diff --git a/notebooks/topic_analysis.ipynb b/notebooks/topic_analysis.ipynb
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index 0000000000000000000000000000000000000000..4e2682366324321fe3f66a0921c81759edc404f4
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+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "dd3e72ab-4225-431a-ad57-dc0c6f0e5fda",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import os\n",
+ "import csv\n",
+ "import pathlib\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns\n",
+ "import nltk\n",
+ "import re\n",
+ "import statistics\n",
+ "import string"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "0ec5eeb9-85c6-4e2e-b1b2-eed2052ea09c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import warnings\n",
+ "warnings.filterwarnings(\"ignore\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "30e8298a-bb10-4ffb-8de5-66e18fb3c6e6",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "os.chdir(r\"C:\\Users\\onb1202\\OneDrive - Österreichische Nationalbibliothek\\Praktikum TK\\daten\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "7c726ff6-00ea-4c44-9efd-ce4ffceb8eeb",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df = pd.read_excel(r'topics_gesamt.xlsx')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "5f408d72-c89d-4ee5-a2a3-95245a32e254",
+ "metadata": {},
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+ "164 65 blattes natürlichen summe vergrößerten besoldu... \n",
+ "165 66 körpern stifte erlauben ansehen brin neun munt... \n",
+ "\n",
+ " probability newspaper topic_narrow \\\n",
+ "0 0.008930 wz NaN \n",
+ "1 0.005752 wz influence over countess \n",
+ "2 0.013217 wz accommodation \n",
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+ "execution_count": 5,
+ "metadata": {},
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+ "df"
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+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "38994fb3-d266-49c4-83c1-77f25e76ae83",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df = df[df['topic_broad'].notna()]"
+ ]
+ },
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+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "e07dbc0b-cc1c-497a-8aeb-ba2091a61637",
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+ "execution_count": 8,
+ "id": "94e97cca-0e23-4d79-b9e6-81f7b1adbb7b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df2 = df.drop(columns=['num_topic', 'topic', 'topic_narrow'])"
+ ]
+ },
+ {
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+ "execution_count": 9,
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+ "execution_count": 10,
+ "id": "3d33d1e6-e671-4e7d-8e2d-39e5630db25a",
+ "metadata": {},
+ "outputs": [
+ {
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+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
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+ "df2['topic_broad'].value_counts()"
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+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "d5a74d35-f355-42db-b0a7-5753bb308034",
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+ "metadata": {},
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+ "id": "3c5c3c25-f866-47d5-ac9a-aa65773e5f8f",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "tab = pd.crosstab(\n",
+ " index=df2['topic_broad'],\n",
+ " columns=df2['newspaper'],\n",
+ " values=df2['probability'],\n",
+ " aggfunc='sum'\n",
+ ")"
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+ "id": "caba35fb-1e70-4f9a-9745-3d196728120a",
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+ "id": "72b11a34-3978-44dd-8962-65d41bb01771",
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+ "outputs": [
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+ "output_type": "stream",
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+ "Index: 46 entries, advertisement to work\n",
+ "Data columns (total 3 columns):\n",
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+ "--- ------ -------------- ----- \n",
+ " 0 sz 46 non-null float64\n",
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+ "military, health military, health \n",
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+ "26 0.000000 0.006765 nature\n",
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+ "37 0.014462 0.038161 state\n",
+ "38 0.000000 0.007765 state, military\n",
+ "39 0.015009 0.000000 theatre review\n",
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+ "41 0.000000 0.005134 trade, obituary\n",
+ "42 0.000000 0.075910 travel\n",
+ "43 0.000000 0.017096 travel, obituary\n",
+ "44 0.000000 0.009331 travel, politics\n",
+ "45 0.000000 0.051358 work"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tab"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 82,
+ "id": "aafd8cbf-fd17-4be4-88af-ed9a4f0fc406",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
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+ " 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33,\n",
+ " 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45]),\n",
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+ " Text(1, 0, 'advertisement, health'),\n",
+ " Text(2, 0, 'advertisement, legal issues'),\n",
+ " Text(3, 0, 'aristocratic lifestyle'),\n",
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+ " Text(6, 0, 'aristocratic lifestyle, politics'),\n",
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+ " Text(14, 0, 'heritage'),\n",
+ " Text(15, 0, 'household, legal issues'),\n",
+ " Text(16, 0, 'insolvency'),\n",
+ " Text(17, 0, 'insolvency, advertisement'),\n",
+ " Text(18, 0, 'legal issues'),\n",
+ " Text(19, 0, 'medicine'),\n",
+ " Text(20, 0, 'medicine, advertisement'),\n",
+ " Text(21, 0, 'military'),\n",
+ " Text(22, 0, 'military, aristocratic lifestyle'),\n",
+ " Text(23, 0, 'military, foreign news'),\n",
+ " Text(24, 0, 'military, health'),\n",
+ " Text(25, 0, 'military, societal issues'),\n",
+ " Text(26, 0, 'nature'),\n",
+ " Text(27, 0, 'obituary'),\n",
+ " Text(28, 0, 'obituary, power'),\n",
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+ " Text(32, 0, 'religion, advertisement'),\n",
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+ " Text(34, 0, 'science'),\n",
+ " Text(35, 0, 'societal issues'),\n",
+ " Text(36, 0, 'societal issues, health'),\n",
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+ " Text(43, 0, 'travel, obituary'),\n",
+ " Text(44, 0, 'travel, politics'),\n",
+ " Text(45, 0, 'work')])"
+ ]
+ },
+ "execution_count": 82,
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+ "output_type": "execute_result"
+ },
+ {
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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "x = sns.barplot(x=\"topics\", y=\"sz\", data=tab)\n",
+ "plt.xticks(rotation=90)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 81,
+ "id": "cc4b624c-5add-4b4d-865e-52803097ce64",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16,\n",
+ " 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33,\n",
+ " 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45]),\n",
+ " [Text(0, 0, 'advertisement'),\n",
+ " Text(1, 0, 'advertisement, health'),\n",
+ " Text(2, 0, 'advertisement, legal issues'),\n",
+ " Text(3, 0, 'aristocratic lifestyle'),\n",
+ " Text(4, 0, 'aristocratic lifestyle, advertisement'),\n",
+ " Text(5, 0, 'aristocratic lifestyle, foreign news'),\n",
+ " Text(6, 0, 'aristocratic lifestyle, politics'),\n",
+ " Text(7, 0, 'aristocratic lifestyle, travel'),\n",
+ " Text(8, 0, 'craftsmanship'),\n",
+ " Text(9, 0, 'economic issues'),\n",
+ " Text(10, 0, 'educational text'),\n",
+ " Text(11, 0, 'foreign news'),\n",
+ " Text(12, 0, 'health'),\n",
+ " Text(13, 0, 'health, educational text'),\n",
+ " Text(14, 0, 'heritage'),\n",
+ " Text(15, 0, 'household, legal issues'),\n",
+ " Text(16, 0, 'insolvency'),\n",
+ " Text(17, 0, 'insolvency, advertisement'),\n",
+ " Text(18, 0, 'legal issues'),\n",
+ " Text(19, 0, 'medicine'),\n",
+ " Text(20, 0, 'medicine, advertisement'),\n",
+ " Text(21, 0, 'military'),\n",
+ " Text(22, 0, 'military, aristocratic lifestyle'),\n",
+ " Text(23, 0, 'military, foreign news'),\n",
+ " Text(24, 0, 'military, health'),\n",
+ " Text(25, 0, 'military, societal issues'),\n",
+ " Text(26, 0, 'nature'),\n",
+ " Text(27, 0, 'obituary'),\n",
+ " Text(28, 0, 'obituary, power'),\n",
+ " Text(29, 0, 'politics'),\n",
+ " Text(30, 0, 'power, military'),\n",
+ " Text(31, 0, 'religion'),\n",
+ " Text(32, 0, 'religion, advertisement'),\n",
+ " Text(33, 0, 'rumour'),\n",
+ " Text(34, 0, 'science'),\n",
+ " Text(35, 0, 'societal issues'),\n",
+ " Text(36, 0, 'societal issues, health'),\n",
+ " Text(37, 0, 'state'),\n",
+ " Text(38, 0, 'state, military'),\n",
+ " Text(39, 0, 'theatre review'),\n",
+ " Text(40, 0, 'trade'),\n",
+ " Text(41, 0, 'trade, obituary'),\n",
+ " Text(42, 0, 'travel'),\n",
+ " Text(43, 0, 'travel, obituary'),\n",
+ " Text(44, 0, 'travel, politics'),\n",
+ " Text(45, 0, 'work')])"
+ ]
+ },
