8TExHCyE2oXFuouxkJNZLk41zd1BnYmIyIiUjBeoyYi6gC8KQd1FraoiYjayXRTjqamEI2OjoZOpzN3itSN8Rp1F+M1aiLLYhqe5efnh8TERNnsZEajEZGRkcjPz+fwLGoztqiJiNrBdFOORYsWNTmF6MKFC3lTDmoXsxbqw4cPY9q0adBqtVCpVPj0009l64UQiI2NhVarhb29PUJCQnDmzBlZTE1NDZYsWQI3Nzc4Ojpi+vTpuHr1qiymvLwcs2fPhkajgUajwezZs1FRUSGLuXz5MqZNmwZHR0e4ubkhOjoatbW1spi8vDwEBwfD3t4e3t7eWLNmDXhCgqhnKy0tBQD4+vo2ud603BRH1FpmLdQ3b97EqFGjsHHjxibXr127FgkJCdi4cSMyMzPh5eWF8PBwXL9+XYpZtmwZ9uzZg+TkZBw9ehQ3btxAREQEDAaDFPPcc88hNzcXqampSE1NRW5uLmbPni2tNxgMmDp1Km7evImjR48iOTkZu3fvxooVK6SYyspKhIeHQ6vVIjMzExs2bMC6deuQkJDQCe8MEXUX7u7uAID8/Pwm15uWm+KIWk0oBACxZ88e6bnRaBReXl4iPj5eWlZdXS00Go1ISkoSQghRUVEhbGxsRHJyshRTUFAgrKysRGpqqhBCiLNnzwoA4vjx41JMenq6ACC+/fZbIYQQX375pbCyshIFBQVSzM6dO4VarRZ6vV4IIURiYqLQaDSiurpaiomLixNarVYYjcYWH6derxcApO0SUfdWX18vJk2aJBYuXCgMBoNsncFgEAsXLhShoaGivr7eTBlSd6fYa9QXLlxAcXGxbFiDWq1GcHAwjh07BgA4efIk6urqZDFarRb+/v5STHp6OjQaDcaOHSvFjBs3DhqNRhbj7+8PrVYrxTzxxBOoqanByZMnpZjg4GCo1WpZTGFhIS5evHjX46ipqUFlZaXsQUSWwzSFaFpaWpM35UhLS0NMTAw7klGbKbZQFxcXA2h8xxlPT09pXXFxMWxtbeHi4tJsjIeHR6Pte3h4yGLu3I+LiwtsbW2bjTE9N8U0JS4uTro2rtFo0K9fv+YPnIi6ncmTJ2P9+vX4/vvvMWPGDAQEBGDGjBnIz8/H+vXrOY6a2kXxE56oVCrZcyFEo2V3ujOmqfiOiBH/25GsuXxWrVqF5cuXS88rKytZrIks0OTJkxEWFmaxU4hyelTzUWyh9vLyAnC7tdq3b19peUlJidSS9fLyQm1tLcrLy2Wt6pKSEowfP16KuXbtWqPtl5aWyraTkZEhW19eXo66ujpZzJ0t55KSEgDN32dWrVbLTpcTkeWytraWXWazFJx1zbwUe+p74MCB8PLywv79+6VltbW1OHTokFSEAwICYGNjI4spKirC6dOnpZigoCDo9XqcOHFCisnIyIBer5fFnD59GkVFRVKMTqeDWq1GQECAFHP48GHZkC2dTgetVosBAwZ0/BtARKQAnHVNAczZk+369esiJydH5OTkCAAiISFB5OTkiEuXLgkhhIiPjxcajUakpKSIvLw8MXPmTNG3b19RWVkpbWPRokXCx8dHHDhwQGRnZ4vQ0FAxatQoWQ/LJ598UowcOVKkp6eL9PR0MWLECBERESGtr6+vF/7+/iIsLExkZ2eLAwcOCB8fHxEVFSXFVFRUCE9PTzFz5kyRl5cnUlJShLOzs1i3bl2rjpm9vomou2CPdmUwa6E+ePCgANDoMXfuXCHE7SFaq1evFl5eXkKtVouJEyeKvLw82TZu3boloqKihKurq7C3txcRERHi8uXLspiysjIxa9Ys4eTkJJycnMSsWbNEeXm5LObSpUti6tSpwt7eXri6uoqoqCjZUCwhhDh16pSYMGGCUKvVwsvLS8TGxrZqaJYQLNRE1H0cP35c+Pn5iZycnCbXZ2dnCz8/P9nwV+p4nOu7i3GubyLqLj7//HOsWLEC2dnZcHR0bLT+xo0bCAgIwNtvv42IiAgzZNgzKPYaNRERmRdnXVMGFmoiImpSYGAgvL29kZSUBKPRKFtnNBqxefNm+Pj4IDAw0EwZ9gws1EQKYzAYkJGRgc8//xwZGRmyeeuJulJPmXVN6b9zvEbdxXiNmprD8aqkRDqdDnFxcSgsLJSWWcrnsjv8zrFFTaQQHK9K3YkltPG6y+8cW9RdjC1qaorBYEB4eDj8/PyQmJgIK6v/foc2Go2IjIxEfn4+dDpdtz/NSN2LTqfDkiVLYGdnh+rqamm56fmGDRsU0/Jsje70O8cWNZECZGVloaCgAIsWLZL9wQAAKysrLFy4EFevXkVWVpaZMqSeyGAwYPXq1QBuz87YsNUZFBQEAIiNjVXcNd2W6E6/cyzURApQWloKAPD19W1yvWm5Ka67UnqnHZI7ceIEfv75ZwQEBCAxMRGjR4+Go6MjRo8ejcTERAQEBKCsrEw2RXN30Z1+51ioiRSgJ4xX1el0CA8Px5w5c7BixQrMmTMH4eHhirkOSI2Zbla0ZMmSJludUVFRsrjupDv9zrFQEymApY9X7S6ddtrLUs8Y3OvWwt1Rt/qdM+P0pT0S5/qmu9m3b58YMmSIWLhwocjOzhbXr18X2dnZYuHChWLIkCFi37595k6xTXrKjR327dsnJk2aJPz8/KTHpEmTuu3PTQghjh07Jvz8/MSMGTOa/NnNmDFD+Pn5iWPHjpkpw/bpLr9zLNRdjIWamtPUH/vQ0FDF/MFoi55wY4eGf/BzcnLEjRs3RE5OjuL+4LdWfX29GDdunPDz8xO///3vZcXs97//vfDz8xNBQUHd+ktWd/id4/CsLsbhWXQvBoMBWVlZKC0thbu7OwIDA80+PKQ9LP3GDt1pmE9bmC5bqNXqRsOzampqsH79+m45PKshpf/O8Ro1kcJYW1tj7NixiIiIwNixYxX1B6MtulOnnbboTsN82mLy5MlYv349+vTpI1vu5uZmEUUaUP7vXC9zJ0BElq1hp52mWpyK6rTTBt1pmE9bTZ48GWFhYYpudVoytqiJqFNZ+o0dLP2MgYnSW52WjNeouxivUVNP1dTND3x8fBATE9OtT59a+jVqMj8W6i7GQk09mdI77bSVqcNVSEgIFi5cCF9fX+Tn52Pz5s1IS0uzmGu5ZB4s1F2MhZrIMlnqGQMyPxbqLsZCTWS5LPWMAZkXe30TUZex9EJm6nBF1JFYqC2Upf9BpO6nqVPD3t7eWLlyJU8NEzWDp767WFec+uYfRFIaU2er4OBgTJw4EXZ2dqiursbhw4dx6NAhdrYiagYLdRfr7ELdsPfpokWLpN6nSUlJ7H1KZmEavuTi4oLy8vJGXyBdXFxQUVGh6OFLt27dwvnz5ztt+4MGDYK9vX2nbZ+6NxbqLtaZhbonjefkqf3uIyMjA3PmzIFKpbrrF0ghBHbs2KHY67tnzpzBM88802nbT0lJwfDhwztt+9S98Rq1BTHNOZyQkHDXOYdnzJiBrKwsxf5BbAme2u9erl27BgCYMGGC7Avk6NGjkZiYiIULF+Lw4cNSnBINGjQIKSkpLYr98ccf8eqrr+Ktt97C4MGDW7x9orthobYgPWHO4Yan9hMSEmQts+joaJ7aV6Cff/4ZABAeHg4hBDIyMmRnQh5//HEcPnxYilMie3v7Vrd4Bw8ezFYydQgWagvScM7h0aNHN1rf3eccNhgMiI+PR0hISJMts8jISLz55psICwvjaXAFcXV1BQB88sknSEpKanQmxHQJyBRHRHK8KYcFaXiXIqPRKFtnCXcpsvTbCVoqT09PAMC5c+dw69YtzJs3D6tXr8a8efNw69YtnDt3ThZHRHJsUVsQ012KoqOjERkZedc5h7tra7MnnNq3RA899BCsra1hY2MDvV6PDz74QFpnbW0NOzs71NXV4aGHHjJjlkTKxUJtYUw3eY+Pj8eMGTOk5T4+Pt3++q2ln9q3VDk5OTAYDDAYDOjTpw+mT5+Ofv364cqVK9i7dy/KysqkuO7cyZGos7BQWyBLvcl7w1P7TQ0/6+6n9i2VqTf3sGHDUF5ejm3btknrtFothg0bhrNnzyq61zeRObFQWyhLnHPY0k/tWypTb+6RI0fi8OHDjdaPHDkSZ8+eVXSvb+qeLGWiGhZq6lYs+dS+pTL15k5OToadnZ1s3c8//4zk5GRZHFFHOX/+vEVMVMNCTd2OpZ7at1QN+ww4Ojrif/7nfxASEoK0tDT87W9/Q3V1daM4Up7uOBugpUxUw0JN3ZIlntq3VKahgg4ODrC1tcVrr70mrdNqtXBwcEBVVVWjIYWkHDqdDnFxcSgsLJSWabVarFq1StFnsSxlohoWaiLqVJmZmQCAqqoqjB07FgsWLJDunnX06FEcPHhQinv00UfNmSo1QafTYcmSJU1etliyZAk2bNig6GJtCVioiahLREVFYc+ePVJhBm73LYiKisLGjRvNmBndjcFgwOrVqwEAQUFBjW6ocvDgQcTGxnI2wE7GmcmIqFOZLlEcO3YMX375JVatWoVZs2Zh1apV+OKLL3Ds2DFZHCnHiRMn8PPPPyMgIACJiYkYPXo0HB0dpWl7AwICUFZWhhMnTpg7VYvGFjURdapHHnkErq6uyM7OxtixY6XOYwDwzjvvoLq6Gn369MEjjzxixiypKRkZGQCAJUuWNDltb1RUFF588UVkZGQgKCjIHCn2CGxREymMwWBARkYGPv/8c2RkZMBgMJg7pXaxtrbG008/DQCora2VrTM9f+qpp3jqVMFUKpW5U+jR2KImUpDu2ru2OQaDAampqfD390dZWRmKioqkdV5eXnB1dcW+ffuwYsUKFmuFGTt2LDZt2oR3330XjzzySKPZADds2CDFdaXCwkKUl5d36DZ//PFH2b8dycXFBVqtts2vZ6EmUghL7V1ruuvZs88+K01u0tDkyZORkJCArKwsXqdWmIaXLRYvXtyoM1l2dnaXX7YoLCzElCefQHVN7b2D2+DVV1/t8G3aqW3xVeq+NhdrFmoiBWjYu3bcuHGYOHGiNITp8OHDSEtL67a9a013M0tISGjyS0hCQoIsjpTD2toar7/+OqKjo3H8+HGkpaVJ6+zs7KBSqRAbG9uln8ny8nJU19TiZX8D+jmKLttvW125qcI7p2tRXl7OQk3UnZl61w4aNAj5+fmyP4je3t4YNGgQzp8/jxMnTnS7Tjt9+vSR/n+3IT53xpFyNJy2t6CgQFru5uaGmJgYs53l6ecoMNjZLLtupfZ/mWChJlIAU+/aCxcuIDg4GPPnz5e1qA8dOiTFdbdCbZpxTKPR4N1330Vubi4OHjwId3d3vPvuu5gwYQL0ej1nJlMwTttrXizURApgKlL9+/dvskXdv39/XLx4sVsWM9PMZHq9Ho888ohseJbpy4gpjjOTKRen7TUfFmoiBbjvvvsAABcvXsSkSZOQkJDQ5OlhUxy1X2f0HAaU3XuYuicWauqWuuOdfJrT8BaPRqMRQgjp0bAV3R1vBTlmzBhs2rQJGo0GR44cQW5urvRzGz16tHTqe8yYMV2WU2FhIaZMeRLV1TWdto9O6T1sp8ZXX6WyWPcwLNQWytIKWUM6na5RxxZvb2+sXLmyWw5fAoCKigrp/xkZGdI1aQCyntIN47oL09hbvV6P6OhoLFq0CCEhIcjPz0d0dDT0er0sriuUl5ejuroGkeEB0Lo4ddl+26Ow/DoS959sV+9h6p5YqC2QJRYyE51Oh+joaISEhDQ6PRwdHY3169d3y2M0tZQffPBB6PV62YQnffr0gbOzM86dO6fYFvWtW7dw/vz5Jtf9v//3/6T/Hzt2THb93dbWVhbn7Nx0N95BgwbB3t6+Y5JtQOvihIEe93X4dok6Egu1hbHUQgbcPksQHx+PkJAQJCYmSi0w0w0CIiMj8eabbyp2rHFzxezWrVsAgHPnziEgIAC/+MUvoFarUVNTg5ycHJw8eVKKO3PmTJPb6Kxi1hLnz5/HM888c8+4u00hCtye9/udd95p8nUpKSmKu0cwUVdhobYg3b2Q3YtphquEhATU19fjk08+weXLl3H//ffjueeew8KFCzFjxgzFznDV0mJ28uRJqTDf6c9//vNdX2fOYjZo0CCkpKQ0uc5gMOCll17C/fffj1dffRUHDx5EUlISFi1ahEmTJuGtt97ClStXsHHjxrt+LgcNGtSZ6fdozX2B7Ajm/AJpKVioLUjDQtbUnW6UXsjuxTRz1RdffIEZM2ZAiP9OJBAfH4/Zs2fL4pSmuWIGAMePH8dbb72Fhx9+GP369cOnn36Kp556CleuXEF2djZeffVVjBs3rtntm4u9vX2zXxJee+01REdHIykpSTqj079/fyQlJeHkyZNYv349Ro4c2VXpUgMt/QLZVjwb0n4s1BbEVKB8fX2b7Ezm6+sri+tu3N3dAQA7duxotE4IIS03xSnNvYrZ8OHD0a9fP8THx0st6k8//RQ+Pj7d+pIFIJ/dyjTUbNWqVRZxbN3dvb5ANvTjjz/i1VdfxVtvvYXBgwe3ePvUPizUFsRUoD766CPs3LlTdpeivn37YubMmbK47qZhi6tPnz5YtmwZJk2ahIMHD+Jvf/sbysrKGsV1N6YZoP71r3/hz3/+M9asWYNf//rX3fJSxZ0s+di6s3t9gWzK4MGD2UruQizUFiQwMBCurq5ISEhodP/Y4uJiJCQkoE+fPggMDDRThu3z8ccfS//39/eHr68v7O3t4evrC39/f2lI08cff4wFCxaYK812s7a2hr+/P4Dbx2lJhcySj4261tWb5s6gZToiTxZqC1NVVQUA6NWrF1588UX86le/wu7du7Ft2zbU1dXh5s1u8uluwtdffw0AeOqpp5CZmYkZM2ZI63x8fDB9+nTs3bsXX3/9dbcu1ER0bwmne0756jlH2gMcP34c1dXVcHBwgJOTE7Zs2YItW7YAALy8vFBZWYmqqiocP368W8+p7OfnhzfeeKPRNfgPPvjA3KlZnM6YZpNTbFJHWO5fDx9Hc2dxb1dvtv9LBQu1Bfn0008BAKNGjcKJEydk60pLSzFmzBgcP34cn376abcs1I8//jiys7OxceNGzJ07V9Zzvb6+HomJiVJcV7LUYnZ7ms0psptodKTOmWLTDl999VWLi3Vh+fUOz6GztDZXS/1cmvg4opvc5rL9WKgtiOm0d3p6epOdrY4fPy6L625mz56Nt956C1VVVXjsscfw8ssvIyQkBGlpaXjnnXdQVVUFlUolDdPqCoWFhZjy5JOorumcOaM7pZip1fgq9d7zRd+eZrMav39mGrRubh2eR0cr/OknbEn5rFVTbCbub3q8endnyZ9Lkys3VeiIez13ttt5tg8LdRskJibirbfeQlFREYYPH46//e1vmDBhgrnTwqhRo3DgwAFYW1sjLS1Nmp7xt7/9LZ566imMHj0aBoMBo0aNMnOmbWNra4t58+bh/fffR3l5eZOTf8ybN082LWVnKy8vR3VNDX41fhTcNb27bL9tVaq/gd3H/l+ripnWzQ0DtF6dnJl5dMe5vlvC9LmMHucJb+eu+31oq4LKWqw/fq1Fn0sXFxfYqW3xzunaZuOUxE5tCxcXlza/noW6lXbt2oVly5YhMTERjz76KDZv3owpU6bg7NmzuP/++82am6kHrcFgQFRUFBYvXixNIbpp0yYYDAZZXFdp6Sm4mpoaXL16tdmYoUOHIjg4GEeOHJHdVcrKygoTJkzA0KFDsXfv3ru+3sfHB2q1+p65tPY0nLumN7SumhbHkzJY+lzf3s62GORqd+/AbkSr1eKr1H2dclq/tWPEW6q9fSdYqFspISEB8+fPl3oV/+1vf8O+ffuwadMmxMXFmTW3hjfhOHLkiOwOTA1nKmsY19k6+xScidFoxKFDh2TH3B6tPQ1nyQp/+sncKbRId8mT2k+r1Xba76YSx4izULdCbW0tTp48iZUrV8qWT548GceOHWvyNTU1NahpUKQqKyubjDt79ix++OGHe+Zw8+ZNfPfdd02u+/bbbwHc7uFdXFwsW2c0GuHp6Ylr167h7NmziI2NbXIbQ4YMgaPjvbtSPvDAAxg2bNg940yn4PzcHOBg0/xtDOsMAtdr6++5zfZwsu0FG+vmrxlV1Rnx/U9VrTo9/H1BCUr1N5qNqTcacb2qczpmAYCTgx163eNWkeU3Wt8/YUvKZ21NSfFa2kGrtt6An653Xt8ONycH2PZq/kxXWzq+5RTdREFl86eI6wxGlFcbWr3tlnKxs4aNdfOfy5KbdZ2y79bMY96WjnJdNY85C3Ur/PTTTzAYDPD09JQt9/T0bFQYTeLi4vD666/fc9tvvPEGMjMzOyTPu+Vy7do1AEBOTg5ycnLatY8xY8bgo48+umeci4sLrK2t8f1PSunA1rKWvbW1dYuuKZmO75tT+e1NrMu05thMd/DqLtRqdYuPzc5O3e06k9nZtfz4rK2tkZz3cxdk1TFa+rlsjbbMY96ajnJdNY+5SjS8swE1q7CwEN7e3jh27BiCgoKk5f/n//wffPjhh1KLtqGmWtT9+vWDXq+X3Xu3I1rUwO0i/O2338LOzg4jRoyAVqtFYWEh8vLyUF1djaFDh+Khhx666+s7ukUNAHl5ebhw4cI94+rq6qQvE53F09MTNjY294wbOHAgRowY0aJtKuX4OuPYOrJ/QXt0Rt+C1gxf6o7HZ8mfy5aylDuDsVC3Qm1tLRwcHPDPf/4TTz/9tLR86dKlyM3NbdH10crKSmg0mkaFuiOtXbsW27dvlzqPAbe/rb7wwgv4wx/+0Cn7JCKizsFC3Upjx45FQECANLkGAAwbNgy//OUvW9SZrCsKNXD7S8Wd92vuymFLRETUMXiNupWWL1+O2bNnIzAwEEFBQdiyZQsuX76MRYsWmTs1GVtbW7zwwgvmToOIiNqJhbqVnn32WZSVlWHNmjUoKiqCv78/vvzyS/Tv39/cqRERkQXiqe8u1lWnvomIyDI0P7iNiIiIzIqFmoiISMFYqImIiBSMhZqIiEjBWKiJiIgUjIWaiIhIwVioiYiIFIyFmoiISMFYqImIiBSMhZqIiEjBONd3FzPN2FpZWWnmTIiIyNycnJygUqmajWGh7mLXr18HAPTr18/MmRARkbm15L4PvClHFzMajSgsLGzRt6j2qqysRL9+/XDlyhWLvAGIJR8fj637suTj47F1PLaoFcjKygo+Pj5duk9nZ2eL+6VqyJKPj8fWfVny8fHYuhY7kxERESkYCzUREZGCsVBbMLVajdWrV0OtVps7lU5hycfHY+u+LPn4eGzmwc5kRERECsYWNRERkYKxUBMRESkYCzUREZGCsVATEREpGAu1BTp8+DCmTZsGrVYLlUqFTz/91NwpdZi4uDiMGTMGTk5O8PDwwFNPPYXvvvvO3Gl1mE2bNmHkyJHSpAtBQUH46quvzJ1Wp4iLi4NKpcKyZcvMnUq7xcbGQqVSyR5eXl7mTqtDFRQU4Pnnn0efPn3g4OCA0aNH4+TJk+ZOq90GDBjQ6GenUqnw0ksvmTs1CQu1Bbp58yZGjRqFjRs3mjuVDnfo0CG89NJLOH78OPbv34/6+npMnjwZN2/eNHdqHcLHxwfx8fHIyspCVlYWQkND8ctf/hJnzpwxd2odKjMzE1u2bMHIkSPNnUqHGT58OIqKiqRHXl6euVPqMOXl5Xj00UdhY2ODr776CmfPnsXbb7+N++67z9yptVtmZqbs57Z//34AwG9+8xszZ9aAIIsGQOzZs8fcaXSakpISAUAcOnTI3Kl0GhcXF7F161Zzp9Fhrl+/Lnx9fcX+/ftFcHCwWLp0qblTarfVq1eLUaNGmTuNThMTEyMee+wxc6fRJZYuXSoGDx4sjEajuVORsEVN3ZperwcAuLq6mjmTjmcwGJCcnIybN28iKCjI3Ol0mJdeeglTp07F448/bu5UOlR+fj60Wi0GDhyIGTNm4Pz58+ZOqcPs3bsXgYGB+M1vfgMPDw889NBDeO+998ydVoerra3FRx99hHnz5nX6TZNag4Waui0hBJYvX47HHnsM/v7+5k6nw+Tl5aF3795Qq9VYtGgR9uzZg2HDhpk7rQ6RnJyM7OxsxMXFmTuVDjV27Fjs2LED+/btw3vvvYfi4mKMHz8eZWVl5k6tQ5w/fx6bNm2Cr68v9u3bh0WLFiE6Oho7duwwd2od6tNPP0VFRQVeeOEFc6ciw7tnUbcVFRWFU6dO4ejRo+ZOpUMNGTIEubm5qKiowO7duzF37lwcOnSo2xfrK1euYOnSpdDpdLCzszN3Oh1qypQp0v9HjBiBoKAgDB48GP/4xz+wfPlyM2bWMYxGIwIDA/HGG28AAB566CGcOXMGmzZtwpw5c8ycXcd5//33MWXKFGi1WnOnIsMWNXVLS5Yswd69e3Hw4MEuv21oZ7O1tcUDDzyAwMBAxMXFYdSoUXj33XfNnVa7nTx5EiUlJQgICECvXr3Qq1cvHDp0COvXr0evXr1gMBjMnWKHcXR0xIgRI5Cfn2/uVDpE3759G31RfPDBB3H58mUzZdTxLl26hAMHDmDBggXmTqURtqipWxFCYMmSJdizZw/S0tIwcOBAc6fU6YQQqKmpMXca7RYWFtaoJ/SLL76IoUOHIiYmBtbW1mbKrOPV1NTg3LlzmDBhgrlT6RCPPvpoo2GQ33//Pfr372+mjDretm3b4OHhgalTp5o7lUZYqC3QjRs38MMPP0jPL1y4gNzcXLi6uuL+++83Y2bt99JLL+GTTz7Bv//9bzg5OaG4uBgAoNFoYG9vb+bs2u+Pf/wjpkyZgn79+uH69etITk5GWloaUlNTzZ1auzk5OTXqS+Do6Ig+ffp0+z4Gr7zyCqZNm4b7778fJSUl+Otf/4rKykrMnTvX3Kl1iJdffhnjx4/HG2+8gd/+9rc4ceIEtmzZgi1btpg7tQ5hNBqxbds2zJ07F716KbAsmrnXOXWCgwcPCgCNHnPnzjV3au3W1HEBENu2bTN3ah1i3rx5on///sLW1la4u7uLsLAwodPpzJ1Wp7GU4VnPPvus6Nu3r7CxsRFarVY888wz4syZM+ZOq0N99tlnwt/fX6jVajF06FCxZcsWc6fUYfbt2ycAiO+++87cqTSJt7kkIiJSMHYmIyIiUjAWaiIiIgVjoSYiIlIwFmoiIiIFY6EmIiJSMBZqIiIiBWOhJiIiUjAWaiIiIgVjoSaiFrt48SJUKhVyc3MBAGlpaVCpVKioqLjra7Zv34777ruvS/JrjlLyIGotBU5qSkRK1a9fPxQVFcHNzc3cqRD1GGxRE1GLWVtbw8vLq8tuXFBXV9cl+yFSMhZqoh7k+vXrmDVrFhwdHdG3b1+88847CAkJwbJlywAAKpUKn376qew19913H7Zv3w6g8anvpmzfvh33338/HBwc8PTTT6OsrKzF+cXGxmL06NH44IMPMGjQIKjVagghkJqaisceewz33Xcf+vTpg4iICPz444/S60x5paSkYNKkSXBwcMCoUaOQnp5+132VlZXhkUcewfTp01FdXd3iHIm6Ggs1UQ+yfPly/Oc//8HevXuxf/9+HDlyBNnZ2R22/YyMDMybNw+RkZHIzc3FpEmT8Ne//rVV2/jhhx/wf//v/8Xu3bulLwQ3b97E8uXLkZmZia+//hpWVlZ4+umnYTQaZa/9n//5H7zyyivIzc2Fn58fZs6cifr6+kb7uHr1KiZMmIChQ4ciJSUFdnZ2bT5mos7Ga9REPcT169fxj3/8A5988gnCwsIAANu2bYNWq+2wfbz77rt44oknsHLlSgCAn58fjh071qr7adfW1uLDDz+Eu7u7tOxXv/qVLOb999+Hh4cHzp49K7uX9SuvvIKpU6cCAF5//XUMHz4cP/zwA4YOHSrFfP/99wgPD8cvf/lLvPvuu1CpVG06VqKuwhY1UQ9x/vx51NXV4ZFHHpGWaTQaDBkypMP2ce7cOQQFBcmW3fn8Xvr37y8r0gDw448/4rnnnsOgQYPg7OyMgQMHAgAuX74sixs5cqT0/759+wIASkpKpGW3bt3CY489hqeeegrr169nkaZugYWaqIcw3Xr+zuLU8Jb0KpUKd96ivjUdujri9vaOjo6Nlk2bNg1lZWV47733kJGRgYyMDAC3W98N2djYSP83HWfD0+NqtRqPP/44vvjiC1y9erXduRJ1BRZqoh5i8ODBsLGxwYkTJ6RllZWVyM/Pl567u7ujqKhIep6fn4+qqqoW72PYsGE4fvy4bNmdz1urrKwM586dw5/+9CeEhYXhwQcfRHl5eZu2ZWVlhQ8//BABAQEIDQ1FYWFhu3Ij6gq8Rk3UQzg5OWHu3Ll49dVX4erqCg8PD6xevRpWVlZS6zM0NBQbN27EuHHjYDQaERMTI2ul3kt0dDTGjx+PtWvX4qmnnoJOp2vV9emmuLi4oE+fPtiyZQv69u2Ly5cvS9fA28La2hoff/wxZs6cidDQUKSlpcHLy6tdORJ1JraoiXqQhIQEBAUFISIiAo8//jgeffRRPPjgg1Kv57fffhv9+vXDxIkT8dxzz+GVV16Bg4NDi7c/btw4bN26FRs2bMDo0aOh0+nwpz/9qV05W1lZITk5GSdPnoS/vz9efvllvPXWW+3aZq9evbBz504MHz4coaGhsuvYREqjEh1xUYmIuqWbN2/C29sbb7/9NubPn2/udIioCTz1TdSD5OTk4Ntvv8UjjzwCvV6PNWvWAAB++ctfmjkzIrobnvom6mHWrVuHUaNG4fHHH8fNmzdx5MiRLpu7e/jw4ejdu3eTj48//rhLciDqbnjqm4i6zKVLl+463MvT0xNOTk5dnBGR8rFQExERKRhPfRMRESkYCzUREZGCsVATEREpGAs1ERGRgrFQExERKRgLNRERkYKxUBMRESnY/wfWCzJpubwDlQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.boxplot(\n",
    "    x='guild_rank',\n",
    "    y='contribution',\n",
    "    data=df_guild,\n",
    "    hue='guild_rank',\n",
    "    legend=False,\n",
    "    palette=nw_cmap_heatmap\n",
    ")\n",
    "plt.title('Contribution Total by Guild Rank')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "9325bfdc-cf49-4fcd-a8be-b8dd0e82a47f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.scatterplot(\n",
    "    x='guild_rank',\n",
    "    y='contribution',\n",
    "    data=df_guild,\n",
    "    hue='guild_rank',\n",
    "    legend=False,\n",
    "    palette=nw_cmap_heatmap\n",
    ")\n",
    "plt.yscale('log')\n",
    "plt.title('Contribution Total by Guild Rank')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "d43be846-22eb-4ba8-b577-6b18d99aae64",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.boxplot(\n",
    "    x='guild_rank',\n",
    "    y='contribution',\n",
    "    data=df_guild[~df_guild['account'].isin(_contrib_outliers_acc)],\n",
    "    hue='guild_rank',\n",
    "    legend=False,\n",
    "    palette=nw_cmap_heatmap\n",
    ")\n",
    "plt.title('Contribution Total by Guild Rank (outliers excluded)', pad=15)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "14f6987a-a2f0-4471-a9f7-ab67d223f9a7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>iqr</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>556.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>3091.25000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>7463.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>7913.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>22635.25000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>7067.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>27184.50000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank         iqr\n",
       "0           1   556.00000\n",
       "1           2  3091.25000\n",
       "2           3  7463.00000\n",
       "3           4  7913.00000\n",
       "4           5 22635.25000\n",
       "5           6  7067.00000\n",
       "6           7 27184.50000"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_var_contrib = df_guild.groupby(['guild_rank']).agg({'contribution':stats.iqr}).rename(columns={'contribution':'iqr'}).reset_index()\n",
    "_var_contrib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "c9299646-c3c8-4040-b830-3209b8a30e29",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>90005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>124196</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>307099</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>1207003</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>2009587</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>891266</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>589471</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank  contribution\n",
       "0           1         90005\n",
       "1           2        124196\n",
       "2           3        307099\n",
       "3           4       1207003\n",
       "4           5       2009587\n",
       "5           6        891266\n",
       "6           7        589471"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_rank_contrib = (df_guild\n",
    " .groupby(['account'])\n",
    " .agg({\n",
    "     'guild_rank':'max',\n",
    "     'contribution':'sum'\n",
    " })\n",
    " .sort_values('guild_rank', ascending=False)\n",
    " .reset_index()\n",
    ").groupby('guild_rank')['contribution'].sum().reset_index()\n",
    "\n",
    "_rank_contrib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "e7afa649-8ca1-40f5-b40f-ba675b711383",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>iqr</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>90005</td>\n",
       "      <td>556.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>124196</td>\n",
       "      <td>3091.25000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>307099</td>\n",
       "      <td>7463.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>1207003</td>\n",
       "      <td>7913.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>2009587</td>\n",
       "      <td>22635.25000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>891266</td>\n",
       "      <td>7067.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>589471</td>\n",
       "      <td>27184.50000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank  contribution         iqr\n",
       "0           1         90005   556.00000\n",
       "1           2        124196  3091.25000\n",
       "2           3        307099  7463.00000\n",
       "3           4       1207003  7913.00000\n",
       "4           5       2009587 22635.25000\n",
       "5           6        891266  7067.00000\n",
       "6           7        589471 27184.50000"
      ]
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_rank_contrib = _rank_contrib.merge(_var_contrib, on='guild_rank')\n",
    "_rank_contrib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "a0ec514a-ac8f-40f6-8700-bb2be0251d6e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6, 3))\n",
    "s = sns.barplot(\n",
    "    x='guild_rank',\n",
    "    y='contribution',\n",
    "    data=_rank_contrib,\n",
    "    color=nw_clr_single\n",
    ")\n",
    "s.bar_label(s.containers[0], fmt='{:,.0f}', padding=5)\n",
    "\n",
    "plt.ticklabel_format(style='plain', axis='y')\n",
    "plt.title('Total Amount of Contributions by Guild Ranks', pad=25)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "83da4f16-7912-4840-a1d2-6340225ec438",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{1: '#cca299',\n",
       " 2: '#cca299',\n",
       " 3: '#cca299',\n",
       " 4: '#cca299',\n",
       " 5: '#f56504',\n",
       " 6: '#cca299',\n",
       " 7: '#cca299'}"
      ]
     },
     "execution_count": 66,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_colors = {}\n",
    "for i,c in enumerate(_rank_contrib['guild_rank']):\n",
    "    if _rank_contrib.loc[i,'contribution']==_rank_contrib['contribution'].max():\n",
    "        _colors[c]=nw_clr_single\n",
    "    else:\n",
    "        _colors[c]=nw_clr_single_greyed\n",
    "\n",
    "_colors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "2529098c-5d41-423e-ae0a-baf5ffb7a7e6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.ticker as ticker"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "id": "8ceefda5-61dd-437a-8404-640738b03938",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(6, 3))\n",
    "sns.barplot(\n",
    "    ax=ax,\n",
    "    x='guild_rank',\n",
    "    y='contribution',\n",
    "    data=_rank_contrib,\n",
    "    hue='guild_rank',\n",
    "    palette=_colors,\n",
    "    legend=False\n",
    ")\n",
    "\n",
    "for container in s.containers:\n",
    "    tmp_hue = _rank_contrib.loc[_rank_contrib['guild_rank']==container.get_label()]\n",
    "    ax.bar_label(container, labels=tmp_hue['contribution'], padding=5, fmt='{:,.0f}')\n",
    "\n",
    "ax.set(ylabel=None, yticks=[])\n",
    "\n",
    "plt.ticklabel_format(style='plain', axis='y')\n",
    "plt.title('Total Amount of Contributions by Guild Ranks', pad=25)\n",
    "sns.despine(left=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8fe5d8e-bb66-4219-a10f-d4d6233510b3",
   "metadata": {},
   "source": [
    "## Inactive Accounts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "9b5c53e2-9b10-499f-a7aa-be2421d7565d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>account</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>taa9dct@catl</td>\n",
       "      <td>1</td>\n",
       "      <td>297</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>m#1m515mz50@5</td>\n",
       "      <td>1</td>\n",
       "      <td>226</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>#co0oroood#dl#l</td>\n",
       "      <td>1</td>\n",
       "      <td>223</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>6x@##8x@amo60w#</td>\n",
       "      <td>1</td>\n",
       "      <td>214</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>otmxeix3#6nn@o3@kin3</td>\n",
       "      <td>2</td>\n",
       "      <td>271</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>a1i1o1oc3a#n3nc1a</td>\n",
       "      <td>2</td>\n",
       "      <td>270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>spparosra</td>\n",
       "      <td>2</td>\n",
       "      <td>205</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>ttWhhWt</td>\n",
       "      <td>3</td>\n",
       "      <td>282</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>u6zlll6l@4</td>\n",
       "      <td>3</td>\n",
       "      <td>257</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>u@an8m8@m</td>\n",
       "      <td>3</td>\n",
       "      <td>238</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>ci#20c3c@@paccouu</td>\n",
       "      <td>3</td>\n",
       "      <td>224</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>@oBb7bB9l@lb#@</td>\n",
       "      <td>4</td>\n",
       "      <td>208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>cagga4@ckkk4a@</td>\n",
       "      <td>5</td>\n",
       "      <td>236</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>mhabchahhbn</td>\n",
       "      <td>5</td>\n",
       "      <td>216</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 account  guild_rank  days_inactive\n",
       "0           taa9dct@catl           1            297\n",
       "1          m#1m515mz50@5           1            226\n",
       "2        #co0oroood#dl#l           1            223\n",
       "3        6x@##8x@amo60w#           1            214\n",
       "4   otmxeix3#6nn@o3@kin3           2            271\n",
       "5      a1i1o1oc3a#n3nc1a           2            270\n",
       "6              spparosra           2            205\n",
       "7                ttWhhWt           3            282\n",
       "8             u6zlll6l@4           3            257\n",
       "9              u@an8m8@m           3            238\n",
       "10     ci#20c3c@@paccouu           3            224\n",
       "11        @oBb7bB9l@lb#@           4            208\n",
       "12        cagga4@ckkk4a@           5            236\n",
       "13           mhabchahhbn           5            216"
      ]
     },
     "execution_count": 69,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_acc_inact = (\n",
    "    df_guild\n",
    "    .groupby('account')\n",
    "    .agg({\n",
    "        'guild_rank':'max',\n",
    "        'days_inactive':'min'\n",
    "    })\n",
    "    .sort_values(\n",
    "        by=['guild_rank','days_inactive'], \n",
    "        ascending=[True, False]\n",
    "    )\n",
    ")\n",
    "_acc_inact = _acc_inact[_acc_inact['days_inactive'] > _acc_inact['days_inactive'].quantile(.9)].reset_index()\n",
    "_acc_inact"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "id": "761b10b4-7d9f-4a84-8074-af6c210f6da7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 70,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "_acc_inact['days_inactive'].plot(kind='barh')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "id": "345cc0a8-b926-41e6-90e7-2e76090ba6f6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sns.barplot(\n",
    "    data=_acc_inact,\n",
    "    x='days_inactive',\n",
    "    y='account',\n",
    "    orient='h',\n",
    "    hue='guild_rank',\n",
    "    palette=nw_cmap\n",
    ")\n",
    "\n",
    "sns.move_legend(s,loc=(1.1, 0.4))\n",
    "\n",
    "for container in s.containers:\n",
    "    tmp_hue = _acc_inact.loc[_acc_inact['guild_rank']==container.get_label()]\n",
    "    s.bar_label(container, labels=tmp_hue['days_inactive'], padding=2, fmt='{:,.0f}')\n",
    "    \n",
    "plt.title('Top 10% of Accounts with most Days of Inactivity', pad=10)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a63a36f-1bbb-4898-831f-712add577601",
   "metadata": {},
   "source": [
    "## Popular Classes"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "12f41174-71c3-4864-8784-49dffac11e51",
   "metadata": {},
   "source": [
    "My **Definition of Popular Class**\n",
    "\n",
    "A \"Popular Class\" is determined by its activity and contribution within the game, specifically by the **popularity score**, which is calculated for each class by combining three normalized factors:\n",
    "- number of characters\n",
    "- contribution\n",
    "- days of inactivity"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1961889e-8d8e-4c0f-9f9f-8b18120d7db9",
   "metadata": {},
   "source": [
    "The normalized popularity score I used here is calculated using the following two-step process:\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "\\text{PS}_{c,r} &= 0.45 \\cdot \\frac{n_{c,r}}{N_r} + 0.45 \\cdot \\text{norm}_r(C_{c,r}) - 0.1 \\cdot \\text{norm}_r(I_{c,r}) \\\\[10pt]\n",
    "\\text{NPS}_{c,r} &= \\frac{\\text{PS}_{c,r} - \\min_c(\\text{PS}_{c,r})}{\\max_c(\\text{PS}_{c,r}) - \\min_c(\\text{PS}_{c,r})}\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "- $\\text{PS}_{c,r}$ is the Popularity Score\n",
    "- $\\text{NPS}_{c,r}$ is the Normalized Popularity Score for class $c$ in rank $r$\n",
    "- $n_{c,r}$ is the number of characters of class $c$ in rank $r$\n",
    "- $N_r$ is the total number of characters in rank $r$\n",
    "- $C_{c,r}$ is the contribution of class $c$ in rank $r$\n",
    "- $I_{c,r}$ is the inactivity (days inactive) of class $c$ in rank $r$\n",
    "- $\\text{norm}_r()$ is the normalization function applied within rank $r$\n",
    "\n",
    "*P.S. The inactivity penalty was first set to 0.2, but then i decided it was too harsh, so 10% was chosen instead. Short-term inactivity shouldn't heavily penalize otherwise active and contributing classes.*"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a1242710-8f71-4877-b718-6d55a93f56ec",
   "metadata": {},
   "source": [
    "Additional Info: The process gives equal positive weight (45% ~40%~ each) to the number of characters and their contribution, while applying a negative weight (10% ~20%~) to inactivity. \n",
    "\n",
    "This creates a balanced metric where classes with more active and contributing members score higher, while those with longer periods of inactivity are penalized. The score is normalized within each guild rank, allowing for fair comparisons across different ranks and character classes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "id": "6df50bf4-af41-4b5f-bf71-a13bf3162e03",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "    }\n",
       "\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>guild_rank</th>\n",