+ "execution_count": 81,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
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Z5BM2t1vo83pRJ+oucDv5sCTP7O6fmzvL1LbM2rVPmzxr1/p5/YmsP1dntc182bypplVVv9DdP76/ZZtiaQcX91rPZPRTWb1HJav3qP93E8v26wPnz+3uH5k7y05Z8CQDT0nyim2TSZzU3b8+a7AJVNU7uvvec+fYaVe1L3fT9uHuVVXvXcJJA1tV1aO33LxhVpf+vmTDT9RdzHtyklTVvbM6efMm3f2VVXW3JN/XB9Hlv69LVXXf7n7b/pZtolpdeeJeWe0PeWd3/+PMkSax/qx5bnc/aO4sO6VWV1m4QVZXfn9rVsegNvK9eMmq6k3dvelXrbuSvV2QJWxHLfG1K/lC4fpp27YZf2lTTwpa77++98H8uWPX/lfhKjwnq8sgbfo0/Hu9Ksn2st7vJ/mGGbLshFt29/+oqp9Iku6+oqr+fX8POhRV1QdyNZeM3dSzzdc+mtVlZRehu/+sqv48yT2T3D/Jk5P8x6zO8NtUh1fVDfbOXLWeIeQGM2ea0s8m+ZMkd6iqV2R1FvIT5gw0paq6WXd/Oqty5pfog+QyExN4ZFaXQ3p3knT3JVV103kjTaeqfiarGXG/Ocldk7y5qp7e3X88b7LpdPeZSc6sqttkNfZnJDklq0snb5y9Oz6u6mS3eVJNa4nP673WZeONLRxvs5htii2+dr1z71PJZhcF1v4qyW2SfGx/K26QxT2vu/vzSV60/lqCpW0nf76qjs9qRu9N97Crua+zuvrERurur17PhHu/JA9N8utV9akNLwJ9a5LtReMT9rFsU3zj3oOLSdLd/7tWl9HdWOuDjGevDzJu5Gz8W61nwN24g8X7sahLnW/xpO5+4d4b67/nJyXZxG2K169Lmq/e1BPb9qW7/37993y/9aK3dPf75sw0sddW1UO6+5y5g+yU3jarc1X9bpI/nSnOjujuz2b1frzx78lrv5rk25KcnSTd/b6q+uZZE03rBfnSnsS+lm2Uqnpjdz8wyR/vY9lGWX/W/GxVffmmn6i6xQndfencIXZCVb0gV9+H2diTY5K8vap+LcnvJfnCTPW92Vfh/Nx6e3nvdtTufPHqbhtloa9dSXLXvcegki9sM979atY/pK33X/9iVpOWHZSUj6+9TyyheFxVd8mqnPjl22ZIuVlWZ6tuqn9en8m39w3pXtncg28PnTvAjC7Kquzzx7ny5d1/eb5I06mqNya5cZJ3ZDXbzz27+5Pzpprcy5O8sb54ma8nJvmteSNNp7tfX6tLBu89C/lpm3oW8trvZPUadn5Wv98rXWYiqxm+N9Hl3d1Vtfc96sZzB5rYLZMc193/kuQdVfUnSV6cLTu8Nk1VvTirS5ntnZ3tMVmXzTfckk52W9zzOkmq6jP50p18lyXZk+Tp28vnG2BJ2xR7LakokKz+lj9UVX+ZK29PPHy+SJNb3PO6qu6b1Ul+d8xqP9reK19t6mfNRW0nr72hqp6RLz0Qs1EnM3b3ycmqsNjdG33SwHZVdURWJ+feL8ndknwwq5mdNk5VfX+SH0hyp6p6/5a7bprkoJ0h5TqwmIOLey30ION7q+rsrLYTt75eb+rJEz+bBU0ysMVhVVV7y7jrv+1NPZngR7LaX39FVf1rNvwKq3tV1dOSPClfPPHp5VV1Rne/YMZYU3pakp+sqsuTXJ6F/J63OTrJV84dYkpV9YYk37HtZOxXdve3zRpsQt390aqth2SycdsY6xme75Nkd1VtvfrCzZIcPk+q6VXVDZN8WZJbrp/Le3/RN0tyu9mCTe9fk3xg/fe89bPmphZTD6uqlyS5XXefUFXHZDWz5kvmDjaBPev/3jerY2+/t779HVkdY95k91n/99lblnWSjbzi6Nrzk/xBkltV1f+X1THWn5430qSW9tqVrF6/vqK7/3eSVNUtsvn914P6xNVN/58/pT1V9XtJ/g979x0lWVW1f/z7kIMMQVAxEEUQyRkBySgKKAgiQRGQLMGAgIgg+Iqg8oqIZBFBFBBUQMk5hxkmIEFeQVSEn6KEkRye3x/n1HRNT88MDnXrTJ+7P2uxeurW9FpPM7er6p67z96/YeKbMbUtdC1JKuyah4k7pIwnLQ7U6kuk3ZqLS7oFWID0plSdzvgMSV8AzuneIdICf8n/zUK9C5jdxpIKuJYhFQg8rTTa7YWysZpj+9jc3XtD0sXxUbavKByrMfkGzC9InW+em9rfH+5sb5a/Llo6S5+dL+kUYJ5c0LULFXfis72/pNklLWn7wfy+tXHpXA17K2nx8mng38CTtl8tmqhBbdzs1tLzGuA44O+kzSMCPk3qGvsg8BNgvWLJmtGaa4oubSoUgFQQ0jZtPK/PAL5IuhlR3c3UIbTtOhnS52mAfbqO1byZ8f8k/Qo40/Z9pcP0yV+Au4Bv296zdJiGnQtcBhwNHNx1fHxtBfWDtO3mYkfbbjLOB/yLiW+UV9u5vYVNBjquIK19nUz6992TVIRdHdtVTrh6A3Yldax/DkDSMaSGKVUWH7fx37lr87ny1yeod/pCx/xDdOB7W8E8TfurpA8CztMm9gNqbNo2C/AWUk1N9+/ys9S9FrIHcACp0HgkA8XHzwInTuZ7avA7Km8OMshPgTMZ6Nj+R1JRbnXFx7bPApD0OWB926/kxycDVxaM1rjO5NE2sf3zfB3VqQ/5ROWNRdv22gXwfVJX71/lx9sA/1MwTz90Nq6+JukFprMNjZoOC6KHhdxFczDb3mWI48OepDVt31Y6Rz9JmolUfC3gwc6HkFpJ+hapAGQUqfjjiulxx0QTJM3ZhkLNDklvAXYGvgK8w/ashSOFHpG0LrAt8DHgTtJF4qW2XywarA8kvYuBbnQA2L6xXKJmSdoY2IT0HnWF7asKR2qMpM2B7wGz2F5U0grAkZV3lQRA0vtJ4+u+CMxo+92FIzVC0seBTwBbkEf1ZeNJHUJuLZGrSW09ryXdYXv1Qcdut72GpDG2qxuj3MJriu8CiwDdhQJ/tf3lkrmaJGlhYAnbV0uag/R6Pb50ria18Lye5LWrDdp2ndwmkuYirf/sDMxAWgP6pe1niwZrkNJo97WBD5G67j0E3FBjR6fc7WWyai5AzpsaOzcXr6n85iIAknYa6njn5noY3iSdDdwI3GT7gdJ5+kXSDKSip87v85XA6bV27c8dJZega/N1zWuaALlZyKqdNevcYfMu28uWTdYMpdawOwCL2j5K0nuABW3fWTha6KFc5LSl7b/kxwsDv7Y9eMpbFSTNDxwPbMTAa/X+tv9VNFhDJC3caebVJpL2rbgrfetJusv2qpLusb1iPjba9gqFozVG0oOk7s7/zo/nBW63vWTZZM2S9DFSA6Duz5tHTv47hjdJxwPn1XhvMQzI3do3YGANqC0NFqZLUXwcpkjSCUw6GnmCWrsoSPrsUMdt/6zfWfopL4JsQroBtQpwPnCG7T8VDdaQPC7nDOAtthfKN6P2sL134WiNyN2t1yF1P36UgcXra4sGa4Ckm22vrUnHu09XO4CakrsMbkDqUP+RFvy8x5CKru9joBuday/ia4u8cLsBcH3XAsi4Wm9IAEjajPR6/SFgXlL3l5ts/6RosIa1abNbG89rAEm3Af8LdHYjbw18KRcfV7ew2cZrihYWCuwG7A7MZ3txSUsAJ9vesHC0xrT0vP4OaSLBRUw8+WpUsVANatt1coekZUijN7tvxFR7XndI+hBpes48pPfno2z/X9FQDckbsdcmfc7ekXTNuEjRUA2Q9AgD6yAa9LRtV9nRW9KQo9w7BUChDrlAcVcmvXFea0OYDRh43VoMGA3caPv4krlC70j6PLA/8G7Sv+8awG22ax6DjaQvATuROtZD2pD+U9s/KJWpSZJOAl4HNrD9/lzodKXtVQtHa5SkLUhrm5DWvy4tmadpkj4CnArckA99CNjdFU/ibANJlzDlOonq70G16Vo5r+sdzaQ/b63XUNcDnwSusr2SpDWAY2yvWzZZcyTtTJpkd10+tC5wRM2bN3N35zmA9YHTSfdk7rS9a9FgDcqbdLcF3kf6vHme7bvLpmpOm167JI2w/ezkNt7XvOEepu/P11F8PI0kvQ84CXi77WUkLQdsYftbhaP11OS6J3TU+kaci647ZiPdPB9lu+YRKsCEbjA7Ax8hffBag/Sh86tFgzVA0h2kD1gXdxX+3Gt7mbLJmiHpQFLB8Ujbr5bOE5ohaXZgc9KH6pVInY/3LZuqWXmn6nK2X5rqX67AoKL6WYCZgedqLTLvdBsctPt6rO3lSmdriqQTGdgg8vfSeZrWxs1ubTyvASQtRuqKsibp3/x2Umfvx4CVbd9cMF7Ptfmaoi0kjQZWA+5oy0aCNp7Xkq4b4rBrLQpp23UygKTDgfVIi/S/BzYFbq71vM6bVT9GWvtZBDgb+DmpuO3btt9XLl0zJN0NzArcCtxMKt5rXeeymuUump3x7rMBi5K683+gaLCGDSo2n6DGm4wAki4AHgC2B44kdRK93/b+RYM1KL9mr0oqFtgTeMH2UmVTNUPS+bY/1fX7PJEar5c7HYBJHfdWyB3cv2l728LRGidpJVJxvUjvy/cUjtQYSaNyUVf3GlCV05868gbOVUmfMQG2A+62fUi5VM3L3YDXIJ3Xt9l+snCkxihNiB7qtbqqDUFK00Yny/YNU3p+uGvhtfLNwOGk5hmbk66ZZfvwosEakt+LTwCWAe4FFgC2tj22aLCGSXoH0JlwdoftJ0rmaVrnvlPX17cAF9nepHS2puUC1U+Spn8tZHuJwpEa0abXLkmX2t5siLWQTgPCKtdCYLKfr0faPrhcqgEzTf2vhMk4DTgQOAXA9lhJ5wJVFR/XWlw8NYML9STNTboZUy1J+5F2mz9J2vV0oO1Xcveyh4Dqio8BbP81NXyeoMqubAC2vytpbeAzwJmSFiB1s3qkcLTGSDrb9memdqwWks4jXTBdDpxI2vH0etlUffEwqQC3FcXHtufqfizpE6TCp1rdK2l7YMa8e3M/UtFAtWzvozSab2ng73lTwUy2xxeO1pRqdxxPQevOawDbD5MWP4ZSVeExtPaaYi1S94iFSesNtS/6vGT75c71hKSZmMJmihq08by2vX7pDP3WpuvkbGtgeeAe2ztLejtpXaRWD5E2m3/XE4+g/FXuhFyjTW3/s3SIfsudFZdg4s43N5ZL1JzBG3/yjfQ9CsXpp1W6/jwbsA0wZAegSrzX9jaSPm77rHw/ptqOkpKuAeYkT0MCVrX9j7KpGtUpIt+saIr+etH2i5KQNKvtByRVO/Z7UKeyP+f/Os/NV3GnslfyRgID5Psyta/ZfxRYoXNvQtJZwD1A1cXHpM1u/yathywtqdrPXkB3p73ZgC2B6ppo1F5c/Aa07Vp5dtvXSFLerHqEpJtIRX3VsT0qF9gvSVrDfdD2K4Vj9cNLwOOk1673SXpfxa/VAC/kr89LeifwL9Jm3TZ4L7AUaeP9fWWjNKo1r122N8tf23IOd5vc5+soPh7m5rB956CbMdV2Es0Xwwcxaav2Kjv9DOF50mJ9zeYHthrc+cX260rj32v0V0kfBCxpFlLhz/2FMzUm71BdhXQRcSapWPMcYK2SuRo2UYebXBCycqEs/XAmsL0rHW0+WFe31OeB0fmmTPco7Oq6pQ7F9m8kTRcfLBuyL3Ao6d+2c2PxqKKJGiZpN2B30k3jxUnjN08mdZesTks3u7XuvIb2jUkeQhuuKc4gdbMeSf3FigA3SPoaMLukjYG9gUsKZ+q3as9rSTvaPkdpLPQkbB/X70x90qrr5OyFvPbxqqQRwD9I4+1r9dnB0wYkrWX7loqvoWaQdAbwTtubSloaWNP2GaWDNUXS50mFfO8GRpO68N0GtGItN99Ir3qcPYDtfw069IPc9egbJfL0QacY4mmlEeBPkG4k12osaR1zGeAZ0s99m+0Xpvxtw5Ptx/Mf97Z9UPdzko4h3Z+qzd8kzQP8BrhK0lNUWLzX5VxScflIhuhURr2fv35IGvn9Nkn/Qyrm+3rZSH0xD6kQF2Dugjn6Ir9ObQv8gYHicpOm21XH9oXdjyX9Ari6UJzGqUUj7Qdp27Xyi52mbJK+QJrW97bCmXpO0ga2r5W01aCn3pc3TVxUJFgftPQ6+dL8efO7wCjSe1PNmwg678lbAX8CzgeOsv100VDNasVrVzdJ19jecGrHKjQP0+nn6yg+nnZPSlqcgZ2qW5N2yNTq58B5pLGMe5I65FbbMUTSJQwsfsxAupg4v1yivlh0cOFxp0Os7VpvNO5JGv39LuBvwJXAPkUTNWtLYEXSB0ts/13SXFP+luFJ0iFApxDk2c5h4GXg1GLBGmb7cknL5Bup3QsgPysYq0mdbqkjgYtLBumnQQsCM5A2FdTcZfFjtg8lFWoCIGkb4IJykRq3D6mb9R0Ath+SVPWFIrRus1sbz2tI3VEfAD5M15jkooka1NJrimdsX1Y6RB8dTCqoH0fqrvh76l+8bdN5PWf+WuU10xS07ToZ4O58I+Y00rXFf4A7iyZq1g+BlQYdO2GIYzX5KWmzbuez1x9J65zVFh+TbqiuCtxue31JSwHfLJypMYM2isxAKtisdu26I3d47uisD9T8vnVq7uh9GGkd6C3UW2iN7S8CKI1G3pn0OvYOUmfNmm3MpIXGmw5xbNizvWX+4xGSriPdQK72eqqtncps/1zSSFJTAQGfqPieW8fRwD35vBbwIervevwJYEnbrZjOOIQlgIVKh2jQmQyMtF+fPNK+aKL+aNu18gHAHKRN2EeR/q0/WzJQQ9YFrmXoCYUGqi0+pmXXyQC2O01vLpR0KTCb7WdKZuqDR0gbzp8sHaRPDmDi164NSPV81ckNjuYA5s9rA5334hHAO4sF649vA6MkXc90+Plads21Ks2RtBipgO2DwFOkF7Adbf+5ZK6mSBppe2VJY20vl4/dYHvd0tmakEdMdLwKPGr7b6Xy9IOkUbZX6no8IzDO9tIFY4UeknSn7dU6/9aS5gRu6/xO10jS0banmzfdpuXu1uuRikB+T1qYv9n21iVz9VP+oPke22NLZ2mKpDO7Hr5KGlF4Wq2jNwe/P03uWE0k3WF7dUn32F4xd20fVfPrNYCkK0lFIF+ha7Pb4I5HNWjjeQ3QdU6Ptb2cpJmBKyotMG/rNcV3gBlJi9Td0whGFQsVeqqN53VoF0mLACNqvJ6QtCZpHfMA0k3zjhHAlraXL5GrHyTdZXvVzmeRfGy07RUKR2tM1888Gljd9ks1/8x5PaSjc518oe0XyyTqj1zU1fEq6R7F920/WChS6KHctWodUjH9o6TumTfZvrZosIZI2os0SWQxUpeyjrmAW2zvWCRYgzrNX6Z2rDaDNk50PEO6tqhywmxnzZqupmC1XydLWpBU4CXgDttPFI7UKEmXAdvY/k/pLP0gaTwTN0R5AjhkcEfkWnTVSYyzvWw+dpPtdUpn65ear5U7JG1j+4KpHauFpBnbMkm3o23XyQCShiygr7hxGTDhs9cSTNzoqMppBG0iaX/SuuY7mXhizLOkWokflcjVD5LOBh4i1af+hens83V0Pp5Gth8GNsrFezPYHl86U8M6I80el/Qx0i/yuwvmadrdDIwSeR+wkqT/Z/uVqX3jcNPWDrEAkhYljT1fhIkXfbYolalh50s6BZhH0m7ALqTdqtWRtJTtB4ALhlrMrHhhb2tgeeAe2ztLejuVd98DyDu8tiD9Ho8G/pk3yAw5Inu4s71z6Qz9IGlT4KPAuyT9sOupEaSbqjW7QVLnvXlj0s23Swpn6oe32j5D0v62byD9f7ihdKheavl5De0bk9yaa4ouq+evq3QdM5WOrpO0GambwMKkzyECbHtE0WDNat15LeksYP/OeL68eP1927sUDdaQFl4nTzSWr9NUQHWO6puF1CV0JibujPos6VqyZs9JeisDE+zWIBU51exvuUvZb4CrJD3FxDdmqmJ7QrcqpXGjb6m98DjbNd+nmCC/jldJ0pBdjm0f2e8sfTI7cBwwstaCzEHOJXX9PZo0YaRjvO1/D/0tw94Huh/khjArF8rSTz8mTVwYS7qGWhYYA7xV0p62rywZrtckHQV8jlRU3ynWrPY6ucsC+euMwAclYbvmbprPA6MlXcPEm7H3KxepObZrnrQwlNaNtIdWXSt3HMKkkwmHOlaLRyRdTmoIc63b0bWyVdfJ2apdf56NNIlhFFBt8bGkz5O6XL+bVDewBnAblX72ypuSJ/n9rbHpj+3jgeMl7Wv7hNJ5+uxMYG1STcxipM+dN+b/J8VF5+NplN+UPsukN2OqvIjIN1VvIu3MPYFUIPFN21WOuVcagbQOMC9wO+kG6/O2dygarEFt6xALIGkMacTmOOD1zvFc8FSlXMS2CWlR7wrbVxWO1AhJp9nebVAHmA7X+GELJupuPZI0Dmg8cK/tD0zlW4e1rk6anyd1PT5cXZ36ayPpWOBbwAvA5aSC8wNsn1M0WI9JWh5YATiSiceojgeus/1UiVz9kBcyd6Xr9Ro4vfbFH0m3215D0hWkceB/B35le/HC0Xqmzec1TFj0uZB0Y/GnpAKow2yfUjJXU9p4TdE2kv4P2Io0Mabq1+iONp7X3Z1Sp3SsFm26TtbAqL7rSBNkukf1XWb7/YWiNUrSwrYfzX/uFGk+O5VvG9bypuQTgGWAe0nFMFvX3LWrW+5aPzdwue2XS+dpgqRzSdNTXiONhJ4bOM72d4sGa5iGnqgy0naVxYuSvtz1cDZgM+D+WjcEwYRryE5XxZtsjymZp0mSRth+VtJ8Qz1fUwFyd0MYUsEidDWEqf0+jaRfAkfZ/kN+vDRwIGlj50W1dR+U9CCwbK3vwUOR9BNgOeAPDFxTuPLX6yHHm9s+q99Z+kHSWsBo289J2pG0oeD4znVGbSStCtwPzEN6rRoBfNf27SVzNaVt18pdDUM+RSrE7RgBLG17tSLBGiZpdmBz4NOk3+FLgV/avrlosD5pw3XyUCTNDZxdeZOBcaSi69ttryBpKVJt27aFozVCUvf1/2zAJ4FXbX+1UKTGSNrA9rWSthrq+co3unU2q65KqgPak9QkZqmyqZIoPp5Gkm4l3WgbfDOmyouItuks3EraF5jd9rE131yE9l0owsBY+9I5QugVST8mLVx/Gvgy8B/S73XVnXLzRcQmwFnAobbvqrz4eHS+WNoS+ATwRVLRYpVjkiXNXHM3xTCgTZvd2npeS1rU9iNTO1aLll5TvB34NvBO25vmm8hr2j6jcLRG5I1uG9p+fap/uRItPa/HAOt1NojkgpgbnEet1qZN18lq6ai+FhdpzgQsSbpx/mAbPotJWhtYwvaZkhYgFZrX+rmrc528A6lr6EGkbrG1rgssReqYeiypYK9jBHBg7ZvQOyTNClxs+8OlszRB0n7A7kDnBuqWpMLUKjs8SbrU9maSHiF17lLX07a9WKFojWljQxgYeM0e6thQzw13ki4E9rL9j9JZ+kXSfbaXLp2j33Ih30K2HyydpWmSxpKaoiwHnE3awLqV7XWLBmuYpDltP1c6R9MGXSs/Rp70RWqgcartE8ul6722NwyBCVO+jgd2sD1j6TxNyJuvx9pepnSWkiTNTPr/UNUmgm6S7rK9qqTRwOq2X6rxM+aUKE2Iru49WdI3cxO6M4d4uvaNbtcAc5K6eN8E3Dw9XV/MNPW/EiZjNlc6zn0oSuNUTwLebnsZScsBW9j+VuFoTZGkNYEdSJ0Hof7fl5OA5fMH7K+SLhR/BlT3ptTleEmHA1cy8RikUeUiNSfvADqGNApIVDwWenK7nTpq3PUkScDRTuOgT1YalTOiJZ2cjiR1hr05Fx4vBjxUOFOTZs5fPwr8wva/0z9/ndpQFDBY3hB0BLAw6fNH5/W6uhtt3Wxfmv/4DGnXZrXaeF5nF5I2uHX7FfWOlW3jNcVPSeOfDs2P/0jqGFJl8THpuun3km5g4uuJ48pFalwbz+vvA7dK+lV+vA3wPwXzNK0118lu76i+pXNnyR2A35OLNIGqi4+B1RiYYLeS0ujvmseMHg6sQiq4PpN0HXkOsFbJXA2aOd9E/QTwI9uvSKq568qSpK6/85C6lXWMB3YrEaiQOUjjRmv1edLN8ucAJB1DutFY5XuW7c3y10VLZ2mapKVsPwBckLvzT6TGz12DPCjpJOCX+fG2wB/zhoIa10uOBu6RdC8Tf76utuMgcJukpW3fVzpIv0jaHPgeMAuwqKQVgCMr/nd+1bYlfZzUyOqMyXV/rkFeBzmDNMVtoXwvfQ/be5dN1oyua+VvAD/I14+HkdZ1byubrvecJkuMkfRz26+WztNPufvvtsCmwF2k7s9Vsv26pDGSFrL9l9J5+kXSJaTNAwAzAEsDF5RL1Bd/kzQP8BvgKklPMXHTgapo4skxM5Dut72jUJxG2T48f6268d5kjCX92y5Duo/+tKTbbL9QNlZS+w2iJp0taTfS+IHui8VqRj8Nchqpi8IpALbH5k4ptRYfHwAcAvza9h9yIdt1ZSM1rlUXitmywGeADega/ZQf1+hYYHPb95cO0gebT+E5M9AxpBr59/c35AIu238uGqiPbF9A14WS7YdJI0VqdYmkB4AXgL1zB6sXC2cKvXUGqaP1SFJHulZo4Wa31ujqzDb3oA1CI0hjoGp1AO27ppjf9vlKY4Sx/aqkml/H/oc0aWI20g3GNjiAlp3Xtn8m6W7SdaJI3Zxqvonemutk5VF9wGNDbWCtcdNq1rYiTSSdDSwOjGbg87VJm+5rtSWwIjAKwPbfJc1VNlKjTgH+DIwBbpS0MKmLeZVs/xb4raQ1bVdXADI5SpOvOq9XMwILkEaf10pMvCbwGhN3A67KUEW43SoryP0yaaPA94d4rsrPXYN8DtibdG0h4GbgK6TC4xo3o59Fagoz0STdyp1FKkB+gnQPvdNYocqJBNkRpM1u1wPYHi2p5s0U4/Paz47Ah5TGgM88le8Zzn4AfBi4GFKxqqQPFU3UH1vbPjJPVNmY9L51ElDVtCRJ59v+FGmjyCTXxrW+duVpE6OB80nTU6rv6g0sCPxB0p3AhJ+34o0ikDbGdLwKPGr7b6XC9IPtLfMfj1CaXDg3cHnBSE0bycDkmFeBRxhoGlIVSVNsEFtzUxjbXwSQ9BZgZ1KjgXcAs5bM1RHFx9PuZVJHkEMZWPAy9e60n8P2nYM6K1a788v2DcANMGEEw5O29yubqnGdC8XPAOu04EIR0o2YxWy/XDpIn/y/lhQet3W3E8Dtkla1fVfpIP2Ui293Y6CLFQC1jtawfXDudvOs7dckPQd8vHSu0FPP2L6sdIgC2rbZrU1a2ZmtpdcUz0l6K/kaWdIapF3YtZrP9ialQ/RTm85rSSNyd5/5gCeAc7uem6/izedtuk5eF7iWoTevVrlpNWtVkWa2Cqnjc9VF1oO8nDcpd96T5ywdqEm2fwj8sOvQo5JqLGAb7B5J+5A2+k3Y1FfregjpmqLjVdJaZ7X3KEg3E++Q9GvSjeSPU+9EERi6ELejqoJc27vlr214nZpE7s71fYb+N/9Pn+P0w5P5fapNfkK619imgutXbT8z6D56zZ89twW2B3a1/YSkhah8kortvw769615s31H52f8GHCy7d9KOqJgnqbsn79uNsW/VZ/lbde+FjDYW5j431mkDUI1+6jtg7oPSDpm8LFa5PXqsbaXgQlr2bV7v+2JmpTliSI1qnlT/RRJ+gKwDqkR4aOkz9s3FQ3VJYqPp92XgPfafrJ0kD55UtLiDNxE3hp4vGyk5uRClz1JH6pHkrq0HWe75gunzoXiLm25UCTdaJsH+EfhHP1yt6TzSCMmuju213pDFUlzA4cDnR3IN5BGXdVaBLM+sIekR0k7NtvQUQDgt6QPV1fTggUfSdsAl+fC46+TRl19i1QUU41Bo4AmUflO5OskfZdU8FL1uPNBqt/s1tbzusWd2dp4TfFlUheYxSXdQupGt3XZSI26WtImtq8sHaRfWnZen0u6IdHpHtEh6t583prr5LaO6mtpkea9pG4g1a5lDuF8SacA8+TpfbuQNvtVSdL+pELN8cDppK7PBwO1v0efDTxA6sR3JLADUHPjgW/Z/kz3AUlnDz5WC9vHSboeWDsf2tn2PQUjNapNhbhDTVzoVut6faez5KAu5hNUvIY9UtLRpGvltqzz/cX2xaVD9Nm9krYHZpS0BLAfcGvhTE0aT5qi+1qeZrcU8IvCmZr0V0kfBCxpFtK/b82fuToey9cUGwHH5GK2GQpn6jnbj+evj5bO0mfvyJvc2jSJcqbBxaiSZi8Vpk82BgYXGm86xLEq2H5d0hhJC9n+S+k8fXIrqVag221DHBv2bH+zdIaCZgeOA0ZOj5uw1a6GD70j6WLg07afL52lH/Io1VOBDwJPkVq172j7zyVzNUXSaNsrSNqBtHPgINIvca2LHwDkbjdL2L5a0hzAjLbHl87VlLx4uxxwFxMv+lRZ+CPpzCEOu+JuKEi6kHST8ax86DOknZxTXOAdrvLv8CRqv2DuvGaXztEvksbaXi6PujqaNDLna7ZrG3W17pSer3m3ah4DNJhtV9PlZyiSLgO+AFxge6W82W1X25sWjtYzbT2vJX3V9rGSTmDoG4y1dk1t6zXFTKRu1wIetP1K4UiNkTQemJM0GellBjZ+jSgarEFtPa/bpE3XyW0d1Sfp7cC3gXfa3lTS0sCatqvtppk/X68A3Enl53U3SRsDm5Den66wfVXhSI2RNMb28pI+DOwDHAacabu6m23dJN1je8WudYKZSf/WVV47ShrV/W+aP3eOtb10wViNkrQSqbvR68AtlRcrApDP470YaCZxPXBKTdcVk1mn76h2vV7SgrYfb9sadhvX+ST9mLSh8RLa0whnDtK05AmfvYCjBncirIWkkaT3p3mB24G7gedt71A0WEMkzQ8cTyrCFWmD2/62/1U0WMPyef0RYJzthyQtCCxb2yb8vL43VNFU1et8km4gT6K0vWI+dm+nY2xNJO0F7E1qJPCnrqfmIn3G3rFIsAa18WfukHQtsCppDei5zvHa1oAkvQN4F3AOqclkp7PTCFK3+qVKZWuapHcDJwBrkV6/bya9L/+taLAWi87H0+41YHS+aOy+cKryxrnth4GN8oi+GWouSM1mzotcnwB+ZPuVzpjCWuUuKLsD8wGLk96oTgY2LJmrYYeXDtBPbevmlC1u+5Ndj78paXSpMH0wZAcYUtF1zS6V9FHbvy8dpE+6R12dVOuoq1qLMN+INnX7GWQf0ma3pSQ9RtrsVtWCdYvP604nkLuLpui/Nl5TjAHOA86z/aep/f3hznYbx3y15rzOxT6TVXHxT5uuk9v4OwzwU1KH2EPz4z+SXrurLT4GjigdoIRcbFxtwfEgnZtsHyUVHY/RoJEqleoUYz4taRnSRKRFysVphqRDgK8Bs0vqjIYWafPXqcWCNUzSN4BtgAtJP++Zki6ovBsdwEnAzMCP8+PP5GOfL5aox1q6Tt/azpItXeebnXTvfJOuYyZNeatSblZ2KAOfsWsn289L2hU4ITcdGF06VFOcJmFXtU79RuTz+qKux49T4TSZlq7vQQsmUXY5F7iM1NDp4K7j423/u0ykxrXxZ+54C2maXYeAYwpladKHgc8B7yZ1xO0YT7p+rtmZpHN8m/x4x3xs42KJWi6Kj6fdb/J/rZDHaHyStHg5U+dDiO0jC8Zq0inAn0njRm/MO7GfneJ3DH/7AKsBdwDkHYxvKxupWbZvGKrbc+lcoadekLS27ZsBJK0FvFA4U5M+0P1A0oykjnS12x/4mqSXSDfeqt6NTEtGXXXkMXVHA0sDs3WO26511HmbPUa6OLyOtBnqWWAn0vjgqrTtvLZ9SX5PWsb2gaXz9FEbrym2ALYljXp/nVTMdn6tI85yUdMOwKK2j5L0HmBB23cWjtakNp3X389fZwNWIf3MInUFvoOBEehVadN1cotH9c1v+/xczIftVyW9NrVvGs7auAFM0lakm2tvI7121X6dPFLSlcCiwCGS5iJ1iq3dqZLmBb4OXEy6yXpY2Ui9Z/to4GhJR9s+pHSePtoOWLHTNVPSd4BRQO3Fx6vaXr7r8bV5k2M1JO1o+5zJTWGoePpCd2fJTqWTqfw9qo1TJ9pUYC/pB7YPkHQJQ0/7qqrLYhdJWpO0JrJrPlbldSOApAWA3ch1Ep3jtXaqbxtJI2w/K2m+oZ6vuFDzSUmLk1+78iTK6orLAWw/AzxD+nzdFrb9Z0n7DH5C0nwVn9cAMw1eB5I0e6kwTbF9FnCWpE/avrB0nj5bwHb3NJmfSjqgVJgQxcfTzPZZ+QVqIdsPls7TB78lvSGPpKvTc61s/xD4YdehRyXVvjv5JdsvdwrL89i6KjtYdbS023Pb7EX60DU3aRHz36RCtqq0tQNMRwt3JX+KNOrqe7afzqOuai7mO5PUge9/gfWBnRm4QRHq8lvgadLN1L+XjdK41p3Xtl+T1IYNMRO08Zoid7A6Fjg2F9kfRip8qvUG1I9JhU0bAEcB/wFOJI11q1KbzutOhzJJvwR2tz0uP14G+ErJbE1q03WypK/mDl0nMHShQJXTzYDnJL2VgRuMa5DW/EJdjgU2t33/VP9mHXYFVgAezl343kr6jF27sxloGHJWPvb2YmkaImkp2w8AFww1maDiaQR/Jm2CejE/npWJRybX6jVJi3cmqUhajIEpYLWYM39t1ZpmC9dwO35Ky6ZOSDqToT9f11ioeXb++r2iKfrvAOAQ4Ne2/5Bfq68rG6lRvwVuAq6mvvekkLpnbkaqg+lsiukwUGXDEFowibLlWndeS9oL2BtYTNLYrqfmAm4pk6o5nQ2NwCJDbWqsdUNj9qSkHYFf5MfbAf8qmKf1ZFddW9gYSZuTLiRmsb2opBWAI2vdwSjpXtvLlM7RtLbuOAeQdCyp4OezwL6kN+b7bFc7IiiPAFoNuMP2ivnYONvLFg0Wek7SCADbtXZlA6CFHWAmyJ1+lmDiDqI3lkvUe23dfS1ppO2Vu1+fJd1ke53S2UJvteXzJrT3vJb0fdJr9QXAc53jtqsau9nmawoASYuQNspsS7ohc57t70/xm4YpSaNsryTpnq7riTGDOrVVoc3ntaTRtleY2rFatOk6WdLmuTv/TgxdHPGzArEalwv3TgCWAe4FFgC2tj12it8YhhVJt9heq3SOpnWKUocqSIWqi1IBkHQ5Aw1DJhTC1PbZS9KptneXNFRRk21v0PdQfSDpN6RNbVeR3qc2Bm4G/gH1bpKRtCGpUPPhfGgRYGfbNRe1tY6ktUmTNs6UND8wl+1HSudqgqS7bK866Lqx2usJAEmf7Ho4G7Al8PdaX7cAJM0JvGD79fx4RmBW28+XTRZ6ofbf2dA++TXqO7YPzK9fM9geXzpXCG9GbkY3L2nq6MFdT42v8R66pD1snyLp8KGer3nim6SFgB8Ba+ZDtwD75+Y4oYDofDztjiDdjLkewPZoSYuWDNSwWyUt2+n0U7FW7jjPDiZ1CRkH7AH8Hji9aKLmtarbs6RZGeiG0j0WqLpx9h25083hpJHIlnQzaaNIlTufWlx4/Hlgf+DdwGhgDeA2UhfCmrRul2r2oqQZgIckfQF4jDQ6uGqSPsikr9dVFsB0acvnTWjpeU3qovkvJn59NlBV8TEtvqaQdAcwM6nAfBvbD0/lW4a7V/Jifad76ALUO+K9tec1cL+k04FzSP/WOwI1dxJtzXWy7UvyH+8jTZJZhIHPXgaq+uwlaRvbFwBPAesCS5KuKR60/UrRcKFnJG2V/3i3pPOA39A1xa62TV/Al0jd2ocqtjX1rQsM9m7bHykdomm2d89fq5y2MAW/zv91XF8oR7/dApzCwNSFU0jrfNXJ9xT3ZdL1nyqbHHXkAolVSJ9FzgRmIX3WrnXTTOumTgwe/S3pF6SOsTW7BtiINBEJYHbgSuCDxRI1QNIPbB8g6RKG3sBZ6+vXpZI+avv3pYOEZklajknfl2u7hppoSqHt56b298PwltcJ1ia9bt9k+zdlEzXD9jOkz1jblc7SD7ZPyV+rLTKeHNt/AWr9zDEsRefjaSTpDturD9qpOtb2cqWz9ZKkcaQ3oZlIXcoeJi1Yi9RVoKqft40kXWN7Q0nH2D6odJ5+alu357Z0Q+km6SrgRtLiJaRxMevZ3qhcqtBr+b1qVeB22ytIWgr4pu1tC0cLPSBpVVKBzzykkfZzA8favr1kriZJOps05nw0A6/XrrU7SBs/b7bxvA7t0DUSuxUk7UDq8LwSadT51sDXc3FfqISk2YC9gA/lQzcCJ9l+cfLfNXy17ToZQNKDwIGkzdgTNhDU1i2jq1v7KNtDdomtlaS1SI0kFiZ95ux8zqxuA2cecz45dp3jzltL0qnACS3ZwNl5T96brhvnwMm1vie3laTzgWeBn+dD2wHz2t6mXKpmSBoDnMGkn0FuKBaqD/KkjRWBUTXfX+2IqRMgaUngd7bfWzpLU9oyMUfSyrZHSlp3qOdre/2SNJ6BRjBzktasX2HgemJEwXihxyT9BFgO+AMD78vVXkO1ZUph20n6MfBe4Bf50LbAn2zvUy5V6CVJiwHHk5qzmbRx84s1N4Zp4888vYvi42kk6QzSLsaDSZ1E9wNmtr1n0WA9JmnhKT1f242YNpJ0H+lG6snA9kzcSbPq8YS54+CuwCakn/sK4HRX+sLYpnH2HZ2x9oOO3W17lVKZQu91ja4bDaxu+6UaF/ZCe0i6H1i61vejweLzZntIeh9wEvB228vkThJb2P5W4WjhTZL0pSk9b/u4fmXpt7zpaUPS9cQ1tmvuiNtakmYHFrL9YOksTWvbdTKApJttr106R9Py5tyZgBVIBXsTqbhLGZIeAL7IpJuxq5yKFNojr+u+F3iEyjdwwoSi1PEMNBmotii1zSSNsb381I7VoNPkqHSOfpN0p+3VujZGzQncVutrF0yYJtKKqRNKI1ReY6ADMMATwCGDOyLXRNItwL6de6qSViFtEFpzyt8ZQpheSLrP9tKlc/TLZDauVlts3VaS/gAs01nXy+t+42x/oGyy0CuSbgdOZKDA/NOkzyTVXme08Wee3s009b8SJmNf4FDSot4vSDdjjiqaqAFR7NEK3yAV0b8bGFwUUPV4QtuvA6cBp0majzSqsNobqrRrnH3HdZI+DZyfH28N/K5gntCMv0mahzRO9ipJTwF/L5oo9EwuVjyQgS5lANiu9v2J1AXlHcDjpYP0Qxs/b7b0vIb0uetA0thcbI+VdC4QxcfD31ylA5QgaXHgEdsnSloP2FjS47afLhos9JSkLYDvksZBLyppBeDIWgs1W3idDHC4pNNJTQZe6hyssNvPx0id2s8Gqp2ANBnP2L6sdIgQGrBp6QB9tuSgAtTrcufYUJd7JK3RmQwkaXXglsKZmnK8pMOBK5n4M0jNDWEEXCrpFGAeSbsBu5A+f1ZJ0jbA5bb/IOnrwEqSvlXrv7Nt58YgrZq0AewPXCDp76R7q+8kdZcMIQwft0la2vZ9pYP0g+2dS2cIffEgsBDQuQ/3HqA10xdaQrbP7np8jqQvFEvTH238madr0fm4ByTNCMxp+9nSWUKYVpIOs11dAf2USLoe2IJU9DMa+Cdwg+0pdm4brtrWDQUmjESak4HORjMyMDqm+pFIuXsqwIm2f1Q0TJ/kcV9zkxZ0Xy6dJ7x5+UbiyUzapWxksVANk3QdqSPdnUx886nKIqc2auN5DRN1qr+na7RqdKoPw1aeurAKsAhwOXAJqSjmowVjhR6TNJK0Kff6loyFvp4WXScDSDoHWIr2jFZdwPY/S+foJ0nfIa0HXERLirtCqJGknwInDypK3cn23kWDhZ7K65lLAn/JhxYC7ie9R1e1li3paOAzwJ+Y+DNI1RuTJY0CDqJr0obtq8qmak7n2kHS2sDRwPeAr9XcmU3Sj4CzbN9VOku/5CLzK0ivWVuSxoAfFp83Qxg+JH2ItLb3BC25jx7qJekS0maYuYFVSfcbAVYDbrW9UalsoTdy0wiArwJPA78k/ZtvC8xac+1XXud7mkE/M6kbMrb/XSxcS0Xn42mUO3TtSSoWGAnMLek4298tmyy8GW0cFyxpKdsPAL+TNMlO5MovjOe2/aykzwNn2j5cUs07vdrWDQXbrezC12H7/ZLeSlroqpqkeUm7Ncfn/5YBqnz9krQG8Afb4/PjuYClbd9RNlljXrV9UukQfXZE6QChcW08rwGezJ1iOyO+tqbCDt9tvKbokPRu4ARgLdK/883A/rb/VjRYc163/aqkrYDjbZ8g6Z7SoZrQ5vOa9Jr9TGrS1gptu04GWN72sqVDNE3SD2wfAPxE0iTdKCrf6NYp7lml61jV077aYqi1zG6Vr2u2hqRxpN/ZmYHPSvpLfrww0IrOdACSvg08A5xu+1+l8zToI6UD9NGWwGItbKBwG/C07QNLB+mTzqbzjwEn2f6tpCMK5umHDYC9JP2Z1AymDQV8h9m+IE9o3Jg0aeQkBj6HhhCmfz8hbQoax8CmoBCGq++VDhAaN5J0XdxZtN6j6zkD1RYfMzBdYo9Bx3ch/eyL9TdOiOLjabd0vhmzA/B70i7dkaRRnGH4amOh4peB3Rh65GbtN2JmkrQg8Cng0NJh+mD8GzwWhjFJCwNL2L5a0uzAy7Z/VzpXkyQdBXwOeJiuLiHU+/p1EmlccsdzQxyrySWS9gZ+zcRdyqrdtWj7htIZQuNad15n+wCnAktJeow0jWGHspEa0cZrio4zgXOBbfLjHfOxjYslatYrkrYDPgtsno/NXDBPk9p8Xt8raXtgRklLAPsBtxbO1KS2XScD3N6S0aqdcYStuwFle/3SGUqT9HHgiQo3rQ61ntlR87pA22zW9ed5gXXyn28kdTtqizuBxYH/JX3+rJLtR6f+t6oxBpgH+EfhHP22PrCHpEcZmFJIxYWpj0k6BdgIOEbSrMAMhTM1rXWNcJi4yPzkWovMuzppDqnyDY2hfn+xfXHpECH0Qvd9RklvJ3U/BrjTdts+e1bJ9qKlM5TS5p99eiV7sp8PwxRI+gNpHPa5wI9s3yBpjO3lyybrD0lXA68AJ9q+tHSeEKZFHoN0GHCz7b0lLQZ81/YnC0drRN5l/h7gKdIOqHlI3Qb/AexW+6j3NpC0G7A7MJ/txXNxxMm2NywcrVGSHgSWbUuXEEmjba8w6FjNo78fGeKwbVe7a1HSeCZdxH0GuBv4su2H+58q9FIbz2uAfINta2ARYD7gWdLPfWTJXKF3JvMeNcmxWkhamjQR6Tbbv5C0KLCt7e8UjhZ6SNIcpCLcTfKhK4CjbL80+e8avtp2nQwTxrsvTtoUE6NVKzSZ7u3PACNtj+5znCJyx9RlgZlst7EgKFRA0v7A54GLSK/VnwBOs31CyVxNkTRfCzaotpqk64HlgLuYeGNy1cV7uXnGJGotPM/XEx8Bxtl+KG/0W9b2lYWjhR6SdCnwGKnIfGXgBVKBV1V1A5LWndLzbWmqka8hIdVJ/KhomNAzkn5Mund+CRO/L19UKlOTckHqt4F32t40r3OuafuMwtFCD0n6FKmB5vWka6h1gANt/6pkrtA7kmYG9gI+lA9dD5xi+5VioULrRPHxNJK0H6nb8RjSLsaFgHNsrzPFb6yEpHcCCwJr2D6xdJ5ekzQbsCvwAWC2znHbuxQL1ZA8Iniyav1A3UaSTgZ+bfuK/HgT0qLX+aQx0TH+aZiTNBpYDbjD9or52LjaRwhLuhDYqy07NSVdRLpwOCkf2htY3/YnSmUKvSXpm8DfSZvcBHwaeAfwIOlcX69cuhCmnaTLSZ3JRjHQEQbbU+pYN2y16ZqiI29S/Snwi3xoO2Dn2jdCtUlLz+tVSMXHizAwQSwKUyvSlgIYSeOYcpeyas9pSecCq5BuIkNay70LWAq4wPaxpbKF3pG0DLA0E78//axcotBrksaSCiKey4/nJG0Cq/L1S9JDwGjSJJHLHDfzqjO5Ir62FO/VTtKIPEF3vqGej80FdYki8/aR9FZSnUTVk0fbRNKZQxx2rWteki4jfc481PbykmYC7qn9nnLbSBoDbNy5hy5pAeDq2jbHtJmk00nTGM/Khz4DvGb78+VShbaJ4uMekjST7VdL52iCpP1tHz+1Y7WQdAHwALA9cCRpHPT9tvcvGqwBk/kg3VHlB2pJX7V9rKQTGOLGm+39CsRqnKS7ba8y1LGaO9K1iaQ7bK8u6R7bK+YLxVG13oTpyAUhvwXupQVdQiS9DfghaXysgWuAA2otvm7jjs3O7/KgY7fbXqNNkzZq1sbzGkDSvbaXKZ2jX9p0TdEhaSHgR8Ca+dAtwP4VFvCdb/tTkyvkq/mzV0vP6weBr5A+a77eOV7hed3K6+Q2mVyRdUdt53Q3SVcAn7T9n/z4LcCvgC1J3Y+XLpmvCZLuJt1IPtf2U6XzNE3S4cB6pOLj35PGvd9se+uSuUJv5c9eq9p+MT+eDbir1gIJSSJ10NyF1GzgPOCntv9YNFgI4Q2RdKntzfL0K5MaDHRUP/0q1C1P3TyaSTd+VXle5w1PL9h+XdL7SJsYL6t9LTfUTdJdtlft3FPOx6JeoDKDm5RJmgEYU+s1VBsNdd847iWHfptp6n8ldJO0o+1zJjOuD+C4vgbqn52AwYXGnxviWC3ea3sbSR+3fVbukHJF6VBNsL1z6QwFdMbh3F00Rf/9W9JBwC/z422BpyTNSNdN9Jq1YBTSDZK+BswuaWNSR9xLpvI9NTgLOAYYRwvO5Vxk/OnSOfroJNKOzR/nx5/Jx2resfl6HoXUGXvUfcM8dg7WoY3nNcCtkpa1Pa50kD5pzTVFh+2/AFVu/hmkU2i7WdEUZbTuvAb+absNn6nbep3cGjUXF78BCwEvdz1+BVjY9guSXprM9wx3nwZ2Bu7qKkS+suLOqVsDy5M6de2cRwifXjhT6L0zgTsk/To//gRQ7Vjo/Pt6FXCVpPWBc4C9c/eyg23fVjRgCGGKbG+Wvy5aOksIDTgTOBz4X2B90udOTfE7hrcbgXUkzUtqBnM36R7rDkVThfDmPJc7eBtA0hrAM2UjhQZcnjdkdyYVbkvasBvq8ZqkxW3/CUDSYnRNHm2DPHHi37ZrXeOb7kXx8X9vzvx1riGeq27xVtJ2pI5Gi0q6uOupuYB/lUnVF52dik/nkX1PkEashgp03Th+3vYF3c9J2qZApH7ZnrQY8BvSIsDN+diMwKfKxeof2+/vjEIqnaUhB5PGYI8D9iBdPLThZtuTtn9YOkTTWtyNbtVBuzOvzTfaarYDaYPXj0n/1rcDO0qaHfhCyWChZ1p1Xnd1h50J2FnSw6RO9SLdU6+1S2zrrikkHQt8C3gBuJxUBHSA7XOKBusx24/nP+5t+6Du5yQdAxw06XdVo3XnNXB4Hl93DRNP2bioXKTea/F1cmiHc4HbJf02P94c+EXuYHZfuVjNsf1/wKGSDiNtlvkJaZPjT4DjKxz13ulE96qkEcA/gCo777WZ7eMkXQ+sTbqW2Nn2PWVTNSevYe5I2qz6/4B9gYuBFYALgChoDGEYkHSN7Q2ndiyEYWZ229dIUt7keISkm0j3IGsk289L2hU4Id+nqfYzSGiNL5E+Wy4u6RZgASZuhBMqYPtASVsxcA11qu1fT+XbwvByIHBdvu8mYGHSpqA2OZv0Wnah7a+UDtNGUXz8X7J9Sv7j1bZv6X5O0loFIjXtVuBxYH7g+13HxwNjiyTqj1Pz7sXDSB+63gJ8o2yk0IBDSAu1UztWBdtPkhaph/J//czST3m07BK2r86Fey/b/l3pXE2w/TpwWv6vTUZKOpr0et1dEDKqXKRGtLUbXet2bNp+mFQQMZSb+5klNKZt53Ubu8NCO68pNrH9VUlbAn8DtgGuI3Vpq9HGTFpovOkQx2rSxvN6Z9JI1ZkZmLJhoKri4y6tuk4O7WD7KEm/Z+Bm2562O9dV1XYrk7Qc6TXso8CFwM9J/w+uJRUv1uRuSfOQ1kNGAv8B7iyaKDQir/XUtt4zObeRbqJ+wvbfuo7fLenkQplCCG+QpNmAOYD58zVUpyvsCOCdxYKF0BsvSpoBeEjSF4DHgLcVztQkSVqTdO2waz4WdTZh2MpTkdfN/y1Jeo960PYrU/zGMCzlBgq1rmO2Xt4MtAQDv8sPtK0DsO2NJAlYunSWtlK9k9aaJWmU7ZWmdiyEMP2RtCnpxsungPO6nhoBLG17tSLBGiLpB7YPkHQJQ3dLrXY0tqTdgN2B+Wwvnj94nVxbV4GujpJDqrijJACSrhvisG1v0PcwoeckbUga4zbRjk3bQ/27D2st7m7dOm06r0O7SPqD7Q9IOg240PblksYM6vQ97EnaC9gbWJyJN/HNBdxie8ciwUIjJI2zvWzpHE1r23Vym+Vuvy/kzavkooHZbD9fNlnvSRph+1lJ8w31fIXdfyeQNBJ4GjiD9J78UtdzF9neqlS2pklaBBhhu+bGGaFyuSDku7a/VDpL6B9JZwHPAyfavrd0nvDmSNofOIBUaPwYA8XHzwKn2f5RoWghvGmSViU1S5kHOIp03Xis7TtK5mqKpHWBL5PWfI7JjSQOiPX6ukn6OPBExef19bbXK50jhBDeqMmt73XUvM43vYsdWf+lvKvtg8ACkroXfkYAM5ZJ1bzciv8Y0q5FMTAieUTRYA0Z9G/b8Qww0vboPsfpC0n7AD+3/XR+PC+wne0fFw3WjL+TOoduQeqG0jEe+GKRRM06O3/9XtEUZewDrAbcAWD7IUk17r5ua0dJAGyvXzpDP0laBTiUVKw44bNcrUXmLdux2dbu1q3TsvO6tdp4TQFcIukB4AVgb0kLAC8WztSEc4HLgKOBg7uOj699gaul5/Xtkpa2fV/pIA1r23Vym10DbETqDAupI9+VpPXO2pxLul4eSdrcp0FfFysXrTm5oPxC298e6vkaC4+7x9fb/vPgYyEMN7Zfk1TVBr7whvwIWAj4DHVPU2kF28dL+hHwNdtHlc4TQo8tYvsu0jXFzgCStiHfi6uN7RuAG/JGzs7kwig8rt/qwLKSZrK9aekwDbglv0+dBzzXOVjhVNkQQj261/cGq3adbziIzsf/pbyzbT1gT6B7tNV44BLbD5XI1TRJ/wdsbvv+qf7lCkg6F1gFuCQf+hhwF2nU6gW2jy2VrSmSRtteYdCxe2yvWChSo3L3iJ/Zrna85lAkzQ4sZPvB0ln6QdIdtlfvnMuSZgJG1VqkmcdbndPZRNAWuYvEmaT34tOAlYCDbV9ZNFhDJD0IHAiMY2D0N7YfLRaqAZI2sH1t3gA1iTwmqGqS5rT93NT/Zhgu4rxulzZeU8CETYzP5oKJOUidB58onavXcmHXWNvLlM7ST208ryXdT+py/QjwEgObsau7pmjrdXLbTGb9Z5JjYXiTdKPtD5XO0bSukfbXkdbsu0faX2b7/YWihfCmSfo+sARwARMXhMR1YwXy567v2D6wdJbQLEm32V6zdI4QeqltE6Jzc7ozgLfYXihvENrD9t6Fo4UwzWKqbAghhF6Jzsf/Jds3SLoZWNb2N0vn6aP/15bC4+ytwEq2/wMg6XDgV8CHSLspqruhCswgSc47EvLi1yyFMzUmF0O8VdIstl8unacfJG1O6n48C7CopBWAI21vUTRYs26Q9DVgdkkbk8ZjXzKV7xnO3gHcLWkU8BPgis7vdOV2yZ0kPkzq0L8zqRi5yuJj4J+2Ly4dog/WBa4FNh/iOQPV3mzrXswEYjGzLq09r1uqjdcUAO8HFsmbvjp+VipMU2y/LmmMpIVs/6V0nj5q43n9kdIB+qWN18kt9ZyklTrdjCStTOpYXy1JAnYAFrV9lKSFgHfYvrNwtCZdJekrTNrFqrYO/XswMNK+u0PXs8CJJQKF0EPzAf8CugtA4rqxEvlz18rd92RCta6U9Engovi3DsOdpE2BjwLvkvTDrqdGAK+WSdUXPwA+DFwMYHuMpOo3+rVNbqLwZVITr906kwttX1o4WlN2zV28J5AUXUMrJ+ks4HngRNv3ls4Tek/SgsC/a5622tJ1vuladD6eRpKubdOuH0nHk4rafkPq9APUu8s+dzZavnOzTdKswGjb76+1G7Ck7wKLkDp6m9Td+6+2v1wyV5MknULqkHoxE9+IOa5YqAZJGklarL6+cw5LGltjx66O3JFuV2ATUvebK4DTa17kyx+2NiEV4K4CnA+cYftPRYM1qHMe5/eq623/utbXagBJGwLbkcYlt+E9eVHbj0ztWE0k3QFsDVzc9Xp9b9u6a9asjed1G7X0muJsUofY0cBr+bBtVzmKUtK1wKrAnUx8PVHt5r42ntdt07br5DaStCrwS+Dv+dCCwLa2R5ZL1SxJJ5GmxmyQX6/mBa60vWrhaI2RNNTnStuu8maypH1tn1A6Rwgh/Deiu3U7SBoPzEm6Rn6BgUkqI4oGC2Ea5CYZKwBHAt/oemo8cJ3tp0rkatrgKav52Bjby5fOFnpH0nmkjfWftb1MniZ8W61TgibTwXyk7ZVLZQrNy2tCCwGr2T6odJ7Qe5KuJt2judD2V0rnaUIb1/mmd9H5eNrdI+li2rMoMIK0A2aTrmM177I/F7hd0m/z482BX0iaE7ivXKxGHUTqFrIXafHjSuD0ooma9/f83wzAXIWz9MOrtp9JtantYPt14LT8XyvYtqQngCdIO83nBX4l6SrbXy2brjEjJV0JLAocImku0gfOWu1MGm0+MwM/Z83vyReSCmC6/QqoegHE9l8HvV6/Nrm/G4alVp7XLdTGa4pVgKVr3ug1SJumIXW08bxum7ZdJ7eO7bskLQUsSVr/ecD2K4VjNW112ytJugfA9lOSqp32BWB70dIZ+uwnkr5O6lK2ewu6lIUWkDQbqanCB4DZOsdt71IsVOi16G7dArbjM3Wohu0xwBhJ55LqTBay/WDhWP3wV0kfBJyvI/YD2jQxui0Wt72tpO0AbL+gCm+q5/WADwBzS9qq66kRdH3mDHWRNKft52zfBdxFukcVKmR7o/zatXTpLA1q3Trf9C6Kj6ddqxYFbO9cOkM/5dbsvwfWJt2I2dP23fnpHcola04u0jwp/9cKtr8JAx+2Sufpg3slbQ/MmG/C7AfcWjhTIySNI70mD6nWbs+S9gN2Ap4kbR440PYruQP0Q0Ctxce7knbbP2z7eUlvJRXo1mp528uWDtG0li+AxGJmpVp+XrdOG68pgHtJE3MeLx2kH2zfIGlhYAnbV+fxjDOWztWklp7XrdLC6+TWkLSB7WsHfQYBWEJSzQ0VAF6RNCN5nUDSAtS9YRUAScuQbjZ1Fy3+rFyiRv2E1KXsg/nx30hNQ6L4OAxnZwMPkMa8H0n6rBVrAxVp2323thpiLPR7gAVjLHQY5j4CfA+YBVhU0grAkRVPgtoTOB54F+lz5pXAPkUThSa8nLsdd64bF6dr+mhFlgQ2A+YhNRXoGA/sViJQaE6+13g68BZgodzBfg/be5dNFt4sSfNN6Xnbf+hXlgJauc43PYvi42nUtkUBSe8jFaW+PY+ZWA7Ywva3Ckdr0uzAs7bPlLRAraOwJZ1v+1OTK9astUgTQNKawBm058PWvsChpAulc4ErgFp/hzcrHaCQ+YGtbD/afdD265Jq/n9yle0NOw9s/0vS+cCGU/ie4ex2SUvbrr27YJsXQGIxs15tPq/bqhXXFF3mB+6TdCddi/O13nyStBuwO2lz8uKk1+2TqfczSEfbzutWaeF1cpusC1zLxJ9BOqptqJD9EPg18DZJ/wNsDXy9bKRmSTocWI9UfPx7YFPgZqDW4uNWdCkLrfNe29tI+rjts3KXyStKhwq909L7bm30Y/JYaOAo4D/AiUCMhQ7D2RHAasD1ALZHS1qkYJ5G2X6S2HDdBkcAlwPvkfRzYC0qbHRk+7fAbyWtafu20nlC4/6XtJnxYkgd7CV9qGyk0CMjSet5Q619GFisv3H6qnXrfNM7tWcaam+1bVFA0g3AgcAptlfMx+61vUzZZM3IC/SrkMbzvU/SO4ELbK9VOFrPSVrQ9uO5Y9ckBhcx1kTSHaQ3ootrP6/zzp8rbG9UOks/SfoCcI7tp0tn6QdJZ9v+zNSO1SKPn5wDuI50U7Xz4XoEcJnt9xeK1ihJ95MKnB4hFXYJcK2bRdq2AJJfr8+yvWPpLKE5bTuv26pN1xQdktYd6rjtG/qdpR8kjSbdbLuj63piXM0TCtp4XrdNm66T22qoDQM1byLIk4DWAP5N2hwi4BrbVXcPzU0Glgfusb28pLcDp9seqvh82JN0K+nf95Y8enNx4Be2VyscLYRpJulO26tJuhHYG3gCuNN2zTeRW6Vt993aStKozljorn/nMbaXL50thGkl6Q7bqw86r8dWfI/iTIZu4LVLgTihQXmy6hqk68bbc+F5lfI91l1Jkxq7p+XEeV2Rybxex+eQMOzlSbOtWeeb3kXn42l3GnlRAMD22LzzvMriY2AO23cOahjxaqkwfbAlsCIwCsD23yXNVTZSM2x3RiLvbfug7uckHQMcNOl31cP2Xwed16+VytIk269Jel7S3LafKZ2nj94B3C1pFGkE5xWue9fNB7of5CLGlQtl6Yc9gAOAd5J293V+mZ8ldY+o1UdKB+izeyTtQ0sWQPLr9QKSZrH9cuk8oTGtOq9brDXXFB21FhlPwUu2X+5cT0iaiSFuRlWmded1G7XlOrnFLgRWGnTsV1R67ZgnAX3f9prAA6Xz9NEL+Wd/VdII4B/U3fXmcCbtUva5oolCePNOlTQvcBipU9lbgG+UjRR6rG333doqxkKHGt0raXtgRklLAPsBtxbO1KRLu/48G2lt5O+FsoSGSLomT1n93RDHanQ26Rr5w8CRpO7eUbxXn79K+iBgSbOQXq/j37kieerTDsCito+StBDwDtt3Fo7WGEnHA+fZrrkeZFiJ4uNp17ZFgSdzx4jOxfHWwONT/pZh7WXbltT5eecsHagPNmbSQuNNhzhWk7Z92