       "      <th>character_class</th>\n",
       "      <th>days_inactive</th>\n",
       "      <th>contribution</th>\n",
       "      <th>characters</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>33.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>Bard</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>Cleric</td>\n",
       "      <td>129.00000</td>\n",
       "      <td>283.00000</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1</td>\n",
       "      <td>Fighter</td>\n",
       "      <td>174.00000</td>\n",
       "      <td>144.00000</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1</td>\n",
       "      <td>Paladin</td>\n",
       "      <td>38.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1</td>\n",
       "      <td>Ranger</td>\n",
       "      <td>11.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>77.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1</td>\n",
       "      <td>Warlock</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1124.50000</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1</td>\n",
       "      <td>Wizard</td>\n",
       "      <td>149.00000</td>\n",
       "      <td>63.00000</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>137.00000</td>\n",
       "      <td>956.50000</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank character_class  days_inactive  contribution  characters\n",
       "0           1       Barbarian       33.00000       0.00000           5\n",
       "1           1            Bard        2.00000       0.00000           1\n",
       "2           1          Cleric      129.00000     283.00000           6\n",
       "3           1         Fighter      174.00000     144.00000           5\n",
       "4           1         Paladin       38.00000       0.00000           2\n",
       "5           1          Ranger       11.00000       0.00000           3\n",
       "6           1           Rogue       77.00000       0.00000           3\n",
       "7           1         Warlock        1.00000    1124.50000           2\n",
       "8           1          Wizard      149.00000      63.00000           3\n",
       "9           2       Barbarian      137.00000     956.50000           4"
      ]
     },
     "execution_count": 72,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_popular_classes = (\n",
    "    df_guild\n",
    "    .groupby(['guild_rank','character_class'])\n",
    "    .agg({\n",
    "        'days_inactive':lambda x: np.ceil(np.median(x)),\n",
    "        'contribution':'median',\n",
    "        'character':'count'\n",
    "    })\n",
    "    .rename(columns={'character':'characters'})\n",
    "    .reset_index()\n",
    ")\n",
    "_popular_classes.head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "id": "a4b58473-4e98-461b-a582-09b8e3d87c6f",
   "metadata": {},
   "outputs": [],
   "source": [
    "def normalize(series):\n",
    "    return (series - series.min()) / (series.max() - series.min())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "id": "825009fa-dd61-4f84-9ab9-4fbfcee3a233",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\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>guild_rank</th>\n",
       "      <th>character_class</th>\n",
       "      <th>days_inactive</th>\n",
       "      <th>contribution</th>\n",
       "      <th>characters</th>\n",
       "      <th>class_proportion</th>\n",
       "      <th>norm_contribution</th>\n",
       "      <th>norm_days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>33.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>5</td>\n",
       "      <td>0.16667</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.18497</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank character_class  days_inactive  contribution  characters  \\\n",
       "0           1       Barbarian       33.00000       0.00000           5   \n",
       "\n",
       "   class_proportion  norm_contribution  norm_days_inactive  \n",
       "0           0.16667            0.00000             0.18497  "
      ]
     },
     "execution_count": 74,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Calculate the proportion of each class within its rank\n",
    "_popular_classes['class_proportion'] = _popular_classes.groupby('guild_rank')['characters'].transform(lambda x: x / x.sum())\n",
    "\n",
    "# Normalize contribution and days_inactive\n",
    "_popular_classes['norm_contribution'] = _popular_classes.groupby('guild_rank')['contribution'].transform(normalize)\n",
    "_popular_classes['norm_days_inactive'] = _popular_classes.groupby('guild_rank')['days_inactive'].transform(normalize)\n",
    "\n",
    "_popular_classes.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "dadd9eb7-0576-4449-99d8-eb11e5c1137f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
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       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>character_class</th>\n",
       "      <th>days_inactive</th>\n",
       "      <th>contribution</th>\n",
       "      <th>characters</th>\n",
       "      <th>class_proportion</th>\n",
       "      <th>norm_contribution</th>\n",
       "      <th>norm_days_inactive</th>\n",
       "      <th>popularity_score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>33.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>5</td>\n",
       "      <td>0.16667</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.18497</td>\n",
       "      <td>0.05650</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank character_class  days_inactive  contribution  characters  \\\n",
       "0           1       Barbarian       33.00000       0.00000           5   \n",
       "\n",
       "   class_proportion  norm_contribution  norm_days_inactive  popularity_score  \n",
       "0           0.16667            0.00000             0.18497           0.05650  "
      ]
     },
     "execution_count": 75,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Calculate the popularity score\n",
    "_popular_classes['popularity_score'] = (\n",
    "    _popular_classes['class_proportion'] * 0.45 +\n",
    "    _popular_classes['norm_contribution'] * 0.45 -\n",
    "    _popular_classes['norm_days_inactive'] * 0.1\n",
    ")\n",
    "\n",
    "_popular_classes.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "id": "3786e3e9-00cb-4a77-a7c3-950820d00639",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<style scoped>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>character_class</th>\n",
       "      <th>days_inactive</th>\n",
       "      <th>contribution</th>\n",
       "      <th>characters</th>\n",
       "      <th>class_proportion</th>\n",
       "      <th>norm_contribution</th>\n",
       "      <th>norm_days_inactive</th>\n",
       "      <th>popularity_score</th>\n",
       "      <th>normalized_popularity_score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>33.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>5</td>\n",
       "      <td>0.16667</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.18497</td>\n",
       "      <td>0.05650</td>\n",
       "      <td>0.14503</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank character_class  days_inactive  contribution  characters  \\\n",
       "0           1       Barbarian       33.00000       0.00000           5   \n",
       "\n",
       "   class_proportion  norm_contribution  norm_days_inactive  popularity_score  \\\n",
       "0           0.16667            0.00000             0.18497           0.05650   \n",
       "\n",
       "   normalized_popularity_score  \n",
       "0                      0.14503  "
      ]
     },
     "execution_count": 76,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Normalize the popularity score within each rank\n",
    "_popular_classes['normalized_popularity_score'] = _popular_classes.groupby('guild_rank')['popularity_score'].transform(normalize)\n",
    "_popular_classes.head(1)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "62cfc747-af39-4dbd-8264-60f741db530b",
   "metadata": {},
   "source": [
    "### Visualization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "174e08e6-2267-4934-8f2f-52415ca26852",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    }\n",
       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>guild_rank</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>character_class</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Barbarian</th>\n",
       "      <td>0.14503</td>\n",
       "      <td>0.10969</td>\n",
       "      <td>0.18832</td>\n",
       "      <td>0.34117</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bard</th>\n",
       "      <td>0.06008</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.09065</td>\n",
       "      <td>0.08800</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cleric</th>\n",
       "      <td>0.29192</td>\n",
       "      <td>0.27066</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.55801</td>\n",
       "      <td>0.16132</td>\n",
       "      <td>0.21306</td>\n",
       "      <td>0.28456</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Fighter</th>\n",
       "      <td>0.09683</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.19393</td>\n",
       "      <td>0.25366</td>\n",
       "      <td>0.09171</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Paladin</th>\n",
       "      <td>0.04835</td>\n",
       "      <td>0.11651</td>\n",
       "      <td>0.16121</td>\n",
       "      <td>0.14692</td>\n",
       "      <td>0.15080</td>\n",
       "      <td>0.52708</td>\n",
       "      <td>0.15198</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ranger</th>\n",
       "      <td>0.11014</td>\n",
       "      <td>0.12552</td>\n",
       "      <td>0.49552</td>\n",
       "      <td>0.14203</td>\n",
       "      <td>0.30601</td>\n",
       "      <td>0.35202</td>\n",
       "      <td>0.24501</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Rogue</th>\n",
       "      <td>0.03312</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.24500</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.13063</td>\n",
       "      <td>0.20310</td>\n",
       "      <td>0.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warlock</th>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.10717</td>\n",
       "      <td>0.47706</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.53805</td>\n",
       "      <td>0.18900</td>\n",
       "      <td>0.09818</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wizard</th>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.17575</td>\n",
       "      <td>0.09393</td>\n",
       "      <td>0.39348</td>\n",
       "      <td>0.26159</td>\n",
       "      <td>0.13467</td>\n",
       "      <td>0.16676</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "guild_rank            1       2       3       4       5       6       7\n",
       "character_class                                                        \n",
       "Barbarian       0.14503 0.10969 0.18832 0.34117 1.00000 1.00000 0.00000\n",
       "Bard            0.06008 0.00000 0.09065 0.08800 0.00000 0.00000 0.00000\n",
       "Cleric          0.29192 0.27066 0.00000 0.55801 0.16132 0.21306 0.28456\n",
       "Fighter         0.09683 0.00000 1.00000 0.19393 0.25366 0.09171 1.00000\n",
       "Paladin         0.04835 0.11651 0.16121 0.14692 0.15080 0.52708 0.15198\n",
       "Ranger          0.11014 0.12552 0.49552 0.14203 0.30601 0.35202 0.24501\n",
       "Rogue           0.03312 1.00000 0.24500 1.00000 0.13063 0.20310 0.00000\n",
       "Warlock         1.00000 0.10717 0.47706 0.00000 0.53805 0.18900 0.09818\n",
       "Wizard          0.00000 0.17575 0.09393 0.39348 0.26159 0.13467 0.16676"
      ]
     },
     "execution_count": 77,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NPS = _popular_classes.pivot(index='character_class', columns='guild_rank', values='normalized_popularity_score').fillna(0)\n",
    "NPS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "83db03f2-c044-48c4-a52e-0f8851740ac3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>guild_rank</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>9.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>9.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>0.19839</td>\n",
       "      <td>0.21170</td>\n",
       "      <td>0.30574</td>\n",
       "      <td>0.31817</td>\n",
       "      <td>0.31134</td>\n",
       "      <td>0.30118</td>\n",
       "      <td>0.21628</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.31237</td>\n",
       "      <td>0.30693</td>\n",
       "      <td>0.31031</td>\n",
       "      <td>0.30794</td>\n",
       "      <td>0.29777</td>\n",
       "      <td>0.30295</td>\n",
       "      <td>0.31236</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>0.09683</td>\n",
       "      <td>0.11651</td>\n",
       "      <td>0.18832</td>\n",
       "      <td>0.19393</td>\n",
       "      <td>0.25366</td>\n",
       "      <td>0.20310</td>\n",
       "      <td>0.15198</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>0.14503</td>\n",
       "      <td>0.17575</td>\n",
       "      <td>0.47706</td>\n",
       "      <td>0.39348</td>\n",
       "      <td>0.30601</td>\n",
       "      <td>0.35202</td>\n",
       "      <td>0.24501</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>80%</th>\n",
       "      <td>0.20379</td>\n",
       "      <td>0.21372</td>\n",
       "      <td>0.48444</td>\n",
       "      <td>0.45929</td>\n",
       "      <td>0.39883</td>\n",
       "      <td>0.42204</td>\n",
       "      <td>0.26083</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90%</th>\n",
       "      <td>0.43354</td>\n",
       "      <td>0.41653</td>\n",
       "      <td>0.59641</td>\n",
       "      <td>0.64641</td>\n",
       "      <td>0.63044</td>\n",
       "      <td>0.62167</td>\n",
       "      <td>0.42765</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95%</th>\n",
       "      <td>0.71677</td>\n",
       "      <td>0.70826</td>\n",
       "      <td>0.79821</td>\n",
       "      <td>0.82320</td>\n",
       "      <td>0.81522</td>\n",
       "      <td>0.81083</td>\n",
       "      <td>0.71382</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>99%</th>\n",
       "      <td>0.94335</td>\n",
       "      <td>0.94165</td>\n",
       "      <td>0.95964</td>\n",
       "      <td>0.96464</td>\n",
       "      <td>0.96304</td>\n",
       "      <td>0.96217</td>\n",
       "      <td>0.94276</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>99.9%</th>\n",
       "      <td>0.99434</td>\n",
       "      <td>0.99417</td>\n",
       "      <td>0.99596</td>\n",
       "      <td>0.99646</td>\n",
       "      <td>0.99630</td>\n",
       "      <td>0.99622</td>\n",
       "      <td>0.99428</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "guild_rank       1       2       3       4       5       6       7\n",
       "count      9.00000 9.00000 9.00000 9.00000 9.00000 9.00000 9.00000\n",
       "mean       0.19839 0.21170 0.30574 0.31817 0.31134 0.30118 0.21628\n",
       "std        0.31237 0.30693 0.31031 0.30794 0.29777 0.30295 0.31236\n",
       "min        0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000\n",
       "50%        0.09683 0.11651 0.18832 0.19393 0.25366 0.20310 0.15198\n",
       "75%        0.14503 0.17575 0.47706 0.39348 0.30601 0.35202 0.24501\n",
       "80%        0.20379 0.21372 0.48444 0.45929 0.39883 0.42204 0.26083\n",
       "90%        0.43354 0.41653 0.59641 0.64641 0.63044 0.62167 0.42765\n",
       "95%        0.71677 0.70826 0.79821 0.82320 0.81522 0.81083 0.71382\n",
       "99%        0.94335 0.94165 0.95964 0.96464 0.96304 0.96217 0.94276\n",
       "99.9%      0.99434 0.99417 0.99596 0.99646 0.99630 0.99622 0.99428\n",
       "max        1.00000 1.00000 1.00000 1.00000 1.00000 1.00000 1.00000"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NPS.describe([.5,.75,.8,.9,.95,.99,.999])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "da120c87-c333-4e77-a9e7-4b65c7f8c68f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5, 5))\n",
    "sns.heatmap(NPS, annot=True, cmap='YlOrRd', fmt='.2f')\n",
    "plt.title('Class Popularity by Guild Rank')\n",
    "plt.ylabel('Guild Rank')\n",
    "plt.xlabel('Character Class')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "id": "fdb3b4c1-d389-46d8-94e7-cd1f47a80fde",
   "metadata": {},
   "outputs": [],
   "source": [
    "high_popularity = 0.3\n",
    "low_popularity = 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "id": "4ee06757-86f3-47a9-a87b-ee53acda64a6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([['', '', '', 'High', 'High', 'High', 'Low'],\n",
       "       ['', 'Low', '', '', 'Low', 'Low', 'Low'],\n",
       "       ['', '', 'Low', 'High', '', '', ''],\n",
       "       ['', 'Low', 'High', '', '', '', 'High'],\n",
       "       ['', '', '', '', '', 'High', ''],\n",
       "       ['', '', 'High', '', 'High', 'High', ''],\n",
       "       ['', 'High', '', 'High', '', '', 'Low'],\n",
       "       ['High', '', 'High', 'Low', 'High', '', ''],\n",
       "       ['Low', '', '', 'High', '', '', '']], dtype='<U4')"
      ]
     },
     "execution_count": 81,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "labels_score = np.where(NPS >= high_popularity, \"High\",\n",
    "                        np.where(NPS <= low_popularity, \"Low\", \"\"))\n",
    "labels_score"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "b2d5c1f0-8c71-43b1-bad4-518e3bc05c6a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(5,5))\n",
    "\n",
    "sns.heatmap(\n",
    "    NPS,\n",
    "    annot=labels_score,\n",
    "    square=True,\n",
    "    fmt='',\n",
    "    cmap=nw_cmap_heatmap_5,\n",
    "    vmin=low_popularity-0.075,\n",
    "    vmax=high_popularity+0.1,\n",
    "    cbar=False,\n",
    "    linewidths=5,\n",
    "    ax=ax\n",
    ")\n",
    "ax.xaxis.tick_top()\n",
    "ax.set(xlabel=\"\", ylabel=\"\")\n",
    "ax.set_title('Classes Popularity among Guild Ranks',pad=10)\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "b55ae9a4-6287-4236-879d-1d2b295a7f38",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>guild_rank</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>character_class</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Barbarian</th>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>7</td>\n",
       "      <td>11</td>\n",
       "      <td>10</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bard</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cleric</th>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "      <td>8</td>\n",
       "      <td>13</td>\n",
       "      <td>9</td>\n",
       "      <td>5</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Fighter</th>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>7</td>\n",
       "      <td>11</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Paladin</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5</td>\n",
       "      <td>9</td>\n",
       "      <td>11</td>\n",
       "      <td>6</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ranger</th>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>7</td>\n",
       "      <td>8</td>\n",
       "      <td>6</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Rogue</th>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>6</td>\n",
       "      <td>13</td>\n",
       "      <td>15</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warlock</th>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>12</td>\n",
       "      <td>11</td>\n",
       "      <td>3</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wizard</th>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>11</td>\n",
       "      <td>14</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "guild_rank       1  2  3   4   5  6  7\n",
       "character_class                       \n",
       "Barbarian        5  4  7  11  10  4  0\n",
       "Bard             1  0  2   3   1  3  0\n",
       "Cleric           6  7  8  13   9  5  3\n",
       "Fighter          5  2  4   7  11  4  2\n",
       "Paladin          2  3  5   9  11  6  1\n",
       "Ranger           3  3  7   8   6  4  1\n",
       "Rogue            3  1  6  13  15  4  2\n",
       "Warlock          2  4  4  12  11  3  2\n",
       "Wizard           3  4  5  11  14  4  5"
      ]
     },
     "execution_count": 83,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_M_char_qty = _popular_classes.pivot(index='character_class',columns='guild_rank', values='characters').fillna(0).astype(int)\n",
    "_M_char_qty"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "c6e4ce29-5514-4774-bc30-e3f29ae07aed",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(5,5))\n",
    "\n",
    "sns.heatmap(\n",
    "    _M_char_qty,\n",
    "    annot=_M_char_qty,\n",
    "    square=True,\n",
    "    cmap=nw_cmap_heatmap_5,\n",
    "    vmin=0,\n",
    "    vmax=10,\n",
    "    cbar=False,\n",
    "    linewidths=5,\n",
    "    ax=ax\n",
    ")\n",
    "ax.xaxis.tick_top()\n",
    "ax.set(xlabel=\"\", ylabel=\"\")\n",
    "ax.set_title('Number of Characters by Classes and Guild Ranks',pad=10)\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3380002-c7e5-4082-8992-eb6dbc08d85c",
   "metadata": {},
   "source": [
    "## Guild Ranks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "947aa955-6101-4b98-b29b-0796222b91aa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "      <th>days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  character         account character_class  guild_rank  contribution  \\\n",
       "0    oSwowo  @@2@2#73ncr3o@           Rogue           6        485165   \n",
       "\n",
       "     last_active_date  days_inactive  \n",
       "0 2021-12-28 09:50:03              0  "
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "95a9d06b-782d-40f6-96a0-c21802e016cd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6, 3))\n",
    "s = sns.countplot(\n",
    "    x='guild_rank',\n",
    "    data=df_guild,\n",
    "    order=sorted(df_guild['guild_rank'].unique()),\n",
    "    color=nw_clr_single\n",
    ")\n",
    "s.bar_label(s.containers[0])\n",
    "plt.title('Distribution of Characters among Guild Ranks', pad=15)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "id": "22c74ba2-868a-4379-bb39-8954dec774cb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>account</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>31</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>29</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank  account\n",
       "0           1       27\n",
       "1           2       20\n",
       "2           3       27\n",
       "3           4       31\n",
       "4           5       29\n",
       "5           6        8\n",
       "6           7        3"
      ]
     },
     "execution_count": 88,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_accounts = df_guild.groupby('guild_rank')['account'].nunique().reset_index()\n",
    "_accounts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "id": "c579bda9-4efc-44d1-95b5-54728b79986b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6, 3))\n",
    "s = sns.barplot(x='guild_rank', y='account', data=_accounts, color=nw_clr_single)\n",
    "s.bar_label(s.containers[0])\n",
    "plt.title('Distribution of Accounts among Guild Ranks', pad=15);\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "id": "fcee3c01-9ba0-496f-8370-24d075443986",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>account</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>22</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>28</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>29</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   guild_rank  account\n",
       "0           1       22\n",
       "1           2       19\n",
       "2           3       27\n",
       "3           4       28\n",
       "4           5       29\n",
       "5           6        8\n",
       "6           7        3"
      ]
     },
     "execution_count": 90,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_accounts = df_guild.groupby('account')['guild_rank'].max().reset_index().groupby('guild_rank')['account'].count().reset_index()\n",
    "_accounts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "id": "b3db5495-185e-41c8-8300-0064095ede0e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "136"
      ]
     },
     "execution_count": 91,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Total accounts (~players) in guild\n",
    "_accounts['account'].sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "id": "af36625e-adcc-4424-8f5a-8a32249898ec",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6, 3))\n",
    "s = sns.barplot(x='guild_rank', y='account', data=_accounts, color=nw_clr_single)\n",
    "s.bar_label(s.containers[0])\n",
    "plt.text(x=5,y=20,va='center', ha='left', s=f\"There are\\n{_accounts['account'].sum()} accounts\\nin the guild\")\n",
    "plt.title('Distribution of Accounts among Guild Ranks', pad=15);\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4802db3e-c571-4d19-b954-a88112d8eaf0",
   "metadata": {},
   "source": [
    "# TimeSeries Analysis (basic)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ee530bed-5bf7-4576-af8c-3fb1cfd0efe7",
   "metadata": {},
   "source": [
    "## Guild Activity"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "id": "f5a52f16-9a75-4bb9-b5c8-63c28485f56e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>character_class</th>\n",
       "      <th>days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>zae  r Yz ee</td>\n",
       "      <td>4</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        character  guild_rank character_class  days_inactive\n",
       "0    zae  r Yz ee           4           Rogue              0"
      ]
     },
     "execution_count": 93,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_activity_time = df_guild.groupby(['character','guild_rank','character_class'])['days_inactive'].sum().reset_index()\n",
    "_activity_time.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "id": "439e5e33-e6a2-4866-8a2f-bbe42d7aa79f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>days_inactive</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>8</th>\n",
       "      <th>9</th>\n",
       "      <th>11</th>\n",
       "      <th>12</th>\n",
       "      <th>14</th>\n",
       "      <th>16</th>\n",
       "      <th>17</th>\n",
       "      <th>19</th>\n",
       "      <th>20</th>\n",
       "      <th>22</th>\n",
       "      <th>25</th>\n",
       "      <th>26</th>\n",
       "      <th>30</th>\n",
       "      <th>31</th>\n",
       "      <th>33</th>\n",
       "      <th>34</th>\n",
       "      <th>39</th>\n",
       "      <th>41</th>\n",
       "      <th>45</th>\n",
       "      <th>46</th>\n",
       "      <th>52</th>\n",
       "      <th>53</th>\n",
       "      <th>58</th>\n",
       "      <th>63</th>\n",
       "      <th>66</th>\n",
       "      <th>70</th>\n",
       "      <th>73</th>\n",
       "      <th>74</th>\n",
       "      <th>75</th>\n",
       "      <th>77</th>\n",
       "      <th>78</th>\n",
       "      <th>82</th>\n",
       "      <th>83</th>\n",
       "      <th>84</th>\n",
       "      <th>87</th>\n",
       "      <th>88</th>\n",
       "      <th>89</th>\n",
       "      <th>90</th>\n",
       "      <th>97</th>\n",
       "      <th>101</th>\n",
       "      <th>104</th>\n",
       "      <th>108</th>\n",
       "      <th>111</th>\n",
       "      <th>112</th>\n",
       "      <th>113</th>\n",
       "      <th>116</th>\n",
       "      <th>123</th>\n",
       "      <th>124</th>\n",
       "      <th>127</th>\n",
       "      <th>134</th>\n",
       "      <th>137</th>\n",
       "      <th>138</th>\n",
       "      <th>144</th>\n",
       "      <th>146</th>\n",
       "      <th>147</th>\n",
       "      <th>149</th>\n",
       "      <th>157</th>\n",
       "      <th>161</th>\n",
       "      <th>164</th>\n",
       "      <th>165</th>\n",
       "      <th>166</th>\n",
       "      <th>174</th>\n",
       "      <th>181</th>\n",
       "      <th>184</th>\n",
       "      <th>185</th>\n",
       "      <th>193</th>\n",
       "      <th>205</th>\n",
       "      <th>208</th>\n",
       "      <th>209</th>\n",
       "      <th>214</th>\n",
       "      <th>216</th>\n",
       "      <th>219</th>\n",
       "      <th>223</th>\n",
       "      <th>224</th>\n",
       "      <th>226</th>\n",
       "      <th>236</th>\n",
       "      <th>238</th>\n",
       "      <th>242</th>\n",
       "      <th>257</th>\n",
       "      <th>269</th>\n",
       "      <th>270</th>\n",
       "      <th>271</th>\n",
       "      <th>280</th>\n",
       "      <th>282</th>\n",
       "      <th>297</th>\n",
       "      <th>317</th>\n",
       "      <th>339</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>character_class</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Barbarian</th>\n",
       "      <td>4.00000</td>\n",
       "      <td>6.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>3.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bard</th>\n",
       "      <td>3.00000</td>\n",
       "      <td>2.00000</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",
       "      <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",
       "      <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",
       "      <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",
       "      <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",
       "      <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",
       "      <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>1.00000</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>1.00000</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",
       "      <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",
       "      <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",
       "      <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",
       "      <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>Cleric</th>\n",
       "      <td>6.00000</td>\n",
       "      <td>3.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</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",
       "      <td>2.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Fighter</th>\n",
       "      <td>4.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Paladin</th>\n",
       "      <td>6.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ranger</th>\n",
       "      <td>3.00000</td>\n",
       "      <td>3.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>1.00000</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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Rogue</th>\n",
       "      <td>5.00000</td>\n",
       "      <td>4.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>2.00000</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",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warlock</th>\n",
       "      <td>2.00000</td>\n",
       "      <td>4.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>Wizard</th>\n",
       "      <td>5.00000</td>\n",
       "      <td>3.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "days_inactive       1       2       3       4       5       6       8    \\\n",
       "character_class                                                           \n",
       "Barbarian       4.00000 6.00000     NaN 1.00000 1.00000 2.00000     NaN   \n",
       "Bard            3.00000 2.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          6.00000 3.00000     NaN 3.00000 1.00000 1.00000 1.00000   \n",
       "Fighter         4.00000 1.00000 1.00000     NaN 1.00000     NaN     NaN   \n",
       "Paladin         6.00000 1.00000 2.00000 2.00000 1.00000     NaN     NaN   \n",
       "Ranger          3.00000 3.00000 1.00000 2.00000 1.00000     NaN     NaN   \n",
       "Rogue           5.00000 4.00000     NaN 1.00000 2.00000     NaN     NaN   \n",
       "Warlock         2.00000 4.00000     NaN 1.00000 1.00000     NaN     NaN   \n",
       "Wizard          5.00000 3.00000     NaN 2.00000     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       9       11      12      14      16      17      19   \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          1.00000 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Fighter         2.00000     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Paladin         1.00000     NaN     NaN     NaN 1.00000     NaN 1.00000   \n",
       "Ranger              NaN 1.00000     NaN     NaN     NaN 2.00000     NaN   \n",
       "Rogue           1.00000     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "Warlock             NaN     NaN     NaN     NaN 1.00000     NaN     NaN   \n",
       "Wizard          1.00000 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       20      22      25      26      30      31      33   \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN 1.00000     NaN 1.00000   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          1.00000     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Fighter             NaN     NaN     NaN 1.00000 1.00000     NaN     NaN   \n",
       "Paladin             NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "Ranger              NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Rogue               NaN     NaN     NaN 2.00000     NaN     NaN     NaN   \n",
       "Warlock             NaN     NaN 1.00000     NaN     NaN 1.00000     NaN   \n",
       "Wizard              NaN 1.00000     NaN 1.00000     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       34      39      41      45      46      52      53   \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric              NaN     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "Fighter             NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Paladin             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Ranger              NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "Rogue               NaN     NaN     NaN     NaN     NaN 1.00000 1.00000   \n",
       "Warlock             NaN     NaN     NaN     NaN 1.00000     NaN     NaN   \n",
       "Wizard          1.00000     NaN     NaN     NaN     NaN 1.00000     NaN   \n",
       "\n",
       "days_inactive       58      63      66      70      73      74      75   \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric              NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Fighter             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Paladin             NaN     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "Ranger              NaN     NaN     NaN     NaN     NaN 1.00000     NaN   \n",
       "Rogue           1.00000     NaN     NaN     NaN 2.00000     NaN 1.00000   \n",
       "Warlock             NaN     NaN     NaN     NaN 1.00000     NaN     NaN   \n",
       "Wizard              NaN     NaN 1.00000 1.00000     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       77      78      82      83      84      87      88   \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric              NaN     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Fighter         1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Paladin             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Ranger              NaN     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "Rogue           1.00000     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "Warlock             NaN 1.00000     NaN     NaN 1.00000     NaN     NaN   \n",
       "Wizard              NaN     NaN 1.00000     NaN     NaN 1.00000     NaN   \n",
       "\n",
       "days_inactive       89      90      97      101     104     108     111  \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN 1.00000 1.00000 1.00000     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          1.00000     NaN     NaN 1.00000     NaN 1.00000     NaN   \n",
       "Fighter             NaN 1.00000     NaN 1.00000     NaN     NaN 1.00000   \n",
       "Paladin             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Ranger              NaN     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Rogue           1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Warlock             NaN     NaN     NaN     NaN 1.00000     NaN     NaN   \n",
       "Wizard              NaN 1.00000 1.00000     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       112     113     116     123     124     127     134  \\\n",
       "character_class                                                           \n",
       "Barbarian       1.00000     NaN 1.00000     NaN     NaN 1.00000     NaN   \n",
       "Bard                NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          2.00000 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Fighter         1.00000 2.00000     NaN     NaN     NaN     NaN 1.00000   \n",
       "Paladin             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Ranger              NaN     NaN     NaN     NaN 2.00000     NaN     NaN   \n",
       "Rogue           2.00000     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Warlock             NaN 2.00000     NaN 1.00000     NaN     NaN     NaN   \n",
       "Wizard              NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       137     138     144     146     147     149     157  \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN 1.00000 1.00000     NaN     NaN     NaN   \n",
       "Bard                NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric              NaN     NaN 2.00000 2.00000     NaN     NaN     NaN   \n",
       "Fighter             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Paladin             NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "Ranger          1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Rogue               NaN     NaN 1.00000     NaN     NaN     NaN 1.00000   \n",
       "Warlock             NaN     NaN 2.00000     NaN     NaN     NaN     NaN   \n",
       "Wizard              NaN     NaN 2.00000     NaN 1.00000 1.00000     NaN   \n",
       "\n",
       "days_inactive       161     164     165     166     174     181     184  \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN 1.00000     NaN 1.00000     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Fighter             NaN     NaN     NaN     NaN 1.00000     NaN     NaN   \n",
       "Paladin             NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Ranger              NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Rogue               NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "Warlock             NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Wizard              NaN     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "\n",
       "days_inactive       185     193     205     208     209     214     216  \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric          1.00000 1.00000     NaN 1.00000     NaN     NaN     NaN   \n",
       "Fighter             NaN     NaN     NaN 1.00000     NaN 1.00000     NaN   \n",
       "Paladin             NaN     NaN     NaN     NaN 1.00000     NaN 1.00000   \n",
       "Ranger              NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Rogue               NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Warlock             NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Wizard              NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       219     223     224     226     236     238     242  \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN     NaN     NaN 3.00000   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric              NaN     NaN 1.00000     NaN     NaN     NaN 1.00000   \n",
       "Fighter             NaN 1.00000     NaN     NaN 1.00000     NaN 1.00000   \n",
       "Paladin             NaN     NaN     NaN     NaN     NaN 1.00000 1.00000   \n",
       "Ranger              NaN     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "Rogue               NaN     NaN     NaN 1.00000     NaN 1.00000     NaN   \n",
       "Warlock         1.00000     NaN     NaN     NaN     NaN 1.00000 2.00000   \n",
       "Wizard          1.00000     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "\n",
       "days_inactive       257     269     270     271     280     282     297  \\\n",
       "character_class                                                           \n",
       "Barbarian           NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Bard                NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Cleric              NaN     NaN 1.00000     NaN     NaN     NaN 1.00000   \n",
       "Fighter             NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "Paladin             NaN     NaN     NaN     NaN 1.00000     NaN     NaN   \n",
       "Ranger          1.00000     NaN     NaN     NaN     NaN 1.00000     NaN   \n",
       "Rogue               NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "Warlock             NaN     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "Wizard              NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive       317     339  \n",
       "character_class                  \n",
       "Barbarian           NaN     NaN  \n",
       "Bard                NaN     NaN  \n",
       "Cleric              NaN 1.00000  \n",
       "Fighter             NaN 1.00000  \n",
       "Paladin             NaN 1.00000  \n",
       "Ranger              NaN     NaN  \n",
       "Rogue           1.00000     NaN  \n",
       "Warlock             NaN     NaN  \n",
       "Wizard          2.00000 1.00000  "
      ]
     },
     "execution_count": 94,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "activity_matrix = _activity_time.pivot_table(index='character_class', columns='days_inactive', values='character', aggfunc='count').iloc[:,1:]\n",
    "activity_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "id": "24bf3e0f-f35b-477f-a59c-c204fe8a90a9",
   "metadata": {},
   "outputs": [
    {
     "data": {
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3u3jxItq3b68eu/j5+eHgwYPq9DVr1uCjjz7SNI96Hg/p/f3p3YhY8nV6NIrr3eis9+fVu5FT7yKF3kUAoxdR9G4kNvr86b19FDNqUcvoRR6958/o+2e9i+Z6ry/F9Pq8NW156L2/79y5M0JDQ9XH//3f/5lMnzlzJjp37mx2Xnp6Orp27QoHBwf06NEDmZmZGDVqlHqsFRAQYNIp5E5OnTqFhx56CFZWVrC2toaTkxN++OEHdXp0dLR60ZRWOTk5GDp0KAICAip8/AwUbSPFx6glHw0aNNA8VL7en3fo0KFYsmRJudPffvttPPnkk5rmsZgRvz+98/Ren1955ZVyf///+ecftGvX7q5HOrgbeq9/eXl5GDZsGGxsbGBhYQFbW1vY2trCwsICNjY2GD58eJm3Xi3P4sWLS10YWVJ6ejqmT59eZfNn9OVr9OM1IqNhJwsiqjC9i5bmFCkqctIL6FNUAPQtuul9EFQZRYViycnJiIuLQ1xcXKmr/cx148YNdSiwsty8eRMpKSkVyi5LVlYWcnNzK/TawsJCpKenIzU1Ffn5+RWeBz2LMnpvb0Yv4lXm+nzrvOqpOE+v9U/LiVpJRi/66l1UvZPs7Gxcv369Qq814v7A6NvvwIEDde2EZPSi/r3+fbub9blYfHw8/ve//yEjI0OnudJfbm6uptvA3OrEiROlRtG7W3ocD+lN70bEkvRoFNe70Vnvz6t3I2dlFCn0LAIYvYii9/6+JCPOn97bR0lGLGoZvcij9/wZff+sd9Ec0L8IWkyPz1vTlkdl7u/LcurUKZw7d06XnIoev2VnZ2Pbtm3YuHEj/vrrr7uel1t9//33GDt27F3vJy5duoS9e/ciLi7OZHRCrbKzs7F9+/ZK+7wlJScnIzU19a4yjPb9VVZeSRVdnzMyMkrd0ryka9euabqoNiUlRfe2r8pY/zIzMxEbG4uvv/4aX3/9NWJjY297nn2v6TV/Rl++Rj9eIzIaBQCEiMgAbt68KTk5OVKnTp0ypxcUFMj58+fF19e3wu9x4MAB2bNnj4SHh4uzs3OFcwDIpUuXpLCwUFxdXcXa2rrCWXo7efKk5OXlSWBgoFhZWVX17JCInD59WtLT00VExN3dXfz9/at4ju4sJydHLC0tpVatWhXO0GN7q+z12cbGRg4fPixNmjSpVnn3Yn9akh7ri4jI9evX5caNG+Lo6KjLfBnRvdgfGGX7LU92drZYWlqKra2trrl3qyasf1QxaWlpEhUVJXv27JG0tDSxtLQUf39/6dOnj0RERIilpWWV5lW2DRs2yE8//SQTJ06UevXq6ZKZnJwsOTk5VX68evXqVUlNTZVmzZqVOT0rK0sOHDggnTt31uX9Tp8+Lba2tuLh4aH5tX/99ZckJydLYWGheHh4iJ+fny7zpNf8Fbub9eXMmTPi4+MjiqJU+P3vxOjzJ6Lv9qHX9qvH+lcZ319OTo788ssvkpeXJ+3btxdXV9cKZ92r5aunytg/F0tOThYbGxvx8vLS/NrK2l9V5ufVg1GXR1n02N8TEVH1U1nHa3v27JH8/Py7Pl4jMhp2siCiSnPu3DmZNm2afP7558y7T/Nyc3PlwIED8sADD0jTpk1Npl2/fl1Wr14t4eHhzCvHsWPHZO/evdKhQwdp3LixHD9+XD788EPJy8uTAQMGSJcuXczOKpkXEhIigYGBNSZPj+/vtddeK/P5Dz/8UAYMGCAuLi4iIvL+++9Xi7xbXb16Vb744gs5efKkeHh4SERExF010N2aN3DgQPH29tYlz9PTUwYOHKhp/g4dOiROTk5qh4UVK1ZIVFSUnD17Vnx9fWXUqFHSr1+/Kst75ZVXpG/fvvLvf//b7Ncw7/7JExFZuHChxMfHS8+ePaVv376yfPlyefvtt6WwsFCeeeYZmTlzpqZCmZHzAMjHH39s2PnTOy8+Pl66du0q/v7+YmdnJ7/99pu8+OKLkp+fL9u2bZMmTZrItm3bzO6co3ceERER0b2QnZ0tX3/9tcTFxUl6erooiiL169eXjh07ygsvvCD29vbVKu92Ll68KJ999plMnTq1WuWdP39enJycxMHBweT5GzduyK+//iqdOnWqNnlXrlyRI0eOyMMPPywPPPCAXL58WZYuXSp5eXny3HPPab7QRe+8sjz44IOybds2CQgIuKucGzduyObNm9X2nKefflrT9nH+/HmxtbVVC+W7d++WRYsWqe0lI0eOlJCQELPz3nvvPfnPf/6j20VAeueJiGzcuFHi4+Ole/fuEhISIrGxsfLuu++q55cvv/xylebl5ubKypUry+zE/9hjj2nKIiKNqnIYDSKq3hISEjQNr8s8Y+X9+eef8PX1VYer7dy5s8nwgOnp6cy7jZiYGNjY2OCBBx6Ara0tYmJi4Obmhq5du+Kxxx6DlZVVqfusMq/y8hRFQcuWLU2GYA0NDYWiKGjTpg1CQ0Px6KOPVps8Dw8PXL58GUDR0J7u7u5wd3fH448/Di8vL9StWxfHjh2rNnnBwcGIjY0FACxZsgR2dnYYPXo0oqKiMHbsWDg4OGDp0qVVlldy2O958+YhLS3N7Ncyz/h5M2fOhKOjI5599lm4u7tj3rx5cHFxwezZszF37ly4ublh6tSpzLtP8zp27GgyfPjy5cvRrl07AEVDvbZs2RKjR4+usjyg6BY4ixcvRkREBLp3744ePXogIiICS5YsQVZWlqas+yHvdtLT0zFjxgzm3cG5c+dw7dq1Us/n5+fj559/rlZ5ly9fRmxsLK5cuQIA+OuvvzBv3jzMmDEDR48e1TxvRs8ri7+/P06cOKFLVk3Ky8/Px7p16/DOO+9g+fLlmvdX586dMxlCfdeuXejfvz/+9a9/4cUXX0RcXBzzbuPdd9/V9XZrALBhwwZMnTpVnZcdO3agR48e6NatGz777LNql5eTk4OlS5fipZdeQvfu3dGzZ0+MGjUKP/74o+asP/74A56ennByckJYWBhefvllDBkyBGFhYXByckKDBg003SbF6Hl3UtXtdXrnpaamok2bNrCwsIClpSXCw8NNfoe1tocZPe+3335D3bp1oSgKnJ2dER8fD39/fwQEBKBhw4aws7PDgQMHqizvww8/LPNhaWmJiRMnqn+bKyQkBFevXgVQdHuUoKAg2NjYICAgALa2tvDx8cH58+c15W3ZsgUAsH79elhYWKB3794YP348nn76aVhbW2Pjxo1m5ymKAktLS3Tt2hXffPNNhW+bW1l5UVFRsLKyQqtWrVCnTh2sWLECjo6OiIyMxNChQ2FnZ6fpllh65508eRK+vr5wcXFRb1Hbs2dPtGvXDpaWlnjuued0vYVmRc4/7sXxLlFVYScLIqqw77///raPDz74QNNBLvOMldenTx889dRT+Ouvv3Dy5En06tUL/v7+OHPmDADtJzE1LS8kJASTJ08GAKxcuRLOzs6YNGmSOn3SpEl4/PHHmXeP8ubOnQt/f/9SHTOsrKwq1Nhi9LyS91Ds168fQkNDkZ2dDQC4fv06nnrqqXLvQX8/5tWuXVvdVoODg0s1Qn711Vdo2rRpleUpioIff/wRY8aMgaurK6ytrdG7d29s3LgRBQUFZucwz5h5Dz74IL777jsARQ2alpaWWLFihTp97dq1aNiwIfPu0zw7OzucOnVK/bugoADW1tZIT08HAGzfvh2enp5Vlmf0IgWLHsbKM3rRo6YVUYxelKlpeUYvQtW0vJpWJDN60S00NBT9+vUrcznk5eXhhRdeQGhoaLXJO3z48G0fq1at0vR7ZPS88PBwtG/fHvv378cPP/yA1q1bo1WrVsjIyABQ9PurKEq1yevatSsiIyPxzz//YMGCBfDy8kJkZKQ6ffDgwejTp0+V5SmKAi8vL/j5+Zk8FEVBgwYN4OfnB39/f015xe0vQ4YMQcuWLdULDS5fvowOHTpg0KBBZuc5Ojri9OnTAIB27dph3rx5JtMXLlyI4OBgTfMXHR2NsLAwWFtbw8XFBWPGjEFiYqLZGZWZ16RJEyxevBgAEBsbC1tbW3zyySfq9OjoaDRp0qTK8nr06IGhQ4eqbRlvv/02evToAQA4ceIE/Pz8MG3aNLPz7kTr+Yfex7tERsNOFkRUYcVXgiqKUu5Dy48u84yVV69ePRw5csTkuREjRsDHxwenTp3S3MhZ0/Lq1KmDkydPAigqoFhZWZkcNCYmJqJ+/frMu0d5ALBv3z40atQIr7/+OvLz8wFUvBOD0fNKnkSX1Xlj79698PLyqjZ5Li4uiI+PB1C0LSckJJhMT0pKgp2dXZXllfy8+fn5WLVqFbp16wZLS0t4enpi0qRJ6vrOvPsvz87OTu2UAwDW1tb4/fff1b9TUlJQu3Zt5t2neb6+vtizZ4/6d2pqKhRFQU5ODgDg9OnTsLW1rbI8oxcpWPQwVp7Rix41rYhyPxRlalqekYtQNS2vphXJjF50s7Ozu+15aWJioqbzI6Pn3a59rfh5vdrrjJDn6emJ3377Tf37+vXrCAsLQ8uWLXHlyhXN7WFGz3N2dlavns/Pz4eFhYVJ/sGDB9GgQYMqy3v55ZfRsmXLUlf469E+1KhRI2zatMlk+k8//QQ/Pz+z8+rWrYvDhw8DKGovKf53saSkJE3nWyXn7+LFi5g/fz4CAwNhYWGBNm3aYPHixfjnn3+qLK+s88uSv0WnT5++6/PVu8mrXbu2yQheeXl5sLa2VkePXb9+vablq/f5h97Hu0RGw04WRFRhnp6eWLduXbnTDx06pPmgmXnGyXN0dCxzyK5Ro0bBy8sLu3btYt5tlOwkAAAODg4mV66mpKRoKqIw7+7yil27dg3h4eFo0aIFjhw5Amtr67u6gtaoeYqi4NKlSwCK9g0lC4xA0UlbrVq1qk3egAEDMHjwYADAc889h7feestk+ty5cxEUFFRleSVP8ks6c+YMpk2bBl9fX82NaswzTp6/vz9iYmIAFDVaW1hYYPXq1er0zZs3a2rUYJ6x8saMGYPmzZsjJiYGsbGxePTRR006BWzduhUPPfRQleUZvUjBooex8oxe9KhpRRSjF2VqWp7Ri1A1La+mFcmMXnTz9PTE+vXry52+bt06TSNxGT3P1dUVS5cuRUpKSpmPzZs3a/o9Mnqevb19qdss3bhxA3369FHbJqpbXnGnMKB0e9OZM2c0tTfpnQcUrbPe3t5YuHCh+tzd/L4Vt7/Uq1evVEZKSoqm9pfevXtjwoQJAIBu3bqVGjVqyZIlCAgI0DR/ZZ2f79q1CwMHDoS9vT3s7e2rLK+4TRgALly4AEVRsHnzZnX6zp07NV0kpHeep6enyUVpV69ehaIo6m9kcnKy5vY6Pc8/9D7eJTIadrIgogrr1asXpkyZUu70hIQETVcaMc9YeW3atMGXX35Z5rSRI0fCyclJ00FVTctr0aKFWuQBiooIJYfj3L17t6Yrq5h3d3m3WrlyJerXrw8LCwtdhik3Wp6iKAgKCkJwcDAcHBywdu1ak+k///yzppMYo+dduHABfn5+6NSpE1577TXY2dnhX//6F4YMGYJOnTrBxsbG5KT1XueVd5JfrLCwENu3b2fefZo3efJkuLm5ITIyEv7+/pg4cSJ8fHwQFRWFRYsWwdvbG6+++irz7tO8a9euoW/fvrCysoKiKOjQoQOSk5PV6du2bTPpxHGv84xepGDRw1h590PRoyYVUYxelKlpeUYvQtW0vJpWJDN60W3atGmoW7cuFixYgISEBKSlpSE9PR0JCQlYsGABnJ2dMWPGjGqT161bN8yaNavc6Vrb14yeFxQUhG+//bbU88W/wT4+Ppp+f42eFxgYaDKa5qZNm9RR5QDtI2vqnVfs/Pnz6NKlC7p37460tLS7+n178skn8fTTT8PZ2Vm9tVOxX3/9VdNIsUePHoWLiwvCw8Mxa9YsODg4YMCAAZgzZw7Cw8NRq1YtREdHm51nYWFx2/PzzMxMdaSfqsgbOXIkAgICMHv2bLRt2xYDBw5EYGAgYmJisHXrVgQFBWka6UrvvIEDB6Jz5844duwYkpOT8fzzz5uMHLVz5054e3ubnVcZ5x96H+8SGQk7WRBRhe3atcukCHqrrKws7Ny5k3n3ad7cuXPV4STLMnz4cE0nbTUtLyoqqtTVTyVNmjRJvVKeeZWfV5Zz585h/fr1yMrKuqscI+ZNnz7d5LF161aT6ePGjUO/fv2qTR5Q1HA4fvx4NG3aFLa2trCxsYGvry/69++P/fv3a8rSO8/Pz0+9akwPzDNW3s2bNzF79mw89dRT6tDYK1euhLe3N1xcXBAREaFpO2aesfKK5ebm4tq1a5pfV9l5Ri9SsOhhrDyjFz1qWhHF6EWZmpZn9CJUTcuraUUyoxfdAGDevHnw8PBQr2IuvqLZw8MD8+fP15Rl9Ly1a9di+fLl5U7PyMjAsmXLqk3em2++iSeeeKLMaTdu3EDv3r01/f4aPW/69OlYuXJludMnTZqEZ555psrySiosLMTcuXPh7u4OS0vLCv2+RUREmDxu7dA9btw4dOvWTVNmUlIS+vXrB0dHR3WUA2tra3To0OG2oyyX5U4XQWild15WVhYiIyPRvHlzDBs2DPn5+ViwYAFsbGygKApCQ0M1vZ/eeRcvXkT79u3VfZ+fnx8OHjyoTl+zZg0++ugjs/P0Pv+orONdIqNgJwsiIiIiIiKi+5SRixR65xm9SGH0PHOKFFoaTY2eZ/QiitGLMjUtz+hFqJqWV9OKZEYvupWUnJyMuLg4xMXFmYzGVVFGz6sJbty4gczMzHKn37x5EykpKdUm706ys7Nx/fp1Q+XFx8fjf//7HzIyMnSaq/8vKysLubm5FXptYWEh0tPTkZqaivz8fJ3nzNhyc3M13baqsvNOnDhRahTgitD7/KMyj3eJjEABACEiIiIiIiKi+9bp06clPT1dRETc3d3F39+/WueRdjdv3pScnBypU6dOmdMLCgrk/Pnz4uvrWy3y7iQnJ0csLS2lVq1a1TbvwIEDsmfPHgkPDxdnZ+e7nqealldSdna2WFpaiq2trebXApBLly5JYWGhuLq6irW19V3NS03Lq0zXr1+XGzduiKOjY7XMO3nypOTl5UlgYKBYWVnpMk9ERER60fv4mehes6jqGSAiIiIiIiKiu+Pv7y8hISESEhKidmA4d+6cDBo0qFrmlYV5t2dlZVVuBwYRkdTUVJkxY0a1ybuTK1euyPDhw6t1XqtWrWTMmDHi7Oysy/pX0/JKysjIkBEjRlTotYqiSP369cXDw0PtcHA381fT8sqiV56tra04OjpW27yAgABp3rx5qQ4WFcnLzc2VPXv2yNGjR0tNu379unz55ZfMYx7zmMe8apB37NgxiY6OluPHj4uIyPHjx2X48OEyaNAgiY2N1ZR1p7y9e/eygwXd36pyGA0iIiIiIiIiqhwJCQma7lHNPOYxj3nMYx7zmHerP//8E76+vurtRzp37ozU1FR1enp6OvOYxzzmMa8a5MXExMDGxgYPPPAAbG1tERMTAzc3N3Tt2hWPPfYYrKyssGPHjirLIzIajhNGREREREREdB/asGHDbacnJyczj3nMYx7zmMc85t1V3vjx4yUoKEji4+Pl77//ltdee006duwoO3fuFB8fH01ZzGMe85jHPOPmzZw5U9544w2ZPXu2fPPNN9K/f38ZPny4zJkzR0REJk+eLPPmzZMuXbpUSR6R4VR1Lw8iIiIiIiIi0q74iiVFUcp9aLlyiXnMYx7zmMc85jHvVvXq1cORI0dMnhsxYgR8fHxw6tQpzVdKM495zGMe84yZV6dOHZw8eRIAUFBQACsrKxw4cECdnpiYiPr161dZHpHRWFR1Jw8iIiIiIiIi0s7Dw0O+++47KSwsLPNx8OBB5jGPecxjHvOYx7y7ysvNzRUrK9MBsT/55BPp3bu3dO7cWU6cOME85jGPecyrBnklWVhYiK2trTg5OanPOTo6SmZmpiHyiIyAnSyIiIiIiIiI7kOtWrW6baFEURQBwDzmMY95zGMe85hX4bzAwECJj48v9fzChQslLCxMevfubXYW85jHPOYxz7h5fn5+kpSUpP7966+/mtx25Ny5c+Lh4VFleUSGc49GzCAiIiIiIiIiHe3atQsxMTHlTs/KysLOnTuZxzzmMY95zGMe8yqcN3fuXPTo0aPc6cOHD4eiKMxjHvOYx7z7PC8qKgqbNm0qd/qkSZMwePDgKssjMhoF0NBtlYiIiIiIiIiIiIiIiIiIiKiG4u1CiIiIiIiIiIiIiIiIiIiIiMzAThZEREREREREREREREREREREZmAnCyIiIiIiIiIiIiIiIiIiIiIzsJMFERERERER1UihoaEyduzYqp6NClEURdavXy8iIikpKaIoiiQkJFT6++bn50vDhg3ll19+Kff/3Mv5qWpt2rSRtWvXVvVsEBEREREREdE9xE4WRERERERERHepKjsWeHt7S1pamjRv3rzS32vx4sXi6+srHTt2rPT3uh9MmTJFJkyYIIWFhVU9K0RERERERER0j7CTBREREREREdF9zNLSUtzd3cXKyqrS32vhwoUSGRlZ6e9zv+jZs6dkZmbKtm3bqnpWiIiIiIiIiOgeYScLIiIiIiIiIhFZsWKFtG7dWhwdHcXd3V369+8vly5dUqdfvXpVXnzxRXFzcxM7OzsJCAiQ6OhoERHx9/cXEZHg4GBRFEVCQ0PLfZ+ff/5Z2rZtK7Vq1RIPDw+ZMGGC3Lx5U50eGhoqo0ePljfffFMeeOABcXd3l+nTp5ebd+soGjt37hRFUWTHjh3SunVrqV27tnTo0EH+/PNPk9dt3LhRWrVqJba2tvLggw/KjBkzTObjVgcPHpSkpCTp2bOnyfP79u2T4OBgsbW1ldatW8uhQ4dMphcUFMjgwYPF399f7OzspHHjxvLhhx+q03ft2iXW1taSnp5u8rrXX39dOnXqJCIiZ86ckV69eomzs7PY29tLs2bNZMuWLeXO652WpYjIhg0bJCAgQOzs7OTRRx+VL774QhRFkb///lv9P9999500a9ZMatWqJX5+fvLee++ZZFhaWsqTTz4pK1euLHdeiIiIiIiIiKh6YScLIiIiIiIiIhHJz8+XWbNmyeHDh2X9+vVy+vRpiYiIUKdPmTJFjh49KjExMXLs2DGJiooSV1dXESnqaCAi8uOPP0paWpqsXbu2zPe4cOGCPPnkk9KmTRs5fPiwREVFydKlS2X27Nkm/++LL74Qe3t7+e233+Sdd96RmTNnyg8//KDp80yePFnee+89iY+PFysrKxk0aJA6bdu2bTJgwAAZPXq0HD16VD777DNZtmyZzJkzp9y8Xbt2SaNGjaROnTrqc9nZ2fLUU09J48aN5cCBAzJ9+nQZN26cyesKCwvFy8tLVq9eLUePHpWpU6fKpEmTZPXq1SIi0qlTJ3nwwQdl+fLl6mtu3rwpK1askJdeeklEREaOHCl5eXmya9cuSUxMlPnz54uDg0O583qnZZmSkiL/+c9/pE+fPpKQkCBDhw6VyZMnm2QcOHBA+vbtK/369ZPExESZPn26TJkyRZYtW2by/9q2bSu7d+8ud16IiIiIiIiIqHqp/LFEiYiIiIiIiO4DJTshPPjgg/LRRx9J27ZtJSsrSxwcHOTs2bMSHBwsrVu3FhERPz8/9f+7ubmJiIiLi4u4u7uX+x6ffvqpeHt7y8cffyyKokhgYKCkpqbK+PHjZerUqWJhUXQtRIsWLWTatGkiIhIQECAff/yx7NixQx5//HGzP8+cOXOkc+fOIiIyYcIE6dmzp1y/fl1sbW1lzpw5MmHCBBk4cKD6eWfNmiVvvvmm+r63SklJEU9PT5PnvvrqKykoKJDPP/9cateuLc2aNZPz58/L8OHD1f9jbW0tM2bMUP/29/eXuLg4Wb16tfTt21dERAYPHizR0dHyxhtviIjI5s2bJScnR51+9uxZefbZZyUoKEid39u507JctGiRNG7cWBYsWCAiIo0bN5bff//dpJPJ+++/L4899phMmTJFREQaNWokR48elQULFph02GjQoIGcPXtWCgsL1eVHRERERERERNUXz/6JiIiIiIiIROTQoUMSFhYmvr6+4ujoqN7y4+zZsyIiMnz4cPnmm2+kZcuW8uabb0pcXJzm9zh27JiEhISIoijqcx07dpSsrCw5f/68+lyLFi1MXufh4VHqdhd3UjLDw8NDRETNOHDggMycOVMcHBzUx5AhQyQtLU1ycnLKzMvNzRVbW9tSn+fhhx+W2rVrq8+FhISUeu2iRYukdevW4ubmJg4ODrJkyRL1exURiYiIkKSkJNm7d6+IiHz++efSt29fsbe3FxGR0aNHy+zZs6Vjx44ybdo0OXLkyG0/+52W5Z9//ilt2rQxeU3btm1LfbaOHTuaPNexY0c5efKkFBQUqM/Z2dlJYWGh5OXl3XaeiIiIiIiIiKh6YCcLIiIiIiIiqvGys7PliSeeEAcHB1mxYoXs379f1q1bJyJFt54QEenRo4ecOXNGxo4dK6mpqfLYY4+VujXGnQAw6WBR/JyImDxvbW1t8n8URZHCwkJN71Uyozi7OKOwsFBmzJghCQkJ6iMxMVFOnjxZqiNFMVdXV7l69WqZ8347q1evlldffVUGDRok27dvl4SEBHnppZfU71VEpF69etKrVy+Jjo6WS5cuyZYtW0xGo4iMjJTk5GT573//K4mJidK6dWtZuHBhme9nzrK83XIo+fed/o+ISEZGhtSuXVvs7Ozu+F0QERERERER0f2PtwshIiIiIiKiGu/48eNy+fJlmTdvnnh7e4uISHx8fKn/5+bmJhERERIRESH//ve/5Y033pB3331XbGxsRERMRjgoS9OmTeW7774zKeDHxcWJo6OjNGjQQOdPVb5HHnlE/vzzT2nYsKHZrwkODpaoqCiTeW/atKksX75ccnNz1U4GxaNRFNu9e7d06NBBRowYoT536tSpUvmRkZHSr18/8fLykoceeqjUKBLe3t4ybNgwGTZsmEycOFGWLFkir7zySqkcc5ZlYGCgbNmyxeS5W/9P06ZNZc+ePSbPxcXFSaNGjcTS0lJ97vfff5dHHnmk1HwQERERERERUfXEkSyIiIiIiIioxvPx8REbGxtZuHChJCcny4YNG2TWrFkm/2fq1Kny/fffS1JSkvzxxx+yadMmadKkiYgUjcRgZ2cnW7dulYsXL0pmZmaZ7zNixAg5d+6cvPLKK3L8+HH5/vvvZdq0afLaa6+JhcW9O0WfOnWqfPnllzJ9+nT5448/5NixY7Jq1Sp56623yn3No48+KtnZ2fLHH3+oz/Xv318sLCxk8ODBcvToUdmyZYu8++67Jq9r2LChxMfHy7Zt2+TEiRMyZcoU2b9/f6n8bt26Sd26dWX27Nny0ksvmUwbO3asbNu2TU6fPi0HDx6U2NhY9bu/lTnLcujQoXL8+HEZP368nDhxQlavXi3Lli0Tkf8/6sfrr78uO3bskFmzZsmJEyfkiy++kI8//rjU6CW7d++WJ554otzvjYiIiIiIiIiqF3ayICIiIiIiohrPzc1Nli1bJmvWrJGmTZvKvHnzSnUWsLGxkYkTJ0qLFi2kU6dOYmlpKd98842IiFhZWclHH30kn332mXh6ekpYWFiZ79OgQQPZsmWL7Nu3Tx5++GEZNmyYDB48+LadGypDt27dZNOmTfLDDz9ImzZtpH379vL++++Lr69vua9xcXGRZ555Rr766iv1OQcHB9m4caMcPXpUgoODZfLkyTJ//nyT1w0bNkyeeeYZef7556Vdu3Zy5coVk1EtillYWEhERIQUFBRIeHi4ybSCggIZOXKkNGnSRLp37y6NGzeWTz/9tMz5NGdZ+vv7y7fffitr166VFi1aSFRUlEyePFlERGrVqiUiRaN9rF69Wr755htp3ry5TJ06VWbOnCkRERFqzoULFyQuLq5UpxAiIiIiIiIiqr4UmHMDVSIiIiIiIiKq8RITE6Vr166SlJQkjo6OuucPGTJELl68KBs2bNA9+07mzJkjixYtknPnzpn9mjfeeEMyMzNl8eLFlThnRERERERERGQkVlU9A0RERERERER0fwgKCpJ33nlHUlJSJCgoSLfczMxM2b9/v3z11Vfy/fff65Z7O59++qm0adNGXFxc5JdffpEFCxbIqFGjNGXUq1ev1O1DiIiIiIiIiKh640gWRERERERERFSlQkNDZd++fTJ06FD54IMP7sl7vvrqq7Jq1SrJyMgQHx8f+e9//ysTJ04UKytej0JERERERERE5WMnCyIiIiIiIiIiIiIiIiIiIiIzWFT1DBARERERERERERERERERERHdD9jJgoiIiIiIiIiIiIiIiIiIiMgM7GRBREREREREREREREREREREZAZ2siAiIiIiIiIiIiIiIiIiIiIyAztZEBEREREREREREREREREREZmBnSyIiIiIiIiIiIiIiIiIiIiIzMBOFkRERERERERERERERERERERmYCcLIiIiIiIiIiIiIiIiIiIiIjOwkwURERERERERERERERERERGRGf4fY0LA1+s/VTUAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 3000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(30, 3))\n",