HoRGCfpKuC5zkHb+5WL1CzbX5d0GLAJaTTOjySdD5xh+09l0/WOpEOArwGzS3q2cxh4GTi1WLA+sL2opG/YPrJ0ln6x/Wgef71OPnST7TElMzWsjQsgfwZukXQxE79eH1csUei1Np7XbdSaawpJN9teW9J4Ji6+7XTnH1EoWtNukNT5DLYxqSPdJYUzNa0153WLte06uTVyR5APAHNL2qrrqRF0bYaq1JWSPglcVPmG5G53S5qH1EBjJGnEe7U3nmxflTeed7qU7V9zl7LQDrZPz3+8gbo3D7RZ2+67tVWMhQ412hc4lDSZ8RfAFcBRRRM1yPaF3Y8l/QK4ulCc0GNdU1bnzxu/uqesvrNYsOa91/Y2kj5u+6zcaPGK0qFCz+0JHA+8C/gbcCWwT9FEodd+TNrYtgHpvXg8qfHAqiVDNWwU8HVJ7yN9zj7P9t2FM7Wa2rPe2luSLgO+QBovulJeFNjV9qaFozVC0mKkArYPAk+RRr3vaPvPJXM1RdJXgCVIBblHA7sA59o+oWiwBkjai3STfDGguxhzLtKowmrHvkuan/RhayPShcSVpJsT/yoarCGSdhrquO2z+p2l33Kh5s6kjrHXkW5GXWX7q0WD9Ziko20fUjpHv0gabXuFzui60nn6RdL+wG7ARfnQlsCpNb5HAXRGAXXGtkmamdTFfIPS2ZqSR9pPwvY3+50lNKON53Ubtemaoq0kzUAaT7gJ6XriCtJI+2oXWuK8rl/brpPbRNLHgU8AW5A6aHaMB35pu9pOZXlzzJykLt4v5sM1b46ZiKRFgBG2x5bO0muSlrL9gKQh1wRsj+p3phB6RdKQXY7btAG/dpO577aD7UeLBgs9F2OhQ6iLpCWB39l+b+ks4c3L99wOIBUaP8bEU1ZPs/2jQtEaJelO26tJupFUK/IEcKft2PQWwjDSqZPo3HfMx8bYXr50tqZJmg/4JPBpYCHbSxSO1FpRfDyN2rookLsazWB7fOksTcudqybcRLZ9VeFIjZA0NzAv6cbxwV1Pjbf97zKp+kPSArb/WTpHP+XOVe/LDx+0/UrJPE2TtB+wE/AkcDrwG9uv5EKRh2wvXjRgj0laCxht+zlJO5JG6R5f63tT3l2+JrAAE2+e6HRZXK5IsIZJGgusafu5/HhO4LaKf97WLoDkMfa2/Z/SWUJvtfm8bpu2XFO0laQtgd/bfql0ln6K87pubbxObhtJa9q+rXSO0KyhxgPXODJY0qm2d5d03RBPOzb3heFM0pe7Hs4GbAbcb3uXQpFCQ9p0362NusZCV7vRK7SHpB/YPkDSJUw8+QoA21sUiNW4ISZ9PQEcMrgjchjeJO3bps31kj5P6o66HHAm8BbgG7ZPLhos9ISkExjidbqj5snYbSPpDlLd4l25CHkB4MpOIXLNJK0GbEtqtnCf7c3LJmqvKD6eRpJmtP1aWxYF8pi+zwKLADN1jsebUn0kvY2ucZu2/1IwTqMkPUTaOHAecKHtp8smapak9YCzgD+TCgXeA+xk+8ZyqZol6UjgjKGKbyW9v7YOA7kodXnSheLZwBnAVrbXLRqsQZLeQeoyOMmiVsVF1+OAVW2/mB/PRrqgWLZssmZ0LYAsC/yUFiyASFqG9Ds8Xz70JPBZ238olyr0UhvP6xBqJOlM0jizG4FfkgpxXy2bKoQ3p23XyW2Urx92BT7AxOs/VRezSdoC+FB+eL3tS0vmaUrXyODrgPWYeGTwZbbfXyhaCOFNkjQrcLHtD5fOEnpD0p+A24GbgBtt31c4UmhAnki5LakpTIyFDsOapJVtj5Q05D0n2zf0O1MIvZTvzSzNxNfKPyuXKIRp0zURey3SOX1efrwNMNL2F4sECz0naQfSZ82VSLVAWwNft31B0WANknQMsBWpOd35wEWxhl1WFB9PI0l/AS4nvUhfW/NYVQBJt5IWQcYBr3eO2z6rWKgGDLFzccJTVD6OUdLmwHGkkSL/ABYmdVL4QNFgDcu7YT5N3g1DGjV6TtFQDZE0Etje9oP58fuAX9heuWyy5kg62/ZnpnasFl1jNb4BPGb7jM6x0tlC70j6Eqmj96/zoU8AP7X9g1KZQm/lz12H2r4uP14P+LbtD5bMFUJ4Y9p8TdFGkmYGNiUt8K0NXGX782VT9V6c1+3SpuvkNpJ0AfAAsD1wJLADaf1n/6LBGiTpO8CqwM/zoe1IN9sOnvx3DU+DRgb/veup2kcG7wP8vHOzSdK8wHa2f1w0WAg9lM/rO2OUbD1yQfnqwDqkwpClgDG2tywaLDQixkKHmuTmbC/Yfj0/nhGY1fbzZZM1o21TR9tK0uGkDZxLA78nrffdbHvrkrmaIuntwLeBd9reVNLSpKmrZxSOFnooTwnapDMNO69lX2l7/bLJQi9JWgrYkLRWf01tDfgGk7Qn8CvbT5bOEpIoPp5GkmYHNiddJK4EXEq6GXNz0WANieK1+kkaQ+radbXtFSWtT1qk371wtL6QND+p+HoH2zOWztMESWNtLze1YzUZ/NqVF0DG2V66YKzGSLqBtDFmF9Ki9T9JCyJVdsTtkLQEcDST7kZerFiohklamXRTQqTOKPcUjtQYSd8Gjh10E/nLtr9eNFiDJI2xvfzUjoXhq43ndQg1y4u2HwF2BtaxvUDhSCH0RBuuk9tI0j153Wes7eXya9gVtjcona0peUrQCoOKI+6pfD2kbSODR9teYdCxe9owZjTUK0++6tzAmxFYADiqTb/btZM0E2lzzLqkjYxvBcba3qNosNCIGAsdaiLpdmAj2//Jj99CKmarsnlGG6eOtlH+7LU86Vpx+Vyce3qtr9eSLgPOJDXCWT5/Lrmn9nvKbSPpQVJR+b/z43mB220vWTZZ6BVJx5Mma9xaOks/5XN5CSauDal24vv0bobSAYYr2y/YPt/2VsCKpNF1NY8SOVvSbpIWlDRf57/SoUJPvWL7X8AMkmbI3RZXKJypUZJGSNopf7i+FXgcWK1wrCbdLekMSevl/04DRpYO1QRJh+TubMtJejb/N57U1fu3heM1aVvgJWAX208A7wK+WzZSX5wJnAS8CqwP/Iy0AFSz0cCvSN2P/yVpobJxGrVp96gU208BHy0Xpy8elnSYpEXyf18njT8P9WjjeR1CdSR9RNJPgf8jjTM7HViwaKgQ3qQWXie30Sv569N5pOzcwCLl4vTNPF1/nrtUiKZJ6hSRPyZpq8H/FQ3XrBkkqfMgF5jPUjBPCL2wGakBzubAJqSudFF4XJdngR+Q1nx2sr1mFB7XR9Ixkh4iTZz4A7ByrYVsoVVm6xQeA+Q/z1EwT9NezVOwP07qeHw8MFfhTKH3Ot28X5U0gnRPudomR8D8ts8nTz23/SrwWtlIoQHfAe6R9NO8jj2K1PE61GMU8HVJ/yfpu5JWKR2oaZI+D9wIXAF8M389omSmtpupdIDhTNK6pEKvTYG7gE+VTdSol0kFbIcysNve1P2Bq22ezjtTbwR+LukfpEK+mo0BfgMcafu2wln6YS9gH2A/crdUoMrxk7aPBo6WdLTtQ0rn6RfbT0i6kLTLC+BJUnFq7Wa3fY0k5TFXR0i6CTi8dLAmSNqX9LP9P9JCgEjvybV27ZpR0qy2X4IJ0ydmLZypabuQLpYuyo9vJHXTDPVo43kdQo0+B/wS2KPz+xxCBdp2ndxGp+buIF8HLgbeAhxWNlLjjibdbLuOdP30IaDWtYJ1gWtJxYqDmYFrjNpcAZwv6WTSz7knaTJUCMPZt2x/pvuApLMHHwvD2nakjsd7A5+XdCtpwtk1ZWOFHnuE1HEwxkKHmjwnaSXbo2DCpMYXCmdq0nhJhwA7Ah/KG91mLpwp9N7dkuYBOs27/gPcWTRRs56T9FZy7Y+kNYBnykYKvWb7zNxgYPV86ODcwCxUwvZZwFm5eegngWMkLWR7ial863C2P2mCzO2215e0FOm+eihEaZNW+G9JeoTUdfB84GLbz5VN1CxJfwJWj4vjekmak3RhOAOwA6kLzM9zN+Qq5ULF6l8EJV1je0NJx9g+qHSefpK0FjDa9nOSdgRWIu1KfrRwtEZI2g3YHZjP9uKSlgBOtr1h4WiNknQLsA6pE/C1wGPAd2odGSPp/0jvydW+PneT9FVgC1KHa5MKcy+2fWzRYA3o3ESUtH/unhAq1abzOoQQwvDSluvktpI0A7B17m5UPUlr2b5F0qzAfKQbEwLuiJttdcnn9h7AhqR/4ytJI5Kjc1cYtiSNsr1S1+OZgLG2ly4YKzQg3yzfFDgAeJvt2csmCr0gaaUpPd8p2gxhOJK0Kmkz9t/zoQWBbW3XOm31HcD2wF22b8qTKNez/bPC0UJDJC0CjLA9tnSWpuT3qROAZYB7gQVI6wXV/sxtlTegLwHM1jlm+8ZyiUITJK1Gap76CeC+midtSLrL9qqSRpNqJl6SNNr2CoWjtVYUH08jSSNsP1s6R79Iuhj4tO3nS2cJvZd3aF5he6PSWfpB0iUMdPCehO0t+hincZLuI3U9Ppl0cazu52te5JI0Flie1BH2bOAMYCvb6xYN1pD8AWs10o3UFfOxcbaXLRqsYXmh637SGN2jgBHAd23fXjJXU3K3ro3zCKRWkLQpXTeRbV9ROFIj8uv1pqQOdOsx6ev1vwvECg1py3kdQo0kjWfK1xMj+hgnhJ5o23Vym0m60faHSufoB0kjba88uICvZpK+NKXnbR/Xryz9JmkWYEnSa9mDtl8pHCmEaZI7K34NmB3o3I8RaTrlqW2a8la7PMFuBeD/gJtJk6/usP1iyVyhN/IaLqRCn1VIE0ZEuldxh+21S2ULoRckzUz67CXggZo/e+UGXi/afk3S+4ClgMtq/pnbqNPMa2rHapI3t3V+j+MaqkKSPk/qEvtuUnPNNYDbbG9QMlfoHUnHAFsBfyI1T73I9tNFQzVM0q9JE4MPADYAngJmtv3RkrnabKbSAYYbSScwMHpgkudt79fvTH3yGjA6XyxPGCdb8c87EUlXA68AJ9q+tHSeXssXS89Lmtt2G8ZpfC9/3Qp4B3BOfrwd8OcSgRr2DeBg0ofKwTeZTHpDrtWrti3p46SOx2dI2ql0qAa9ZPvlzvtTvmisepdR3jzxKdsHkkYg7Vw4Uj88DFwv6XdM/J5c7U1k25cBl5XO0Qcnk0YDL0Ya69X9YdP5eKhEi87rkNV+TdEmtucCkHQk8ARpk5tIE2TmKhgthDejbdfJbXaVpK8A5wETJrlVutHtFUlnAu+S9MPBT1a6rtnK9yFJ6wFnkV6vBLxH0k7RzSkMR7aPBo6WdHQUGlfvO8Co6NJeJ9vrA0j6JbC77XH58TLAV0pmC+HNyoXHewGdTY3XSzql4sLFG4F1cvfQa4C7Sd0ldyiaKvSEpNmAOYD5879x577MCOCdxYL1x2rAIqS6sZUkER29q7M/aQrU7bbXzxM3vlk4U+itR4A1bT9ZOki/2N4y//GIXMM4N+n+eigkOh//l7qK1tYCliYt1ANsA4y0/cUiwRo2uWI922f1O0sJkt5JGhmzhu0TS+dpgqTzSTudrmLim0813ogBhu72U3MHIEmH2T6qdI5+knQD6YPGLsA6wD+B0bV2ApZ0LPA08FlgX2Bv0liNQ0vmapqka4EN2zIeWtLhQx23XeXF4qDukrMAMwPP1dxVUtJJtvcqnSM0p43ndWjHNUXbSLrD9upTOxbCcNK26+Q2kvTIEIdtu7qNbpLmBzYCjiFtzJ5IW9Y120DSSGB72w/mx+8DfmF75bLJQvjvSVrK9gN5FPYkap5i1zZDFO/dAJxccfFeKw01AjrGQofhTtLppPXMzufpzwCv2f58uVTN6UxSkbQvMLvtY+P3uB6S9id1z3wn8BgDxcfPAqfZ/lGhaI2SdDawOKkbbmcjlGuuDWkjSXfZXjVPT17d9kvx+lWfvHFiCdLEDQBq3YwtaQZgrO1lSmcJA6Lz8X+psygt6XPA+p1FAEknA1cWjNYo22dJmh1YqLOIWzNJ+9s+vvPY9t8lbdN9rEK/y/+1yQKSFrP9MICkRYEFCmdqTNsKj7Ntge2BXWw/IWkh4LuFMzXpYGBXYBywB/B74PSiifrjHuC3ki5g4s0TF5WL1JxOkbGkudJD/6dwpEZ1ukt2SPoEaTd2taLwuH5tPK9DuqYA/k7qbB7q8JqkHYBfkjYUbMfAYn0Iw1WrrpPbyPaipTP0S+768ktJ99seUzpPP0j6ai6GmDC9r1vFN5Jn7l6ztv3HXNQXwnD0JWB34PtDPFf7FLu2OYlUvPfj/Pgz+ViVxXstdn8u1DyH9Du8I3B/2UghvGmr2l6+6/G1kmr+vC1Ja5I6He+aj81YME/ooVz/cbykfW2fUDpPH60CLN2Wxk4t9jdJ8wC/IU3Ceop0jyJUQtLnSR2u303aTLAGcBuVXjfafl3SGEkL2f5L6TwhieLjafdO0hi7zkjCt1Dx2AVJm5NGcM4CLCppBeBI21sUDdacnYDBhcafG+JYTX4FvNgZ8SVpRmDWspEa90XSKKCH8+NFSAWboRK54PhC0k4vgCeBXxeM1AhJ19jeEDja9kHAaaUz9dl8wL+Y+EO0gSqLj/NovrNJPzeSngQ+a/sPRYP1ie3fSDq4dI4QeinO67pIGscQxT4dtpfrY5zQrO1J14jHk/7Nb8nHQhjO4jq5cpL2AX5u++n8eF5gO9s/nuI3DmNtKTzOOsVMdxdN0X93SzqDdK0MqbArNnyFYcn27vnr+qWzhMa1rXivrXYmdbjePz++kVRkHsJw9pqkxW3/CUDSYtS9GfsA4BDg17b/kH/e68pGCg14QtJctsdL+jqwEvCtiqdO3Au8A3i8dJDQHNtb5j8eIek6YG7S1OhQj/2BVYHbba8vaSmgymnJXRYE/iDpTiZuTFdr/eJ0T7GRZdpI2hk4goEPlusCR9Q6ri+PrtsAuN72ivnYONvLlk3WW5K2I90sXhu4qeupuUjjYjYqEqwPJN0ObNTpoCnpLcCVtj9YNlmzJM0KLJUfPmD7pZJ5Qm9J2o3UKWQ+24tLWoI0um7DwtF6StJ9pAXMk0mvYep+vuILYwAknQXsP+jm+fdt71I0WEMk3Qocavu6/Hg94Nu1vl5L2qrr4Qyk3djr2l6zUKQQ3rQ4r+smaeH8x33y104RzA7A87aP7H+qEEJ44+I6uW6TGf19T2e9L4ThKL9u7UNa0xWpsOvH8foVhjNJswF7k85rk+5XnGz7xaLBQs9IGgVsM6h471e2VyqbLIQQpkzShsCZwMOkz14LAzt37lmEMBxJGmt7OUlrA0eTGvN9zfbqhaP1lKRLSJ8t5wJWAO4EJlw3RfFePSTNAIy1vUzpLKE5ku6yvaqk0cDqtl8aau2vJpLWHeq47Rv6nSUk0fl4Gtk+U9IVpDFI95N2h9Tcnv5V289IE9ezlQrToFtJu7vmZ+KxZuOBsUUS9c9sncJjANv/kTRHyUB9sgSwJDAbsLwkbP+scKbQO/uQxtjfAWD7IUlvKxupEd8ADiaN0zhu0HNtGMe4XKfwGMD2U5JqvnE+Z/cinu3rJc1ZMlDDNu/686vAn4GPl4kSQs/EeV0x248CSFrL9lpdTx0s6RYgio8rkQtCdgU+QLqeAKDWDVChVeI6uW4zSFJntGqefDVL4UyhxyStAhxKKgSZcA+g1gkMucj4OOA4SfMB747C41CBn5HuS3TGf29H2ti4TbFEodcOBK7LEycmFO+VjRR6LTdEORpYmomvGxcrFiqEN8n2NfncXpL0+lXlplVJP7B9QFex5kSiSLM6ne7dHwNOsv1bSUcUzNOU75UOEPrD9uuSxkhayPZfSucJjfmbpHmA3wBXSXqKumsXAT6ap4FPIOkYIIqPC4ni42kk6fOk9uXvBkYDawC3UW+B172StgdmzBcT+5EKdauSCwUeBdrYde45SSt1OqRKWhl4oXCmRkk6HFiPtOjze2BT4GbSwm71JHVGcZ5o+0dFwzTnJdsvdzZOSJqJCjdO2P4V8CtJh9k+qnSeAmaQNK/tpwDyjcaaP+M8LOkwJh4n+0jBPI2yHTddQnXivG6NOSWtbftmAEkfBGreLNJGZwMPAB8mFZXvwMC4+xCGpbZfJ7fEFcD5kk4mXR/vSctGbkr6OPCE7TtKZ2nQz0lFbeOA1wtnaZyk64EtSGsBo4F/SrrB9pdK5grhTVrS9vJdj6+TNKZYmtBzbSneC5wJHA78L7A+qcBcU/yOEKZzkrYBLrc9VtLXgcMlfavCKZydezBRrNkOj0k6BdgIOCZPV5mhcKae63QGlXRMFO+1woLAHyTdCTzXORibJ+phe8v8xyMkXQfMTf3rfBsDBw06tukQx0KfKDe5CP8lSeOAVYHbba8gaSngm7a3LRytEbkD7qHAJqSL4iuAo2od8ZVHYR8DvI308wqw7RFFgzVI0qrALxnYBbMgsK3tkeVSNSv/Hi8P3GN7eUlvB063vflUvrUakt4KrGH7d6WzNEHSscDTwGeBfUmjCu+zfWjJXL0maSnbD0gaciRfhQs+E5H0WeAQ4Fekm+efAv7H9tlT/MZhStK8wDdJYzchjZP9Zqf4uhaSTmAKmwVs79fHOCH0RJzX7ZI38/2EtNgD6TPJLrW/L7eJpHtsr9g1lnFm4ArbtW5KDi0Q18n1y2M39wA2JK13XUn6N35tit9YEUnfBpYFZrK9aek8TZB0s+21p/4369D1nvx54D22D++8P5fOFsK0kvRT4GTbt+fHqwM72d67aLDQM3mSyt6kNT4DN5H+zau879ZWkkbaXlnSONvL5mM32V6ndLYQplXXOsjapM7e3wO+Znv1wtFCmGa5HuYjwLg8SXdBYFnbVxaO1ghJo2yvNOhYXENVRtK6Qx3vFKGH4S2v8Y21vUzpLP0gaS/S9dNiwJ+6npoLuMX2jkWChaq7AjbtRdsvSkLSrLnoa8nSoZpi+3lS8fGheRzjnJUvgBwLbG67NV2rbN+Vi+i7d9m/UjhW017I4yZelTQC+AfpjapakhYGlrB9taTZgZdrLTzODiaNwh5Hurn6e+D0ooma8WVgN+D7Qzxn6u3KD4Dtn0m6m/RzCtjK9n2FYzUmFxm3oUDx7vx1LVLnvfPy422AajfGhOrFed0ieRPf8vlzpmw/UzpT6LnO9dLTkpYBngAWKRcnhJ5o3XVy2+R/3zNIHa0NPNimwmMA218rnaEPDpd0OnANMKGLpu2LykVq1Ey5OOBTpDXsEIatvBHIwMzAZyV1RiQvBFS73tVSPwPGAyfkx9uRumxuUyxRaMKLuTDkIUlfAB4jNT4KYTjrXD98DDjJ9m8lHVEwTwhvWq6Huajr8ePA4+USNaO7eE/S2K6n5gJuKZMqNOij0eG6XnmNb4ykhWz/ZerfMeydC1xG2vh0cNfx8bb/XSZSgCg+fjP+Jmke4DfAVZKeYqBjbHUknUsaw/gaqTBibknH2f5u2WSN+X9tKjwGyF269gI+lA9dL+mUyguQ786/x6eRzuv/AHcWTdQgSbsBuwPzAYsD7wZOJnU7qoqka2xvCBydP1CfVjpTk2zvlr+uXzpLKbnYuBU3YCRdBWxj++n8eF7gl7Y/XDRYj9k+C0DS54D1O+9HeTx0lTvNQ/3ivG4HSUOO95bSVFXbx/U1UGjSqfl9+OvAxcBbgMPKRgrhTWvVdXIbSVoPOAv4M2nz5nsk7WT7xoKxGpU3q54JnFvbxJgp2BlYilS8+Ho+ZrpuplfmSNKkvptzg4XFgIcKZwphWm1WOkDomyVtL9/1+DpJY4qlCU05AJiD1EziKGB9YKeSgULogccknQJsBBwjaVZghsKZQghvTBTvtcvGwEGDjm06xLEwfC0I/EHSncBznYO2tygXqRm5wc8zpE2bYToie7JTf8MblFvVzw1cbvvl0nmaIGm07RUk7QCsTHozGlnr2AVJxwPvIBWXt6E7CLkbysykG1AAnwFes/35cqn6R9IiwAjbY6f2d4crSaOB1YA7bK+Yj00Y9VUTSfeRiulPBrYn3VCdoLZx55K2mtLzNb92tVFnnOzUjtVC0oPAmp1Fj1zkdbvtaidOhPrFeV03SYdP6Xnb3+xXlhBCeDPacJ3cRpJGAtvbfjA/fh/wC9srl03WHEnvJRXjbkuaRHEmcKUrXhivdb0nhLaRtDywTn54k+0oTK2IpJ8CJ9u+PT9eHdjJ9t5Fg4UQwlRImgP4CDDO9kN5AsWytqO5QgghTAe6O1wDf+p6ai7gFts7FgkWei7XK07CdnS3Dn0TnY97oCW/tDPnzrifAH5k+xVJ1S7QAyOA54FNuo7V3B0EYNVBu+yvbdMue9t/Lp2hD16y/XKn656kmUjndY2+Qdqt+W5gcHdBAxv0PVGzNp/Cc7W/drXR693jUyQtTL2/ywDfAe6RdF1+vC5wRLk4IfREnNcVi+LiEEItWnKd3EYzdwqPAWz/Ma/5Vcv2/wGHSjqM1FH0J6Trqp8Ax1fa3el2SUvnKUEhhGFI0v7Abgys650j6VTbJxSMFXprdeCzkjojkhcC7pc0DnCtzX9CCMOf7efpuu9k+3Hg8XKJmiHpEqZw76XGrpIhhGpEh+v2+GieBD6BpGOANtQxhulEdD4Ob4ik/UjdjscAHyMtgpxje50pfmMYNiSNArax/af8eDHgV7ZXKpss9IqkY4Gngc8C+5J2u91n+9CSuZok6TDbR5XOEUIvSfoIcCoDFw0fAna3fUW5VM2S9A7SDRlI3dufKJknhF6I87p+kt4NnACsRbpRcTOwv+2/FQ0WQgih1XLBrYGz86EdgJls71wuVfMkLUfqfvxR4Arg58DawGdsr1AwWiMk3Q8sDjxCmuomopAthGFF0ljSxJzn8uM5gdvi97geuaHAZNl+tF9ZQgghTGpy3SQ7WtKgLoQQwnRM0qjBNV2SxsZ1Y+inKD4O00zSTLZfLZ2jCXnk5EnA220vk29QbGH7W4WjNUbShqSxkw+TbkgsDOxi+9qiwULPSJoB2JXU0Vukm22n1zhmVNJSth+QNGTxvO1R/c4UQi9Jmh9Yg/S7fJvtJwtHaoxSu/YdgMVsHylpIeAdtu8sHC2EaRbndTtIuorUYaBT3LUjsIPtjculCiGE0HaSZgX2IRXeCrgRONH2y0WDNUjSSNJm7DOAC22/1PXcRba3KpWtKZMraItCthCGj9z9dlXbL+bHswF32V62bLIQQgghhBBCCCVJ2ovUbHAx4E9dT80F3GJ7xyLBQitF8XGYIkk72j5H0peGet72cf3O1A+SbgAOBE6xvWI+dq/tZcoma06++QSwJOnm0wMA3TdkQhguJJ1me7eucfbdbHuDvocKoUfaVrQo6STgdWAD2++XNC9wpe1VC0cLYZrFed0OkkYP7qQ41LFQD0mrAI/bfqx0lhBCmBxJ+9s+fmrHapE3Yh9s+9uls4T+kfRx4Anbd5TOEsK0yvdkdgJ+nQ99Avip7R+UyhRCePMk7Q38i7QhqsoGTyHURtISwNHA0sBsneO2FysWKoQQQqtJmhuYl/T+dHDXU+Nt/7tMqtBWM5UOEKZ7c+avcw3xXM2V63PYvjPVd01Q+yLAbbkd/9jOAUmjgCE7x9Yoj6SE1PHnR0XD9FDukjHZ39caRy7Y3i1/Xb90lhAa8GNy0SJwJDAeuBCotWhxddsrSboHwPZTkmYpHSqENynO63Z4UtKOwC/y4+1INxhDvfYFlpP0R9vblg4TQi/Uep3ccjsBgwuNPzfEsSrYfl3SR4AoPm6X1YFl8+S+TUuHCWFa2D5O0vUMdKrf2fY9ZVOFEHpApN/rHYAtCmcJIbwxZwKHA/8LrA/sTPpdDiGEEIqw/QzwDOm+UwhFRfFxmCLbp+Q/Xm37lu7nJK1VIFK/PClpcXLBpqStgcfLRmqGpHcA7wJml7QiAxdLI4A5igUrIHcefCuwRuksPbZZ6QD9JmmKI1NtX9SvLP0kaR/g57afzo/nBbaz/eOiwUKvta1o8RVJMzLwnrwAqfg6hOEszut22AX4EenGhIFb87FQKds7AUgaavNuCMNSxdfJrSNpO2B7YFFJF3c9NYL6N8dcJekrwHnAc52D0QmmXra/VjpDCL1gexQwqnSOEELv2D6xdIYQwn9tdtvXSJLtR4EjJN1EKkgOIYQQQmi1KD4Ob9QJTNoBd6hjtdgHOBVYStJjwCPAjmUjNebDpA437wa+z0Dx8Xig+oV6SQsDS9i+WtLswMu2f1c6Vy/lC2EkfQE4p1OYWrnNp/CcgSqLj4Hduhcvc1HqbqROuaEebSta/CFpxOjbJP0PsDXw9bKRQnjT4rxuAdt/IboYVU3ShcBPgMtsT3gvtj2+XKoQ3rw2XCe31K2kjfXzk9Z/OsbTNQWrUp3NP/t0HTMQY5IrIeluUke6c20/VTpPCCGE0CFpVuCTwCJ03Ze3fWSpTCGE/9qLkmYAHsr3Wh8D3lY4UwghhBDCdEG2S2cI0zFJawIfBA4gdezqGAFsaXv5Ern6RdKcwAxtuHks6ZO2Lyydo59yUebuwHy2F5e0BHCy7Q0LR2uEpG8BnyZ1y/gJcIXjTaAqksYCy3f+XXOB6ljbHyibLPSSpB2AbUkbgM4iFy3avqBosAZJWgrYkLRB5hrb90/lW0KY7sV5Xb+8OWQ3Jr3BGN2PKyFpI9KozTWAC4Cf2n6gbKoQ3py2XSe3UV7resH265LeByxF2kTxSuFoIUwzSe8lvSdvC3QKka+Mda8QQgilSbqcNBJ7JPBa57jt70/2m0II0xVJqwL3A/MAR5HqJI61fUfJXCGEEEII04MoPg5TJGldYD1gT+DkrqfGA5fYfqhErqZJmgf4LJMWCuxXKFLjJO1PWpgfD5xGKmo72PaVRYM1SNJoYDXgDtsr5mPjbC9bNFiDJAnYhHRDZhXgfOAM238qGiz0hKTvkl63TiZ1cdoT+KvtL5fMFXovihZDCGH6J+lW4CYmvcHYqg1/bSBpbmA74FDgr6TrqXOikC8MR228Tm4bSSOBdYB5gdtJhZrP296haLCGSVoGWBqYrXPM9s/KJQpNyB3pNgNOIk0I+glwvO1/Fw0WQgihtSTda3uZ0jlCCNNO0jaDm78MdSyEEEIIoY1mmvpfCW1m+wZJNwPL2v5m6Tx99HvSDZhx1D3Kvtsuto+X9GHSqJidyV1CysZq1Eu2X071uCBpJlLBZrVsW9ITwBPAq6Sbjb+SdJXtr5ZNF3rgIGAPYC9SUeqVwOlFE4VG5K6K0VkxhBCmb3PYPqh0iNAsSW8FdgQ+A9wD/BxYG9iJtJE3hOGmddfJLSTbz0vaFTjB9rGS7ikdqkmSDie9Ji9NWvPbFLgZiOLjikhajrSe+VHgQgbek68FViiXLIQQQsvdKmlZ2+NKBwkhTLNDSBOvpnYshBBCCKF1ovg4TJXt1yTNVzpHn81m+0ulQ/SZ8tePAmfaHqPO3cZ63SDpa8DskjYG9gYuKZypMZL2IxVBPEkqSD3Q9iu5K8xDQBQfD3O2Xyd19zmpdJYQQgghcKmkj9r+fekgoRmSLgKWAs4GNrf9eH7qPEl3l0sWwpvSquvklpKkNYEdgF3zsdrXiLcGlgfusb2zpLcTG3Wrkjt6Pw2cQZrk9lJ+6g5JaxULFkIIIaSNMJ+T9AjwEulenG0vVzZWCGFqJG1Kum/+Lkk/7HpqBKnBUwghhBBC68mO5iVh6iR9H1iCtIPvuc5x2xcVC9UgSV8E/gNcSloMAKDmEX2SzgTeBSxKuiEzI3C97ZWLBmtQLrrdFdiEtOBzBXC6K31hlHQkcIbtR4d47v227y8Qq1GS9gF+bvvp/HheYDvbPy4arMcknW/7U5LGMURXsljIDCGEEPpH0njS+7GAOYGX83+dG4wjCsYLPSRpA9vXls4RQi+17Tq5jSStC3wZuMX2MZIWAw6wvV/haI2RdKft1XKB6vrAeOBe2x8oHC30QH7dOtj2t0tnCSGEEAaTtPBQx4e6TxNCmL5IWp40QeNI4BtdT40HrrP9VIlcIYQQQgjTkyg+Dm9ILkwdzLZ36XuYPsgFi/9D6pjR+SWx7cWKhWpYXqhfAXjY9tN5fPC7bI8tmyz0iqSzbX9masdqImm07RUGHbvH9oqFIjVC0oK2H4+FzBBCGJ4kXQ28Apxo+9LSeUIIb0xbNrqFEMJwJ+nHwNeAT5MKr/8DjLa9c9FgoWck3Wj7Q6VzhBBCCEPJBYzr5Ic32R5TMk8I4b8jaWbStJiFbD9YOk8IIYQQwvQkio9DGIKkPwGr236ydJamSVrK9gOSVhrqeduj+p2paZPrDttRa5dYSaNsr9T1eEZgnO2lC8ZqlKSxwPKdLl35Zx5ba3cjScfYPmhqx0IIIUxfJL0TWBBYw/aJpfOE3pAk0kj7RW0fJek9wIK27ywcLfRIWza6hXaRtBZwBLAw6eZqp2t7tZux20LSD2wfIOkShp6Ys0WBWH0naRFgRGy2r4ukw4AXgPOYeGpftVPsQgghDA+S9gd2AzqTZLcETrV9QrlUIYT/hqTNge8Bs9heVNIKwJFtuYYKIYQQQpiSKD4Ob4ik9wEnAW+3vYyk5YAtbH+rcLRGSLoY+LTt50tnaZqkU23vLum6IZ627Q36Hqphk+sO21Fbl1hJh5A6/MwOdM5pkcZ/n2r7kFLZmibpu8AiwMmkm6t7An+1/eWSuZoyuMA8Hxtba0F9CCGEMD2TdBLwOrCB7ffnrrhX2l61cLTQI23b6BbaQdIDwBeBkcBrneO2/1UsVOgJSSvbHilp3aGet31DvzP1i6RrbG84tWNh+JL0yBCHY+NECCGE4vJ145q2n8uP5wRuizX7EIYPSSOBDYDrOxvO495bCCGEEEIyU+kAYdg4DTgQOAXA9lhJ5wJVFh+TbrCNzgW5L3UO2t6vXKRm5MLjGYCv276ldJ5+6BQXS/oCcE5nTHKtbB8NHC3p6JoLjSfjIGAPYC9SwfWVwOlFEzVA0l7A3sBieTGzYy6gFb/XIYQwnERXydZY3fZKku4BsP2UpFlKhwo9dQVwvqTujW6Xl40Uwpv2jO3LSocIvZcLj2cEdrO9Y+k8/SBpNmAOYP68CUj5qRHAO4sFCz1ne9HSGUIIIYTJEF2b+vKfNZm/G0KYPr1q+5k05CyEEEIIIXSL4uPwRs1h+85BH6pfLRWmD36T/2sF269L+h6wZuksffYO4G5Jo4CfAFd0upZV6lJJc9p+TtKOwErA8bV1eu5m+3VS1/aTSmdp2LnAZcDRwMFdx8fHiNEQQpguncEQXSVDdV7JRV6drrgLkDohh3q0YqNbaJ3r8gSZi5h4M/aocpFCr9h+TdICkmax/XLpPH2wB3AAqdC4+xx+FjixRKDQHEnLAEsDs3WO2f5ZuUQhhBACAGcCd0j6dX78CdK6UAhh+LhX0vbAjJKWAPYDbi2cKYQQQghhuqC66+xCr0i6DPgCcEHu3rU1sKvtTQtHa4yk2YGFbD9YOks/SPomMBa4qPIC3IkoVdRvAuwMrAKcD5xh+09FgzWgMxYaWA44m7TAtZXtIUeuDmeSzrf9KUnjyAU/3WofhSTpbUx8s+0vBeOEEEIYRNIdtlcvnSM0S9IOwLakDV9nAVuTpo1cUDRYCCFMQZ4ANZhtb9D3MKERkk4hvTddDDzXOW77uGKhGiZpX9snlM4RmiPpcGA9UvHx74FNgZttb10yVwghhAAgaSVgbdKm1Rtt31M4UgjhvyBpDuBQ0v1kkSZhHWX7xaLBQgghhBCmA1F8HN4QSYsBpwIfBJ4CHgF2qLVjqqTNge8Bs9heVNIKwJG2tyibrDmSxgNzkjpav8jA+O8RRYP1gaTlScXHHwGuA9YArrL91aLBekzSqLx54BvAY7bP6Bwrna3XJC1o+3FJCw/1fOWvXceRujr9A1gYuN/2B4oGCyGEAEy42QTwKWBGoqtk9SQtBWxI+mx9je37C0cKPSRpLeAI0meumRi4hlqsZK4QQpiSXKQ5Cdvf7HeWpknawPa1krYa6nnbF/U7U2hG3ny+PHCP7eUlvR043fbmhaOFEEJoKUkjbD8rab6hno+JhSGEEEIIIYQaRPFxeEMkzZhHM84JzGB7fOlMTZI0EtgAuN72ivnYONvLlk0WeknSfsBOwJOk8ci/sf2KpBmAh2wvXjRgj0m6Abgc2AVYB/gnMLrm81rSMbYPmtqxWkgaQ3rtutr2ipLWB7azvXvhaCGEEJhsN8mO6CpZGUmLA3+z/ZKk9UjTJ35m++mSuULvSHoA+CIwEnitc9z2v4qFCmEaSdrR9jmSvjTU8zV3xQ31kvRN24dLOnOIp217l76HCo2QdKft1fKa7vrAeODe2IwdQgihFEmX2t5M0iNMPJ0xNq2GMExI+oHtAyRdwtBTVqttWhZCCCGE8EbNVDpAGDYekXQ5cB5wbekwffCq7WckdR+rvlJf0rzAEsBsnWO2byyXqHHzA1sN7oJr+3VJmxXK1KRtge2BXWw/IWkh4LuFMzVtY2BwofGmQxyrxSu2/yVpBkkz2L5O0jGlQ4UQQkhsrw9pqojth7ufy5NGQl0uBFaR9F7SRrdLgHOBjxZNFXrpGduXlQ4RQo/Mmb/OVTRFaJykBYCvAh9g4vWf6jZB2T48f925dJbQuLslzQOcRtoU9B/gzqKJQgghtJrtzfLXRUtnCSFMs7Pz1+8VTRFCCCGEMB2LzsfhDZE0O7A58GlgJeBS4Je2by4arCGSzgCuAQ4GPgnsB8xse8+iwRok6fPA/sC7gdHAGsBtNd586pB0tu3PTO1YTSQtDCxh+2pJcwAz1tjJXNJewN7AYsCfup6aC7jF9o5FgjVM0tXAJ4CjScX1/wBWtf3BkrlCCCFMTNIo2ysNOjbS9sqlMoXe6/w7S/oq8ILtEyTd05msEoY/Sd8BZgQuAl7qHLc9qlioEEKYCklXkpoLfAXYkzQR6p81TgiaXCfvjujoXSdJiwAjbI8tnSWEEEKQtNIQh58BHrX9ar/zhBD+e3ky9Au2X8+PZwRmtf182WQhhBBCCOVF5+Pwhth+ATgfOD93xz0euIF0o7VG+wKHkm4g/wK4AjiqaKLm7Q+sCtxue31JSwHfLJypaRONXswXi9UW/UjaDdgdmA9YHHgXcDKwYclcDTkXuIxUhHtw1/Hxtv9dJlJffBx4gTT+ewdgbuDIoolCCCFMkD9ffQCYW9JWXU+NoKvzYKjGK5K2Az5L2sgJMHPBPKH3Vs9fV+k6ZqDaDZyhfpLOAva3/XR+PC/wfdu7FA0Weumtts+QtL/tG4AbJN1QOlRDopN3S0i6xvaGALb/PPhYCCGEUNCPSU2dxgIClgXGAG+VtKftK0uGCyG8IdcAG5GmawDMDlwJROOfEEIIIbReFB+HN0zSusC2wKbAXcCnyiZqTt6peChwaC5IndP2i4VjNe1F2y9KQtKsth+QtGTpUE2QdAjwNWB2Sc92DgMvA6cWC9a8fYDVgDsAbD8k6W1lIzXD9jOk7gHbAeSfczbgLZLeYvsvJfM1Ib9W/db2RsDrwFmFI4UQQpjUksBmwDwMFKMCjAd2KxEoNGpnUkfJ/7H9iKRFgXMKZwo9ZHv90hlCaMByncJjANtPSYqO7XV5JX99XNLHgL+TpmBVx3btm+pbT9JswBzA/HmzhPJTI4B3FgsWQgghDPgzsKvtPwBIWho4kNTw6CJSAWMIYfo2m+1O4TG2/5Ony4YQQgghtF4UH4c3RNIjwGhS9+MDbT9XNlGzJJ1LKhR4DRhJ6k53nO3vlk3WqL9Jmgf4DXCVpKdIN6CqY/to4GhJR9s+pHSePnrJ9stSug8jaSZSZ7ZqSdocOI50w+kfwMLA/Qzqel0D269Jel7S3Ln4OoQQwnTG9m+B30pa0/ZtpfOEZtm+D9iv6/EjwHfKJQq9JuntwLeBd9reNN9EXtP2GYWjhfBmzCBpXttPAUiaj1g/rM23JM0NfBk4gVSk+cWykZoh6au2j5V0AkOsf9jeb4hvC8PLHsABpHWfUV3HnwVOLBEohBBCGGSpTuExpLUCSSvafrhzryaEMN17TtJKtkcBSFqZNIU0hBBCCKH14uZBeKOWt/3s1P9aNZa2/aykHYDfAweRipCrLT62vWX+4xGSrgPmBi4vGKkfLpU0p+3nJO1IGn11vO1HSwdryA2SOh2fNwb2Bi4pnKlp3wLWAK62vaKk9cndkCv1IjBO0lXAhE0icUM1hBCmD92FL5ImeT+K1+u65A2cQxU6LVYgTmjGT4EzSVNzAP4InAdE8XEYzr4P3CrpV/nxNsD/FMwTesz2pfmPzwC1d3C/P3+9u2iK0BjbxwPHS9rX9gml84QQQghDeFDSScAv8+NtgT9KmpWBiRQhhOnbAcAFkjpNuxYk/S6HEEIIIbSe7KqbXoY3aXKdQTpqLZCQ9AdgBeBc4Ee2b5A0xvbyZZOFXpI0FlgeWA44m1QksJXtdYsGa4ikGYBdgU1IYyivAE53xW8Eku62vYqkMcCKtl+XdKft1Upna4KknYY6bvusfmcJIYQwqcm9TnfE63VdJL216+FspAK++Wx/o1Ck0GOS7rK9qqR7bK+Yj422vULhaCG8KbmL9wak68Zrcif3EEKY7kjawPa1krYa6nnbF/U7UwghhNBN0uykRjBrkz5f3wz8mNRIZA7b/ykYL4TwBkmaGViS9Hv8gO3YPBBCCCGEQHQ+DlPX6QyyFrA0qYsTpBvnI4sk6o9TgD8DY4AbJS1MGtcX6vKqbUv6OKnj8RlTKwoajiRdY3tD4GjbB/3/9u4+2tK6vu/++zMMBUUG0KTRSIvCIrAMz0IUpRLRaONS77uiUqveqEEruipZND6khhry0GgSTVO7ohZaNJVECRKXtbkRShAKAUWQmUHFtSqU1KL1CQwigzJ8+sfeRw5wZEbm7PObs8/7tdZZe1/f35yzPnvNzDn7XNf3+v6As0ZnWkG3J3kUcDlwbpJvAPcMzjRL5wNb2m4FSLILsNvYSJKkBTYXry1tv/2A0r9NcgVg8/H8uHPaZL4w0fypTCaJSqtOkg3THaAeDXydyc3YC2uPbvudcemkHZPkaCZT6vdj0fnwtocNC6Xlcjzw18ALllgrYPOxJGmotncx2V3k3Uss23gsrQLTxuNTgWdMS59O8gEbkCVJkpx8rO2U5FLgOQtvoqdvsi9qO+/bM/5IkvVt57lpcc1JchlwIfAa4B8B3wSub3vo0GDLLMkXmfxS/H7gnzG5K/dH2l43ItdKSLIHcBewDng5sBdw7hLNQHMhydXAsxemJUwbry9q+7SxySRJiyX5aeCtTG7u232h3vaEYaG07JIctehwHXA0cKq7qcyPJE8G/h1wCHAD8NPAi9tuGhpMehiSfLLt85PczP13wArQtvsPiibtsCRfBt4MbAbuXai3vWVYKEmSNNeSnNf2pUk2s8QOs94EJa0eSc4GdgUWBku8Etja9pRxqSRJknYONh9ru0xP0h+7MOkmyT7A1W0PGptseSV5RdsPJzl9qfW271npTJqdJI9l0ox7Tdv/nuQfAr/Y9k8HR1tWSV4M/AqTbb0+94Dlzmuj03Tq76faPnt0lpWy1Dbfbv0tSTufJBcx2VHk14DXAycD35zuUKA5Mb2Bc8E9THZW+cO2Xx6TSLOQZD33bbv5ZafeSFptprtBfb3tZ0ZnmZUkV7Q9bnQOLb8fdw53gedyJUmjJHlc269Nd1Z9EG+CklaPJBsfOExgqZokSdJatH7bf0QC4J3A5xddQD8e+M1xcWZmj+njnkus2ak/Z9p+PcnHgAOnpW8Bfzkw0ky0PR84P8kZbX97dJ6V0nZrku8n2avtWtn++s4kRy1Ms55O47trcCZJ0oM9pu1/THJa28uAy6Y7MmiOrKVdYtaqJBuZ3Ejw0bZfGZ1H2hEPmNb+IPO8Y454CnDodMevXx4dZkbeMZ1Wdglw90Kx7QXjImmZLHUOV5Kk4dp+bfpok7G0+m1NcsDCuZ8k+wNbB2eSJEnaKTj5WNttOiX2KdPDz7T9+sg8s5Tk6W2v3FZNq1uS1wKvAx7d9oAkBwLvb/uswdGWVZKD29744y4mz/NF5CTnAU8FLgbuXKi3fdOwUDOU5BjgI8Ct09LjgJPaXjsulSTpgZJc3fapST4F/Dsm37fPb3vA4GhaRkn2At4BPGNaugz4rTV0U9Tcm06wOmn6cS+TRuTz2v7t0GDSw7DoZvPdgaOBjUwmeh/G5ByQU2O1aiX5MHAw8AUm369hshPUa8alkiRJ8yzJHdw31CjTx06ft+2GIcEk/cSSPAs4B7iJyf/h/YBXt730IT9RkiRpDbD5WNstyT5MJsTuvlBre/m4RLOT5Lq2R22rptUtyfXALzC5kHrktLa57aFDgy2zJGe1fe0Dtv5e0LYnrHioFZLk5KXqbT+00llWSpJduW/r7xvd+luSdj5Jng/8d+AfAO8FNgBntv3E0GBaVtMdNm4AFt53vBI4vO2LxqXSrExvZDwDeHnbXUbnkR6uJB8Bfrft5unxIcCvtX3V0GBaNkk+x+TC+Z+1vW10npUwj+d6NJHkLW1/P8l7WWLXunm9+VySJEkrK8lu3P/a293b+BRJkqQ1Yf3oAFodkpwCnAbsC1zPZJLoVcBcNS0mORZ4GvDTSU5ftLQB8ALy/Lm77Q+SyU3nSdazxIWK1a7ta6ePa3Hr7/OBLW23AiTZBdhtbKTZmTYen8p9ExY/neQDNiBL0s6l7SenT78LrMWfz2vFAW1PXHR85vTmN82RJE8AXspk+vFW4C1DA0k77uCFxmOAtjckOWJgHi2/fwq8GrhmUSPyRZ3vCRVXJ3lS2y+ODqJl96Xp4+eGppAk6SEkOQ44sO05SX4K2LPtzaNzSdo+SV4CXNh2U5LfAN6R5HfmeWdZSZKk7WXzsbbXacAxwNVtn5nkYODMwZlm4e8Bj2Lyf2PPRfW/A148JJFm6bIk/wp4RJJfAt4A/JfBmZZdkoecrtf2gpXKMsAlwLOB702PHwFcxOQmg3n0PmBX4E+mx6+c1k4ZlkiS9CBJfo7J9+efaXtIksOAF7b9ncHRtLzuSnJc2ysAkjwduGtwJi2jJJ9h8t7rL4CXtL1pcCRpOXwpydnAh5ncnPsK7mvu0xxo+z+Atyc5A3g+8J+Ae5P8J+CP235naMDZOA44OcnNwN3ct935YWNjaUe1/S/Tx7nd4UqStLoleQdwNJOJqecwuQ75YeDpI3NJ+omc0fYvpjcSPBf4Qybndp8yNpYkSdJ4me+hFlouSa5pe8x0UtdT2t6d5Pq2RwyOtuymk1E/2tZm4zmXZB3wK8BzmFx4+hRw9rxN+0lyzkMst+1rVizMClvq+9S8fu8CSLKx7eHbqkmSxkpyGfBm4ANtj5zWbmh7yNhkWk5JDgf+FNiLyXvN7wCvartxaDAtmyQHt71xdA5pOSXZnfvvpnI58L62W8al0nKb3vj0auB5TM6FnMukQfeV8/j7cpL9lqq3vWWls2g2khwNvB3Yj0UDV2wwlySNNr2ueiRw3aJzQJv8GSWtHkk+3/bIJL8HbG77Zwu10dkkSZJGc/KxttdXk+wNfBy4OMltwK1DE81I261JHj06h2YnySVtnwX8Xtu3AmeNzjRLbV89OsNAdyY5amHroyRPZr4nDm5NckDbrwAk2Z/J9t+SpJ3LI9t+Nsni2j2jwmg2pk3GhyfZMD3+u8GRtEySnL7o+fMeuN72PSubSFo+bbckeT/wV22/PDqPll+Sa4Hbgf8IvK3t3dOlz0yn9M8dm4zXhHOZ3Ny3Gbh3cBZJkhb7QdsmKUCSPUYHkvQT+99JPsBkp9V3JdkNWDc4kyRJ0k7B5mNtl7b/ZPr0N5NcymR614UDI83a55N8gsn2uXcuFNteMC6SltHjkhwPvDDJR5hMovuRhUZVzYVfBf4iycLNEo8DThoXZ+beDFya5CYm/673A+Z2srUkrWLfSnIAk+3sSfJi4GtjI2m5TS9EnAg8AVi/0Gze9rcGxtLy2HN0AGlWkrwQ+AMm20E/MckRwG+1feHQYFoW0x2gPtb23yy13vZFKxxJWi7fbPuJ0SEkSVrCedOmxb2TvJbJ+fq5HogjzaGXAv8Y+MO2tyd5HJPrcZIkSWte2o7OIO10kpyzRLltbeKbA9MGn19hsqXo5x6w3LYnrHwqzUqSXYGDmDTj3tj2h4Mjzcy0yQkWvV6ARZOsJEk7gelk+v8APA24DbgZeEXb/zkyl5ZXkguB7wLXsmgngrbvHhZKkrZhOhX3BODTbgs9n5Jc3vYZo3NIyynJs4CXAZcAPzoH4iAJSdJImdyFvC9wMPAcJufsP9X24qHBJEmSJGmZ2Hwsac1Kckbb3x6dQ7MzbTw+FVi4sPpp4APz2oCc5Lq2R22rJknaOUy32lzX9o7RWbT8ktzQ9pDROTQ7SfYF3gs8nckk8yuA09p+dWgwaQck+UzbpyT5vM3H8ynJGcBdwEe5/25f3xkWStpBST7MpLHrC8C907KDJCRJwyW5tu2TR+eQJEmSpFlYPzqAtDNK8nPA+4CfaXtIksOAF7b9ncHRtAySHNz2RuC/JnlQU2bb6wbEmrkkbwTObXv79Hgf4GVt/2RosNl6H7ArsPAaXzmtnTIs0QwkeSzweOARSY5kMkEBYAPwyGHBJElLmk6qPxF4ArB+MggH2v7WwFhafn+T5NC2m0cH0cycA/wZ8JLp8SumtV8alkjacTck+WfALkkOBN4E/M3gTFpeC82Yb1xUK7D/gCzScjm87aGjQ0iStISrkxzT9prRQSRJkiRpuTn5WFpCksuANzOZkLow6cfJZXMiyVltX5vk0iWW2/aEFQ+1ApJc3/aIB9R+NM1qHiXZ2PbwbdVWuyQnA68Cjgau4b7m4zuAD7rNqCTtXJJcCHwXuBbYulBv++5hobRskmxm0sS1HjgQuInJ9t9h8l7T6aFz4se8v35QTVpNkjwSeDuLtoUGfrvtlqHBJOkhJDkL+KO2XxydRZKkxZJ8Efg54BYmu054bkCSJEnS3HDysbS0R7b97MIUuql7RoXR8mr72unjM0dnWWHrkqTTu06S7AL8vcGZZm1rkgPafgUgyf4savKaF20/BHwoyYltPzY6jyRpm/Zt+49Hh9DMPH90AK2YbyV5BfDn0+OXAd8emEfaYW2/z6T5+O2js2h2khwCPAnYfaHW9k/HJZJ22HHAyUluxpu+JEk7l18eHUCSJEmSZsXmY2lp30pyAJOJZSR5MfC1sZG0XJK86KHW53hK7KeA85K8n8m/7dcDF46NNHNvBi5NchOTC0/7cd8Ws/No3yQbmEw8Pgs4Cnhb24vGxpIkPcDfJDm07ebRQbT82t4yOoNWzGuAfw/80fT4Sub7vabWgCRHA/8KeAKLzhvawDc/krwD+EUmzcd/xaQh5grA5mOtZt7YJ0naKXmOQJIkSdI8y3QApqRFptNR/wPwNOA24Gbg5Z4kmA9JznmI5bady4aBJOuAfw48i0kj7kXA2W3nbhLwgiS7TZ8exOQ13wjQ9u5hoWYoyca2hyd5LvBG4AzgnLZHDY4mSQKSbGZyA9B64EDgJpzMJknaiST5MpObODcD9y7UPR8yP6bvRw4HPj/9/fFnmJwbeMHgaJIkSZIkSZKkVcTJx9LSbmn77CR7AOva3jE6kJZP21ePzjBC23uB900/1oqrpo23mxYKSa5jMhF4HmX6+DwmTccbk+ShPkGStKKePzqApOWT5PeB3wHuYrKjyOHAr7b98NBg0o75ZttPjA6hmbqr7b1J7pnunPMNYP/RoSRJkiRJkiRJq4vNx9LSbk5yIfBR4K9Hh5F2RJLz2r500bTF+5nHKYtJHgs8HnhEkiO5ryl3A/DIYcFm79okFwFPBH49yZ4smlYmSRrLqZHS3HlO27ck+SfAV4GXAJcCNh9rNXtHkrOBS5hM5weg7QXjImmZfS7J3sBZwLXA94DPDk0kSZIkSZIkSVp10j6oD01a85I8AngB8E+ZTEj9JPCRtlcMDSY9DEke1/ZrSfZban0eG6GSnAy8CjgauIb7mo/vAD44rxfOk6wDjgBuant7kscAj2+76aE/U5IkST+pJF9o+/NJzgI+1vbCJBvbHj46m/RwJfkwcDDwBe67kbFtXzMulWYlyROADf7OKEmSJEmSJEn6Sdl8LG1Dkn2APwZe3naX0XmkhyvJu9q+dVu1eZLkxLYfG51j1pIc3PbGJEcttd72upXOJEmSNO+SvBP4f4G7gF8A9gY+2fYpA2NJOyTJ5raHjs6h2UlySdtnbasmSZIkSZIkSdJDWTc6gLSzSnJ8kj8BrgN2B146OJKWWZI3TrcaXTjeJ8kbBkaatV9aovbLK55iZe2bZEMmzk5yXZLnjA41A6dPH9+9xMcfjgolSZI0z9q+DTgWOLrtD4E7gf9nbCpph12d5EmjQ2j5Jdk9yaOBn5qe/3j09OMJwM8OjidJkiRJkiRJWmWcfCwtIcnNwPXAecAn2t45NpFmIcn1bY94QO3zbY8cFGkmkpwKvAHYH/jKoqU9gSvbvmJIsBWwsO11kucCbwTOAM5pu+SE4NUsyTrg2LZXjs4iSZK0ViR5GvAEYP1Cre2fDgsk7aAkXwIOAG4G7gYCtO1hQ4NphyU5DfhVJo3Gty5a+jvgrLb/fkQuSZIkSZIkSdLqZPOxtIQkG9r+3egcmq0km4DDO/1GmGQXYFPbnx+bbHkl2QvYB/g94G2Llu5o+50xqVZGkk1tD0vyx8Cn2/7lPDaYL0hyVdtjR+eQJElaC5L8ZyZNmtcDW6fltn3TsFDSDkqy31L1tresdBbNRpJ/0fa9o3NIkiRJkiRJklY3m4+lRZK8F/ix/ym8iDxfkvwBkyll72fy9/564H+1/Zcjc81akr8P7L5w3PZvB8aZqSTnAI8HnggcDuzCpAn5yUODzUiSM4FNwAX1B7wkSdJMTSfEPsn3XZJWgyQntP3rJC9aar3tBSudSZIkSZIkSZK0eq3f9h+R1pTPTR+fDjwJ+Oj0+CXAtUMSaZbeCvxz4FQmW8leBJw9NNEMJXkB8B4mW6x+A9gP+BIwV5OeH+BXgCOAm9p+P8ljgFePjTRTpwN7APck2cJ9WyRvGBtLkiRpLt0APBb42uggkrQdjgf+GnjBEmsFbD6WJEmSJEmSJG03Jx9LS0hyKfCctj+cHu8KXNT2mWOTSQ9fko3ACcB/a3tkkmcCL2v7usHRll2Sg9vemOSopdbbXrfSmSRJkjRfpr83HgF8Frh7od72haMySZIkSZIkSZIkSSvBycfS0n4W2BP4zvT4UdOa5kCS89q+NMlmJtN97qftYQNirYQftv12knVJ1rW9NMm7RoeakdOB1wHvXmKtTJqw51KSfYADgd0Xam0vH5dIkiRpbv3m6ACStL2SnP5Q623fs1JZJEmSJEmSJEmrn83H0tLeCXx+OskKJltT/ua4OFpmp00fnz80xcq7PcmjgMuBc5N8A7hncKaZaPu6JOuA32h75eg8KyXJKUz+fe8LXA88FbiKOW62liRJGqXtZaMzSNJPYM/RASRJkiRJkiRJ8yPtg4Z+SgKSPBZ4yvTwM22/PjKPll+Sd7V967Zq8yLJHsBdwDrg5cBewLltvz002AwluartsaNzrJTpNO9jgKvbHpHkYODMticNjiZJkjQ3klzR9rgkd3D/nVQCtO2GQdEkSZIkSZIkSZKkFWHzsfRjJNkHOBDYfaHW9vJxibTcklzX9qgH1Da1PWxUpllJsgvwqbbPHp1lJSU5E9gEXNA18AMvyTVtj0lyPfCUtncnub7tEYOjSZIkSZIGSvKWtr+f5L3c/8YJANq+aUAsSZIkSZIkSdIqtX50AGlnlOQU4DRgX+B64KnAVcAJA2NpmSQ5FXgDsH+STYuW9gSuHJNqttpuTfL9JHu1/e7oPCvodGAP4J4kW5j/aXRfTbI38HHg4iS3AbcOTSRJkiRJ2hl8afr4uaEpJEmSJEmSJElzwcnH0hKSbAaOAa5ue0SSg4Ez2540OJqWQZK9gH2A3wPetmjpjrbfGZNq9pKcx6SR/mLgzoW6043mU5Ljgb2AC9v+YHQeSZIkSZIkSZIkSZIkSfPBycfS0ra03ZKEJLu1vTHJQaNDaXlMJ/9+F3gZQJK/D+wOPCrJo9r+7ch8M/Rfpx9rSpJ9gAOZ/B0D0PbycYlWRtvLRmeQJEmSJO1ckhwNvB3Yj0XnhtseNiyUJEmSJEmSJGnVsflYWtpXk+wNfBy4OMltwK1DE2nZJXkB8B7gZ4FvMLnw9iXg50fmmqHzmTTWbwVIsguw29hIs5XkFOA0YF/geiaTn68CThgYS5IkSZKkUc4F3gxsBu4dnEWSJEmSJEmStEql7egM0k4tyfHAXsCFbX8wOo+WT5KNTJpQ/1vbI5M8E3hZ29cNjjYTSa4Gnt32e9PjRwEXtX3a2GSzk2QzcAxwddsjkhwMnNn2pMHRJEmSJElacUmuaHvc6BySJEmSJEmSpNXNycfSNrS9bHQGzcwP2347ybok69pemuRdo0PN0O4LjccAbb+X5JEjA62ALW23JCHJbm1vTHLQ6FCSJEmSJA3yjiRnA5cAdy8U214wLpIkSZIkSZIkabWx+VjSWnb7dPrv5cC5Sb4B3DM40yzdmeSottcBJHkycNfgTLP21SR7Ax8HLk5yG3Dr0ESSJEmSJI3zauBgYFfg3mmtgM3HkiRJkiRJkqTtlrajM0jSEEn2YNJ8uw54ObAXcG7bbw8NNiNJjgE+wn3Nt48DTmp77bhUKyfJ8Uz+ji9s+4PReSRJkiRJWmlJNrc9dHQOSZIkSZIkSdLqZvOxpDUpyS7Ap9o+e3SWlZRkV+AgIMCNbX84OJIkSZIkSVohSc4C/qjtF0dnkSRJkiRJkiStXutHB5CkEdpuTfL9JHu1/e7oPCth2nh8KvCMaenTST5gA7IkSZIkSWvGccDJSW4G7mZyc3LbHjY2liRJkiRJkiRpNXHysaQ1K8l5wFOBi4E7F+pt3zQs1AwlORvYFfjQtPRKYGvbU8alkiRJkiRJKyXJfkvV296y0lkkSZIkSZIkSauXzceS1qwkJy9Vb/uhpeqrXZKNbQ/fVk2SJEmSJEmSJEmSJEmSpB9n/egAkjTQ+cCWtlsBkuwC7DY20kxtTXJA268AJNkf2Do4kyRJkiRJkiRJkiRJkiRpFbH5WNJadgnwbOB70+NHABcBTxuWaLbeDFya5CYgwH7Aa8ZGkiRJkiRJkiRJkiRJkiStJjYfS1rLdm+70HhM2+8leeTIQDN2BXAgcBCT5uMbx8aRJEmSJEmSJEmSJEmSJK0260YHkKSB7kxy1MJBkicDdw3MM2tXtb277aa2G9veDVw1OpQkSZIkSZIkSZIkSZIkafVw8rGktexXgb9Icuv0+HHASePizEaSxwKPBx6R5EgmU48BNgDzPOlZkiRJkiRJkiRJkiRJkrTM0nZ0BkkaJsmuwEFMGnJvbPvDwZGWXZKTgVcBRwPXcF/z8R3AB9teMCiaJEmSJEmSJEmSJEmSJGmVsflY0po1bTw+FXjGtPRp4APz2IAMkOTEth8bnUOSJEmSJEmSJEmSJEmStHqtGx1AkgZ6H/Bk4E+mH0+e1ubVvkk2ZOLsJNclec7oUJIkSZIkSZIkSZIkSZKk1cPJx5LWrCQb2x6+rdq8WHhtSZ4LvBE4Azin7VGDo0mSJEmSJEmSJEmSJEmSVgknH0tay7YmOWDhIMn+wNaBeWYt08fnMWk63rioJkmSJEmSJEmSJEmSJEnSNq0fHUCSBnozcGmSm5g04e4HvGZspJm6NslFwBOBX0+yJ3Dv4EySJEmSJEmSJEmSJEmSpFUkbUdnkKQhkuw2fXoQk+bjGwHa3j0s1AwlWQccAdzU9vYkjwEe33bT2GSSJEmSJEmSJEmSJEmSpNXC5mNJa1aS69oeta3aapfk4LY3JlnydbW9bqUzSZIkSZIkSZIkSZIkSZJWp/WjA0jSSkvyWODxwCOSHMlk6jHABuCRw4LNzunA64B3L7FW4ISVjSNJkiRJkiRJkiRJkiRJWq2cfCxpzUlyMvAq4GjgGu5rPr4D+GDbCwZFm5kk64Bj2145OoskSZIkSZIkSZIkSZIkafWy+VjSmpXkxLYfG51jpSS5qu2xo3NIkiRJkiRJkiRJkiRJkla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+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "sns.barplot(x=\"topics\", y=\"wz\", data=tab)\n",