    "sns.heatmap(activity_matrix-1, cmap=nw_cmap_heatmap_5, vmax=4)\n",
    "plt.xlabel('last online (days ago)')\n",
    "plt.title('Activity Heatmap of Characters by Class')\n",
    "plt.yticks(rotation=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "id": "4135ff0b-e6f4-4a9b-8c1b-02f8f39018bb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>days_inactive</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>8</th>\n",
       "      <th>9</th>\n",
       "      <th>11</th>\n",
       "      <th>12</th>\n",
       "      <th>14</th>\n",
       "      <th>16</th>\n",
       "      <th>17</th>\n",
       "      <th>19</th>\n",
       "      <th>20</th>\n",
       "      <th>22</th>\n",
       "      <th>25</th>\n",
       "      <th>26</th>\n",
       "      <th>30</th>\n",
       "      <th>31</th>\n",
       "      <th>33</th>\n",
       "      <th>34</th>\n",
       "      <th>39</th>\n",
       "      <th>41</th>\n",
       "      <th>45</th>\n",
       "      <th>46</th>\n",
       "      <th>52</th>\n",
       "      <th>53</th>\n",
       "      <th>58</th>\n",
       "      <th>63</th>\n",
       "      <th>66</th>\n",
       "      <th>70</th>\n",
       "      <th>73</th>\n",
       "      <th>74</th>\n",
       "      <th>75</th>\n",
       "      <th>77</th>\n",
       "      <th>78</th>\n",
       "      <th>82</th>\n",
       "      <th>83</th>\n",
       "      <th>84</th>\n",
       "      <th>87</th>\n",
       "      <th>88</th>\n",
       "      <th>89</th>\n",
       "      <th>90</th>\n",
       "      <th>97</th>\n",
       "      <th>101</th>\n",
       "      <th>104</th>\n",
       "      <th>108</th>\n",
       "      <th>111</th>\n",
       "      <th>112</th>\n",
       "      <th>113</th>\n",
       "      <th>116</th>\n",
       "      <th>123</th>\n",
       "      <th>124</th>\n",
       "      <th>127</th>\n",
       "      <th>134</th>\n",
       "      <th>137</th>\n",
       "      <th>138</th>\n",
       "      <th>144</th>\n",
       "      <th>146</th>\n",
       "      <th>147</th>\n",
       "      <th>149</th>\n",
       "      <th>157</th>\n",
       "      <th>161</th>\n",
       "      <th>164</th>\n",
       "      <th>165</th>\n",
       "      <th>166</th>\n",
       "      <th>174</th>\n",
       "      <th>181</th>\n",
       "      <th>184</th>\n",
       "      <th>185</th>\n",
       "      <th>193</th>\n",
       "      <th>205</th>\n",
       "      <th>208</th>\n",
       "      <th>209</th>\n",
       "      <th>214</th>\n",
       "      <th>216</th>\n",
       "      <th>219</th>\n",
       "      <th>223</th>\n",
       "      <th>224</th>\n",
       "      <th>226</th>\n",
       "      <th>236</th>\n",
       "      <th>238</th>\n",
       "      <th>242</th>\n",
       "      <th>257</th>\n",
       "      <th>269</th>\n",
       "      <th>270</th>\n",
       "      <th>271</th>\n",
       "      <th>280</th>\n",
       "      <th>282</th>\n",
       "      <th>297</th>\n",
       "      <th>317</th>\n",
       "      <th>339</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>guild_rank</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>6.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>3.00000</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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4.00000</td>\n",
       "      <td>5.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>9.00000</td>\n",
       "      <td>13.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>5.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</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",
       "      <td>2.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>8.00000</td>\n",
       "      <td>7.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>11.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>1.00000</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>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>5.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>6.00000</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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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>6</th>\n",
       "      <td>3.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>5.00000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.00000</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",
       "      <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",
       "      <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",
       "      <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",
       "      <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>7</th>\n",
       "      <td>6.00000</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",
       "      <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",
       "      <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",
       "      <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",
       "      <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",
       "      <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>1.00000</td>\n",
       "      <td>2.00000</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",
       "      <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",
       "      <td>3.00000</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",
       "      <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",
       "      <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",
       "      <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",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.00000</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "days_inactive     1        2       3        4       5       6       8    \\\n",
       "guild_rank                                                                \n",
       "1             6.00000  1.00000     NaN      NaN 1.00000     NaN     NaN   \n",
       "2             2.00000      NaN     NaN      NaN     NaN     NaN     NaN   \n",
       "3             4.00000  5.00000     NaN      NaN     NaN 1.00000     NaN   \n",
       "4             9.00000 13.00000 1.00000  1.00000 5.00000 1.00000 1.00000   \n",
       "5             8.00000  7.00000 1.00000 11.00000 2.00000 1.00000     NaN   \n",
       "6             3.00000  1.00000 2.00000      NaN     NaN     NaN     NaN   \n",
       "7             6.00000      NaN     NaN      NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     9       11      12      14      16      17      19      20   \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN 1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "2             1.00000     NaN     NaN     NaN     NaN 1.00000     NaN 1.00000   \n",
       "3             3.00000     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "4             1.00000 1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "5                 NaN 1.00000 1.00000 1.00000 2.00000 1.00000     NaN     NaN   \n",
       "6             1.00000     NaN     NaN     NaN     NaN     NaN 1.00000     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     22      25      26      30      31      33      34      39   \\\n",
       "guild_rank                                                                      \n",
       "1             1.00000     NaN 1.00000     NaN     NaN 1.00000     NaN     NaN   \n",
       "2                 NaN 2.00000 3.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "3                 NaN     NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "4                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "5                 NaN     NaN     NaN     NaN 1.00000     NaN 1.00000     NaN   \n",
       "6                 NaN     NaN 1.00000 1.00000     NaN     NaN     NaN 1.00000   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     41      45      46      52      53      58      63      66   \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN     NaN     NaN     NaN     NaN 1.00000     NaN   \n",
       "2                 NaN     NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "3                 NaN 1.00000     NaN     NaN 2.00000     NaN     NaN 1.00000   \n",
       "4             1.00000     NaN     NaN 1.00000     NaN 1.00000     NaN     NaN   \n",
       "5                 NaN     NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "6                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     70      73      74      75      77      78      82      83   \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN     NaN 1.00000 1.00000     NaN     NaN 1.00000   \n",
       "2             1.00000     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "3                 NaN     NaN 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "4                 NaN 2.00000     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "5                 NaN 1.00000     NaN 1.00000     NaN 1.00000 2.00000     NaN   \n",
       "6                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     84      87      88      89      90      97      101     104  \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN     NaN     NaN 1.00000 1.00000     NaN     NaN   \n",
       "2                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "3             1.00000     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "4                 NaN     NaN     NaN 1.00000     NaN     NaN     NaN 1.00000   \n",
       "5                 NaN     NaN 1.00000     NaN     NaN 1.00000     NaN     NaN   \n",
       "6                 NaN 1.00000     NaN     NaN     NaN     NaN 4.00000     NaN   \n",
       "7                 NaN     NaN     NaN 1.00000 2.00000     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     108     111     112     113     116     123     124     127  \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN 1.00000     NaN     NaN     NaN 1.00000     NaN   \n",
       "2             1.00000     NaN     NaN     NaN 1.00000 1.00000 1.00000 1.00000   \n",
       "3                 NaN     NaN     NaN 1.00000     NaN 1.00000     NaN     NaN   \n",
       "4                 NaN     NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "5                 NaN 1.00000 5.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "6                 NaN     NaN     NaN 5.00000     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     134     137     138     144     146     147     149     157  \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN     NaN     NaN 1.00000     NaN 1.00000     NaN   \n",
       "2                 NaN     NaN     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "3                 NaN     NaN     NaN     NaN 1.00000     NaN     NaN     NaN   \n",
       "4                 NaN     NaN     NaN     NaN     NaN 1.00000     NaN 1.00000   \n",
       "5             1.00000     NaN     NaN 6.00000     NaN     NaN     NaN     NaN   \n",
       "6                 NaN 1.00000 1.00000     NaN     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN 3.00000     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     161     164     165     166     174     181     184     185  \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN     NaN     NaN 1.00000     NaN 1.00000 1.00000   \n",
       "2             1.00000     NaN     NaN 1.00000     NaN     NaN     NaN     NaN   \n",
       "3                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "4                 NaN 3.00000 1.00000     NaN     NaN 1.00000     NaN     NaN   \n",
       "5                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "6                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     193     205     208     209     214     216     219     223  \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN     NaN     NaN     NaN 1.00000     NaN     NaN 1.00000   \n",
       "2                 NaN 1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "3             1.00000     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "4                 NaN     NaN 2.00000 1.00000     NaN     NaN     NaN     NaN   \n",
       "5                 NaN     NaN     NaN     NaN     NaN 1.00000 2.00000     NaN   \n",
       "6                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     224     226     236     238     242     257     269     270  \\\n",
       "guild_rank                                                                      \n",
       "1                 NaN 1.00000     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "2                 NaN     NaN     NaN     NaN     NaN     NaN     NaN 1.00000   \n",
       "3             1.00000     NaN     NaN 1.00000 1.00000 1.00000 1.00000     NaN   \n",
       "4                 NaN     NaN     NaN 2.00000 9.00000     NaN     NaN     NaN   \n",
       "5                 NaN     NaN 1.00000     NaN     NaN     NaN 1.00000     NaN   \n",
       "6                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "7                 NaN     NaN     NaN     NaN     NaN     NaN     NaN     NaN   \n",
       "\n",
       "days_inactive     271     280     282     297     317     339  \n",
       "guild_rank                                                     \n",
       "1                 NaN     NaN     NaN 1.00000     NaN     NaN  \n",
       "2             1.00000     NaN     NaN     NaN     NaN 4.00000  \n",
       "3                 NaN     NaN 1.00000     NaN     NaN     NaN  \n",
       "4                 NaN 1.00000     NaN     NaN     NaN     NaN  \n",
       "5                 NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "6                 NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "7                 NaN     NaN     NaN     NaN 3.00000     NaN  "
      ]
     },
     "execution_count": 96,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "activity_matrix = _activity_time.pivot_table(index='guild_rank', columns='days_inactive', values='character', aggfunc='count').iloc[:,1:].replace(0,np.nan)\n",
    "activity_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "id": "ef27770d-0733-4909-a242-91b720d3bb90",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(30, 3))\n",
    "sns.heatmap(activity_matrix, cmap=nw_cmap_heatmap_5,vmax=4)\n",
    "plt.xlabel('last online (days ago)')\n",
    "plt.title('Activity Heatmap of Characters by Guild Rank')\n",
    "plt.yticks(rotation=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "240d4cd1-081f-4c76-86f9-23fdac5e6726",
   "metadata": {},
   "source": [
    "## Characters dropout"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "id": "a1cacc24-4983-49c0-aa2c-988adb9d40e9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "      <th>days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  character         account character_class  guild_rank  contribution  \\\n",
       "0    oSwowo  @@2@2#73ncr3o@           Rogue           6        485165   \n",
       "\n",
       "     last_active_date  days_inactive  \n",
       "0 2021-12-28 09:50:03              0  "
      ]
     },
     "execution_count": 98,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "id": "1052ba4c-c7db-4c2f-9175-823015c4395d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 99,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot()\n",
    "df_guild['last_active_date'].plot(color=nw_clr_single)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "id": "89edd787-a460-4135-abd9-f466cc0363f0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>characters</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>last_active_date</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:48:03</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:50:35</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:52:44</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 02:05:00</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-02-14 10:31:59</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                     characters\n",
       "last_active_date               \n",
       "2021-01-23 01:48:03           1\n",
       "2021-01-23 01:50:35           1\n",
       "2021-01-23 01:52:44           1\n",
       "2021-01-23 02:05:00           1\n",
       "2021-02-14 10:31:59           1"
      ]
     },
     "execution_count": 100,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_ts_last_active = df_guild.groupby('last_active_date')['character'].count()\n",
    "_ts_last_active = _ts_last_active.reset_index().set_index('last_active_date').rename(columns={'character':'characters'})\n",
    "_ts_last_active.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "id": "124fec6d-c605-4311-a306-0ce5bea15d36",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='last_active_date'>"
      ]
     },
     "execution_count": 101,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "_ts_last_active.resample('D').sum().plot(figsize=(12,2), color=nw_clr_single)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "id": "bcab1672-9a25-4017-83f7-13d741cbe7c1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='last_active_date'>"
      ]
     },
     "execution_count": 102,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(_ts_last_active.resample('D').sum()*-1).cumsum().plot(figsize=(12,2), color=nw_clr_single)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "id": "c0eeaa0b-e3e6-414a-82bd-5d0d9cf555c1",
   "metadata": {},
   "outputs": [],
   "source": [
    "import datetime as dt\n",
    "import matplotlib.dates as mdates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "id": "dafc9eea-698b-45f5-9949-ba2b06ec99fd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = (_ts_last_active.resample('D').sum()*-1).loc['2021-07':'2021-10'].plot(figsize=(12,2), marker='o', linestyle='-', markersize=3, color=nw_clr_single)\n",
    "ax.xaxis.set_major_locator(mdates.MonthLocator())\n",
    "ax.xaxis.set_major_formatter(mdates.DateFormatter('%m-%Y'))\n",
    "\n",
    "ax.set_ylabel('Characters');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "id": "e81e3b82-0489-4186-83b3-04e82f4371a1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='last_active_date'>"
      ]
     },
     "execution_count": 105,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(_ts_last_active.resample('D').sum()*-1).loc['2021-07':'2021-10'].rolling(7, center=True).sum().plot(figsize=(12,2), marker='o', linestyle='-', markersize=3, color=nw_clr_single)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "id": "512b3635-5387-431f-9fe9-248609137851",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='last_active_date'>"
      ]
     },
     "execution_count": 106,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(_ts_last_active.groupby(pd.Grouper(freq='W'))['characters'].sum()*-1).cumsum().plot(figsize=(12,2), marker='o', linestyle='-', markersize=3, color=nw_clr_single)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "id": "6f5a6d5c-6c91-425a-8777-96ab549b718a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "334"
      ]
     },
     "execution_count": 107,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['character'].count()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "id": "326720c6-b566-4ec8-9f20-26ca3d96923c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Timestamp('2021-01-23 00:00:01'), 334]"
      ]
     },
     "execution_count": 108,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[pd.to_datetime('2021-01-23 00:00:01'),df_guild['character'].count()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "id": "7dd4a3bb-a8c4-49f3-8e84-a52dda8e900d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>characters</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>last_active_date</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2021-01-23 00:00:01</th>\n",
       "      <td>334</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:48:03</th>\n",
       "      <td>333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:50:35</th>\n",
       "      <td>332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:52:44</th>\n",
       "      <td>331</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 02:05:00</th>\n",
       "      <td>330</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                     characters\n",
       "last_active_date               \n",
       "2021-01-23 00:00:01         334\n",
       "2021-01-23 01:48:03         333\n",
       "2021-01-23 01:50:35         332\n",
       "2021-01-23 01:52:44         331\n",
       "2021-01-23 02:05:00         330"
      ]
     },
     "execution_count": 109,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_ts_chars_active = _ts_last_active.copy()*-1\n",
    "_ts_chars_active.loc[pd.to_datetime('2021-01-23 00:00:01')] = df_guild['character'].count()\n",
    "_ts_chars_active = _ts_chars_active.sort_index().cumsum()\n",
    "_ts_chars_active.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "id": "49c573f2-c8cd-4fcc-b7c3-88a3e2c356da",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "_ts_chars_active.plot(figsize=(12,2), color=nw_clr_single);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "id": "45923c35-13d6-4f46-b5d1-b3b0a5b0e3d6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(_ts_chars_active / df_guild['character'].count()).plot(figsize=(12,2), color=nw_clr_single)\n",
    "plt.xlim(right=dt.datetime(2021, 12, 1))\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "id": "828518a5-3d6e-4e03-abc9-ef9d937bd62a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(_ts_chars_active / df_guild['character'].count()).plot(figsize=(12,2), color=nw_clr_single)\n",
    "plt.xlim(right=dt.datetime(2021, 12, 1))\n",
    "plt.ylim(bottom=0.5)\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "id": "381834c5-6ad3-4cc3-a2de-610167abd9d0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>characters</th>\n",
       "      <th>pct_chars</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>last_active_date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2021-01-23 00:00:01</th>\n",
       "      <td>334</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:48:03</th>\n",
       "      <td>333</td>\n",
       "      <td>0.99701</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:50:35</th>\n",
       "      <td>332</td>\n",
       "      <td>0.99401</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:52:44</th>\n",
       "      <td>331</td>\n",
       "      <td>0.99102</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 02:05:00</th>\n",
       "      <td>330</td>\n",
       "      <td>0.98802</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                     characters  pct_chars\n",
       "last_active_date                          \n",
       "2021-01-23 00:00:01         334    1.00000\n",
       "2021-01-23 01:48:03         333    0.99701\n",
       "2021-01-23 01:50:35         332    0.99401\n",
       "2021-01-23 01:52:44         331    0.99102\n",
       "2021-01-23 02:05:00         330    0.98802"
      ]
     },
     "execution_count": 113,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_ts_chars_active['pct_chars'] = _ts_chars_active / df_guild['character'].count()\n",
    "_ts_chars_active.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "id": "d621ea0a-68a1-4095-975d-bd3e4187fafc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>characters</th>\n",
       "      <th>pct_chars</th>\n",
       "      <th>abs_dif</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>last_active_date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2021-01-23 00:00:01</th>\n",
       "      <td>334</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:48:03</th>\n",
       "      <td>333</td>\n",
       "      <td>0.99701</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:50:35</th>\n",
       "      <td>332</td>\n",
       "      <td>0.99401</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 01:52:44</th>\n",
       "      <td>331</td>\n",
       "      <td>0.99102</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-23 02:05:00</th>\n",
       "      <td>330</td>\n",
       "      <td>0.98802</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-12-28 12:46:16</th>\n",
       "      <td>4</td>\n",
       "      <td>0.01198</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-12-28 12:46:30</th>\n",
       "      <td>3</td>\n",
       "      <td>0.00898</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-12-28 12:46:31</th>\n",
       "      <td>2</td>\n",
       "      <td>0.00599</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-12-28 12:48:39</th>\n",
       "      <td>1</td>\n",
       "      <td>0.00299</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-12-28 12:50:01</th>\n",
       "      <td>0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>1.00000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>335 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     characters  pct_chars  abs_dif\n",
       "last_active_date                                   \n",
       "2021-01-23 00:00:01         334    1.00000      NaN\n",
       "2021-01-23 01:48:03         333    0.99701  1.00000\n",
       "2021-01-23 01:50:35         332    0.99401  1.00000\n",
       "2021-01-23 01:52:44         331    0.99102  1.00000\n",
       "2021-01-23 02:05:00         330    0.98802  1.00000\n",
       "...                         ...        ...      ...\n",
       "2021-12-28 12:46:16           4    0.01198  1.00000\n",
       "2021-12-28 12:46:30           3    0.00898  1.00000\n",
       "2021-12-28 12:46:31           2    0.00599  1.00000\n",
       "2021-12-28 12:48:39           1    0.00299  1.00000\n",
       "2021-12-28 12:50:01           0    0.00000  1.00000\n",
       "\n",
       "[335 rows x 3 columns]"
      ]
     },
     "execution_count": 114,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_ts_chars_active['abs_dif'] = abs(_ts_chars_active['characters'].diff())\n",
    "_ts_chars_active"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "id": "3da99d45-80ce-44a8-ae58-6573ca81d2a7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2665.0, 2710.0)"
      ]
     },
     "execution_count": 115,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(_ts_chars_active.groupby(pd.Grouper(freq='W'))['abs_dif'].sum()*-1).cumsum().plot(color=nw_clr_single)\n",
    "plt.xlim(right=dt.datetime(2021, 12, 1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "id": "adb4d0e9-20f9-4acd-a9e2-e5a9438359d7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "last_active_date\n",
       "2021-12-31   200.00000\n",
       "2021-09-30    28.00000\n",
       "2021-08-31    22.00000\n",
       "2021-10-31    19.00000\n",
       "2021-04-30    15.00000\n",
       "2021-11-30    13.00000\n",
       "2021-05-31    11.00000\n",
       "2021-06-30     8.00000\n",
       "2021-07-31     8.00000\n",
       "2021-01-31     4.00000\n",
       "2021-02-28     3.00000\n",
       "2021-03-31     3.00000\n",
       "Name: abs_dif, dtype: float64"
      ]
     },
     "execution_count": 116,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "monthly_characters_diff = _ts_chars_active.groupby(pd.Grouper(freq='M'))['abs_dif'].sum().sort_values(ascending=False)\n",
    "monthly_characters_diff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "id": "92c77378-3c5d-4966-a2f3-4579d00b6bba",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "pandas.core.series.Series"
      ]
     },
     "execution_count": 117,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "type(monthly_characters_diff)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "id": "96a3e7c0-1da9-4269-ac4b-d991783ac8bc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "last_active_date\n",
       "2021-01-31    4.00000\n",
       "2021-02-28    3.00000\n",
       "2021-03-31    3.00000\n",
       "2021-04-30   15.00000\n",
       "2021-05-31   11.00000\n",
       "2021-06-30    8.00000\n",
       "2021-07-31    8.00000\n",
       "2021-08-31   22.00000\n",
       "2021-09-30   28.00000\n",
       "2021-10-31   19.00000\n",
       "2021-11-30   13.00000\n",
       "Name: abs_dif, dtype: float64"
      ]
     },
     "execution_count": 118,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "monthly_characters_diff = monthly_characters_diff.iloc[1:].sort_index()\n",
    "monthly_characters_diff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "id": "86ca2a8d-cf36-45e1-9f17-6077b9e264f0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['January', 'February', 'March', 'April', 'May', 'June', 'July',\n",
       "       'August', 'September', 'October', 'November'],\n",
       "      dtype='object', name='last_active_date')"
      ]
     },
     "execution_count": 119,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "monthly_characters_diff.index.month_name()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "id": "21e19ede-fbf8-4f54-b631-edbaebc3f6ce",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DatetimeIndex(['2021-01-31', '2021-02-28', '2021-03-31', '2021-04-30',\n",
       "               '2021-05-31', '2021-06-30', '2021-07-31', '2021-08-31',\n",
       "               '2021-09-30', '2021-10-31', '2021-11-30'],\n",
       "              dtype='datetime64[ns]', freq='ME')"
      ]
     },
     "execution_count": 120,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "full_date_range = pd.date_range(start=monthly_characters_diff.index.min(), end=monthly_characters_diff.index.max(), freq='M')\n",
    "full_date_range"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 121,
   "id": "d92d39ad-bdf8-467b-9f62-f43d4cacb0ec",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2021-01-31    4.00000\n",
       "2021-02-28    3.00000\n",
       "2021-03-31    3.00000\n",
       "2021-04-30   15.00000\n",
       "2021-05-31   11.00000\n",
       "2021-06-30    8.00000\n",
       "2021-07-31    8.00000\n",
       "2021-08-31   22.00000\n",
       "2021-09-30   28.00000\n",
       "2021-10-31   19.00000\n",
       "2021-11-30   13.00000\n",
       "Freq: ME, Name: abs_dif, dtype: float64"
      ]
     },
     "execution_count": 121,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Reindex the DataFrame to include the full date range, filling missing values with 0\n",
    "monthly_characters_diff = monthly_characters_diff.reindex(full_date_range, fill_value=0)\n",
    "monthly_characters_diff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "id": "979b14c5-c967-404c-9b92-66b004afe030",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'January': '#cca299',\n",
       " 'February': '#cca299',\n",
       " 'March': '#cca299',\n",
       " 'April': '#cca299',\n",
       " 'May': '#cca299',\n",
       " 'June': '#cca299',\n",
       " 'July': '#cca299',\n",
       " 'August': '#cca299',\n",
       " 'September': '#f56504',\n",
       " 'October': '#cca299',\n",
       " 'November': '#cca299'}"
      ]
     },
     "execution_count": 122,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_colors = {}\n",
    "for i,c in enumerate(monthly_characters_diff.index.month_name()):\n",
    "    if monthly_characters_diff[i]==monthly_characters_diff.max():\n",
    "        _colors[c]=nw_clr_single\n",
    "    else:\n",
    "        _colors[c]=nw_clr_single_greyed\n",
    "\n",
    "_colors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "id": "81fed06a-7ed8-474d-8f15-a5d9b9ae6037",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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VN2/eBy6jc+fOkuRwm9n48eNVpEgRVa5cOUnrfvHFFx0eFy1aVNevX9fZs2eTGn4c94/sW6BAAdlsNtWrV88+zcPDQ3ny5Il3G1u1auVwG2dISIgqVKigtWvXSpIOHz6s3377Ta1bt5Yk3b592/5Xv359nT59Os5tia+88kqSYl+zZo0KFiwY57t/4eHhMsZozZo1SVrOvZYvXy5JcQaMiU9S94VJkyapZMmS8vb2loeHh1KlSqXVq1dr//79cZb54osvKlWqVHGmf/3116pYsaL8/Pzsy5gyZYrDMh4m9vgsW7ZMhQsXVvHixR1epzp16sR7y2v16tWVLl06h2lly5bVP//8o5YtW2rx4sVOHck4Kfv/zz//rBdffFHp06eXu7u7UqVKpbZt2+rOnTs6ePDgI603derUKl++vFatWiVJWrlypdKmTas+ffro5s2b2rRpk6S7t9LWrFnT/ryHzaczjk/3OnDggE6dOqU2bdo43BLr5+enV155RVu3btXVq1cfadkPI77XTZJ9uzZv3qwLFy4oLCzMIU8xMTGqW7euoqKi4ty6fa/Yr3HEd4vwvS5cuKD69evLGKP58+fHuU04sdvRE5pnjFGHDh20ceNGzZw587G/GxsUFKSYmBidOXPmsZYDIHmjsAWeETabTe3atdOsWbM0adIk5c2bV5UqVYq37fnz55U5c+Y4Jx1BQUHy8PDQ+fPnHabH930rLy+vOKNjJuZRl5EpUya1aNFCn3/+ue7cuaPdu3dr48aN6tat2yOvO3ZQoYeJ/36BgYEOjz09PZU6dWp5e3vHmX79+vU4z8+cOXO802Jz/9dff0mS3nnnHaVKlcrhr0uXLpIUp/jJkiVLkmI/f/58vG2Dg4Pt8x/WuXPn5O7uHu923S8p+8KoUaPUuXNnlStXTgsWLNDWrVsVFRWlunXrxvu6xbc9CxcuVPPmzZU1a1bNmjVLW7ZssV/wufc1eZjY4/PXX39p9+7dcV4nf39/GWOS9Dq1adNGU6dO1fHjx/XKK68oKChI5cqV08qVKx8ppns9aP8/ceKEKlWqpD///FNjx47Vxo0bFRUVpc8++8yh3aOoWbOmtm7dqujoaK1atUrVq1dX+vTpVapUKa1atUpHjx7V0aNHHQrbh82nM45P94rd/xN6j8TExOjixYuPtOyH8aDXLfYY0bRp0zi5GjFihIwxunDhQoLLj13O/cese128eFG1atXSn3/+qZUrVypXrlxxYrx+/Xq8hf6FCxfiHCelu0Vtx44dNWvWLE2fPl2NGzdOcP1JFbsNj7OvAkj+GBUZeIaEh4frgw8+0KRJkzR06NAE26VPn17btm2TMcahuD179qxu376tDBkyPI1wk6xnz5768ssvtXjxYkVGRipt2rT2nkxniD0pun+wpUcp8JIqvp6FM2fO2E9mY1+Dvn376uWXX453GfcO+CIl3nNyr/Tp0+v06dNxpsf24DzK658xY0bduXNHZ86cSXKBnZhZs2apatWqmjhxosP0f//9N9728W37rFmzlDNnTs2fP99h/v2v8+PGniFDBvn4+CQ4GNr9+UzodWrXrp3atWun6OhobdiwQQMHDlTDhg118OBB+0+xPAmLFi1SdHS0Fi5c6LCe2N9jfRw1atTQgAEDtGHDBq1evVoDBw60T1+xYoVy5sxpfxzrYfPpbLHvwYTeI25ubnF63F0hNg/jxo3T888/H2+bTJkyPfD5CRW/Fy9eVM2aNXX06FGtXr3a3mN8ryJFikiS9uzZo3LlytmnnzlzRn///bcKFy7s0D62qJ02bZqmTJliH2TrccVuQ3L77ALgXPTYAs+QrFmzqk+fPmrUqJHCwsISbFejRg1duXLFYcRKSZo5c6Z9/sNyRi9oQkqVKqUKFSpoxIgRmj17tsLDw+Xr6+u05WfKlEne3t7avXu3w/T4Rs91lrlz58oYY398/Phxbd68WVWrVpV0t2h97rnn9Msvv6h06dLx/j3q7xPXqFFD+/bt086dOx2mz5w5UzabTdWqVXvoZcbegn1/IfqobDZbnJ/r2b17d7wjZCe2DE9PT4dC8syZM3Fe16TGnlAvYMOGDXXkyBGlT58+3tfp3tGTk8LX11f16tVTv379dPPmzTi/8Xl/TNLjve9i83Nvvo0x8Y4y+7A9oWXLllWaNGk0ZswYnTlzRrVq1ZJ0tyf3559/1ldffaWCBQva7xaQnJ/Pe7ctKbHny5dPWbNm1Zw5cxzeo9HR0VqwYIF9pGRXq1ixotKmTat9+/YleIzw9PRM8PkFChSQJB05ciTOvNii9vfff9eKFSsS/EmiunXrytvbO86I8rEjtd/7M2HGGHXq1EnTpk3T559/Hmck5cfx+++/K3369IkW8gCsjx5b4BkzfPjwB7Zp27atPvvsM4WFhenYsWMqUqSINm3apI8++kj169d3uC0wqWKv3I8dO1ZhYWFKlSqV8uXL98jF1/169uxp/0mN2FtxncVms+m1117T1KlTlTt3bhUrVkw//fSTw287OtvZs2f10ksvqVOnTrp06ZIGDhwob29v9e3b197m888/V7169VSnTh2Fh4cra9asunDhgvbv36+dO3fq66+/fqR19+rVSzNnzlSDBg00ePBghYSE6LvvvtOECRPUuXNn5c2b96GXWalSJbVp00ZDhgzRX3/9pYYNG8rLy0s///yzUqdOre7duz/U8ho2bKgPP/xQAwcOVJUqVXTgwAENHjxYOXPm1O3bt5O8jIULF6pLly5q2rSpTp48qQ8//FBZsmTRoUOHHjr2IkWKaN68eZo/f75y5colb29vFSlSRG+99ZYWLFigypUrq1evXipatKhiYmJ04sQJrVixQm+//bZDb1Z8OnXqJB8fH1WsWFFZsmTRmTNnNGzYMAUEBKhMmTIJPs/f318hISFavHixatSoocDAQGXIkOGhir9atWrJ09NTLVu21Lvvvqvr169r4sSJ8d5uW6RIES1cuFATJ05UqVKl5ObmptKlSye4bHd3d1WpUkVLly5Vzpw5lTt3bkl3izIvLy+tXr1aPXr0cHiOM/IZX9xS0o5Pbm5uGjlypFq3bq2GDRvqjTfe0I0bN/Txxx/rn3/+SdIx9mnw8/PTuHHjFBYWpgsXLqhp06YKCgrSuXPn9Msvv+jcuXOJXqzJli2bcuXKpa1btzq8BteuXVOdOnX0888/a8yYMbp9+7a2bt1qn58xY0b76xgYGKj+/ftrwIABCgwMVO3atRUVFaWIiAh17NjR/hu2ktSjRw9NmTJF7du3V5EiRRyW6eXl5VA8Hz9+XFFRUZL+r/D+5ptvJN39eaT797mtW7eqSpUqj/273QCSOZcMWQXgqUho5M37xTea6/nz582bb75psmTJYjw8PExISIjp27dvnJ9zkWS6du0aZ5n3j+RpjDF9+/Y1wcHBxs3NzWF044RG1q1SpYpDXPGNihzrxo0bxsvLy9StWzfRbb1X7Kiw586dc5gem7d7R0i9dOmS6dixo8mUKZPx9fU1jRo1MseOHUtwVOT7lxkWFmZ8fX3j3cZChQrF2cYvv/zS9OjRw2TMmNF4eXmZSpUqme3bt8d5/i+//GKaN29ugoKCTKpUqUzmzJlN9erVzaRJk+Jsz4P2g3sdP37ctGrVyqRPn96kSpXK5MuXz3z88ccOI54ak/RRkY25Oxrr6NGjTeHChY2np6cJCAgw5cuXN0uXLn3g8u7fF27cuGHeeecdkzVrVuPt7W1KlixpFi1aFGdU2dhRkT/++ON4Yxo+fLgJDQ01Xl5epkCBAmby5Mn21/BhYz927JipXbu28ff3N5Ic4rhy5Yrp37+/yZcvn/35RYoUMb169TJnzpyxt0vo/TRjxgxTrVo1kylTJuPp6WmCg4NN8+bNze7duxPMd6xVq1aZEiVKGC8vLyPJ/r58mP1/6dKlplixYsbb29tkzZrV9OnTxyxfvjzO+/HChQumadOmJm3atMZmsz1wtFpjjBk7dqyRZDp16uQwvVatWkaSWbJkSZznPG4+H+b4lJBFixaZcuXKGW9vb+Pr62tq1KhhfvzxR4c2T3JU5PuXmdDo7evXrzcNGjQwgYGBJlWqVCZr1qymQYMGcZ4fnwEDBph06dI5HPdj15PQ3/15Nebua5w3b17j6elpcuTIYQYOHBhnlPKQkJAEl3l/TmLzl5T1Hz58OM7PqgFImWzG3HMfDQBY1NKlS/Xiiy/qu+++U/369V0dDgBY3qlTp5QzZ07NnDlTLVq0cHU4j2TAgAGaOXOmjhw5Ig8PblQEUjIKWwCWtm/fPh0/flw9e/aUr6+vdu7cye1mAOAk7733npYvX65du3bF+Smf5O6ff/5Rrly5NG7cOKcOKAggeeLSFQBL69Kli3788UeVLFlSM2bMoKgFACfq37+/UqdOrT///POxf0/2aTt69Kj69u2rVq1auToUAE8BPbYAAAAAAEuz1j0lAAAAAADch8IWAAAAAGBpFLYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALI3CFgAAAABgaRS2AAAAAABLo7AFAAAAAFgahS0AAAAAwNIobAEAAAAAlkZhCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAAAAS6OwBQAAAABYGoUtAAAAAMDSKGwBAAAAAJZGYQsAAAA8pGHDhqlMmTLy9/dXUFCQmjRpogMHDji0uXLlirp166Zs2bLJx8dHBQoU0MSJE10UMZCyUdgCAAAAD2n9+vXq2rWrtm7dqpUrV+r27duqXbu2oqOj7W169eqlyMhIzZo1S/v371evXr3UvXt3LV682IWRAymTzRhjXB0EAAAAYGXnzp1TUFCQ1q9fr8qVK0uSChcurBYtWmjAgAH2dqVKlVL9+vX14YcfuipUIEWixxYAAAB4TJcuXZIkBQYG2qe98MILWrJkif78808ZY7R27VodPHhQderUcVWYQIpFjy0AAADwGIwxaty4sS5evKiNGzfap9+8eVOdOnXSzJkz5eHhITc3N33xxRdq06aNC6MFUiYPVwcAAAAAWFm3bt20e/dubdq0yWH6p59+qq1bt2rJkiUKCQnRhg0b1KVLF2XJkkU1a9Z0UbRAykSPLQAAAPCIunfvrkWLFmnDhg3KmTOnffq1a9cUEBCgb7/9Vg0aNLBP79ixo/744w9FRka6IlwgxaLHFgAAAHhIxhh1795d3377rdatW+dQ1ErSrVu3dOvWLbm5OQ5p4+7urpiYmKcZKvBMoLAFAAAAHlLXrl01Z84cLV68WP7+/jpz5owkKSAgQD4+PkqTJo2qVKmiPn36yMfHRyEhIVq/fr1mzpypUaNGuTh6IOXhVmQAAADgIdlstninT5s2TeHh4ZKkM2fOqG/fvlqxYoUuXLigkJAQvf766+rVq1eCzwfwaChsAQAAAACWxu/YAgAAAAAsjcIWAAAAAGBpFLYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKV5uDoAAAAAwFl+65bb1SEkG/nHH3F1CMBTQ48tAAAAAMDSKGwBAAAAAJZGYQsAAAAAsDQKWwAAAACApVHYAgAAAAAsjcIWAAAAAGBpFLYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALI3CFgAAAABgaRS2AAAAAABLo7AFAAAAAFgahS0AAAAAwNIobAEAAAAAlkZhCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAAAAS6OwBQAAAABYGoUtAAAAAMDSKGwBAAAAAJZGYQsAAAAAsDQKWwAAgBRu2LBhKlOmjPz9/RUUFKQmTZrowIED9vm3bt3Se++9pyJFisjX11fBwcFq27atTp065cKoASDpKGwBAABSuPXr16tr167aunWrVq5cqdu3b6t27dqKjo6WJF29elU7d+7UgAEDtHPnTi1cuFAHDx7Uiy++6OLIASBpbMYY4+ogAAAA8PScO3dOQUFBWr9+vSpXrhxvm6ioKJUtW1bHjx9Xjhw5nnKEj+63brldHUKykX/8EVeHADw19NgCAAA8Yy5duiRJCgwMTLSNzWZT2rRpn1JUAPDoKGwBAACeIcYY9e7dWy+88IIKFy4cb5vr16/r/fffV6tWrZQmTZqnHCEAPDwPVwcAAACAp6dbt27avXu3Nm3aFO/8W7du6dVXX1VMTIwmTJjwlKMDgEdDYQsAAPCM6N69u5YsWaINGzYoW7ZscebfunVLzZs319GjR7VmzRp6awFYBoUtAABACmeMUffu3fXtt99q3bp1ypkzZ5w2sUXtoUOHtHbtWqVPn94FkQLAo6GwBQAASOG6du2qOXPmaPHixfL399eZM2ckSQEBAfLx8dHt27fVtGlT7dy5U8uWLdOdO3fsbQIDA+Xp6enK8AHggfi5HwAAgBTOZrPFO33atGkKDw/XsWPH4u3FlaS1a9eqatWqTzA65+Lnfv4PP/eDZwk9tgAAACncg/oxQkNDH9gGAJIzfu4HAAAAAGBpFLYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALM3D1QEAAAA8q7bMne7qEJKV8i3DXR0CAIuixxYAAAAAYGkUtgAAAAAAS6OwBQAAAABYGoUtAAAAAJfbsGGDGjVqpODgYNlsNi1atMhh/l9//aXw8HAFBwcrderUqlu3rg4dOuSaYJHsUNgCAAAAcLno6GgVK1ZM48ePjzPPGKMmTZro999/1+LFi/Xzzz8rJCRENWvWVHR0tAuiRXLDqMgAAAAAXK5evXqqV69evPMOHTqkrVu36tdff1WhQoUkSRMmTFBQUJDmzp2rjh07Ps1QkQzRYwsAAAAgWbtx44Ykydvb2z7N3d1dnp6e2rRpk6vCQjJCYQsAAAAgWcufP79CQkLUt29fXbx4UTdv3tTw4cN15swZnT592tXhIRmgsAUAAACQrKVKlUoLFizQwYMHFRgYqNSpU2vdunWqV6+e3N3dXR0ekgG+YwsAAAAg2StVqpR27dqlS5cu6ebNm8qYMaPKlSun0qVLuzo0JAP02AIAAACwjICAAGXMmFGHDh3S9u3b1bhxY1eHhGSAHlsAAAAALnflyhUdPnzY/vjo0aPatWuXAgMDlSNHDn399dfKmDGjcuTIoT179qhnz55q0qSJateu7cKokVxQ2AIAAABwue3bt6tatWr2x71795YkhYWFafr06Tp9+rR69+6tv/76S1myZFHbtm01YMAAV4WLZMZmjDGuDgIAAOBZtGXudFeHkKyUbxn+2Mv4rVvuxw8khcg//oirQwCeGr5jCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAAAAS6OwBQAAAABYGoUtAAAAAMDSKGwBAAAAAJZGYQsAAAAAsDQPVwcAAAAAIHnaMne6q0NIVsq3DHd1CEgAPbYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALI3CFgAAAABgaRS2AAAAAABLo7AFAAAAAFgahS0AAAAAwNIobAFYwoYNG9SoUSMFBwfLZrNp0aJFDvPDw8Nls9kc/p5//nnXBAsAAICnisIWgCVER0erWLFiGj9+fIJt6tatq9OnT9v/vv/++6cYIQAAAFzFw9UBAEBS1KtXT/Xq1Uu0jZeXlzJnzvyUIgIAAEByQY8tgBRj3bp1CgoKUt68edWpUyedPXvW1SEBAADgKaCwBZAi1KtXT7Nnz9aaNWv0ySefKCoqStWrV9eNGzdcHRoAAACeMG5FBpAitGjRwv5/4cKFVbp0aYWEhOi7777Tyy+/7MLIAAAA8KTRYwsgRcqSJYtCQkJ06NAhV4cCAACAJ4zCFkCKdP78eZ08eVJZsmRxdSgAAAB4wrgVGYAlXLlyRYcPH7Y/Pnr0qHbt2qXAwEAFBgYqIiJCr7zyirJkyaJjx47pP//5jzJkyKCXXnrJhVEDAADgaaCwBWAJ27dvV7Vq1eyPe/fuLUkKCwvTxIkTtWfPHs2cOVP//POPsmTJomrVqmn+/Pny9/d3VcgAAAB4SihsAVhC1apVZYxJcP4PP/zwFKMBAABAcsJ3bAEAAAAAlkZhCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAACQwmzYsEGNGjVScHCwbDabFi1a5DA/IiJC+fPnl6+vr9KlS6eaNWtq27ZtrgnWCShsAQAAACCFiY6OVrFixTR+/Ph45+fNm1fjx4/Xnj17tGnTJoWGhqp27do6d+7cU47UOfgdWwAAAABIYerVq6d69eolOL9Vq1YOj0eNGqUpU6Zo9+7dqlGjxpMOz+kobAE8si1zp7s6hGSlfMtwV4cAAADw0G7evKn//e9/CggIULFixVwdziOhsAUAAACAZ9CyZcv06quv6urVq8qSJYtWrlypDBkyuDqsR8J3bAEAAADgGVStWjXt2rVLmzdvVt26ddW8eXOdPXvW1WE9EgpbAAAAAHgG+fr6Kk+ePHr++ec1ZcoUeXh4aMqUKa4O65FQ2AIAAAAAZIzRjRs3XB3GI+E7tgAAAACQwly5ckWHDx+2Pz569Kh27dqlwMBApU+fXkOHDtWLL76oLFmy6Pz585owYYL++OMPNWvWzIVRPzoKWwAAAABIYbZv365q1arZH/fu3VuSFBYWpkmTJum3337TjBkz9Pfffyt9+vQqU6aMNm7cqEKFCrkq5MdCYQsAAAAAKUzVqlVljElw/sKFC59iNE8e37EFAAAAAFgahS0AAAAAwNIobAEAAAAAlkZhCwAAAACwNApbAHgGbdiwQY0aNVJwcLBsNpsWLVrkMH/hwoWqU6eOMmTIIJvNpl27drkkTgAAgKSgsAWAZ1B0dLSKFSum8ePHJzi/YsWKGj58+FOODAAA4OHxcz8A8AyqV6+e6tWrl+D8Nm3aSJKOHTv2lCICAAB4dPTYAgAAAAAsjR5bAAAAAHhKtsyd7uoQkpXyLcOdshx6bAEAAAAAlkZhCwAAAACwNApbAAAAAICl8R1bAHgGXblyRYcPH7Y/Pnr0qHbt2qXAwEDlyJFDFy5c0IkTJ3Tq1ClJ0oEDByRJmTNnVubMmV0SMwAAQELosQWAZ9D27dtVokQJlShRQpLUu3dvlShRQh988IEkacmSJSpRooQaNGggSXr11VdVokQJTZo0yWUxAwAAJIQeWwB4BlWtWlXGmATnh4eHKzw8/OkFBAAA8BjosQUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALI3CFgAAAABgaRS2AAAAAABLo7AFAAAAAFiah6sDAAD8ny1zp7s6hGSjfMtwV4cAAAAsgh5bAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAPAG3b99W//79lTNnTvn4+ChXrlwaPHiwYmJiXB2aJZFPAEBiGDwKAIAnYMSIEZo0aZJmzJihQoUKafv27WrXrp0CAgLUs2dPV4dnOeQTAJAYClsAAJ6ALVu2qHHjxmrQoIEkKTQ0VHPnztX27dtdHJk1kU8AQGK4FRkAgCfghRde0OrVq3Xw4EFJ0i+//KJNmzapfv36Lo7MmsgnACAx9NgCAPAEvPfee7p06ZLy588vd3d33blzR0OHDlXLli1dHZolkU8AQGIobAEAeALmz5+vWbNmac6cOSpUqJB27dqlt956S8HBwQoLC3N1eJZDPgEAiaGwBQDgCejTp4/ef/99vfrqq5KkIkWK6Pjx4xo2bBiF2CMgnwCAxPAdWwAAnoCrV6/Kzc3xY9bd3Z2fp3lE5BMAkBh6bAEAeAIaNWqkoUOHKkeOHCpUqJB+/vlnjRo1Su3bt3d1aJZEPgEAiaGwBQDgCRg3bpwGDBigLl266OzZswoODtYbb7yhDz74wNWhWRL5BAAkhsIWAIAnwN/fX2PGjNGYMWNcHUqKQD4BAInhO7YAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALI3CFgAAAABgaR6uDgAAgCdly9zprg4hWSnfMvyxl0FO/48z8gkAcA56bAEAAAAAlkZhCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAAAAS6OwBQAAAABYGoUtAAAAAMDSKGwBAAAAAJZGYQsAAAAAsDQKWwAAAACApaXIwnbYsGGy2Wx66623XB0KAAAAAOAJS3GFbVRUlP73v/+paNGirg4FAAAAAPAUpKjC9sqVK2rdurUmT56sdOnSuTocAAAAAMBTkKIK265du6pBgwaqWbOmq0MBAAAAADwlHq4OwFnmzZunnTt3KioqytWhAAAAAACeohRR2J48eVI9e/bUihUr5O3t7epwAAAAAABPUYoobHfs2KGzZ8+qVKlS9ml37tzRhg0bNH78eN24cUPu7u4ujBAAAAAA8KSkiMK2Ro0a2rNnj8O0du3aKX/+/HrvvfcoagEAAAAgBUsRg0f5+/urcOHCDn++vr5Knz69Chcu7OrwLGfixIkqWrSo0qRJozRp0qh8+fJavny5q8OyNHIKAAAAPDkporCFc2XLlk3Dhw/X9u3btX37dlWvXl2NGzfW3r17XR2aZZFTAAAA4MlJEbcix2fdunWuDsGyGjVq5PB46NChmjhxorZu3apChQq5KCprI6cAAADAk5NiC1s4x507d/T1118rOjpa5cuXd3U4KQI5BQAAAJyLwhbx2rNnj8qXL6/r16/Lz89P3377rQoWLOjqsCyNnAIAAABPBt+xRbzy5cunXbt2aevWrercubPCwsK0b98+V4dlaeQUAAAAeDLosUW8PD09lSdPHklS6dKlFRUVpbFjx+rzzz93cWTWRU4BAACAJ4MeWySJMUY3btxwdRgpCjkFAAAAnIMeW8Txn//8R/Xq1VP27Nn177//at68eVq3bp0iIyNdHZplkVMAAADgyaGwRRx//fWX2rRpo9OnTysgIEBFixZVZGSkatWq5erQLIucAgAAAE8OhS3imDJliqtDSHHIKQAAAPDk8B1bAAAAAIClOa3Hdsvc6c5aVIpQvmW4q0MAAAAAgGcCPbYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALM1pv2ML5+O3gR0547eByen/4beWAQAAkFLQYwsAAAAAsDQKWwAAAACApVHYAgAAAAAsjcIWAAAAAGBpFLYAAAAAAEujsAUAAAAAWBqFLQAAAADA0ihsAQAAAACWRmELAAAAALA0ClsAAAAAgKVR2AIAAAAALI3CFgAAAABgaRS2AAAAAABLo7AFAAAAAFgahS0AAAAAwNIobAEAAAAAlkZhCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAAAAS/NISiNjjP79999E20RfveaUgFKKy5cvP/YyyKkjcupc5NP5yKlzkU/nI6fORT6dzxk5vXIzxgmRpAzso85HTp0vKTn19/eXzWZLtI3NGGOSsrKAgICkRwcAAAAAgBNcunRJadKkSbRNkgrbpPTYJgeXL19W9uzZdfLkyQduOJKGnDoX+XQ+cupc5NP5yKnzkVPnIp/OR06di3w6n9VympQe2yTdimyz2SyxwbHSpEljqXitgJw6F/l0PnLqXOTT+cip85FT5yKfzkdOnYt8Ol9KyimDRwEAAAAALI3CFgAAAABgaSmqsPXy8tLAgQPl5eXl6lBSDHLqXOTT+cipc5FP5yOnzkdOnYt8Oh85dS7y6XwpMadJGjwKAAAAAIDkKkX12AIAAAAAnj0UtgAAAAAAS6OwBQAAAABYGoXtM8Jms2nRokWuDgOPiNfv8YSHh6tJkyb2x1WrVtVbb73lsngAPD6Oi0jJjh07JpvNpl27drk6lGRt3bp1stls+ueff1wdyjPj/nOq5OSpFrbJORFWEB4eLpvNFufv8OHDrg4tRYvN+5tvvhlnXpcuXWSz2RQeHv70A0uhNm/eLHd3d9WtW9dpyxw7dqymT5/utOVZCfuvc/E59uSQ26R7EsdJZ3LFxcOzZ8/qjTfeUI4cOeTl5aXMmTOrTp062rJli9PWwT6asJMnT6pDhw4KDg6Wp6enQkJC1LNnT50/fz5Jz3+WCtTYz+Xhw4c7TF+0aJFsNpuLokoZ6LGNx61bt1wdQoLq1q2r06dPO/zlzJnziazrSeYhOec4PtmzZ9e8efN07do1+7Tr169r7ty5ypEjx2Mt22q5eNKmTp2q7t27a9OmTTpx4sRjLevOnTuKiYlRQECA0qZN65wALehJ7r8Anj5nHidTildeeUW//PKLZsyYoYMHD2rJkiWqWrWqLly44OrQkpWbN286fZm///67SpcurYMHD2ru3Lk6fPiwJk2apNWrV6t8+fKWfA2eRJ7u5e3trREjRujixYtPdD1WYYzR7du3H3s5LitsIyMj9cILLyht2rRKnz69GjZsqCNHjtjnx96CsXDhQlWrVk2pU6dWsWLFHK68RUREqHjx4g7LHTNmjEJDQ+2Po6KiVKtWLWXIkEEBAQGqUqWKdu7c6fAcm82mSZMmqXHjxvL19dWQIUOUJ08e/fe//3Vo9+uvv8rNzc0hzqct9irkvX/u7u5aunSpSpUqJW9vb+XKlUuDBg2Ks4OcPn1a9erVk4+Pj3LmzKmvv/7aPi8231999ZWqVq0qb29vzZo165nMcXxKliypHDlyaOHChfZpCxcuVPbs2VWiRAn7tKTu1/fnWbp7olKoUCF5eXkpS5Ys6tatm0MMf//9t1566SWlTp1azz33nJYsWfKEt/rpi46O1ldffaXOnTurYcOGDr2ssVdzv/vuOxUrVkze3t4qV66c9uzZY28zffp0pU2bVsuWLVPBggXl5eWl48ePP/NX2Z21/1avXj3Ofnn+/Hl5eXlpzZo1T35DkpnQ0FCNGTPGYVrx4sUVERFhf2yz2fTFF18k+t7dt2+f6tevLz8/P2XKlElt2rTR33///RS2IPlKSm7v9Sztm4kdJ2OPgfeKrxdoyJAhCgoKkr+/vzp27Kj333/f4bM+vh7XJk2aONzdMWHCBD333HPy9vZWpkyZ1LRpU0l3e6PWr1+vsWPH2u8sO3bsmBO2PGH//POPNm3apBEjRqhatWoKCQlR2bJl1bdvXzVo0ECSdOnSJb3++usKCgpSmjRpVL16df3yyy/2ZcSe73z++efKnj27UqdOrWbNmtl7ECMiIjRjxgwtXrzYvl3r1q2TJP35559q0aKF0qVLp/Tp06tx48YO2xz7GfTRRx8pU6ZMSps2rf08rU+fPgoMDFS2bNk0derUONv222+/qUKFCvL29lahQoXs64z1oONH1apV1a1bN/Xu3VsZMmRQrVq1nJP0e3Tt2lWenp5asWKFqlSpohw5cqhevXpatWqV/vzzT/Xr10+SdOPGDb377rvKnj27vLy89Nxzz2nKlCk6duyYqlWrJklKly6dw51EN27cUI8ePRQUFCRvb2+98MILioqKihPDjz/+mOC5gXT3LofKlSvLx8dH2bNnV48ePRQdHW2fHxoaqiFDhig8PFwBAQHq1KmT0/N0r5o1aypz5swaNmxYgm0WLFhgPy8MDQ3VJ598Yp/Xt29fPf/883GeU7RoUQ0cOND+eNq0aSpQoIC8vb2VP39+TZgwwT7v3nPSSpUqycfHR2XKlNHBgwcVFRWl0qVLy8/PT3Xr1tW5c+firGvQoEH299Mbb7zhcDHAGKORI0cqV65c8vHxUbFixfTNN9/Y58ee0/3www8qXbq0vLy8tHHjxqQnMAEuK2yjo6PVu3dvRUVFafXq1XJzc9NLL72kmJgYh3b9+vXTO++8o127dilv3rxq2bLlQ1X0//77r8LCwrRx40Zt3bpVzz33nOrXr69///3Xod3AgQPVuHFj7dmzR+3bt1f79u01bdo0hzZTp05VpUqVlDt37kff8Cfghx9+0GuvvaYePXpo3759+vzzzzV9+nQNHTrUod2AAQPsVzRfe+01tWzZUvv373do895776lHjx7av3+/6tSpk6T1Pws5lqR27do5xDt16lS1b9/eoU1S9+v78zxx4kR17dpVr7/+uvbs2aMlS5YoT548Ds8ZNGiQmjdvrt27d6t+/fpq3bq1Ja+CJmb+/PnKly+f8uXLp9dee03Tpk3T/T+13adPH/33v/9VVFSUgoKC9OKLLzr0el+9elXDhg3TF198ob179yooKOhpb0ay5Iz9t2PHjpozZ45u3Lhhf87s2bMVHBxsPylBXIm9d0+fPq0qVaqoePHi2r59uyIjI/XXX3+pefPmLo7aWp6lfTMpx8nEzJ49W0OHDtWIESO0Y8cO5ciRQxMnTnyoGLZv364ePXpo8ODBOnDggCIjI1W5cmVJd7/6Ub58eXXq1Ml+Z1n27NkfavkPy8/PT35+flq0aJHDPhDLGKMGDRrozJkz+v7777Vjxw6VLFlSNWrUcPgcPXz4sL766istXbpUkZGR2rVrl7p27SpJeuedd9S8eXOHO+cqVKigq1evqlq1avLz89OGDRu0adMmezFw74n+mjVrdOrUKW3YsEGjRo1SRESEGjZsqHTp0mnbtm1688039eabb+rkyZMOsffp00dvv/22fv75Z1WoUEEvvvii/fbepB4/ZsyYIQ8PD/3444/6/PPPnZZ3Sbpw4YJ++OEHdenSRT4+Pg7zMmfOrNatW2v+/Pkyxqht27aaN2+ePv30U+3fv1+TJk2Sn5+fsmfPrgULFkiSDhw4oNOnT2vs2LGSpHfffVcLFizQjBkztHPnTuXJk0d16tSJc/6T2LnBnj17VKdOHb388svavXu35s+fr02bNsW5GPbxxx+rcOHC2rFjhwYMGODUPN3P3d1dH330kcaNG6c//vgjzvwdO3aoefPmevXVV7Vnzx5FRERowIAB9gtZrVu31rZt2xwuPu/du1d79uxR69atJUmTJ09Wv379NHToUO3fv18fffSRBgwYoBkzZjisa+DAgerfv7927twpDw8PtWzZUu+++67Gjh2rjRs36siRI/rggw8cnrN69Wrt379fa9eu1dy5c/Xtt99q0KBB9vn9+/fXtGnTNHHiRO3du1e9evXSa6+9pvXr1zss591339WwYcO0f/9+FS1a9LFyKkkyT1FYWJhp3LhxvPPOnj1rJJk9e/YYY4w5evSokWS++OILe5u9e/caSWb//v3GGGMGDhxoihUr5rCc0aNHm5CQkARjuH37tvH39zdLly61T5Nk3nrrLYd2p06dMu7u7mbbtm3GGGNu3rxpMmbMaKZPn57UzXW6sLAw4+7ubnx9fe1/TZs2NZUqVTIfffSRQ9svv/zSZMmSxf5YknnzzTcd2pQrV8507tzZGPN/+R4zZoxDm2ctx/GJ3W/PnTtnvLy8zNGjR82xY8eMt7e3OXfunGncuLEJCwuL97kJ7df35zk4ONj069cvwRgkmf79+9sfX7lyxdhsNrN8+fLH38BkpEKFCvbc3Lp1y2TIkMGsXLnSGGPM2rVrjSQzb948e/vz588bHx8fM3/+fGOMMdOmTTOSzK5duxyWe/+xp0qVKqZnz55PdmOSCWfuv9evXzeBgYH2fBtjTPHixU1ERMTT2JRk4d59KSQkxIwePdphfrFixczAgQPtjx/03h0wYICpXbu2wzJOnjxpJJkDBw48kW1Irh4lt99++60x5tnaNxM7Tk6bNs0EBAQ4tP/222/Nvad75cqVM127dnVoU7FiRYfP+viOkfceKxYsWGDSpEljLl++HG+MrjjGfvPNNyZdunTG29vbVKhQwfTt29f88ssvxhhjVq9ebdKkSWOuX7/u8JzcuXObzz//3Bhz93zH3d3dnDx50j5/+fLlxs3NzZw+fdoYE/957JQpU0y+fPlMTEyMfdqNGzeMj4+P+eGHH+zPCwkJMXfu3LG3yZcvn6lUqZL98e3bt42vr6+ZO3euMeb/zheGDx9ub3Pr1i2TLVs2M2LECGNM0o4fVapUMcWLF09qGh/a1q1bHd6L9xs1apSRZLZt22Yk2ffV+8V+xl+8eNE+7cqVKyZVqlRm9uzZ9mk3b940wcHBZuTIkQ7PS+zcoE2bNub11193WN/GjRuNm5ubuXbtmjHm7jGnSZMmD739j+Le/ej555837du3N8Y4vldbtWplatWq5fC8Pn36mIIFC9ofFy1a1AwePNj+uG/fvqZMmTL2x9mzZzdz5sxxWMaHH35oypcvb4yJv9aaO3eukWRWr15tnzZs2DCTL18+h/gDAwNNdHS0fdrEiRONn5+fuXPnjrly5Yrx9vY2mzdvdlh3hw4dTMuWLY0x//e6LVq06EHpeigu67E9cuSIWrVqpVy5cilNmjT274ne/12Re6v3LFmySLo7QEBSnT17Vm+++aby5s2rgIAABQQE6MqVK3HWU7p0aYfHWbJkUYMGDey3hSxbtkzXr19Xs2bNkr6RT0C1atW0a9cu+9+nn36qHTt2aPDgwfYrln5+fvYrpVevXrU/t3z58g7LKl++fJwe2/vzkBQpLccJyZAhgxo0aKAZM2Zo2rRpatCggTJkyODQJqn79b25OHv2rE6dOqUaNWokuv573wu+vr7y9/d/qPdCcnfgwAH99NNPevXVVyVJHh4eatGiRZxbs+7djwMDA5UvXz6H/djT09M5V/1SGGfsv15eXnrttdfsr8muXbv0yy+/MPjUAyT23t2xY4fWrl3rcPzOnz+/JCW7r2QkZ8/KvpnU4+SDllG2bFmHafc/fpBatWopJCREuXLlUps2bTR79myH8w1XeOWVV3Tq1CktWbJEderU0bp161SyZElNnz5dO3bs0JUrV5Q+fXqH99rRo0cd3mc5cuRQtmzZ7I/Lly+vmJgYHThwIMH17tixQ4cPH5a/v799uYGBgbp+/brDsgsVKiQ3t/877c6UKZOKFClif+zu7q706dPH+Vy/9zPPw8NDpUuXtn/mJfX48Sjnds5i/v/dBEePHpW7u7uqVKmS5OceOXJEt27dUsWKFe3TUqVKpbJly8Y5f03s3GDHjh2aPn26Q57q1KmjmJgYHT161P48V+RpxIgRmjFjhvbt2+cwff/+/Q7bLUkVK1bUoUOHdOfOHUl3e21nz54t6W6e586da++tPXfunH1Ar3u3e8iQIXE+W+79jMqUKZMkOeybmTJlirNfFitWTKlTp7Y/Ll++vK5cuaKTJ09q3759un79umrVquWw7pkzZ8ZZt7Nz7uHUpT2ERo0aKXv27Jo8ebKCg4MVExOjwoULx/mydqpUqez/x35HJPa2ODc3tzi339w/EE94eLjOnTunMWPGKCQkRF5eXipfvnyc9fj6+saJsWPHjmrTpo1Gjx6tadOmqUWLFg4voiv4+vrGuUU1JiZGgwYN0ssvvxynvbe3d6LLu/97N/fn4VnMcWLat29vv3Xls88+izM/qfv1vbm4/9adhNz7XpDuvnb33+JsZVOmTNHt27eVNWtW+zRjjFKlSvXAwRXu3Y99fHwYVTABzth/O3bsqOLFi+uPP/7Q1KlTVaNGDYWEhDy1bUhOknJ8lBJ/78bExKhRo0YaMWJEnOfFXsx9FiU1t/d6FvbNBx0nk5q3+4+R9z/nQcvx9/fXzp07tW7dOq1YsUIffPCBIiIiFBUV5dKB+ry9vVWrVi3VqlVLH3zwgTp27KiBAweqS5cuypIlS5zvp0pKNN7YPCX2mRITE6NSpUrZC4x7ZcyY0f5/fMeBR/1cv/d8OCnHj/jOv5wlT548stls2rdvX7xjWfz2229Kly7dI53bxe6D8e2vSfmcvzdPb7zxhnr06BGnzb0DKD7JPCWkcuXKqlOnjv7zn/84XIiLbxvvf0+2atVK77//vnbu3Klr167p5MmT9otesfvR5MmTVa5cOYfnubu7OzyOr9a6f1pSzzfvbfvdd985HKukuxch7+XsnLuksD1//rz279+vzz//XJUqVZIkbdq06aGXkzFjRp05c8bhxb//9742btyoCRMmqH79+pLuDkee1EE56tevL19fX02cOFHLly/Xhg0bHjrGp6FkyZI6cOBAnIL3flu3blXbtm0dHt87cEx8yLGje78zc/93kB91v/b391doaKhWr16d4r4LllS3b9/WzJkz9cknn6h27doO81555RXNnj1bhQsXlnR3v439ILp48aIOHjxov0KNxDlj/y1SpIhKly6tyZMna86cORo3btyTDzyZypgxo06fPm1/fPnyZYer/0lRsmRJLViwQKGhofLwcNm15mTnUXKb0vfNpBwnc+fOrX///VfR0dH2E8b7P7Pz5cunn376SW3atLFP2759u0Ob+/N/584d/frrrw6fUR4eHqpZs6Zq1qypgQMHKm3atFqzZo1efvlleXp62nuVXKlgwYJatGiRSpYsqTNnzsjDw8Nh8Mv7nThxQqdOnVJwcLAkacuWLXJzc1PevHklKd7tKlmypObPn28fRMfZtm7dav/+8u3bt7Vjxw77BcrkcPxInz69atWqpQkTJqhXr14OF+vPnDmj2bNnq23btipSpIhiYmK0fv161axZM85yPD09Jckhv3ny5JGnp6c2bdqkVq1aSbp7gWX79u1xBjdL7NygZMmS2rt37wPPk11l+PDhKl68uH0/k+7uu/d/Bm/evFl58+a1F6bZsmVT5cqVNXv2bF27dk01a9a097hmypRJWbNm1e+//27vxXWmX375RdeuXbO/3lu3bpWfn5+yZcumdOnSycvLSydOnHioHnpncMm7IHbUuP/973/KkiWLTpw4offff/+hl1O1alWdO3dOI0eOVNOmTRUZGanly5c7HFjy5MmjL7/8UqVLl9bly5fVp0+fJPeQubu7Kzw8XH379lWePHni3MqbXHzwwQdq2LChsmfPrmbNmsnNzU27d+/Wnj17NGTIEHu7r7/+WqVLl9YLL7yg2bNn66efftKUKVMSXTY5duTu7m6/teX+K16Ps19HRETozTffVFBQkOrVq6d///1XP/74o7p37+70bUiOli1bposXL6pDhw4KCAhwmNe0aVNNmTJFo0ePliQNHjxY6dOnV6ZMmdSvXz9lyJDhmR7x+GE4a//t2LGjunXrptSpU+ull1564nEnV9WrV9f06dPVqFEjpUuXTgMGDIiT1wfp2rWrJk+erJYtW6pPnz7KkCGDDh8+rHnz5mny5MkPvbyU4lFzm5L3zaQcJ1evXq3UqVPrP//5j7p3766ffvopzm94d+/eXZ06dVLp0qVVoUIFzZ8/X7t371auXLnsbapXr67evXvru+++U+7cuTV69GiH3xddtmyZfv/9d1WuXFnp0qXT999/r5iYGOXLl0/S3RFmt23bpmPHjtlvzb33NlxnO3/+vJo1a6b27duraNGi8vf31/bt2zVy5Eg1btxYNWvWVPny5dWkSRONGDFC+fLl06lTp/T999+rSZMm9tshvb29FRYWpv/+97+6fPmyevTooebNmytz5sz27frhhx904MABpU+fXgEBAWrdurU+/vhjNW7cWIMHD1a2bNl04sQJLVy4UH369HG4tflRfPbZZ3ruuedUoEABjR49WhcvXrQP/Jdcjh/jx49XhQoVVKdOHQ0ZMkQ5c+bU3r171adPH2XNmlVDhw5VYGCgwsLC1L59e3366acqVqyYjh8/rrNnz6p58+YKCQmRzWbTsmXLVL9+ffn4+MjPz0+dO3e2jxydI0cOjRw5UlevXlWHDh0cYkjs3OC9997T888/r65du6pTp07y9fXV/v37tXLlymRxAaxIkSJq3bq1Qyxvv/22ypQpow8//FAtWrTQli1bNH78eIdRjaW7tyNHRETo5s2b9vOkWBEREerRo4fSpEmjevXq6caNG9q+fbsuXryo3r17P1bMN2/eVIcOHdS/f38dP35cAwcOVLdu3eTm5iZ/f3+988476tWrl2JiYvTCCy/o8uXL2rx5s/z8/BQWFvZY607MU/2ObUxMjDw8POTm5qZ58+Zpx44dKly4sHr16qWPP/74oZdXoEABTZgwQZ999pmKFSumn376Se+8845Dm6lTp+rixYsqUaKE2rRpYx8yPKk6dOigmzdvxhk9NDmpU6eOli1bppUrV6pMmTJ6/vnnNWrUqDi3YA0aNEjz5s1T0aJFNWPGDM2ePVsFCxZMdNnkOK40adLEe1X2cfbrsLAwjRkzRhMmTFChQoXUsGFDHTp0yNmhJ1tTpkxRzZo145ysSXd7Inbt2mX/Canhw4erZ8+eKlWqlE6fPq0lS5bYr/TiwZyx/7Zs2VIeHh5q1arVA7/ukNLEfo5Jd39uoXLlymrYsKHq16+vJk2aPPSI7sHBwfrxxx91584d1alTR4ULF1bPnj0VEBDwRAuB5MgZuU3J+2ZSjpPHjh3TrFmz9P3336tIkSKaO3dunJ9Iat26tfr27at33nlHJUuW1NGjRxUeHu6Qr/bt2yssLExt27ZVlSpVlDNnTofe2rRp02rhwoWqXr26ChQooEmTJmnu3LkqVKiQpLsjCLu7u6tgwYLKmDHjE/+tXT8/P5UrV06jR49W5cqVVbhwYQ0YMECdOnXS+PHjZbPZ9P3336ty5cpq37698ubNq1dffVXHjh2z93BJdy/Uv/zyy6pfv75q166twoULOxQSnTp1Ur58+VS6dGllzJhRP/74o1KnTq0NGzYoR44cevnll1WgQAG1b99e165dc0oP7vDhwzVixAgVK1ZMGzdu1OLFi+3jIySX48dzzz2n7du3K3fu3GrRooVy586t119/XdWqVdOWLVsUGBgoSZo4caKaNm2qLl26KH/+/OrUqZP9J3eyZs2qQYMG6f3331emTJnsvdLDhw/XK6+8ojZt2qhkyZI6fPiwfvjhB6VLly5OnhI6NyhatKjWr1+vQ4cOqVKlSipRooQGDBiQrL7u8eGHHzrcalyyZEl99dVXmjdvngoXLqwPPvhAgwcPjjNuQLNmzXT+/HldvXo1zkX+jh076osvvtD06dNVpEgRValSRdOnT7ePn/E4atSooeeee06VK1dW8+bN1ahRI4djzYcffqgPPvhAw4YNU4ECBVSnTh0tXbrUKetOjM3cf8P2E1S3bl3lyZNH48ePf1qrfGw//vijqlatqj/++MPh4AfnIcdIinXr1qlatWq6ePGiS7/DhbtfNwgNDVVUVJRKlizp6nCeKit+jlmFM3L7LO+bj6NWrVrKnDmzvvzyS1eH4jIRERFatGhRnFu3AVjHU7kV+eLFi9q8ebPWrVunN99882ms8rHduHFDJ0+e1IABA9S8eXMKrieAHAPWcuvWLZ0+fVrvv/++nn/++WeqcLDi55hVOCO3z/K++bCuXr2qSZMmqU6dOnJ3d9fcuXO1atUqrVy50tWhAcBjeSqFbfv27RUVFaW3335bjRs3fhqrfGxz585Vhw4dVLx48Wf6CuaTRI4Ba/nxxx9VrVo15c2bV998842rw3mqrPg5ZhXOyO2zvG8+rNjbcocMGaIbN24oX758WrBgQbwD+gCAlTzVW5EBAAAAAHC2Z2tkCgAAAABAikNhCwAAAACwNApbAAAAAIClUdgCAAAAACyNwhYAAAAAYGkUtgAAAAAAS6OwBQAAAABYGoUtAAAAAMDSKGwBAAAAAJb2/wBXu8pxE6rrGgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1200x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(12, 3))\n",
    "s = sns.barplot(\n",
    "    ax=ax,\n",
    "    x=monthly_characters_diff.index.month_name(),\n",
    "    y=monthly_characters_diff,\n",
    "    legend=False,\n",
    "    hue=monthly_characters_diff.index.month_name(),\n",
    "    palette=_colors\n",
    ")\n",
    "\n",
    "for container in s.containers:\n",
    "    tmp_hue = monthly_characters_diff[monthly_characters_diff.index.month_name()==container.get_label()]\n",
    "    ax.bar_label(container, labels=tmp_hue, padding=5, fmt='{:,.0f}')\n",
    "\n",
    "ax.set(ylabel=None, yticks=[])\n",
    "\n",
    "\n",
    "plt.title('Monthly number of characters that went offline (2021)', pad=25)\n",
    "plt.xlabel('')\n",
    "sns.despine(left=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0c59d681-9732-4c10-ae60-c0216328a318",
   "metadata": {},
   "source": [
    "# Statistical Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3d453ed3-09f0-4475-88b9-c6a8c05c312f",
   "metadata": {},
   "source": [
    "- Data overall seems to be mostly discrete by nature and doesn't assume continuity.\n",
    "- Contribution variable doesn't seem to follow a normal distribution, has a substantial amount of zero values, and large variance.\n",
    "- The dataset represents population of the guild.\n",
    "- The Bard class has a small sample size, therefore it should not be used to make any strong conclusions."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "41bdf512-595d-4ed7-9685-d6de18eabfb0",
   "metadata": {},
   "source": [
    "## Correlation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e0bff0a5-2b7c-48a6-9a9a-f7f13a243cd9",
   "metadata": {},
   "source": [
    "Quick correlation overview to see whether any variables have a directional relationship."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ca76e73-4f31-4953-a732-d10017970de8",
   "metadata": {},
   "source": [
    "Non-Parametric, Spearman's correlation is chosen here because it doesn't assume distribution or linear relationship, and feels ok around extreme values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "id": "a89f05cf-4ad5-484a-bc8f-3d34cd3b8354",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style type=\"text/css\">\n",
       "#T_79b04_row0_col0, #T_79b04_row1_col1, #T_79b04_row2_col2 {\n",
       "  background-color: #800026;\n",
       "  color: #f1f1f1;\n",
       "}\n",
       "#T_79b04_row0_col1, #T_79b04_row1_col0 {\n",
       "  background-color: #da141e;\n",
       "  color: #f1f1f1;\n",
       "}\n",
       "#T_79b04_row0_col2, #T_79b04_row2_col0 {\n",
       "  background-color: #febd57;\n",
       "  color: #000000;\n",
       "}\n",
       "#T_79b04_row1_col2, #T_79b04_row2_col1 {\n",
       "  background-color: #feae4a;\n",
       "  color: #000000;\n",
       "}\n",
       "</style>\n",
       "<table id=\"T_79b04\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th class=\"blank level0\" >&nbsp;</th>\n",
       "      <th id=\"T_79b04_level0_col0\" class=\"col_heading level0 col0\" >guild_rank</th>\n",
       "      <th id=\"T_79b04_level0_col1\" class=\"col_heading level0 col1\" >contribution</th>\n",
       "      <th id=\"T_79b04_level0_col2\" class=\"col_heading level0 col2\" >days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th id=\"T_79b04_level0_row0\" class=\"row_heading level0 row0\" >guild_rank</th>\n",
       "      <td id=\"T_79b04_row0_col0\" class=\"data row0 col0\" >1.00</td>\n",
       "      <td id=\"T_79b04_row0_col1\" class=\"data row0 col1\" >0.28</td>\n",
       "      <td id=\"T_79b04_row0_col2\" class=\"data row0 col2\" >-0.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_79b04_level0_row1\" class=\"row_heading level0 row1\" >contribution</th>\n",
       "      <td id=\"T_79b04_row1_col0\" class=\"data row1 col0\" >0.28</td>\n",
       "      <td id=\"T_79b04_row1_col1\" class=\"data row1 col1\" >1.00</td>\n",
       "      <td id=\"T_79b04_row1_col2\" class=\"data row1 col2\" >-0.11</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_79b04_level0_row2\" class=\"row_heading level0 row2\" >days_inactive</th>\n",
       "      <td id=\"T_79b04_row2_col0\" class=\"data row2 col0\" >-0.16</td>\n",
       "      <td id=\"T_79b04_row2_col1\" class=\"data row2 col1\" >-0.11</td>\n",
       "      <td id=\"T_79b04_row2_col2\" class=\"data row2 col2\" >1.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<pandas.io.formats.style.Styler at 0x2128113d550>"
      ]
     },
     "execution_count": 124,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild.corr(method='spearman', numeric_only=True).style.background_gradient('YlOrRd', vmin=-0.5, vmax=0.5).format(precision=2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e5abd69-2d1d-4705-a0a5-67b44a976069",
   "metadata": {},
   "source": [
    "Some interesting relationship seems to exist between **Guild Rank** and **Contribution**, and a less pronounced one between **Guild Rank** and **Days of Inactivity**."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "id": "58f19718-f273-49c4-a021-14a2f06b06ee",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style type=\"text/css\">\n",
       "#T_ab4b3_row0_col0, #T_ab4b3_row1_col1, #T_ab4b3_row2_col2 {\n",
       "  background-color: #800026;\n",
       "  color: #f1f1f1;\n",
       "}\n",
       "#T_ab4b3_row0_col1, #T_ab4b3_row1_col0 {\n",
       "  background-color: #da141e;\n",
       "  color: #f1f1f1;\n",
       "}\n",
       "#T_ab4b3_row0_col2, #T_ab4b3_row2_col0 {\n",
       "  background-color: #fed572;\n",
       "  color: #000000;\n",
       "}\n",
       "#T_ab4b3_row1_col2, #T_ab4b3_row2_col1 {\n",
       "  background-color: #fea747;\n",
       "  color: #000000;\n",
       "}\n",
       "</style>\n",
       "<table id=\"T_ab4b3\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th class=\"blank level0\" >&nbsp;</th>\n",
       "      <th id=\"T_ab4b3_level0_col0\" class=\"col_heading level0 col0\" >guild_rank</th>\n",
       "      <th id=\"T_ab4b3_level0_col1\" class=\"col_heading level0 col1\" >contribution</th>\n",
       "      <th id=\"T_ab4b3_level0_col2\" class=\"col_heading level0 col2\" >days_inactive</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th id=\"T_ab4b3_level0_row0\" class=\"row_heading level0 row0\" >guild_rank</th>\n",
       "      <td id=\"T_ab4b3_row0_col0\" class=\"data row0 col0\" >1.00</td>\n",
       "      <td id=\"T_ab4b3_row0_col1\" class=\"data row0 col1\" >0.28</td>\n",
       "      <td id=\"T_ab4b3_row0_col2\" class=\"data row0 col2\" >-0.24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_ab4b3_level0_row1\" class=\"row_heading level0 row1\" >contribution</th>\n",
       "      <td id=\"T_ab4b3_row1_col0\" class=\"data row1 col0\" >0.28</td>\n",
       "      <td id=\"T_ab4b3_row1_col1\" class=\"data row1 col1\" >1.00</td>\n",
       "      <td id=\"T_ab4b3_row1_col2\" class=\"data row1 col2\" >-0.09</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th id=\"T_ab4b3_level0_row2\" class=\"row_heading level0 row2\" >days_inactive</th>\n",
       "      <td id=\"T_ab4b3_row2_col0\" class=\"data row2 col0\" >-0.24</td>\n",
       "      <td id=\"T_ab4b3_row2_col1\" class=\"data row2 col1\" >-0.09</td>\n",
       "      <td id=\"T_ab4b3_row2_col2\" class=\"data row2 col2\" >1.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<pandas.io.formats.style.Styler at 0x21283699bb0>"
      ]
     },
     "execution_count": 125,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild[~df_guild['account'].isin(_contrib_outliers_acc)].corr(method='spearman', numeric_only=True).style.background_gradient('YlOrRd', vmin=-0.5, vmax=0.5).format(precision=2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2501cdad-864e-43ce-99c8-f796e64d0a8f",
   "metadata": {},
   "source": [
    "After removing some contribution outliers, the correlation between **Guild Rank** and **Days of Inactivity** became visibly stronger."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "id": "f7d6976d-322e-41e6-9073-e2ceb62153b1",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pingouin as pg"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59ed5888-b920-4356-8ec3-e196d1d51105",
   "metadata": {},
   "source": [
    "### Guild Rank and Contribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 127,
   "id": "bdd4eedf-8d53-45f4-b828-77ba9dba44b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) =  plt.subplots(1,2, figsize=(10,3), sharex=True)\n",
    "\n",
    "sns.scatterplot(ax=ax1, y=df_guild['contribution'],x=df_guild['guild_rank'], color=nw_clr_single)\n",
    "sns.scatterplot(ax=ax2, y=df_guild['contribution'],x=df_guild['guild_rank'], color=nw_clr_single).set_yscale('log')\n",
    "\n",
    "ax2.set_ylabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 128,
   "id": "04362743-a74c-4249-8e06-86dd95a62355",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) =  plt.subplots(1,2, sharex=True)\n",
    "\n",
    "sns.stripplot(ax=ax1, x='guild_rank', y='contribution', data=df_guild, hue='guild_rank', legend=False, jitter=True, palette=nw_palette)\n",
    "\n",
    "sns.stripplot(ax=ax2, x='guild_rank', y='contribution', data=df_guild, hue='guild_rank', legend=False, jitter=True, palette=nw_palette)\n",
    "ax2.set_yscale('log')\n",
    "ax2.set_ylabel('')\n",
    "\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "385f7acd-c76f-4e67-abc3-acfc4d9ae655",
   "metadata": {},
   "source": [
    "    Hypothesis Statement:\n",
    "\n",
    "    H0: r = 0, There is no correlation between Guild Rank and Contributions\n",
    "    H1: r != 0, There is correlation between Guild Rank and Contributions\n",
    "    \n",
    "    alpha = 0.05"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 129,
   "id": "dfb2cb51-c9af-4eea-87c9-66c89db7aa13",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spearman correlation between Guild Rank and Contribution Total:\n",
      "\n",
      "             n       r         CI95%   p-val   power\n",
      "spearman  334 0.28019  [0.18, 0.38] 0.00000 0.99949\n"
     ]
    }
   ],
   "source": [
    "spearman = pg.corr(df_guild['guild_rank'], df_guild['contribution'], method='spearman')\n",
    "print(\"Spearman correlation between Guild Rank and Contribution Total:\\n\\n\", spearman)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 130,
   "id": "dd736a67-3fa9-4135-b255-680828b53664",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0.18, 0.37])"
      ]
     },
     "execution_count": 130,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Compute bootstrapped CI for a  more comprehensive view \n",
    "pg.compute_bootci(x=df_guild['guild_rank'], y=df_guild['contribution'], func='spearman', paired=True, n_boot=1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "id": "f9776611-6ae9-4376-80f8-831702905207",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spearman correlation between Guild Rank and Contribution Total (outliers excl.):\n",
      "\n",
      "             n       r         CI95%   p-val   power\n",
      "spearman  295 0.28066  [0.17, 0.38] 0.00000 0.99854\n"
     ]
    }
   ],
   "source": [
    "# Check if data with no outliers has any different results (should not given the test nature)\n",
    "spearman = pg.corr(\n",
    "    df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['guild_rank'],\n",
    "    df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution'],\n",
    "    method='spearman'\n",
    ")\n",
    "print(\"Spearman correlation between Guild Rank and Contribution Total (outliers excl.):\\n\\n\", spearman)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "71e71242-9159-45fe-bc46-26bbe69fab53",
   "metadata": {},
   "source": [
    "Nothing really changed."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ba9a23f-2d40-46c3-809b-96720ddf345c",
   "metadata": {},
   "source": [
    "#### Correlation Test Summary\n",
    "- **p-value** shows the relationship is **statistically significant**;\n",
    "- **Confidence Interval (CI)**, including the bootstrapped, doesn't include 0, and is positive, meaning that **guild rank and contribution have a positive correlation** at 95%CI;\n",
    "- **r (rho)** of ~0.3 shows that the relationship is moderate.\n",
    "\n",
    "The assumption might be that as guild rank increases so does the amount of contributions. This is a logical conclusion since contribution data represents accumulated contribution, and high-rank guild members have a higher contribution simply due to the fact that they are longer with the guild. However, analyzing this relationship, without any temporal data that would show progress of each character, might lead to a circular reasoning.\n",
    "\n",
    "Nevertheless, I might use the fact that there are so many zero contributions, to see probabilities of having/not having zero contribution at each guild rank. The logistic regression should work just fine here. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35e3a636-1c58-4c00-b996-031927e29188",
   "metadata": {},
   "source": [
    "### Guild Rank and Days Inactive "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 132,
   "id": "12905a04-2d15-4a5a-bfdd-5d3815b8337e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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2I9iW3TD0FVJJAcxO+luB4f62YcTN+XUEmyNusskIQ/oKmDY+57C+yJCeA9lYo2J0hLQO1Uujf//99wgKCoJer8dzzz2HrVu3omfPnigqKgIAxMTE2D0+JibGdq6oqAg6nQ7h4eFNPsaZ7OxshIaG2n7i41v+Rexu3wupurTFz0kIIYR4ROvves2K1r+NA/Icz/2tGBEP3TObYFh4Avo538Cw8IR1RCqik9qhKeMfAtOmTIfKd9KpvTBtygQMbCbzhLiiejLVo0cPHD9+HIcOHcIf/vAHTJw4ESdPnrSdFwTB7vGyLDscu567x8yZMwfl5eW2n4ICBTuo87rvBSGEEGYJAqAbt8T5mpVxS+Cm+/RJcnmhy/5WLi9s44i8SwwMhxjbA5rE2yDG9mByRMrGWOG0hDhgTahgVDYTiBBfpvo0P51OhxtvvBEAcOutt+Lo0aN48803beukioqKEBfXOCe6uLjYNloVGxsLk8mE0tJSu9Gp4uJiDB48uMm/qdfrodfrPYqb530vCCGEMCowCqYtM6Ed/Tfg96817gFmMcO063XoHl2qdoQtV+Nm5KmmrE3CaC1crb12c23E5D5ThLihejJ1PVmWYTQakZiYiNjYWOzZswf9+vUDAJhMJhw4cACvvvoqAKB///7QarXYs2cPxo0bBwAoLCzEiRMn8Nprr7VqnDxW4SGEEMI2MTAcugf/6nxPnPRcNi/S3VWA0we2TRytgLu11xzuM9XAcvkXoK7cmjAGhAGGEGiiEtQOizhhKSmw3oRpeK0Cwlq1+qKqydTcuXORlpaG+Ph4VFZWYvPmzdi/fz927twJQRAwY8YMLFq0CN26dUO3bt2waNEiBAQE4IknngAAhIaGYsqUKZg1axYiIyMRERGB2bNno3fv3hg6dGjrBn9134umqvCwuu8FIYQQdlnKCmG+LpECGtasZEA7eR17FfAMIRCTUp1OHxOTUpldh+NuLRiL1fygd/Na6Rl9rYrPOnyuxKRUCOm5EKPZ3muKq5FRqPNaqZpM/fbbb3jyySdRWFiI0NBQ9OnTBzt37sSwYda9JP7yl7+gtrYW06ZNQ2lpKQYOHIjdu3cjODjY9hxvvPEG/Pz8MG7cONTW1iI1NRXr16+HRqNp1dh5rMJDCCGEcVWXXa9ZqboMsJZM1ddBm5IJM2S7zYjFpBRoUzKBegY3Igaat/aatWsJixG69ByHIhQNI6Oyxejil32T5fIvrm9QPLma2REq3kZGLSUFrl+riWtbZYTK5/aZUoNX9pmqLbdO7WM8oyeEEOIblO0z9TWMi4c0eZ7FfaYs547A+MZw+KVOh6bLQMjmOghaAyznDqN+73LoZ+6GJvE2tcNsMcu5IzC+ckeT5/VzvmGuXZazh2DcMBX657YA9abGNXt+OhjfehT6Cauh6Xq72mG2iOXCdzAu7N/kef38PGg69WnDiLyDx33O1HqtfG7NFGvEwHD27hy1U7wNZRNCiAO3+0yxt2ZFCAgFjNWo35GNemfnGWwTwOfaayEwHCg8CeOLvZs+zxpOi2o0q0oma6+XSq8VJVOkXeBtKJsQQpwKioLY5wGInfo0juLo/GE5ewjShe+AoCi1I2y54GiIfR+CeEOyY5sunmB3jTKPa695bBOvRTV4rJKp0mul+j5ThLQ2njd8lKpLIRWdhuXcEUhFp5luCyHEc5qwOOjGLYGUfwTGnFEwrX4MxhUjIeUfgW7cEvaKT1ylG7PIeZvGLFI7NMUa1l6LPYfZH2d47TWPbWooquEMy0U1uKySGRDu+rUKaJ33H41MEf7xuMgXNNpGCHEkVZfC9EGW8wXYH2QxuQ5CrimFefOfnLdpy0xo03OY/A63EqDpPxbalAzbWjCpvEjtoDwiRsRD98wmftaTG2ugS89tcrsB2VSjYnAe0AdBTEqxK+rSQExKcZ9s+SBNRDyEpl6r8bmtdm1EyRThHo8bLHNZUpcQ4jkebx4ZqyGd+tLpKenkHsBY3cYBeYf1e/xZp6+XhdECAA14Wk8u+GlQt/5p6Ce/C9RVNhbVMASjbt1TMEx4S+0QFRECI6AdMRdmwLFK5oi5EAIj1AvOA2J0V2gnrrVOY2x4rQLCW/UmMyVThHs8LvLl8oKJEOIxHm8eobbC9fk6N+d9Fcff41wVfAqOhtipDyBLjccEAZAl63EW14HBmvBKHW6CdvxbjUliQBigD4KgCWT39YJ1hAptOEOHkinCPw4XxHJ5wUQI8RiXN4/cru1gbzoSwO/3OG9T0MXAcOiGTm9ymh/LSQfqq5xucKtLzwXA3rWRWqgABXHAW1EDHhfEcnnBRAhnCgoKcO+996Jnz57o06cPPv7441b/m7LB9WJ52cDgYnmdv3UNhxNiUgqg9W/jgLzEwF+SyGPBJ8vlXxwSKaBxI1jL5V9UiswzvLZLDTQyRezwdkepgRgRD+2kd4Cqy41D2YGREBmtbMXjaNu1uJoiQtotPz8/LFu2DDfffDOKi4txyy23YMSIEQgMbL0qWYKxEtqUTJghO66DSMmEYKwEwNj3nmRxubYDkkW92Dzhp3ddAMBPr0JQHqoshnT2IPxGzHEoY1+/dzmbUxfryh0SjgbSqb1AHZsjiNy2SwWUTBEbnosaSCUFMDtJEgVGk8SG0TbniS+bo20NeE3oSfsTFxeHuDhr4hIdHY2IiAiUlJS0ajIlV5fB+PZ4+KVOhzZ1uq1CnOXcYRjfHg/9zN2t9rdbjSwBphpo+j9i1yaprBAw1divZWFJdSm0KVnOk8SULPf7APkgubYS+qc3wrxvBep3ZNuOi0kp0D+9EXJdpYrRKcTppr3ctksFNM2P2DRrN2wG8TjtAGgsP2tYeAL6Od/AsPCENeGN6KR2aIrx+loRNn311Vd46KGH0LFjRwiCgG3btjk8ZuXKlUhMTITBYED//v3xr3/9y+lzHTt2DJIkIT6+dW8IOJ0CLAiN/8niFGBBgPnAW5BLztsdlkvOw3zgLbv2sUTwD4bx7fEQEwdCn7kNuqmboc/cBjFxIIxvj4dgCFY7xJYLDId53wqH0Tbp1D6Y961otX1+WhWvm/by2i4V0MgUacTjbtgA1xWTeCo/C4Dr14qwp7q6Gn379sXkyZMxduxYh/NbtmzBjBkzsHLlStxxxx1YvXo10tLScPLkSXTu3Nn2uCtXrmDChAl4++23Wz/o4GjoMz+Feccix5GBzE+ZnAIsaPygvesZp6Md2pQsCBpGL2WCoyF2HYz6Hdmov+4Us9O1641Opy0CV0ff6o1tHJAXGEJdT6s3MJp0GEIhJqU6neonJqWy2y4VMPoNRFoFj7thg9+KSTyi14r4krS0NKSlpTV5funSpZgyZQqefvppAMCyZcuwa9curFq1CtnZ1ot+o9GI0aNHY86cORg8eLDLv2c0GmE0Nl5sVlQoK/lt/uJV5yMDgsa6mSprgjrA/PULEBMHOkxdNH/9LnST3lE7QkW4nK5dV+X6vNHNeR8k+IdAm/Y8zLLFcTpm2vMQ/Bks6gIAxiqX6ytZfK3UQskUacThbtgAVb5jCb1WhBUmkwl5eXl44YUX7I4PHz4cBw8eBADIsoxJkyYhJSUFTz75pNvnzM7OxksvveRZYByO7oqB4dA9/iZMG6baj0yxnHRc1TBdG5XFkGvLrd9xDBfcEQJCAX0g/FKnOy1AweR3eGUxjDkjna9DzBkJw7zDzH2mAADVJa7XV07frnaEillKCqyzrWquFhwLCLPuPdVKKJkiNrzuhs175Tuu0GtFGHH58mVYLBbExMTYHY+JiUFRUREA4JtvvsGWLVvQp08f23qr999/H71793b6nHPmzMHMmTNt/66oqGjxGiteR3d5SzquxdV0bQ6nmco15YCx2ul0TIDdzxQCQl22i9U1U1LxWad7ZwnpuRCju7bK36RkithYd8PuCs2t4+wrJpUXQehwI7OdFpdTKThFrxVhjXBd8QNZlm3H7rzzTkhS8yvN6fV66PUelsPmcO+iBlwlHdfgbSsI3qaZcjtjwj/M9c1L/7C2j8lDlpICh0QKaNw7SztxbauMUFEyReyIEZ2AW8ZYp4Jcvfun6TqY6S92wMk+U/6hQFAUu/tMcYznO9CEH1FRUdBoNLZRqAbFxcUOo1Vtise9izjG3VYQHE4zbdgIu6lCDUxuhA1AMAS7XgvGYjXJmlLXe2fVlAKUTJG2wOPdP972meIdj+9BwhedTof+/ftjz549GD16tO34nj17MHLkSI+eOzc3F7m5ubBYFGxGy+HeRbzicW9HHqeZcrkRNsDnWjCV9s6iZIpwj8cOixDS+qqqqvDTTz/Z/p2fn4/jx48jIiICnTt3xsyZM/Hkk0/i1ltvxaBBg7BmzRqcP38ezz33nEd/NyMjAxkZGaioqEBoaAunEOkDXC8qn3PQo9iIF3E4isPjlDi58orrz9SMLwAVB6OV4nItmEp7Z1EyRfjHYYdFCGl9x44dw5AhQ2z/bigOMXHiRKxfvx6PPvoorly5goULF6KwsBDJycnYsWMHEhIS1ArZOs2vxz32x66u4RJ73EPT/HwIj6M4XBYRMgS6LtTA6LYxPCa+CAh3vXdWK20aLbbKszZTdnY2BgwYgODgYERHR2PUqFE4ffq03WMmTZoEQRDsfm6//Xa7xxiNRmRlZSEqKgqBgYF4+OGHceHChbZsCvFhXHZYhJBWd++990KWZYef9evX2x4zbdo0/PzzzzAajcjLy8Pdd9+tXsAAUFsJ3SOvQ8o/AmPOKJhWPwbjipGQ8o9A98jrQF2luvERGx4vZsXAcOjScyAmDbU/njTUepzFG5eCaE0EnRB7DgMETRsH5CVXE19nWE18NRHx0KXnWhOna4hJqdCNz2218uiqjkwdOHAAGRkZGDBgAOrr6zFv3jwMHz4cJ0+eRGBgY6Z///33Y926dbZ/63Q6u+eZMWMGtm/fjs2bNyMyMhKzZs3Cgw8+iLy8PGg0jL7Jidfw2GERQvjl0ZqpgFCYNv7BeTWrD7KgHb/KS1ESj3E4iiNVl0IuvQhN/7HQpmY2VgUuK4RcehFSQDh7CZXW4LJQA7RsjvbyWj1XjO4K7cS11vWhDQXHAsJbdX28IMuy3GrP3kKXLl1CdHQ0Dhw4YLu7N2nSJJSVldn26LheeXk5OnTogPfffx+PPvooAODXX39FfHw8duzYgfvuu8/t322Yl15eXo6QEDarspCmSdWlMK1Nb7LDojVThBBfpKRvslz4HsaFtzR5Xj//W2g6Od/nytfxVkJcqi6FfOE7mHcscr63Y6c+zLXP8tsZmD/IbLKapPaJHGhiuqkQmXKWiydgfOVO+42Ir66Zqt+7HPoXvobmhmS1w1TM9rmi6rmK+dSaqfJy63SriAj7zWH379+P6OhohIWF4Z577sHf/vY3REdb79jk5eXBbDZj+PDhtsd37NgRycnJOHjwoNNkymg0wmg02v5dUVHRGs0hPoLXuy+EEOLA3bRlRqc1c1dCHOCzmpqx2mkiBVytLmmsbuOAvKDWdaEGVj9TDah6rud8JpmSZRkzZ87EnXfeieTkxgw/LS0NjzzyCBISEpCfn4//+7//Q0pKCvLy8qDX61FUVASdTofwcPs3wrW70F8vOzsbL730Uqu2h/gW2ruIENIuuJu2zOC0Zl4rsjpdz3vNJtBMruc1Vrk5z2Ay5W6ja4Y3wibe4TPJVGZmJr777jt8/fXXdscbpu4BQHJyMm699VYkJCTg888/x5gxY5p8vmt3ob/enDlzbFWZAOvIVHw8o3e2SMv5zMRWz1ku/wLUlVv3VggIAwwh0ESpWEmMEKKuoCjX1ayColQIykOcVmQVAsOgf3ojzPtWoH5Htu24mJQC/dMbIQSEqRecUu5idle62hfpg1xvhE3JVLvnE8lUVlYWPvvsM3z11Vfo1KmTy8fGxcUhISEBZ86cAQDExsbCZDKhtLTUbnSquLgYgwcPdvocer0eej2bCwaJMjxOEZGKz8K8KcPuoklMSoWQngsxuquKkRFCPOFJAQpNWByE8Sth2pgB6dSXtuNi0lDoxq+EGMbe5qK8VmSV9cEw78txuEiXTu2DGQK0k9c18Zs+LDDSdVGNwEgVgvKMEBgB7Yi5zjfCHjEXQmBE079M2gVVS6PLsozMzEz84x//wL59+5CYmOj2d65cuYKCggLExVk7hP79+0Or1WLPnsYPbmFhIU6cONFkMkXaF3dTRKTqUpUiU85y+ReYrkukgKsVuzZlWEesCCFMysjIwMmTJ3H06FFlT6DRQXPr76HP3Abd1M3QZ26D5tbfAxqtdwNtI7xWZBXqKpyOIALW73Khjr313JqwOBel0XOhYTCZFwPDIXToCs2t4677TI2D0OFGJqeYEu9SdWQqIyMDH3zwAT799FMEBwfb1jiFhobC398fVVVVWLBgAcaOHYu4uDj8/PPPmDt3LqKiojB69GjbY6dMmYJZs2YhMjISERERmD17Nnr37o2hQ4e6+vOkvagshnT2IPxGzGmsxKPzh+XsIdTvXc7mFJG6cpedMOrYvFNLCPGM9ebRs05HBiysVi/lsIQ4wO+Im9ihC7ST3wWqLjeWpg6KYnJUtIEY0Qm4ZYz1euHqumtN18HsfZZIq/AomTKZTMjPz0fXrl3h59fyp1q1yrrfxb333mt3fN26dZg0aRI0Gg2+//57bNiwAWVlZYiLi8OQIUOwZcsWBAcH2x7/xhtvwM/PD+PGjUNtbS1SU1Oxfv162mOKAADk2kqX89JlFjexdNMJs15diLcSyIS0GQ7XF/FakZXXETcAELQGwE8HWaOD4KcDtAa1Q/IYVb0jTVGUTNXU1CArKwvvvfceAODHH39Ely5dMH36dHTs2BEvvPBCs57H3RZX/v7+2LVrl9vnMRgMWLFiBVasWNGsv0vamcBwmLfNa2JeOqBNX6lOXJ5wt4iX4U6Yx/VthLQVbkc7eKzIyumIG32Hk/ZG0ZqpOXPm4L///S/2798Pg6HxbsPQoUOxZcsWrwVHiFfUG13ve1FvdHrOp+mCrJW5nBCTUgEdm9WFeFzfRkhL5ebmomfPnhgwYECLf5fn0Q4xMBxibA9oEm+DGNuD7UQKjSNuYs9h9scZHnGj73DSHikamdq2bRu2bNmC22+/3a78eM+ePXH27FmvBUeIV9S52/fCzXlfVFkM3bglMH00y6Gan27cEsiVxUB0FxUDVIjDKUqEtFRGRgYyMjJQUVGB0NAWJj+cjnbwSoyIh3bCaqCmtHGLi4Aw6xodFtF3OGmHFCVTly5dQnS04xdydXV1k3s7EaIWLu/U6gNRt3Q4dBNWQxizCKirAAwhkMt+Rd3S4dD/aafaESrC6xQlQtoKr+uLeCVdOgfzxmmOW1yMXwmxA3s3xOSackAfCL/U6U4LPrH8HU5reUlTFCVTAwYMwOeff46srCwAsCVQa9euxaBBg7wXHSHewOOd2qAoiJ16w5Q72uEUsxtzgtPEl5A2xuX6Ig5ZygodEing6hYXG6dBO3kdc6XEudyIGLQOjLimKJnKzs7G/fffj5MnT6K+vh5vvvkmfvjhB/z73//GgQMHvB2jT6M7Fb6Pxzu1jRtzOt7RZHVjTgB8Jr6EqIAqjzGg6rLrLS6qLgOMfZfzuBGxu3VgTG43QLxKUTI1ePBgfPPNN3j99dfRtWtX7N69G7fccgv+/e9/o3fv3t6O0WfRnQp2iBHx0E56h699Lzp0sXZMPLWJw8SXEEKccjfljcEpcc3biJixPorWgRE3FO8z1bt3b1tp9PaI7lSwRSopgNnJBbrAeOKrCYtj7s6lOzRFiRDiDHczQdxNW2ZwWjOP6155bBPxLkWl0YcMGYJ33nkH5eXt+A3UnDsVxCdQqVb28FYCmZCW8KQ0Oq+kkgKY1qajbn4yjK/cgbr5yTCtTYdUUqB2aMoFRbne4oLBta88rnvlsU3EuxQlU71798Zf//pXxMbGYuzYsdi2bRtMJpO3Y/NpspsLcHfnSRuixJc5lrJCWC58D8uZr2G5eAKWskK1QyKkzWRkZODkyZM4evSo2qH4BF5viGnC4qBLz3VIqKxrX3OZKz4BwLbu1Rlm173y2CbiVYqSqeXLl+PixYv49NNPERwcjIkTJyI2NhbPPvts+ylAoQ/07DxpMzREzxbp0jmY102GceEtMC4eAuNL/WBeNxnSpXNqh0YIUQOnN8Sk6lKYtv0f/FIyoZ93GPpZe6Cfdxh+KZkwbf0/JpNEHjci5rFNxLsUr5kSRRHDhw/H8OHD8dZbb2H79u3429/+hnfeeQcWi8WbMfomUQMxKcWhYg1gLQEKUaNCUMQZGqJnB4+lggkhnuH2hlhlMaRjH8N07GPn5x9+kcnCBg4FnwLCgMBItosj0Vpe4oLiZKpBUVERNm/ejI0bN+K7775rN3O8BY0ftClZMAN2CZWYlAJtShYEjcf/1xJvoXLb7OCwVDAhxDO83hDjNUnkteATbTdAmqJoml9FRQXWrVuHYcOGIT4+HqtWrcJDDz2EH3/8EYcPH/Z2jL4pqAPMhz+AX0rWNcPzR+CXkgXz4Q+AoA5qR0iuoiF6htRVeHaeEMIfTtes8Jgk8rq+jWdSdSmkotOwnDsCqeg0vUYKKBo+iYmJQXh4OMaNG4dFixa1m9Goa4mB4dCNfrnpTVPpAt2n0BA9IwzBnp0nhHCH2/3neJw1QXsyMYX2S/UORcnUp59+iqFDh0IUFQ1scUGqLoVpU6bztR2bMmmfKR9EQ/QMENysRRRoLSIh7RGPN8R4TBJ5nbrII9ov1XsUJVPDhw/3dhzsobsvxAdYSgqAmlKg5uoi34AwaBi+myT4aV2vRfTTqhccIW0kNzcXubm57aOYUwvweEOMtySRx6mL3KLrWK9pdjJ1yy23YO/evQgPD0e/fv0gCEKTj/3222+9Epwvo7svRG1S8VmYN2U4TDMV0nMhRndVMTIPBHWA+esXICYOhDZ1OmRzHQStAZZzh2H++l3oJr2jdoSEtLqMjAxkZGSgoqICoaF08ck7rpJEHqcucoquY72n2cnUyJEjodfrbf/tKplqD3i++yJVl1rvktWUW9vJ8F0yXllKChwSKaBhmmkGtBPXMjlCJQaGQ/f4mzBtmIr6HdmNxxme9kIIIe0Fj1MXG/B2bcTzdWxbE2RZltUOQm0Nd//Ky8sREhLSrN+RqkthWpve5N0XVuea0mJENlgufAfjwv5NntfPz4OmU582jMi7bJ0WB9NeCFFKSd/UgLcLP8IW3r7Debw24vU6Vg2KKkh06dIFV65ccTheVlaGLl26eBwUC3gst00lTRniZngejA/Pi4HhEGN7QJN4G8TYHkx+nghRi1RSANPadNTNT4bxlTtQNz/ZetFUUqB2aKSd4Ok7nNdrIx6vY9WiKJn6+eefnS6MNRqNuHDhQrOfJzs7GwMGDEBwcDCio6MxatQonD592u4xsixjwYIF6NixI/z9/XHvvffihx9+cPi7WVlZiIqKQmBgIB5++OEWxaFUw8JRw8IT0M/5BoaFJ6yZfESnVv/braI5ixGJb3AzPA8aniekXeL1wo8Q1XB8bcTddaxKWlTN77PPPrP9965du+wWxlosFuzduxeJiYnNfr4DBw4gIyMDAwYMQH19PebNm4fhw4fj5MmTCAwMBAC89tprWLp0KdavX4/u3bvj5ZdfxrBhw3D69GkEB1v3nJkxYwa2b9+OzZs3IzIyErNmzcKDDz6IvLw8aDStW0qZp4WjtBiRIQHhEJNSHdZMAdYiFAjg4z1JCGkhqtDFHJqS6dvazbVRu1/0o1yLkqlRo0YBAARBwMSJE+3OabVa/O53v8OSJUua/Xw7d+60+/e6desQHR2NvLw83H333ZBlGcuWLcO8efMwZswYAMB7772HmJgYfPDBB5g6dSrKy8vxzjvv4P3338fQoUMBABs3bkR8fDy+/PJL3HfffS1pYrtGixHZoYmIh5CeC5OTan668bnMzuEmhHim3Vz4cYLHtTjcMQS5Pq93c96H0fvPO1o0zU+SJEiShM6dO6O4uNj2b0mSYDQacfr0aTz44IOKgykvt37JR0REAADy8/NRVFRkt6+VXq/HPffcg4MHDwIA8vLyYDab7R7TsWNHJCcn2x5zPaPRiIqKCrsfAltJU2eopKnvEaO7QjtxLfTz86D/8z7o5+dBO3EtxA6MlkUnhHiMboqxg6ZkMsJPb9003gkxKQXw07dxQN5B7z/vUbRmKj8/H1FRUV4NRJZlzJw5E3feeSeSk5MBAEVFRQCAmJgYu8fGxMTYzhUVFUGn0yE8PLzJx1wvOzsboaGhtp/4eMq+AVqMyCJNRDw0nfpA0+0u6//SnSRC2je6KcYOjtficKW6FNqULIeEqmEzedQwmnTQ+89rWjTNr8H06dNx4403Yvr06XbHc3Jy8NNPP2HZsmUtfs7MzEx89913+Prrrx3OXb+nlSzLbve5cvWYOXPmYObMmbZ/V1RUUEJ1FW+7sV+L5qUTQliQm5uL3Nxcp4We3OF5nx/e0JRMNgj+wahbOhR+qdMdNpM3vj0ehnmH1Q5REXr/eY+iZOrvf/+7XTGKBoMHD8Yrr7zS4mQqKysLn332Gb766it06tRYQSQ2NhaAdfQpLi7Odry4uNg2WhUbGwuTyYTS0lK70ani4mIMHjzY6d/T6/W2DYiJI56KajSgecGEEFZkZGQgIyPDts9US/F8U4wnNCWTEcHRELsORv2ObNRfd4rl0V56/3mPoml+V65ccfoFHxISgsuXLzf7eWRZRmZmJv7xj39g3759DpUAExMTERsbiz17Gi+ATSYTDhw4YEuU+vfvD61Wa/eYwsJCnDhxoslkirQvNC+YENJucVShy1JSAMuF72D58V+wXPgeFtb3zaIpmUzgdglEcDTEvg/Bb8Qc6DO3QTd1M/RZn8JvxByIfR+i918LKBqZuvHGG7Fz505kZmbaHf/iiy9atGlvRkYGPvjgA3z66acIDg62rXEKDQ2Fv78/BEHAjBkzsGjRInTr1g3dunXDokWLEBAQgCeeeML22ClTpmDWrFmIjIxEREQEZs+ejd69e9uq+5F2jkoFE0LaER5H4qXiszA7qV4qpOdCjGaz6A5NyWQHj6O9YmA4dONeh2njNNTvyG48npQK3fiVTLetrSlKpmbOnInMzExcunQJKSnWBXl79+7FkiVLWjTFb9WqVQCAe++91+74unXrMGnSJADAX/7yF9TW1mLatGkoLS3FwIEDsXv3btseUwDwxhtvwM/PD+PGjUNtbS1SU1Oxfv36Vt9jCqB1OCygecGEkPbC3Ui87plNzPVRlpICh0QKAKRTe2HalAHtxLXMFt/h8SKdV7wtgZCqS2HalNnE5yqTye8KtQiyLCuaBLBq1Sr87W9/w6+//goA+N3vfocFCxZgwoQJXg2wLTTMSy8vL0dISEizf4/Hu388kopOo25+cpPnDQtPQIzt0YYREUKIe0r6Jh6/7ywXvoNxYf8mz+vn50HTqU8bRkQI+3j8rlCLojVTAPCHP/wBFy5cwG+//YaKigqcO3eOyURKKVqHwxCal04IaSe4HIl30yaw2CZCVMbld4VKFCdTDTp06ICgIHZ3f1ZKLi90uQ5HLi9s44hIU7hdPAprUi8VnYbl3BFIRacpiSekneOyQpe7mA0MtokQlXH5XaESRWumAOCTTz7BRx99hPPnz8NkMtmd+/bbbz0OzOe526StpqxNwiDNw+O8dJpmSghxcHUk3tnNPmZH4g1BEJNSHdZ2ANbF8jC0vxu6hHiMx+8KlSgamVq+fDkmT56M6Oho/Oc//8Ftt92GyMhInDt3Dmlpad6O0Tfp3Xx56wPbJg7SbGJgOMTYHtAk3gYxtgfbiRRNMyWEOCEGhkOXnmNNMq49npRqPc7i9542ELrHljlv02PLAC31t4S0FM+zdtqaogIUN910E1588UU8/vjjCA4Oxn//+1906dIF8+fPR0lJCXJycloj1lajZJGvpfgszJumQTq1z+GcmJQCbfpKaBgt10p8Hy0cJYR/igpQVJfCtH4KxBuSoekyELK5DoLWAMu5w5AunoBu0jtMXiRJl36GVHIegiEIqKsADCGQ66ogRiRA7JCgdniEMMtWlZqTWTtqUDTN7/z587YNcf39/VFZWQkAePLJJ3H77bczl0wpIQRGQDtiLsyAXUIlJqVAO2IuhMAI9YIj3KOFo4QQpyqLIf13O6T/bkd9E+dZLO8sdvgdZI3GOsVe1AAaPwgdEmlKMyEe4q3kuxoUJVOxsbG4cuUKEhISkJCQgEOHDqFv377Iz8+HwkrrzBEDwyFFdIam/yPQpk633f2TygohRHSmrJ60Klo4SghxhtcbLVJJAcxO1ogKtEaUEKIyRWumUlJSsH37dgDAlClT8Kc//QnDhg3Do48+itGjR3s1QF8lVZfC9NEsyCXn7Y7LJedh+mgWrVkhrYvKvRNCnODxRgutESWk9VBVYM8pGplas2YNJEkCADz33HOIiIjA119/jYceegjPPfecVwP0WZxOpSBsaFg46ryaHy0cJaTd4rFCV2Wxy61IqL8lRBmqCuwdipIpURQhio2DWuPGjcO4ceO8FhQLeJ1KQdjBY7l3QgiQm5uL3NxcWCyWFv8ujzdaqL8lxPvcjfjqntnE5PeFGhTvM1VWVoYjR46guLjYNkrVYMKECR4H5ut4nErRwFbZpabc2k66QPdZtHCUEP5kZGQgIyPDVs2vpXi70cJzf0uIamjE12sUJVPbt29Heno6qqurERwcDEEQbOcEQWgXyRSXUylAQ76ssVw5D9SWATXlQEAY4B8KTWRntcMihKiMqxstwdEQ+z5kX+5d5w/L2UOQLp5gtr8lbOHtRjON+HqPon2munfvjhEjRmDRokUICAhojbjalJK9PABXiccaiBGdWiPUViVVl8K0Nr3JBJGGfH2LVHwWpk0ZkE7ttR2zbsyZC5H2OCOEeUr7Jh5Jl87BtHGa4/fd+JUQO3RRMTLSHvB4o5n2q/QeRclUYGAgvv/+e3TpwscXmCcdFk+bndEHix2WK+dh3vCs3YVFAzEpFdoJa2iEihDGUTJlRTf6iJqk6lKYNmXAb+ATEMI6WjeN9g+FXHoR9Yc/sN7AZPD9R58r71E0ze++++7DsWPHuEmmPMHTVAoa8mVIbZnTRAqA9XhtGQBKpgghHKC1HURN1Zehe2Ceddub60dGxy0Bqi8z+f7jsViNWhQlUw888AD+/Oc/4+TJk+jduze0Wq3d+YcfftgrwZE2ZghyfV7v5jxpO24SX1DiSwjhBN3oI2qSZcB8XSIFWG9cmj6aBe0TK1SKzHO8FatRi6Jk6plnngEALFy40OGcIAiKyrkSH+Cnh5iUAunUPodTYlIK4KdXISjilJvqVqDqVoQQTlA1P6Iqc63rmSDm2jYOyLt4mmGlFtH9QxxJktTkDyVSDKsuhTYly5o4XUNMSoE2JQuooV2xfYZ/GMSkVKenxKRUwD+sbeMhhJDWcrV6rjMsV88ljHA38llb0TZxEJ+lKJkifBL8g2F8ezzExIHQZ26Dbupm6DO3QUwcCOPb4yEYgtUOkVwlGIKti16vS6gaqvnRa0UI4UXD2o7rEypa20HahLubkzQy2u41e5rf8uXL8eyzz8JgMGD58uUuHzt9+nSPAyMqCI6G2HUw6ndko/66U3T3z8dUFqNu1Tjon9sC1Jusd878QwE/Hepyx8Dwh49o2J4Qwg1a20FUExTlel/RoCgVgiK+pNml0RMTE3Hs2DFERkYiMTGx6ScUBJw7d65Zf/yrr77C4sWLkZeXh8LCQmzduhWjRo2ynZ80aRLee+89u98ZOHAgDh06ZPu30WjE7Nmz8eGHH6K2thapqalYuXIlOnVq/j5PVH62EW97Z/HKcu4IjK/c0eR5/ZxvoEm8rQ0jIoR4G/VNhKhPqi6FfOE7mHcssltTLialQDtiLoROfSipb+eaPTKVn5/v9L89UV1djb59+2Ly5MkYO3as08fcf//9WLdune3fOp3O7vyMGTOwfft2bN68GZGRkZg1axYefPBB5OXlQaPReCVOV3jbEZvu/rGBFmQTQgghbaCyGMackfBLnQ5t6nTI5joIWgMs5w7DmDMShnmHaSZIO6eoml9zhYSE4Pjx403uR5WWloa0tDSXz6HX6xEbG+v0XHl5Od555x28//77GDp0KABg48aNiI+Px5dffon77rvPswa4weOO2ABVdmFCcDTEvg9BvCEZmi4DrV/uOn9Yzh6CdPEETckkhBBCvECuKQeM1U6XQABUmp+0cgGKZs4gdGn//v2Ijo5G9+7d8cwzz6C4uNh2Li8vD2azGcOHD7cd69ixI5KTk3Hw4MEmn9NoNKKiosLup6Wk6lKHRAqwbiBo2jDVOmLFKKm6FFLRaVjOHYFUdJrptlyLp3aJgeHQjXsdUv4RGHNGwbT6MRhXjISUfwS6ca/TSCIhhBDiBTQThLjTqiNTnkpLS8MjjzyChIQE5Ofn4//+7/+QkpKCvLw86PV6FBUVQafTITzc/sIxJiYGRUVFTT5vdnY2XnrpJc+C43RHdl5H23hrl1RdCtOmTOebCG7KhO6ZTUwnVJbLvwB15dbNiQPCAEMINFEJaodFrmMpKbBumdDwOgWEQcPg54kQQppEM0GIGz6dTD366KO2/05OTsatt96KhIQEfP755xgzZkyTvyfLMgRBaPL8nDlzMHPmTNu/KyoqEB/fsgsA2c2ohrvzvsjdaBurF+hctovTZB4ApOKzMG/KsEsUxaRUCOm5EKO7qhgZuRa9ToSQ9qBhJohp4zTU78huPJ6UCt34lexdPxCvY2qfqbi4OCQkJODMmTMAgNjYWJhMJpSW2icuxcXFiImJafJ59Ho9QkJC7H5aTB/o2Xlf1JwLdBZx2C65xvUcbVbncFsu/wLTdRfoQMOIW4Z1xIqozlJS4Pp1KilQKTJCCPEudzNBWF4yQLyjVZMpV6NDSly5cgUFBQWIi4sDAPTv3x9arRZ79jReKBcWFuLEiRMYPHiwV/+2A1EDMSnF+amkFEBs/UqC3sbrBTqP7eJ2DndduUOH1UA6tdc69Y+or6bU9etUQxcXauNpjShhD1fvPw5vyBLvatVpfu4KUFRVVeGnn36y/Ts/Px/Hjx9HREQEIiIisGDBAowdOxZxcXH4+eefMXfuXERFRWH06NEAgNDQUEyZMgWzZs1CZGQkIiIiMHv2bPTu3dtW3a+1CBo/aFOyYAYc9x1IyYKg8ekZlE7xeoHOZbuCo11vIsjqHG43iS8YTHwbWMoKgarL1jYEhAGBkdCExakdljIcv07eNnr0aOzfvx+pqan45JNP2uRv8rZGlLCFt/cfjzdkiXd5ZWTKYrHg+PHjDtPtvvjiC9xwww1N/t6xY8fQr18/9OvXDwAwc+ZM9OvXD/Pnz4dGo8H333+PkSNHonv37pg4cSK6d++Of//73wgODrY9xxtvvIFRo0Zh3LhxuOOOOxAQEIDt27e3/h5TQR1g/vpdiIkDoc/cBt3UzdBnboOYOBDmr98Fgjq07t9vDVcv0J1h+gKdw3aJgeHWjum6dtk2WGZ1DrebxBcsJr4ApEvnYF43GcaFt8C4eAiML/WDed1kSJeat8G5z+H0dWoN06dPx4YNG9rs7/FcaZb4Pi7ff4Yg1+f1bs4T7gmygvrlM2bMQO/evTFlyhRYLBbcc889OHjwIAICAvD//t//w7333tsKobYepbvMN333ZQ3EiE6tEWqr47FNAMftatg0mpMNli2Xf4H5/alOp5CJSanQPrmauap+lrJCa+LUVJsmr2NuhMpSUgDze8803aaJa6mq3zX279+PnJycFo9MKembpKLTqJuf3OR5w8ITEGN7tCgOQpqLx/efpfgszJum2c1CaiAmpUCbvhIaKrrTrimai/bJJ59g/PjxAIDt27cjPz8f//vf/7BhwwbMmzcP33zzjVeD9FViRDx0z2zi6mKWxzYBHLeLsw2WNVEJENJzHYobWKsm5UJkLJECAFRddr2+qOoywFgypYmId/06cZJIffXVV1i8eDHy8vJQWFiIrVu3YtSoUXaPWblyJRYvXozCwkL06tULy5Ytw1133aVOwKApSURdXL7/qktdLuugNaJEUTJ1+fJlxMbGAgB27NiBRx55BN27d8eUKVOwfPlyrwbo63i7mAX4bBPAb7t4IlWXwrT/LWjHrwLqKq1rb/xDAUMwTP9cCd0Dc9lLgN1dPLB4cQFAjO4K7cS11guJhtcpIJybRAoAqqur0bdvX0yePBljx451OL9lyxbMmDEDK1euxB133IHVq1cjLS0NJ0+eROfOnVWImNM1ooQZPL7/BP9g1C0dCr/U6dCmTrfuM6U1wHLuMIxvj4dh3mG1QyQqU5RMxcTE4OTJk4iLi8POnTuxcuVKAEBNTU3rr1UihPCrshjSl8tg/HKZ8/N3P81eQuzu4oHBi4sGmoh4gKPk6XppaWlIS0tr8vzSpUsxZcoUPP300wCAZcuWYdeuXVi1ahWys7Ob/L2mGI1GGI1G278rKipaHjSvxWkIG3h8/wVHQ+w6GPU7slF/3Slm20S8SlEyNXnyZIwbNw5xcXEQBAHDhlkXwR8+fBg33XSTVwMkbc+2Dqem3HqXiYPpcIQNXE4RCYqCmJTa5PoiBEWpEBTxlMlkQl5eHl544QW748OHD8fBgwcVPWd2djZeeuklj+JqKE7T5BpRhr/Lee2bLCUF1hHemquVPgPCmF1zaH3/rYHlh10QQ2Otozg6f0hlhdD0up/J14vnzxTA7+eqLSlKphYsWIDk5GQUFBTgkUcegV6vBwBoNBqHjoWwhbeSpoQtPE4R0YTFQRi/EqaN05ysL1oJkbH1UsTq8uXLsFgsDhvEx8TEoKioyPbv++67D99++y2qq6vRqVMnbN26FQMGDHD6nHPmzMHMmTNt/66oqEB8fMu/d3lcI8pr3yQVn4XZydpDIT0XIrNFDWRY8v4O83WvlabXcBVj8gyPnymA389VW1OUTOXn5+P3v/+9w/GJEyd6HBBreMropepSmD78I8Tf3QptSobtjpLl7CGYPvwjdJPeYbZthBE8ThEBIHboAu3kdY37TPmHWkesKJFi3vWb08uybHds165dzX4uvV5vuznpKZ7WiLort617ZhOTfZOlpMAhkQKshWlMmzKYrIrJ62sF8PWZAvh+rdqaomTqxhtvxN13340pU6bg97//PQwGg7fjYgJ3GX3VJWjvfhrmL5ejfkfjfH8xaSi0Q7OAqktMf5HwlPjyiufpFJqwOOaq9pGmRUVFQaPR2I1CAUBxcbHDaBXxUGWx0xssgPXCD5XFbPZNNaWuK33WlLK3JpHX14pH9Fp5jaJNe//73/+iX79+mDVrFmJjYzF16lQcOXLE27H5NB43ppMtFpi/XOHkLtmXMO/NgSxZVIrMc1JJAUxr01E3PxnGV+5A3fxkmNamQyopUDs0cp2G6RSGhSegn/MNDAtPWO+QMbwfGOGPTqdD//79sWePfR+wZ88eDB482KPnzs3NRc+ePZucDtjecLmWErCukXKFwXZx+1pxiF4r71GUTCUnJ2Pp0qW4ePEi1q1bh6KiItx5553o1asXli5dikuXLnk7Tt/TnIyeNbIF0qkvnZ6STu4BGE2meEx8eScGhkOM7QFN4m0QY3swPSJF2FVVVYXjx4/j+PHjAKxT3I8fP47z588DAGbOnIm3334b7777Lk6dOoU//elPOH/+PJ577jmP/m5GRgZOnjyJo0ePetoELvC4lhIA4KZdLFb65Pa14hC9Vt6jKJlq4Ofnh9GjR+Ojjz7Cq6++irNnz2L27Nno1KkTJkyYgMLCQm/F6XO4zOg53Q+Hy8SXENLqjh07hn79+qFfv34ArMlTv379MH/+fADAo48+imXLlmHhwoW4+eab8dVXX2HHjh1ISGBwc2lfdnUtpTMsr6VEQLi1oqcTYlIqEMDeTSTZEOKyTbIhpI0jIk3i9XOlAo+SqWPHjmHatGmIi4vD0qVLMXv2bJw9exb79u3DxYsXMXLkSG/F6XO4zOj1QZ6d91FcJr6EkFZ37733QpZlh5/169fbHjNt2jT8/PPPMBqNyMvLw913361ewJxqWEt5/YUf62spNRHx0KXnOiQf1kqfucwVnwAAwVgJbUomxKQUu+NiUgq0KZkQjJUqRUaux+vnSg2KClAsXboU69atw+nTpzFixAhs2LABI0aMgChac7PExESsXr2a7z2neKw6pg+CmJQC6dQ+h1NiUgqzyRSXiS8hhFu5ubnIzc2FxcLm1OrWwGtpajG6K7QT11qLTTRU+gwIZ7OIFQC5ugzGt8fDL3U6tKnTrVWBtQZYzh2G8e3x0M/crXaI5Bq8fq7amiDLstzSX+rWrRueeuopTJ48GbGxsU4fYzKZ8OGHHzJRLr2iogKhoaEoLy9HSEjzh6Cbrua3hsnF8payIuC30zDvWGSXUIlJKdCOmAvE9IAmzPnr7cuk6lJrsYkmEl+Wy39ShUJ2WC7/AtSVN27MaQiBJoqmg5GmKe2bCFGLVHQadfOTmzxvWHgCYmyPNoyIkNanKJnijScdlqWs0GHvGA2j5Y+l336EXHwWUulFiGFxtjtKUlkhxPAbIER3hRjTXe0wFZEunWt609QOXVSMTDnuSvNfg7fEQyo+C5OTjTl1TG/MSVobJVOENTzfvCSkKR4lUzU1NTh//jxMJpPd8T59+ngcWFvy/sgUmxezlnNHYHxjOPxSp0PTZaDd8Hz93uXQz9wNTeJtaofZYlJ1KUzrp0C8IdmhXdLFE0xuRsxzh8Vb4mG5/AvM7091up+MmJQK7ZOrmU4USeuhZIqwiLdZO4S4o2jN1KVLlzBp0iTs3LnT6fn2MM+bx52jhYBQwFiN+h3ZqHd2ntW1RZXFkP67HdJ/tzttF5Mb03G62Z7l8i8wX5dIAdYNLE2bMthMPOrKXW/MWUcFUAgh/KB1OKS9UVTNb8aMGSgrK8OhQ4fg7++PnTt34r333kO3bt3w2WefeTtG38RjuW1Oy2TyWM2PxzYB4DPx4HBjTtK6aNNewjraK5C0J4pGpvbt24dPP/0UAwYMgCiKSEhIwLBhwxASEoLs7Gw88MAD3o7T5/B6MatNex5m2eJYgCLteRWj8gyP1fx4bBMAPhMPDjfmJK0rIyMDGRkZtml+hG88FhKiNpH2RFEyVV1djeho6yhFREQELl26hO7du6N379749ttvvRqgr+LyYrayGMackc5LmuaMhGHeYSanjnFZxj44GmLfh+zXgen8YTl7CNLFE2y2CeAz8TCEQkxKbXLNFAwMtokQ4hW8rb0GqE2k/VE0za9Hjx44ffo0AODmm2/G6tWrcfHiRbz11luIi2Ozkl2LcTglTq4pt62ZMuaMgmn1YzDmjEL9jmzAWM3saBuPG9OJgeHQjXsdUv6RxtdqxUhI+UegG/c6k20CYEs8nGE18dBEJbjemJO1NWCEEK9wt/Zaqi5VKTLlqE2kPVK8ZqqwsBAA8OKLL2Lnzp2Ij4/Hm2++iUWLFjX7eb766is89NBD6NixIwRBwLZt2+zOy7KMBQsWoGPHjvD398e9996LH374we4xRqMRWVlZiIqKQmBgIB5++GFcuHBBSbNahMcLdC5H265qWBBrWHgC+jnfwLDwhLVICKOVhaTqUpg2ZTZRqCGT2S93XhMPMbortE+uhn5+HvSz90E/Pw/aJ1dD7MBedUJCiJfwuPaa2kTaIUXT/NLT023/3a9fP/z888/43//+h86dOyMqKqrZz1NdXY2+ffti8uTJGDt2rMP51157DUuXLsX69evRvXt3vPzyyxg2bBhOnz6N4OBgANbEbvv27di8eTMiIyMxa9YsPPjgg8jLy4NGo1HSvGbjrmINj9PhriEGhrM5TdEZTqv5AY2JB+rKG/dvM4RCZDSRAqzl3q+vUigmpUJgtNw7aV25ubnIzc1tF5Vx2zMe115Tm0h71OxkaubMmc1+0qVLlzbrcWlpaUhLS3N6TpZlLFu2DPPmzcOYMWMAAO+99x5iYmLwwQcfYOrUqSgvL8c777yD999/H0OHDgUAbNy4EfHx8fjyyy9x3333NTtmj3Gw9XHDaFuT+0MwenHOI96/3AX/EKC+DrJGD8FPD/izu8eO5cp51+XeJ6yBJrKzStERX0QFKNoHHmeDUJtIe9TsZOo///mP3b/z8vJgsVjQo0cPAMCPP/4IjUaD/v37eyWw/Px8FBUVYfjw4bZjer0e99xzDw4ePIipU6ciLy8PZrPZ7jEdO3ZEcnIyDh482GQyZTQaYTQabf+uqKhQFCOPCxK5G23jFM9f7tx9rmrLXJd7ry0DQMkUIe0Oj7NBqE2kHWp2MvXPf/7T9t9Lly5FcHAw3nvvPYSHWy+yS0tLMXnyZNx1111eCayoqAgAEBMTY3c8JiYGv/zyi+0xOp3OFsO1j2n4fWeys7Px0ksveRQfj5v2NuBqOhyvOP1y5/JzxWO5d+LzqIyz7+NxNoi1Te9ANlUC5jrr91tAGOCnh6ALYbhNa2D5YRfE0Fhb9VyprBCaXvcz2SbiXYrWTC1ZsgS7d++2S2LCw8Px8ssvY/jw4Zg1a5bXAhQEwe7fsiw7HLueu8fMmTPHbtpiRUUF4uNbeMeb4zUrxPfx2AkD4PNzxWO5d+LTuBvd5RiXs0Hqa2D+cLrDGlFdeq6KQXnIYoLl2Ccwn/rSdkhMGgrNTUNUDIr4CkXJVEVFBX777Tf06tXL7nhxcTEqKyu9ElhsbCwA6+jTteXWi4uLbaNVsbGxMJlMKC0ttUvsiouLMXjw4CafW6/XQ6/XexQf72tWiO/jsRPm8nPlH+Z6nyn/sLaPyUssZYVA1eXGu8+BkdCEtZPtMXwUl6O7nONpNojl8i+u14g+uZq5qqyWskKYN05z0qYvYdo4DdrJ6+h7r51TVBp99OjRmDx5Mj755BNcuHABFy5cwCeffIIpU6bYikV4KjExEbGxsdizp7FDMJlMOHDggC1R6t+/P7Rard1jCgsLceLECZfJlDfwvGaFMIiDAigAn58rTWRn1+XeGS0+IV3Kh/Td50DJecgVvwEl5yF99zmkS/lqh9a+URlnoqa6ctdrROsYvCFWddl1m6out3FAxNcoGpl66623MHv2bIwfPx5ms9n6RH5+mDJlChYvXtzs56mqqsJPP/1k+3d+fj6OHz+OiIgIdO7cGTNmzMCiRYvQrVs3dOvWDYsWLUJAQACeeOIJAEBoaCimTJmCWbNmITIyEhEREZg9ezZ69+5tq+7XWmRDiMu7zbKB3epjhA1cTuXhdC2YXbn3mnLr1D+Gy71byoqAkvOw5H0M86l9tuNiUgrEmG6waP2hCYtVMUK2eVIancvRXcIOHteIuouZxTYRr1KUTAUEBGDlypVYvHgxzp49C1mWceONNyIwMLBFz3Ps2DEMGdI437RhHdPEiROxfv16/OUvf0FtbS2mTZuG0tJSDBw4ELt377btMQUAb7zxBvz8/DBu3DjU1tYiNTUV69evb/U9pgRjJbQpmTBDhnTdxYQ2JROCsRIADfuS1sHrVB4xMBy69ByYrptSYZ1vn8NkmwBr4mve+AeHxFdgNfGtq4B5xyK77z4AkE7tgxmA9vEVACiZUsqT0ug8ju4ShvC4RtRdzCy2iXiVIMsyJxOElGvosMrLyxES0rwRJcu5IzC+MRx+qdOh6TLQWt1Fa4Dl3GHU710O/czd0CTe1sqRk5bgqbqVVHQadfOTmzxvWHgCYmyPNozIO6TqUpjWT4F4Q7LD50q6eAK6Se8w95pJ1aUwrU1vcrSNxcTXcv44jC8PaPK8/q9Hoel8c9sFxCklfROP7zfCDsvlX2B+f2qTs3aYXTO1bnLTbaI1U+2eopEpcvXun7Ea9TuyUe/sPN2p8Cm8TYnjdipPZTGk/26H9N/tTj9XTFbz47FCobHa9XmTm/Ok1XBb6ZMwQROVACE9F6brilA0rBFlcWqzJiwOwviVzmdMjF8JkRKpdo+SKaU4XdvBIx6nxPE6lYfHJJHHNiEgzPV5hisU8oDHSp+EHY5rRMMAQwiTiVQDsUMX7tpEvIeSKQ9o056HWbY4rplKe17FqIgDHkcGeE3m9W7WXepati7TF/CY+AphHV2+/4SwjipERa7FU7ltwhbu1ogCkIrPOpR8F5NSIaTnQozuqmJkxBcoKo1OAFQWw7jmCfilZEE/7zD0s/ZAP+8I/FKyYFzzBJWf9SE8jgw0TOURew6zP876VB6NFmJSitNTYlIKoNG2cUBecDXxdYbVxJfb9x8hxCPuZoJI1aUqRaac5fIvDtMWgca9syyXf1EpMuIraGRKIbm2EvoJq2Het8JhZEo/YTXkOu9sXkw8x+PIgJUATf+x0KZk2Ao1SOVFagflmarL0KZkwQw4qZKZdXU/j+6qhacEr2tYaCoZIcQBjzNBeNw7i3gVJVNKBYbDvG1e06WB01eqExdxxOGUOOvdv2edtsnCcsUuQzCMqx6BbsJqCGOygboKwBACuexXGDdMhf5PO9WOUBFeEw+aStY6PNlnihA18TgThMu9s4hXUTKlVL3RIZFqIJ3aB9Qb2zgg0hQu9y6qLIZ09iD8RsxpLCGu84fl7CHU713O5t0/ANAHQz/1Q5g/X3TdazUU+qkfAvpgF7/s2yjxIM3lyT5ThKiJy5kgPO6dRbyKkimlais8O0/ajFRdCtNHsyEm3gZtapbd3kWmj2YzuXeRXFsJ/dMbYd63AvU7sm3HxaQU6J/eyO4003ojzDtecTI3/UuYBQHaR99QKTBCCCFucTgTBIZQiEmpTe4zBQMlU+0dJVNKuas65u68D+Npc1sAfO5dFBDqeprpEznqxOUpyex6vr1kbuOACCGENBePa0R53DuLeBclU0qJGohJKU6n+olJKYCoUSEoz/G2uS3A6RxuXqeZunstWHytCCGkHeFxjajd3lm15dapfYZQSqQIAEqmFBM0fi6rjgka9v6v5XFzW+DqHG59IPxSpztdX8TkHO6aMs/O+yp9kGfnCSGEqI7HNaIaSpxIE9i74vcVQR1g/voFiIkDoU2dbrcOx/z1u9BNekftCFuOx5KmABAcDX3mpzDvWOS4vijzUzbncLtLAFlMEAFAH+R6xJeSKUII8XncLRcAn20CAEtZoXXbkdpyICAMCIyEJixO7bCYQsmUQmJgOHSPL4flh12NBwUBQmQCdHdPZfIDxuV0uKvMX7zqfH2RoLFOR2BNUJTrBbFBUSoE5TkhMALaEXOdj/iOmAshMEK94AghhLjF43IBHtsEANKlczA7qXQsjF8JsUMXFSNjCyVTHpFhyfs7zNd9uDS9hqsYk3JcljQFuBxx04TFQRi/0nm59/ErITJ6V0kMDIfUoSs0t46zG/GVyosgdLiRyZsUhBDSXvC4XIDHNgHWEanrEynAuhGxaeM0aCevoxGqZqJkSiEuP1w8ljQFvyNuYocu0E5e1zg87x9qHbFi/MtPjOgE3DLGmuReXbys6TqYvc8TIYS0NxzevOSyTQBQddnp7BbAmlCh6jLA+PVEWxHVDoBZzflwMaahpKnYc5j9cYZLmgIcj7gBELQGCH46QKOD4KeDoDWoHZJXiIHhEGN7QJN4G8TYHsy+9whRIjc3Fz179sSAAQPUDoWQFuHx5iWPbQJA1XO9iEamFOL1w8VjSVNeR9x4ncNNSHuXkZGBjIwMVFRUIDSU3Zs9pP3h8eYlj20CwG8hKxXQyJRC3H64wN+oAI8jbu6mmUrVpSpFRgghpN26evPSGWZvXvLYJsBWyMoZlgtZqYGSKaV4/XBxSoyIh3bCaujn50E/ex/087+FdsJq6/ocFnE4zZQQQgjbeLx5yWObAGshK934lQ4JVUMhKyo+0Xw0zU+hhg+X82lW7H64eMVb+U+5ptzlRsSsTjNtwOt+HoQQwjselwvw2CaA30JWbU2QZVlWOwhXFixYgJdeesnuWExMDIqKigAAsizjpZdewpo1a1BaWoqBAwciNzcXvXr1avbfaJiXXl5ejpCQkBbFZ7vo4+jDxRtLWSHM6yY3uScTi+U/pd9+hFz0I8z7Vjjux5SSBSG2O8SY7ipGqBytBSPEypO+iRBCSNtgYppfr169UFhYaPv5/vvvbedee+01LF26FDk5OTh69ChiY2MxbNgwVFZWtklsvK0v4lJzyn8yRtYHw7wvx/lGxPtyIOuDVYrMM7QWjBBCCCEsYSKZ8vPzQ2xsrO2nQ4cOAKyjUsuWLcO8efMwZswYJCcn47333kNNTQ0++OADlaMmPoPD8p9CXYXLBFGoq2jjiLyE1oIRQgghhCFMJFNnzpxBx44dkZiYiMceewznzp0DAOTn56OoqAjDhw+3PVav1+Oee+7BwYMHm3w+o9GIiooKux/SSKouhVR0GpZzRyAVnWZ/NIDD8p+8lubntV2EEEII4ZPPJ1MDBw7Ehg0bsGvXLqxduxZFRUUYPHgwrly5Yls3FRMTY/c7166pciY7OxuhoaG2n/h4WofRQCopgGltOurmJ8P4yh2om58M09p0SCUFaoemHIflP3ktzc9ruwghhBDCJ59PptLS0jB27Fj07t0bQ4cOxeeffw4AeO+992yPEQTB7ndkWXY4dq05c+agvLzc9lNQwHCi4EW8rlcRtAboHlvmvPznY8sgaA0qReYBXkvz89ouQgghhHCJudLogYGB6N27N86cOYNRo0YBAIqKihAX11iNrbi42GG06lp6vR56vb61Q2VPc9arsFhgo7IYda+nQjdhNYQxi4C6CsAQArnsV9S9ngrDn/cx1y5raf41sPywC2JorK00ulRWCE2v+5kthEJbDhDiHbS9ADssl38B6sqBmnIgIAwwhEATlaB2WB6hNrGDvis8x1wyZTQacerUKdx1111ITExEbGws9uzZg379+gEATCYTDhw4gFdffVXlSNnD63oVuaYcqCyGKXe08/OMtguQYcn7O8zXJR2aXsNd/I7v43U/D+qwSFuh7QXYIRWfhXlThuMeiOm5EKO7qhiZctQmdtB3hXf4/DS/2bNn48CBA8jPz8fhw4fx+9//HhUVFZg4cSIEQcCMGTOwaNEibN26FSdOnMCkSZMQEBCAJ554Qu3QmcPrehUe28XrlMwGvG05wOVaROKTeP9u4Inl8i8wXXeBDlgrspo2ZVhHQhhDbWIHfVd4j88nUxcuXMDjjz+OHj16YMyYMdDpdDh06BASEqxDq3/5y18wY8YMTJs2DbfeeisuXryI3bt3IziYzX12VMXrehUe20UlxJlBHRZpU/TdwI66ctd7INYxOGuC2sQO+q7wGp+f5rd582aX5wVBwIIFC7BgwYK2CYhjvK5X4bFdvE7JbMDVlDhe1yKSVpObm4vc3FxYLJYW/y7v3w1ccfNasbgHIrWJHfRd4T0+n0z5Oq4u+sDvehXe2sXj1MUGvM3hpg6LtFRGRgYyMjJQUVGB0NCWfZZ5/m7gjpvXisU9EKlN7KDvCu/x+Wl+vozXdRC8rVdxIKsdgBfwOHURfE6Jow6LtClOvxu4ZAh1vQeigcHvBmoTO+i7wmsomVKIx4s+nvGW+DZMXbz+i5DlqYsA+JzDTR0WaUPcfjdwSBOVAF16rvM9EMfnMll2m9rEDvqu8B5BlmUe7tN7pGEqRXl5OUJCQpr1O1LRadTNT27yvGHhCYixPbwVIvGAVF1qTZycXKSLPYdB98wmZr80bNNMOZi6CACWs4dgfPWuJs/rn/8XNF1vb8OIPCdVl0K+8B3MOxZBOrXPdlxMSoF2xFwInfow/ZqR1qOkb2rA23cDz2z7F9WWW6eMGUKZvUBvQG1iB31XeI7WTCnE8zoIS0kBUFPauDFdQBg0DK5VseG4AIAYGM5s7E7pAz0774sqi2Fc88TVTaOz7TaNNq55gslNo4nv4+67gWM8XJBfj9rEDvqu8BwlUwrxug6Cx43peE58uSNqICal2I3g2E4lpQCiRoWgPCPXVkI/YTXM+1Y4jEzpJ6yGXFepYnSEEEII8QStmVJINoS4XJAoG1o2JcMXWEoKXG9Mx+j6Il4TXx4JGj9oU7KsidM1xKQUaFOyIGgYvP8TGO6QSAGAdGofzPtWAAF0R5AQQghhFSVTCgnGSmhTMpu46MuEYGTwbnNNqeuN6WoYLapBBQDYEdQB5q/fhZg4EPrMbdBN3Qx95jaIiQNh/vpdIKiD2hG2XL3R6UgbYE2oUG9s44AIIYQQ4i0M3ub1DXJVCYxvj4df6nRoU6dDNtdB0BpgOXcYxrfHQz9jJxCjdpQtxOnGdDxu2ssrMTAcusffhGnDVNTvyG48zvJrVVfl+rzRzXlCCCGE+CxKppTSBwLGatTvyEZ9U+dZ4266G6t7KYC/TXt5xttrRdNMCSGEEH5RMqUUhwvlYQiC2OcBiJ36QNNloHW0TecPy9lDkC58BxiC1I7QI1Sxhh2ysco6/c1shKw1WUdvGH3tGtZXOptCy+r6SkIIIYRYUTKlUMNCeTPguHcMqwvlIUA37nWYNmXaT7FKSoUuPQcyBBVjI+2FtaJkJqRTX9qOiUlDIaTnMFlRsmF9pRmyk++KhvWVceoFSAghhBDFqACFUjwulDfXwbQpy3k1vw+mA/V1KgVG2gtLyQWYrkukAEA69SVMH2TBUnJBpciUk6vLYHx7vNPvCuPb4yHXlKkdIiGEEEIUYnH4xCdYF8ovh+WHXY0HBQFCZAJ0d09lc32HVO9wEWs7dXIPYHG6OoyoyLZzeU25dW0Ow2uLAFytKOniPVhTCkR0auOgPCMEhLpcX0lrpgghhBB2UTLlERmWvL/DfF2FOE2v4SrG5AFjtWfnSZuSSgqaqFC4GmJEvIqReaC2wvX5OjfnfdHV0vzXvk4NqDQ/IYQQwjZKphSSqksdLmQB691z04ap0D2zibkRAsFNvO7O+zpLSYF1ZKOmHAgIAwLCoGE06ZCqS2H68I8Qf3crtCkZdsVCTB/+EbpJ7zD3/gMA+LspxsBgsQZraf41sPywC2JorO21ksoKoel1P5uvEyGEEEIAUDKlXGWx0zvNwNXpSJXF7FUf4/gOurWoQYbdejAxKRVCei6TRQ1QdQnaO5+Ced+K64qFWAugoOoSe+8/APDTu66S6adXIShv4GwUmxBCCCEAqACFYnJNOaAPhN+IOY2LyrM+hd+IOYA+EDKjG9xq0563XrReQ0xKgTbteZUi8pylpACm6xIp4GphjU0Z1hErxsj1Zpj3rXBIOqRT+2DetwJyvVmlyDxUdQnalCzn78GULKDqskqBKeduFFuqLlUpMkIIIYR4ikamFBICw6B/eqPTkQH90xshBISpF5xSlcUw5oyEX+p0aFOnW6cjaQ2wnDsMY85IGOYdZnO0o6bU6R4/gDWhshY1YGy6nyxBunACuoytEMI6WtcS+YdCLr0I04apgCypHaEyhhAY358G/XNbgHoTUHt1SqZGC+Nbj0L/zEa1I2w5HkexSbP9v//3/zBr1ixIkoTnn38eTz/9tNohEUII8SJKphSS9cEw78txPjIAEdrJ76oUmXJyjZPRNKFxbylWR9tQUw4ER0M3YbXzxIPFdplqYXjhAGRogLpKQNAAoh+Ejr2sxytL1I5QGX04DBl/v1qi/5p9pnoOgyHj75AFg4rBKeP0c3XteRbff1dZLv8C1JU3rkM0hEATlaB2WD6jvr4eM2fOxD//+U+EhITglltuwZgxYxAREaF2aIQQQryEm2Rq5cqVWLx4MQoLC9GrVy8sW7YMd911V6v9PaGuwsVox5cQ6irA2kacQmAY9M9+CKn0ov3xiM7QP/shm6NtABAYCcOsPTBtmeWwEaxh1h7IsoqxKRV8AyDXwbzpDw7rwHTpudbzTJJg+vgvEBMHQJuaaV9Y4+O/QDtumdoBtpw+0DolOHU6NF0G2rWpfu9yQBeodoSKcLcOsRUcOXIEvXr1wg03WD+PI0aMwK5du/D444+3+t/mMdG1lBVap/o2jFgHRkITxlY/64zlynmgtqzxtfIPhSays9pheYTL9x+HbQL4Ks7VoK1fKy6SqS1btmDGjBlYuXIl7rjjDqxevRppaWk4efIkOndunS8kueqKm/PsjQzI2gBAFwBL3scwXzPiJialQBwx13qeRbpAmDY+53wj2I9mQ5u+SqXAPGF2uQ5MO/4tleLykLnadWENM4Pl+XVB0Gd+CvOORY5TgjM/BXRBKganjOXyLw6JFHDN++/J1VxcZHz11VdYvHgx8vLyUFhYiK1bt2LUqFF2j3F1I+/XX3+1JVIA0KlTJ1y8aH+zqjXwmOhKl87BvHGaY5vGr4TYoYuKkXmGy9eK2sQMHtulRpu4KECxdOlSTJkyBU8//TSSkpKwbNkyxMfHY9WqVrxINri5ADIweLfZVAPzjkXOpy7uWASYalQKzEPGCtcbwRoZ3LvI6GpkdC+bbQIAWXJZWIPJtWCSCeYdrzhv0xevApJJpcA8UFfu+v1Xx+7UxWtVV1ejb9++yMnJcXq+4UbevHnz8J///Ad33XUX0tLScP78eQCA7GTYW7hm6nRrsFz+xXXBncu/tOrfbw2WskKYrkukgKtt2jjNOmLFIMuV865fqyvnVYpMOS7ffxy2CeCzOJdarxXzyZTJZEJeXh6GD7cvMTx8+HAcPHjQ6e8YjUZUVFTY/bSc4FBxrIH1eOt2mK3CVOO0JDVgvfBjNplytybF3UaxvsjNOhwm14EBgGRx/R6ULG0ckBcYq90k8wyOtvH6/rtOWloaXn75ZYwZM8bpeXc38m644Qa7kagLFy4gLq7paWle6Zt4THSrLrtuE4NVPgEAtWWu21Vb1rbxeAOP7z8e2wQ0rzgXa1R6rZhPpi5fvgyLxYKYmBi74zExMSgqKnL6O9nZ2QgNDbX9xMcrmRsquC7hzGIy5e6izsTgRR8A6N2MIuoZHEX0D3V93uDmvK+qq3R93ujmvC9y97liMZni9f3XAs25kXfbbbfhxIkTuHjxIiorK7Fjxw7cd999TT6nV/omHhNdtzfEGGwTwOdrRW1iB4/tUqlNzCdTDa6fOiHLcpPTKebMmYPy8nLbT0GBgqFMfRDM/3obYuLAxn2mMrdBTBwI87/edn8B74vcFZjwd3PeV+kCXI8i6hhcC2YIhpiU6vSUmJQKGILbOCAv8XcTN4vtCnCTWLg774sMIW7efyFtHFDba86NPD8/PyxZsgRDhgxBv3798Oc//xmRkZFNPqdX+iZ37yd3ibAvchczi20C+HytqE3s4LFdKrWJ+WQqKioKGo3GYRSquLjYoZNroNfrERISYvfTUkJAKHTjlkDKPwJjziiYVj8GY84oSPlHoBu3BAKDF0hCWEeIPYc5PSf2HGYtK84iPwO0I+Y6H0UcMRfwY6/cNgQddOk5Dhe01mp+OYCgUykwDxlC3Vyks/e5gj7E5ecKevYSDyEgFLr03Cbef7lMfv8p5e5G3sMPP4wff/wRP/30E5599lmXz+WNvonLz1BQlOs2BUW1cUBe4h/mul0s3sDk8f3HY5sAICDcdbsCGNz/UKXXSpCdrZBlzMCBA9G/f3+sXLnSdqxnz54YOXIksrOzXfymVUVFBUJDQ1FeXt6izksqKYJcXwMYq6xDh/6hgD4Igl8gxAjniZyvk0oKYNow1W6TUbHnMOgmrIEY0UnFyDwjXToHy6l/QgyLtW1GLJUVQZM0hNlKUNKlnyEbKwFZbnz/CQIEfTDEDr9TOzzFpOKzDgtIxaRU6MbnQuzAbnUh0wdZjp+r9BXstqnkN8iWGuvUzIb3nyEYgiYQYkS02uF5nSAIdtX8TCYTAgIC8PHHH2P06NG2x/3xj3/E8ePHceDAAY//puK+icfP0KVzDkUorG1iv5ofd68VtYkZPLZLjTZxkUxt2bIFTz75JN566y0MGjQIa9aswdq1a/HDDz8gIcF9eV6lHRYASNWlQGUx5NpyCP6hQHA0xEAGs/lr8Ngm4Jp9B2wXfqHMl2/msU0An+3isU28flc4c30yBXh+I68pubm5yM3NhcViwY8//qiob+Lx/Wa3z5R/KBAUxdc+Uw3t8g/jZ58pnt5/HLYJuGafqYZ2BYTzs89UG71WXCRTgHWvj9deew2FhYVITk7GG2+8gbvvvrtZv+tJMkUIIYRPVVVV+OmnnwAA/fr1w9KlSzFkyBBERESgc+fOHt/Ic4f6JkII8X3cJFOeoA6LEELI9fbv348hQ4Y4HJ84cSLWr18PwLMbee5Q30QIIb6PkilQh0UIIcT3UN9ECCG+j/lqfoQQQghPcnNz0bNnTwwYMEDtUAghhLhBI1Ogu3+EEEJ8D/VNhBDi+/zUDsAXNOSTFRUVKkdCCCHtU3BwcJMbrbdX1DcRQoi6mtM3UTIFoLKyEgAQH892KUhCCGEVjb44or6JEELU1Zy+iab5AZAkCb/++qviO6MVFRWIj49HQUEBNxcDPLYJ4LNdPLYJ4LNd1Kam0ciUI+qbHPHYJoDPdlGb2MFju9qyb6KRKQCiKKJTp04eP09ISAg3b8IGPLYJ4LNdPLYJ4LNd1CbSHNQ3NY3HNgF8tovaxA4e29UWbaJqfoQQQgghhBCiACVThBBCCCGEEKIAJVNeoNfr8eKLL0Kv16sditfw2CaAz3bx2CaAz3ZRm0hb4vG14bFNAJ/tojaxg8d2tWWbqAAFIYQQQgghhChAI1OEEEIIIYQQogAlU4QQQgghhBCiACVThBBCCCGEEKIAJVOEEEIIIYQQogAlUx746quv8NBDD6Fjx44QBAHbtm1TOySPZWdnY8CAAQgODkZ0dDRGjRqF06dPqx2WR1atWoU+ffrYNm4bNGgQvvjiC7XD8qrs7GwIgoAZM2aoHYpHFixYAEEQ7H5iY2PVDstjFy9exPjx4xEZGYmAgADcfPPNyMvLUzssj/zud79zeK0EQUBGRobaobV71DexgfomdlDfxA41+iZKpjxQXV2Nvn37IicnR+1QvObAgQPIyMjAoUOHsGfPHtTX12P48OGorq5WOzTFOnXqhFdeeQXHjh3DsWPHkJKSgpEjR+KHH35QOzSvOHr0KNasWYM+ffqoHYpX9OrVC4WFhbaf77//Xu2QPFJaWoo77rgDWq0WX3zxBU6ePIklS5YgLCxM7dA8cvToUbvXac+ePQCARx55ROXICPVNbKC+iS3UN7FBlb5JJl4BQN66davaYXhdcXGxDEA+cOCA2qF4VXh4uPz222+rHYbHKisr5W7dusl79uyR77nnHvmPf/yj2iF55MUXX5T79u2rdhhe9fzzz8t33nmn2mG0uj/+8Y9y165dZUmS1A6FXIP6JrZQ3+SbqG9iV1v0TTQyRVwqLy8HAERERKgciXdYLBZs3rwZ1dXVGDRokNrheCwjIwMPPPAAhg4dqnYoXnPmzBl07NgRiYmJeOyxx3Du3Dm1Q/LIZ599hltvvRWPPPIIoqOj0a9fP6xdu1btsLzKZDJh48aNeOqppyAIgtrhkHaA+ibfRn2T76O+yXsomSJNkmUZM2fOxJ133onk5GS1w/HI999/j6CgIOj1ejz33HPYunUrevbsqXZYHtm8eTO+/fZbZGdnqx2K1wwcOBAbNmzArl27sHbtWhQVFWHw4MG4cuWK2qEpdu7cOaxatQrdunXDrl278Nxzz2H69OnYsGGD2qF5zbZt21BWVoZJkyapHQppB6hv8m3UN7GB+iYvarUxr3YGHE6lmDZtmpyQkCAXFBSoHYrHjEajfObMGfno0aPyCy+8IEdFRck//PCD2mEpdv78eTk6Olo+fvy47RgPUymuV1VVJcfExMhLlixROxTFtFqtPGjQILtjWVlZ8u23365SRN43fPhw+cEHH1Q7DOIE9U2+jfomNlHfxIa26ptoZIo4lZWVhc8++wz//Oc/0alTJ7XD8ZhOp8ONN96IW2+9FdnZ2ejbty/efPNNtcNSLC8vD8XFxejfvz/8/Pzg5+eHAwcOYPny5fDz84PFYlE7RK8IDAxE7969cebMGbVDUSwuLs7hTnNSUhLOnz+vUkTe9csvv+DLL7/E008/rXYopB2gvsm3Ud/EDuqbvMev1f8CYYosy8jKysLWrVuxf/9+JCYmqh1Sq5BlGUajUe0wFEtNTXWoJDR58mTcdNNNeP7556HRaFSKzLuMRiNOnTqFu+66S+1QFLvjjjscSjj/+OOPSEhIUCki71q3bh2io6PxwAMPqB0K4Rj1TWygvokd1Dd5DyVTHqiqqsJPP/1k+3d+fj6OHz+OiIgIdO7cWcXIlMvIyMAHH3yATz/9FMHBwSgqKgIAhIaGwt/fX+XolJk7dy7S0tIQHx+PyspKbN68Gfv378fOnTvVDk2x4OBgh7UCgYGBiIyMZHoNwezZs/HQQw+hc+fOKC4uxssvv4yKigpMnDhR7dAU+9Of/oTBgwdj0aJFGDduHI4cOYI1a9ZgzZo1aofmMUmSsG7dOkycOBF+ftSd+Arqm9hAfRM7qG9iS5v3Ta0+kZBj//znP2UADj8TJ05UOzTFnLUHgLxu3Tq1Q1PsqaeekhMSEmSdTid36NBBTk1NlXfv3q12WF7Hw7z0Rx99VI6Li5O1Wq3csWNHecyYMUyvH2iwfft2OTk5Wdbr9fJNN90kr1mzRu2QvGLXrl0yAPn06dNqh0KuQX0TG6hvYgf1TWxp675JkGVZbv2UjRBCCCGEEEL4QgUoCCGEEEIIIUQBSqYIIYQQQgghRAFKpgghhBBCCCFEAUqmCCGEEEIIIUQBSqYIIYQQQgghRAFKpgghhBBCCCFEAUqmCCGEEEIIIUQBSqYIUdHPP/8MQRBw/PhxAMD+/fshCALKysqa/J3169cjLCysTeJzxVfiIIQQ4j3ULxHSMn5qB0BIexYfH4/CwkJERUWpHQohhBBC/RIhLUQjU4SoSKPRIDY2Fn5+bXNfw2w2t8nfIYQQwibqlwhpGUqmCPFAZWUl0tPTERgYiLi4OLzxxhu49957MWPGDACAIAjYtm2b3e+EhYVh/fr1ABynUzizfv16dO7cGQEBARg9ejSuXLnS7PgWLFiAm2++Ge+++y66dOkCvV4PWZaxc+dO3HnnnQgLC0NkZCQefPBBnD171vZ7DXH94x//wJAhQxAQEIC+ffvi3//+d5N/68qVK7jtttvw8MMPo66urtkxEkII8R7qlxpRv0TaAiVThHhg5syZ+Oabb/DZZ59hz549+Ne//oVvv/3Wa89/+PBhPPXUU5g2bRqOHz+OIUOG4OWXX27Rc/z000/46KOP8Pe//93WOVZXV2PmzJk4evQo9u7dC1EUMXr0aEiSZPe78+bNw+zZs3H8+HF0794djz/+OOrr6x3+xoULF3DXXXfhpptuwj/+8Q8YDAbFbSaEEKIc9UtW1C+RtkJrpghRqLKyEu+99x4++OADpKamAgDWrVuHjh07eu1vvPnmm7jvvvvwwgsvAAC6d++OgwcPYufOnc1+DpPJhPfffx8dOnSwHRs7dqzdY9555x1ER0fj5MmTSE5Oth2fPXs2HnjgAQDASy+9hF69euGnn37CTTfdZHvMjz/+iGHDhmHkyJF48803IQiCorYSQgjxDPVLVtQvkbZEI1OEKHTu3DmYzWbcdttttmOhoaHo0aOH1/7GqVOnMGjQILtj1//bnYSEBLsOCwDOnj2LJ554Al26dEFISAgSExMBAOfPn7d7XJ8+fWz/HRcXBwAoLi62HautrcWdd96JUaNGYfny5dRhEUKIiqhfon6JtD1KpghRSJZlAHD4om443nDu2n8DLVtse/3vKhEYGOhw7KGHHsKVK1ewdu1aHD58GIcPHwZgvVt4La1Wa/vvhnZeO+VCr9dj6NCh+Pzzz3HhwgWPYyWEEKIc9UvUL5G2R8kUIQp17doVWq0WR44csR2rqKjAmTNnbP/u0KEDCgsLbf8+c+YMampqmv03evbsiUOHDtkdu/7fLXXlyhWcOnUKf/3rX5GamoqkpCSUlpYqei5RFPH++++jf//+SElJwa+//upRbIQQQpSjfon6JdL2aM0UIQoFBwdj4sSJ+POf/4yIiAhER0fjxRdfhCiKtrtlKSkpyMnJwe233w5JkvD888/b3VVzZ/r06Rg8eDBee+01jBo1Crt3727RvHRnwsPDERkZiTVr1iAuLg7nz5+3zX1XQqPRYNOmTXj88ceRkpKC/fv3IzY21qMYCSGEtBz1S1bUL5G2RCNThHhg6dKlGDRoEB588EEMHToUd9xxB5KSkmxVg5YsWYL4+HjcfffdeOKJJzB79mwEBAQ0+/lvv/12vP3221ixYgVuvvlm7N69G3/96189ilkURWzevBl5eXlITk7Gn/70JyxevNij5/Tz88OHH36IXr16ISUlxW7+OiGEkLZD/ZIV9UukrQiyNya/EkIAWEu73nDDDViyZAmmTJmidjiEEELaOeqXCGldNM2PEA/85z//wf/+9z/cdtttKC8vx8KFCwEAI0eOVDkyQggh7RH1S4S0LZrmR4iHXn/9dfTt2xdDhw5FdXU1/vWvfyEqKqpN/navXr0QFBTk9GfTpk1tEgMhhBDfQv0SIW2HpvkRwrBffvmlyZK2MTExCA4ObuOICCGEtGfUL5H2hpIpQgghhBBCCFGApvkRQgghhBBCiAKUTBFCCCGEEEKIApRMEUIIIYQQQogClEwRQgghhBBCiAKUTBFCCCGEEEKIApRMEUIIIYQQQogClEwRQgghhBBCiAKUTBFCCCGEEEKIAv8fEE7nS2JQs1gAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) =  plt.subplots(1,2, figsize=(10,3), sharex=True)\n",
    "\n",
    "sns.scatterplot(ax=ax1, y=df_guild['days_inactive'],x=df_guild['guild_rank'], color=nw_clr_single)\n",
    "sns.scatterplot(ax=ax2, y=df_guild['days_inactive'],x=df_guild['guild_rank'], color=nw_clr_single).set_yscale('log')\n",
    "\n",
    "ax2.set_ylabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 133,
   "id": "e4f02021-e054-4c18-913f-ac57f7683654",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) =  plt.subplots(1,2, sharex=True)\n",
    "sns.stripplot(ax=ax1, x='guild_rank', y='days_inactive', data=df_guild, hue='guild_rank', legend=False, jitter=True, palette=nw_palette)\n",
    "\n",
    "sns.stripplot(ax=ax2, x='guild_rank', y='days_inactive', data=df_guild, hue='guild_rank', legend=False, jitter=True, palette=nw_palette)\n",
    "\n",
    "ax2.set_yscale('log')\n",
    "ax2.set_ylabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "id": "7048d203-743f-46cd-9615-672dcc0f0c99",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(df_guild['days_inactive'], color=nw_clr_single)\n",
    "_mean_line = plt.axvline(df_guild['days_inactive'].mean(), color='red', ls='--').set_label('mean')\n",
    "_median_line = plt.axvline(df_guild['days_inactive'].median(), color='lime', ls='--').set_label('median')\n",
    "plt.legend()\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1a2c510-dfda-4b32-b996-2e2a98712b52",
   "metadata": {},
   "source": [
    "    Hypothesis Statement:\n",
    "\n",
    "    H0: r = 0, There is no correlation between Guild Rank and Days Inactive\n",
    "    H1: r != 0, There is correlation between Guild Rank and Days Inactive\n",
    "    \n",
    "    alpha = 0.05"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 135,
   "id": "90dbac0b-7a58-40bd-9b80-64749d869667",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spearman correlation between Guild Rank and Days of Inactivity:\n",
      "\n",
      "             n        r           CI95%   p-val   power\n",
      "spearman  334 -0.15629  [-0.26, -0.05] 0.00419 0.81882\n"
     ]
    }
   ],
   "source": [
    "spearman = pg.corr(df_guild['guild_rank'], df_guild['days_inactive'], method='spearman')\n",
    "print(\"Spearman correlation between Guild Rank and Days of Inactivity:\\n\\n\", spearman)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 136,
   "id": "a84a15f3-b17f-4041-b3c2-d0fe2f1612b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([-0.27, -0.06])"
      ]
     },
     "execution_count": 136,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Compute bootstrapped CI for a  more comprehensive view \n",
    "pg.compute_bootci(x=df_guild['guild_rank'], y=df_guild['days_inactive'], func='spearman', paired=True, n_boot=1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 137,
   "id": "c9f5c1a6-8dc4-4dfc-824a-0386a41767fd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spearman correlation between Guild Rank and Days of Inactivity (outliers excl.):\n",
      "\n",
      "             n        r           CI95%   p-val   power\n",
      "spearman  295 -0.23730  [-0.34, -0.13] 0.00004 0.98538\n"
     ]
    }
   ],
   "source": [
    "spearman = pg.corr(df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['guild_rank'], df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['days_inactive'], method='spearman')\n",
    "print(\"Spearman correlation between Guild Rank and Days of Inactivity (outliers excl.):\\n\\n\", spearman)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d874afc0-dfeb-48ba-ad18-03322e29864a",
   "metadata": {},
   "source": [
    "Excluding outliers has proven to produce better results, even when taking into account that Spearman ranks correlation was used."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5ceedf8-d3af-465c-a274-c841f02c404d",
   "metadata": {},
   "source": [
    "#### Correlation Test Summary\n",
    "- **p-value** shows the relationship is **statistically significant** fot both tests, with and without outliers;\n",
    "- **Confidence Interval (CI)**, including the one with outliers, doesn't include 0, and is marginally negative, meaning that **guild rank and days inactive have a negative correlation**;\n",
    "- **r (rho)** of ~0.24 shows that the strength of the relationship is approximately moderate.\n",
    "\n",
    "The results suggest that as guild rank increases, the number of inactive days decreases. In other words, higher rank members seem to be online more frequently.\n",
    "\n",
    "This does overall align with reality, even when taking into account that the relationship strength is quite low.<br>It is not abnormal, since guild officers and leaders tend to have more responsibilities, like recruiting new players or tending guild structures, that reach max resources cap every day.\n",
    "\n",
    "Nevertheless, further analysis of the relationship will not provide any practical importance, and therefore will not be conducted."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "60347c3a-8426-47ae-aaa2-3e52b5cb5b20",
   "metadata": {},
   "source": [
    "### Contribution and Class"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 138,
   "id": "bdb61bf5-6a9e-4499-853d-30b7cd486e43",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) =  plt.subplots(1,2, figsize=(20,3), sharex=True)\n",
    "\n",
    "sns.scatterplot(ax=ax1, y=df_guild['contribution'],x=df_guild['character_class'], color=nw_clr_single)\n",
    "sns.scatterplot(ax=ax2, y=df_guild['contribution'],x=df_guild['character_class'], color=nw_clr_single).set_yscale('log')\n",
    "\n",
    "ax2.set_ylabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 139,
   "id": "1f896c3c-a211-4e1c-984f-d1fff451ec1d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) =  plt.subplots(1,2, figsize=(20,3), sharex=True)\n",
    "sns.stripplot(ax=ax1, x='character_class', y='contribution', data=df_guild, hue='character_class', legend=False, jitter=True, palette=nw_palette)\n",
    "\n",
    "sns.stripplot(ax=ax2, x='character_class', y='contribution', data=df_guild, hue='character_class', legend=False, jitter=True, palette=nw_palette)\n",
    "\n",
    "ax2.set_yscale('log')\n",
    "ax2.set_ylabel('')\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7a59ba31-fef3-4d5d-a1e1-3a881487177b",
   "metadata": {},
   "source": [
    "- Character class is categorical nominal variable and contribution is discrete numerical. However, the Spearman correlation needs at least one variable to be ordinal.\n",
    "- Another thing is that contribution contains a lost of zero values.\n",
    "- The sample size for Bard is too small to make any conclusions.\n",
    "\n",
    "Therefore I might try to create another variable (binary) representing whether contribution is zero or not. Then I will use the Chi-square test, to test wether there is any significant relationship between a character class and likelyhood of making non-zero contributions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "id": "a1d818ba-57e8-4d7f-9393-e893c48e9275",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "      <th>days_inactive</th>\n",
       "      <th>non_zero_contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  character         account character_class  guild_rank  contribution  \\\n",
       "0    oSwowo  @@2@2#73ncr3o@           Rogue           6        485165   \n",
       "\n",
       "     last_active_date  days_inactive  non_zero_contribution  \n",
       "0 2021-12-28 09:50:03              0                      1  "
      ]
     },
     "execution_count": 140,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['non_zero_contribution'] = (df_guild['contribution'] > 0).astype(int)\n",
    "df_guild.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "id": "d3beba56-42e8-41bc-9d35-d7ec4824f154",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "non_zero_contribution\n",
       "1    221\n",
       "0    113\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 141,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['non_zero_contribution'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "id": "3e636f6c-ee54-4faf-b9cb-85f1c9ec1c1f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "non_zero_contribution   0   1\n",
      "character_class              \n",
      "Barbarian              12  29\n",
      "Bard                    8   2\n",
      "Cleric                 16  35\n",
      "Fighter                11  24\n",
      "Paladin                14  23\n",
      "Ranger                 10  22\n",
      "Rogue                  14  30\n",
      "Warlock                13  25\n",
      "Wizard                 15  31\n"
     ]
    }
   ],
   "source": [
    "from scipy.stats import chi2_contingency\n",
    "cross_tab=pd.crosstab(index=df_guild['character_class'],columns=df_guild['non_zero_contribution'])\n",
    "print(cross_tab)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "id": "26194885-eec0-42e8-a9b6-6d01e0b43a9b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Chi2ContingencyResult(statistic=10.604464404534607, pvalue=0.22513322888099338, dof=8, expected_freq=array([[13.87125749, 27.12874251],\n",
       "       [ 3.38323353,  6.61676647],\n",
       "       [17.25449102, 33.74550898],\n",
       "       [11.84131737, 23.15868263],\n",
       "       [12.51796407, 24.48203593],\n",
       "       [10.82634731, 21.17365269],\n",
       "       [14.88622754, 29.11377246],\n",
       "       [12.85628743, 25.14371257],\n",
       "       [15.56287425, 30.43712575]]))"
      ]
     },
     "execution_count": 143,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "chi_sq_result = chi2_contingency(cross_tab,)\n",
    "chi_sq_result"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 144,
   "id": "bb74c75b-1752-47d2-bf39-517b597e17c0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The p-value is 0.22513 and hence we Fail to reject the Null Hpothesis with 8 degrees of freedom.\n"
     ]
    }
   ],
   "source": [
    "p = chi_sq_result[1]\n",
    "p_conclusion = \"Reject\" if chi_sq_result[1] < 0.05 else \"Fail to reject\"\n",
    " \n",
    "print(f\"The p-value is {chi_sq_result[1]:.5f} and hence we {p_conclusion} the Null Hpothesis with {chi_sq_result[2]} degrees of freedom.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "554224f4-db46-43fb-9cef-586625c7f5ca",
   "metadata": {},
   "source": [
    "#### Relationship Test Summary\n",
    "- There is no strong evidence of a significant relationship between character class and the likelihood of making non-zero contributions.\n",
    "- The choice of character class doesn't seem to strongly influence whether a player makes contributions or not.\n",
    "- The contribution behavior appears to be relatively consistent across most character classes.\n",
    "- **The Bard class has a small sample size, therefore it is not viable in terms of making any conclusions.**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dabbb6d8-c963-4652-8771-9f955307911d",
   "metadata": {},
   "source": [
    "## Difference among groups\n",
    "**Kruskal-Wallis H-test** is chosen here due to existance of more than 2 groups, as well as outliers. \n",
    "\n",
    "alpha = 0.05"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "11ffb232-98e8-4afb-85e4-1bf07104e49d",
   "metadata": {},
   "source": [
    "### Contribution among Guild Ranks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "id": "b5d5bf2b-5917-4206-ad2f-33dd7d6d5921",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test for difference in contribution among guild ranks\n",
      "H-statistic: 39.24688, p-value: 0.00000\n",
      "Reject Null Hypothesis: There is difference in contribution among guild ranks\n"
     ]
    }
   ],
   "source": [
    "h_statistic = pg.kruskal(data=df_guild, dv='contribution', between='guild_rank')\n",
    "print('Test for difference in contribution among guild ranks')\n",
    "print(f\"H-statistic: {h_statistic['H'][0]:.5f}, p-value: {h_statistic['p-unc'][0]:.5f}\")\n",
    "\n",
    "p_result = 'Reject Null Hypothesis: There is difference in contribution among guild ranks' if h_statistic['p-unc'][0] < 0.05 else 'Fail to reject Null Hypothesis: There is no difference in contribution among guild ranks.'\n",
    "print(p_result)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93cd9777-4491-4175-8a3e-1ad11f322a98",
   "metadata": {},
   "source": [
    "### Contribution among Character Classes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "id": "3c262ce0-e579-45ef-8c4c-550e0df4d19b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test for difference in contribution among character classes\n",
      "H-statistic: 14.13610, p-value: 0.07829\n",
      "Fail to reject Null Hypothesis: There is no difference in contribution among character classes.\n"
     ]
    }
   ],
   "source": [
    "h_statistic = pg.kruskal(data=df_guild, dv='contribution', between='character_class')\n",
    "print('Test for difference in contribution among character classes')\n",
    "print(f\"H-statistic: {h_statistic['H'][0]:.5f}, p-value: {h_statistic['p-unc'][0]:.5f}\")\n",
    "\n",
    "p_result = 'Reject Null Hypothesis: There is difference in contribution among character classes' if h_statistic['p-unc'][0] < 0.05 else 'Fail to reject Null Hypothesis: There is no difference in contribution among character classes.'\n",
    "print(p_result)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3067fcb1-89f4-4a82-a2e1-85c7a6769554",
   "metadata": {},
   "source": [
    "### Days Inactive among Guild Ranks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 147,
   "id": "f1fc09d2-cef6-42c5-b65b-7d03554d91be",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test for difference in days inactive among guild ranks\n",
      "H-statistic: 29.18682, p-value: 0.00006\n",
      "Reject Null Hypothesis: There is difference in days inactive among guild ranks\n"
     ]
    }
   ],
   "source": [
    "h_statistic = pg.kruskal(data=df_guild, dv='days_inactive', between='guild_rank')\n",
    "print('Test for difference in days inactive among guild ranks')\n",
    "print(f\"H-statistic: {h_statistic['H'][0]:.5f}, p-value: {h_statistic['p-unc'][0]:.5f}\")\n",
    "\n",
    "p_result = 'Reject Null Hypothesis: There is difference in days inactive among guild ranks' if h_statistic['p-unc'][0] < 0.05 else 'Fail to reject Null Hypothesis: There is no difference in days inactive among guild ranks.'\n",
    "print(p_result)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e917b342-2b2f-45e4-a8f6-fe2d097d4b25",
   "metadata": {},
   "source": [
    "### Days Inactive among Character Classes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 148,
   "id": "7fa8a45c-2437-40d3-b0c8-939a1ba4a506",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test for difference in days inactive among character classes\n",
      "H-statistic: 7.81121, p-value: 0.45213\n",
      "Fail to reject Null Hypothesis: There is no difference in days inactive among character classes.\n"
     ]
    }
   ],
   "source": [
    "h_statistic = pg.kruskal(data=df_guild, dv='days_inactive', between='character_class')\n",
    "print('Test for difference in days inactive among character classes')\n",
    "print(f\"H-statistic: {h_statistic['H'][0]:.5f}, p-value: {h_statistic['p-unc'][0]:.5f}\")\n",
    "\n",
    "p_result = 'Reject Null Hypothesis: There is difference in days inactive among character classes' if h_statistic['p-unc'][0] < 0.05 else 'Fail to reject Null Hypothesis: There is no difference in days inactive among character classes.'\n",
    "print(p_result)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3f7489e-c1e7-48d6-b52f-6eec46992730",
   "metadata": {},
   "source": [
    "## Regression (y = Contribution, x = Guild Ranks)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9be30fe7-6163-4acd-a9e4-a47d2107e454",
   "metadata": {},
   "source": [
    "The goal of the Regression Analysis below is to measure the influence of **Guild Ranks** on **Contribution**."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "132d9344-10c9-4cd3-a97c-247a6edac4b6",
   "metadata": {},
   "source": [
    "### Dependent variable overview (regression assumption check)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "id": "cbf9793a-e423-477c-a423-8d5dbe8eaa98",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Distribution of the dependent variable\n",
    "plt.figure(figsize=(5, 3))\n",
    "sns.histplot(df_guild['contribution'], kde=True, color=nw_clr_single)\n",
    "plt.title('Distribution of Contribution')\n",
    "sns.despine(bottom=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 150,
   "id": "69f1bcc5-9678-4d7e-b17e-e0a38af61d0a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Distribution of the dependent variable\n",
    "plt.figure(figsize=(5, 3))\n",
    "sns.histplot(df_guild['contribution'], kde=True, color=nw_clr_single)\n",
    "plt.title('Distribution of Contribution')\n",
    "plt.yscale('log')\n",
    "sns.despine(bottom=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 151,
   "id": "1ffde76d-7e5c-4826-ada2-0151dd1cec83",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count      334.00000\n",
       "mean     15624.63174\n",
       "std      47331.59043\n",
       "min          0.00000\n",
       "50%       1875.00000\n",
       "90%      37609.70000\n",
       "95%      61466.90000\n",
       "99%     217474.50000\n",
       "99.9%   465409.77500\n",
       "max     485165.00000\n",
       "Name: contribution, dtype: float64"
      ]
     },
     "execution_count": 151,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['contribution'].describe([.90,.95,.99,.999])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 152,
   "id": "f6c20f1f-49c9-454d-8121-db168e484327",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count      295.00000\n",
       "mean      9551.32203\n",
       "std      19268.11865\n",
       "min          0.00000\n",
       "50%       1283.00000\n",
       "90%      28157.60000\n",
       "95%      50412.50000\n",
       "99%      92841.74000\n",
       "99.9%   122099.27800\n",
       "max     122941.00000\n",
       "Name: contribution, dtype: float64"
      ]
     },
     "execution_count": 152,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution'].describe([.90,.95,.99,.999])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 153,
   "id": "5396c71e-fa97-4989-b2ca-28276f6d3ff0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Proportion of zeros: 0.34\n"
     ]
    }
   ],
   "source": [
    "zero_proportion = (df_guild['contribution'] == 0).mean()\n",
    "print(f\"Proportion of zeros: {zero_proportion:.2f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 154,
   "id": "1672c76f-4da0-41aa-9bb2-e5d6a61b2467",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mean     15624.63174\n",
       "median    1875.00000\n",
       "std      47331.59043\n",
       "Name: contribution, dtype: float64"
      ]
     },
     "execution_count": 154,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild['contribution'].agg(['mean','median','std'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 155,
   "id": "c921798c-7806-4170-bcfd-e147e7d36d46",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mean      9551.32203\n",
       "median    1283.00000\n",
       "std      19268.11865\n",
       "Name: contribution, dtype: float64"
      ]
     },
     "execution_count": 155,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution'].agg(['mean','median','std'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 156,
   "id": "8b4881ef-d69f-490e-877d-7c2000e3fd0c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Variance to mean ratio (outliers incl.): 142,951.98\n"
     ]
    }
   ],
   "source": [
    "variance_mean_ratio = np.var(df_guild['contribution']) / np.mean(df_guild['contribution'])\n",
    "print(f\"Variance to mean ratio (outliers incl.): {variance_mean_ratio:,.2f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 157,
   "id": "e1b22220-72da-470d-9f82-50cc2012cdab",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Variance to mean ratio (outliers excl.): 38,738.29\n"
     ]
    }
   ],
   "source": [
    "variance_mean_ratio = np.var(df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution']) / np.mean(df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution'])\n",
    "print(f\"Variance to mean ratio (outliers excl.): {variance_mean_ratio:,.2f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 158,
   "id": "fa714790-1078-4bd7-902a-87a298daee88",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Variance to mean ratio of log-transformed data: 3.45\n"
     ]
    }
   ],
   "source": [
    "log_contributions = np.log1p(df_guild['contribution'])\n",
    "variance_mean_ratio_logy = np.var(log_contributions) / np.mean(log_contributions)\n",
    "print(f\"Variance to mean ratio of log-transformed data: {variance_mean_ratio_logy:.2f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 159,
   "id": "11215532-2d46-48c4-967d-f03eb30ce3ea",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) = plt.subplots(1,2,figsize=(12, 3))\n",
    "plt.suptitle('contribution', fontweight='bold',y=1.1)\n",
    "\n",
    "sns.histplot(df_guild['contribution'], kde=True, color=nw_clr_single, ax=ax1).set_title('outliers incl.')\n",
    "ax1.axvline(df_guild['contribution'].mean(), color='lime', ls='--').set_label('mean')\n",
    "\n",
    "sns.histplot(df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution'], kde=True, color=nw_clr_single, ax=ax2).set_title('outliers excl.')\n",
    "ax2.axvline(df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution'].mean(), color='lime', ls='--').set_label('mean')\n",
    "\n",
    "plt.legend()\n",
    "sns.despine(bottom=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 160,
   "id": "8939aa69-1596-4da4-85d7-90ac143eae44",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1,ax2) = plt.subplots(1,2,figsize=(10, 3))\n",
    "plt.suptitle('log contribution', fontweight='bold',y=1.1)\n",
    "\n",
    "sns.histplot(np.log1p(df_guild['contribution']), kde=True, color=nw_clr_single, ax=ax1).set_title('outliers incl.')\n",
    "\n",
    "sns.histplot(np.log1p(df_guild[~df_guild['account'].isin(_contrib_outliers_acc)]['contribution']), kde=True, color=nw_clr_single, ax=ax2).set_title('outliers excl.')\n",
    "\n",
    "sns.despine(bottom=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 161,
   "id": "d36a408a-79e8-46c6-a94c-f9c0e5f79115",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[0.0, 331.0, 455.0, 1216.0, 7591.0, 81.0, 11729.5]"
      ]
     },
     "execution_count": 161,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[np.median(rank) for name,rank in df_guild.groupby('guild_rank')['contribution']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 162,
   "id": "a68c9ede-9e23-472f-954f-8d064790d098",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[0.0, 331.0, 455.0, 1180.0, 4373.0, 1232.0, 13100.0]"
      ]
     },
     "execution_count": 162,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[np.median(rank) for name,rank in df_guild[~df_guild['account'].isin(_contrib_outliers_acc)].groupby('guild_rank')['contribution']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 163,
   "id": "e6486bb4-2e7e-48f5-a452-92fffaa12d71",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CV of contribution among guild ranks:\n",
      "1 3.05\n",
      "2 2.18\n",
      "3 2.07\n",
      "4 3.48\n",
      "5 2.15\n",
      "6 3.36\n",
      "7 1.52\n"
     ]
    }
   ],
   "source": [
    "# Coefficient of Variation of contribution within guild ranks comparison\n",
    "print('CV of contribution among guild ranks:')\n",
    "for name, group in df_guild.groupby('guild_rank'):\n",
    "    cv = np.std(group['contribution'].values)/(group['contribution'].values).mean()\n",
    "    print(name, np.round(cv,2))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c6bce3d-1bb1-40f3-8313-e82a9d419e54",
   "metadata": {},
   "source": [
    "Ranks 7 has the least fluctuations, however the number of players there is low as well."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 164,
   "id": "98220614-ed6f-4d2e-a184-569e64654392",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>W</th>\n",
       "      <th>pval</th>\n",
       "      <th>equal_var</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>levene</th>\n",
       "      <td>1.72295</td>\n",
       "      <td>0.11492</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             W    pval  equal_var\n",
       "levene 1.72295 0.11492       True"
      ]
     },
     "execution_count": 164,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Homogenity of variance (Levene by default), alpha=0.05\n",
    "pg.homoscedasticity(df_guild, dv='contribution', group='guild_rank')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "115921b3-94a3-4b1c-86bc-4a6b35b38655",
   "metadata": {},
   "source": [
    "Test for homogenity of variance shows p-value equal to ~0.1, which means that we fail to reject the null hypothesis of equal variances."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6213a0a-c542-4cd9-9396-3cec11cc1e09",
   "metadata": {},
   "source": [
    "### Ordinal Logistic Regression\n",
    "This type of regression wass chosen to respect the guild ranks order."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 165,
   "id": "52a2c0ea-3ce7-4d56-93b0-c79cd3c06c64",
   "metadata": {},
   "outputs": [],
   "source": [
    "from statsmodels.miscmodels.ordinal_model import OrderedModel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 166,
   "id": "f8c84130-fab8-4aa6-b9de-4005f54bfb3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>character</th>\n",
       "      <th>account</th>\n",
       "      <th>character_class</th>\n",
       "      <th>guild_rank</th>\n",
       "      <th>contribution</th>\n",
       "      <th>last_active_date</th>\n",
       "      <th>days_inactive</th>\n",
       "      <th>non_zero_contribution</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>oSwowo</td>\n",
       "      <td>@@2@2#73ncr3o@</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>6</td>\n",
       "      <td>485165</td>\n",
       "      <td>2021-12-28 09:50:03</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RrRdaekereRRa</td>\n",
       "      <td>ni49an@n9@n</td>\n",
       "      <td>Cleric</td>\n",
       "      <td>4</td>\n",
       "      <td>425840</td>\n",
       "      <td>2021-12-27 09:16:11</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>eBDrBr</td>\n",
       "      <td>ome@1@9eram6</td>\n",
       "      <td>Barbarian</td>\n",
       "      <td>5</td>\n",
       "      <td>353118</td>\n",
       "      <td>2021-12-28 10:38:05</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>an anr'V aaEnk</td>\n",
       "      <td>@roo@s@b</td>\n",
       "      <td>Rogue</td>\n",
       "      <td>5</td>\n",
       "      <td>230163</td>\n",
       "      <td>2021-12-23 11:53:50</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>crcriritHrr</td>\n",
       "      <td>hiyieeeih@eh</td>\n",
       "      <td>Fighter</td>\n",
       "      <td>7</td>\n",
       "      <td>191713</td>\n",
       "      <td>2021-09-29 05:00:40</td>\n",
       "      <td>90</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        character         account character_class guild_rank  contribution  \\\n",
       "0          oSwowo  @@2@2#73ncr3o@           Rogue          6        485165   \n",
       "1   RrRdaekereRRa     ni49an@n9@n          Cleric          4        425840   \n",
       "2          eBDrBr    ome@1@9eram6       Barbarian          5        353118   \n",
       "3  an anr'V aaEnk        @roo@s@b           Rogue          5        230163   \n",
       "4     crcriritHrr    hiyieeeih@eh         Fighter          7        191713   \n",
       "\n",
       "     last_active_date  days_inactive  non_zero_contribution  \n",
       "0 2021-12-28 09:50:03              0                      1  \n",
       "1 2021-12-27 09:16:11              1                      1  \n",
       "2 2021-12-28 10:38:05              0                      1  \n",
       "3 2021-12-23 11:53:50              5                      1  \n",
       "4 2021-09-29 05:00:40             90                      1  "
      ]
     },
     "execution_count": 166,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cat_type = pd.CategoricalDtype(categories=[1,2,3,4,5,6,7], ordered=True)\n",
    "\n",
    "df_guild['guild_rank'] = pd.Series(df_guild['guild_rank']).astype(cat_type)\n",
    "\n",
    "df_guild.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 167,
   "id": "e0b799f8-1310-4191-beec-3499d415ac70",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CategoricalDtype(categories=[1, 2, 3, 4, 5, 6, 7], ordered=True, categories_dtype=int64)"
      ]
     },
     "execution_count": 167,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    " df_guild['guild_rank'].dtype"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 168,
   "id": "1a9b8242-c98e-40a9-888b-3778ad39b8c0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                               OrderedModel Results                              \n",
      "=================================================================================\n",
      "Dep. Variable:     non_zero_contribution   Log-Likelihood:                -204.23\n",
      "Model:                      OrderedModel   AIC:                             412.5\n",
      "Method:               Maximum Likelihood   BIC:                             420.1\n",
      "Date:                   Mon, 29 Jul 2024                                         \n",
      "Time:                           21:46:40                                         \n",
      "No. Observations:                    334                                         \n",
      "Df Residuals:                        332                                         \n",
      "Df Model:                              1                                         \n",
      "==============================================================================\n",
      "                 coef    std err          z      P>|z|      [0.025      0.975]\n",
      "------------------------------------------------------------------------------\n",
      "guild_rank     0.3308      0.078      4.233      0.000       0.178       0.484\n",
      "0/1            0.6295      0.322      1.955      0.051      -0.002       1.261\n",
      "==============================================================================\n"
     ]
    }
   ],
   "source": [
    "model_log = OrderedModel(\n",
    "    df_guild['non_zero_contribution'],\n",
    "    df_guild['guild_rank'],\n",
    "    distr='logit'\n",
    ")\n",
    "\n",
    "results_log = model_log.fit(method='bfgs', disp=False)\n",
    "\n",
    "print(results_log.summary())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 169,
   "id": "0569e713-7047-45f5-b98b-8cb895e48da9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1.39"
      ]
     },
     "execution_count": 169,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "round(np.exp(0.3308),2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f6796ce-07f4-4e94-bdbb-19c9e2b18683",
   "metadata": {},
   "source": [
    "Regression analysis reveals a significant relationship between guild rank and the likelihood of having non-zero contributions. \n",
    "\n",
    "The Ordinal Logistic Regression model results show that for each increase in guild rank, the odds of a member having a non-zero contribution increase by 39% (p < 0.001). Odds are not a probability!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 170,
   "id": "33ce516d-21e0-4c3b-a296-e01f49197272",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(334, 2)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "array([0.20496598, 0.79503402])"
      ]
     },
     "execution_count": 170,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "predicted_probs = results_log.predict()\n",
    "print(predicted_probs.shape)\n",
    "predicted_probs[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 171,
   "id": "990e1b96-538b-4fab-9546-21bf9de5f9d9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib.ticker import FuncFormatter\n",
    "\n",
    "# Function to format y-ticks as percentages\n",
    "def percent_formatter(x, pos):\n",
    "    return f'{x * 100:.0f}%'\n",
    "\n",
    "plt.figure(figsize=(6, 4))\n",
    "\n",
    "colors = [nw_clr_single_greyed,nw_clr_single]\n",
    "categories = ['zero', 'non-zero']\n",
    "unique_ranks = sorted(df_guild['guild_rank'].unique())\n",
    "\n",
    "for i, category in enumerate(categories):\n",
    "    mean_probs = [predicted_probs[df_guild['guild_rank'] == rank, i].mean() for rank in unique_ranks]\n",
    "    plt.plot(unique_ranks, mean_probs, label=category, marker='o', color=colors[i])\n",
    "\n",
    "plt.ylim(0, 1)\n",
    "plt.yticks([i / 10.0 for i in range(11)])\n",
    "\n",
    "plt.gca().yaxis.set_major_formatter(FuncFormatter(percent_formatter))\n",
    "\n",
    "plt.xticks(unique_ranks)\n",
    "\n",
    "plt.title('Predicted Probabilities of Contribution Categories', pad=15, fontweight='bold')\n",
    "plt.xlabel('Guild Rank')\n",
    "plt.ylabel('Probability')\n",
    "plt.legend(title='Contribution Category')\n",
    "\n",
    "sns.despine()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 172,
   "id": "7080e097-35b2-4bfb-bfa2-1d61c5664a0c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[0.42589404766864775,\n",
       " 0.5080516760215174,\n",
       " 0.5897766990510594,\n",
       " 0.6668284277761481,\n",
       " 0.7358886547893676,\n",
       " 0.7950340211939726,\n",
       " 0.8437466775121227]"
      ]
     },
     "execution_count": 172,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mean_probs = [predicted_probs[df_guild['guild_rank'] == rank, 1].mean() for rank in unique_ranks]\n",
    "mean_probs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "id": "a38f141a-1f8e-4ee8-9fa8-64d482b25ce0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Guild Rank 1: 42.59% probability of non-zero contribution\n",
      "Guild Rank 2: 50.81% probability of non-zero contribution\n",
      "Guild Rank 3: 58.98% probability of non-zero contribution\n",
      "Guild Rank 4: 66.68% probability of non-zero contribution\n",
      "Guild Rank 5: 73.59% probability of non-zero contribution\n",
      "Guild Rank 6: 79.50% probability of non-zero contribution\n",
      "Guild Rank 7: 84.37% probability of non-zero contribution\n"
     ]
    }
   ],
   "source": [
    "for rank, prob in zip(unique_ranks, mean_probs):\n",
    "    print(f\"Guild Rank {rank}: {prob:.2%} probability of non-zero contribution\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c76a470b-3eee-48f5-8089-f4922f717e44",
   "metadata": {},
   "source": [
    "- At Guild Rank 1, a member has approximately a 43% chance of making a non-zero contribution.\n",
    "- This increases to about 51% at Guild Rank 2.\n",
    "- By Guild Rank 5, the probability rises to around 74%.\n",
    "- At the highest Guild Rank of 7, the chance of a non-zero contribution is about 84%."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 174,
   "id": "d43e88f8-3962-44eb-b135-06d2669435cb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(6, 3))\n",
    "s = sns.barplot(\n",
    "    ax=ax,\n",
    "    x=unique_ranks,\n",
    "    y=mean_probs,\n",
    "    color=nw_clr_single\n",
    ")\n",
    "\n",
    "_bar_vals = [str(p)+'%' for p in np.round(s.containers[0].datavalues*100,1)]\n",
    "s.bar_label(s.containers[0], labels=_bar_vals, padding=5)\n",
    "\n",
    "plt.ticklabel_format(style='plain', axis='y')\n",
    "\n",
    "plt.title('Probability of Non-zero Contribution by Guild Rank', pad=25)\n",
    "plt.xlabel('Guild Rank')\n",
    "plt.ylabel('Probability of Non-zero Contribution')\n",
    "\n",
    "ax.set(ylabel=None, yticks=[])\n",
    "\n",
    "sns.despine(left=True)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.4"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {},
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}