+ "plt.xticks(rotation=90)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "57d869e8-8ce1-421d-8ed7-2a74dbcf5820",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "id": "f2a84a79-a2f3-4b1b-8429-6f90c2f0c873",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ "\n",
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+ " \n",
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+ " | \n",
+ " sz | \n",
+ " wz | \n",
+ " topics | \n",
+ "
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+ " \n",
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+ " | 42 | \n",
+ " 0.000000 | \n",
+ " 0.075910 | \n",
+ " travel | \n",
+ "
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+ "id": "33d9cfa1-19ff-492e-9af5-f67fff0fc98a",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "tab['score_dif'] = (tab['sz'] - tab['wz']).abs()"
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+ "execution_count": 29,
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+ "id": "c125ca0e-448d-4742-82ca-c72254babbbd",
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+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "sns.boxplot(tab['score_dif'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 31,
+ "id": "aa47ff1c-ef8a-4f6c-8676-97d451b41051",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "0.03013303031311453"
+ ]
+ },
+ "execution_count": 31,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tab['score_dif'].mean()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 32,
+ "id": "fed07eda-489f-486d-89da-8a927f82e44e",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "0.25 0.014360\n",
+ "0.50 0.017121\n",
+ "0.75 0.031056\n",
+ "Name: score_dif, dtype: float64"
+ ]
+ },
+ "execution_count": 32,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tab['score_dif'].quantile([0.25,0.5,0.75])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 33,
+ "id": "3226ca98-ee41-4c75-865a-c28feaef209d",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_topics_sz = tab[tab.sz != 0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 34,
+ "id": "0ceef535-223f-40fe-b66d-a1ba4750fd49",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_topics_sz = df_topics_sz['topics']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 35,
+ "id": "bb7da39f-4d1f-4bdb-9e46-e3e922968773",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "29"
+ ]
+ },
+ "execution_count": 35,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "len(df_topics_sz)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 36,
+ "id": "6e9544c5-f774-4395-bebc-06af8695a3fc",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_topics_wz = tab[tab.wz != 0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 37,
+ "id": "a09f8e41-3023-49ac-b0eb-5291e6c26317",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_topics_wz = df_topics_wz['topics']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 38,
+ "id": "463bbb38-71f7-44f5-9065-d00ce17ea849",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "27"
+ ]
+ },
+ "execution_count": 38,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "len(df_topics_wz)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 39,
+ "id": "09484fec-3362-422c-8f3f-c29aec0082ca",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['state',\n",
+ " 'societal issues',\n",
+ " 'health',\n",
+ " 'trade',\n",
+ " 'legal issues',\n",
+ " 'economic issues',\n",
+ " 'politics',\n",
+ " 'military',\n",
+ " 'advertisement',\n",
+ " 'aristocratic lifestyle']"
+ ]
+ },
+ "execution_count": 39,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "list(set(df_topics_sz).intersection(set(df_topics_wz)))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 40,
+ "id": "1af63c63-c09e-4ca5-ac29-057099e71f26",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "10"
+ ]
+ },
+ "execution_count": 40,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "len(list(set(df_topics_sz).intersection(set(df_topics_wz))))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 43,
+ "id": "d462105f-c50c-4172-9458-0eb42370aa60",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from matplotlib_venn import venn2"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 83,
+ "id": "91f3dc9a-707e-4f40-be9b-61dd8e311f32",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "v = venn2(subsets = (27, 29, 10), set_labels = ('WZ', 'SZ'), set_colors=(\"#FF8B00\", \"#0033D1\"),alpha=0.7)\n",
+ "plt.gca().set_facecolor('white')\n",
+ "plt.gca().set_facecolor('white')\n",
+ "plt.gca().set_axis_on()\n",
+ "plt.rcParams[\"figure.figsize\"] = (50,10)\n",
+ "plt.title(\"topics per corpus\", fontsize = 23)\n",
+ "for t in v.set_labels: t.set_fontsize(25)\n",
+ "for t in v.subset_labels: t.set_fontsize(20)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "21405e92-63dc-4eb8-b46a-99188d0b8426",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "3edf7dd1-0e29-4849-894b-15ecbac08b0d",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 45,
+ "id": "5feec02f-8020-4f6f-8af4-d2924387a92c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_similar = tab[tab.score_dif < (tab['score_dif'].median())]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 46,
+ "id": "b153bed5-e7ce-4a88-b6ab-618a0b9e9d4c",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " sz | \n",
+ " wz | \n",
+ " topics | \n",
+ " score_dif | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 1 | \n",
+ " 0.015974 | \n",
+ " 0.000000 | \n",
+ " advertisement, health | \n",
+ " 0.015974 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 0.000000 | \n",
+ " 0.011944 | \n",
+ " aristocratic lifestyle, advertisement | \n",
+ " 0.011944 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " 0.014743 | \n",
+ " 0.000000 | \n",
+ " aristocratic lifestyle, politics | \n",
+ " 0.014743 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " 0.000000 | \n",
+ " 0.005284 | \n",
+ " aristocratic lifestyle, travel | \n",
+ " 0.005284 | \n",
+ "
\n",
+ " \n",
+ " | 13 | \n",
+ " 0.014389 | \n",
+ " 0.000000 | \n",
+ " health, educational text | \n",
+ " 0.014389 | \n",
+ "
\n",
+ " \n",
+ " | 14 | \n",
+ " 0.015788 | \n",
+ " 0.000000 | \n",
+ " heritage | \n",
+ " 0.015788 | \n",
+ "
\n",
+ " \n",
+ " | 15 | \n",
+ " 0.015323 | \n",
+ " 0.000000 | \n",
+ " household, legal issues | \n",
+ " 0.015323 | \n",
+ "
\n",
+ " \n",
+ " | 17 | \n",
+ " 0.000000 | \n",
+ " 0.013781 | \n",
+ " insolvency, advertisement | \n",
+ " 0.013781 | \n",
+ "
\n",
+ " \n",
+ " | 20 | \n",
+ " 0.014555 | \n",
+ " 0.000000 | \n",
+ " medicine, advertisement | \n",
+ " 0.014555 | \n",
+ "
\n",
+ " \n",
+ " | 22 | \n",
+ " 0.000000 | \n",
+ " 0.007768 | \n",
+ " military, aristocratic lifestyle | \n",
+ " 0.007768 | \n",
+ "
\n",
+ " \n",
+ " | 24 | \n",
+ " 0.014384 | \n",
+ " 0.000000 | \n",
+ " military, health | \n",
+ " 0.014384 | \n",
+ "
\n",
+ " \n",
+ " | 25 | \n",
+ " 0.000000 | \n",
+ " 0.012904 | \n",
+ " military, societal issues | \n",
+ " 0.012904 | \n",
+ "
\n",
+ " \n",
+ " | 26 | \n",
+ " 0.000000 | \n",
+ " 0.006765 | \n",
+ " nature | \n",
+ " 0.006765 | \n",
+ "
\n",
+ " \n",
+ " | 28 | \n",
+ " 0.000000 | \n",
+ " 0.013814 | \n",
+ " obituary, power | \n",
+ " 0.013814 | \n",
+ "
\n",
+ " \n",
+ " | 30 | \n",
+ " 0.013839 | \n",
+ " 0.000000 | \n",
+ " power, military | \n",
+ " 0.013839 | \n",
+ "
\n",
+ " \n",
+ " | 31 | \n",
+ " 0.014476 | \n",
+ " 0.000000 | \n",
+ " religion | \n",
+ " 0.014476 | \n",
+ "
\n",
+ " \n",
+ " | 34 | \n",
+ " 0.014351 | \n",
+ " 0.000000 | \n",
+ " science | \n",
+ " 0.014351 | \n",
+ "
\n",
+ " \n",
+ " | 36 | \n",
+ " 0.015340 | \n",
+ " 0.000000 | \n",
+ " societal issues, health | \n",
+ " 0.015340 | \n",
+ "
\n",
+ " \n",
+ " | 38 | \n",
+ " 0.000000 | \n",
+ " 0.007765 | \n",
+ " state, military | \n",
+ " 0.007765 | \n",
+ "
\n",
+ " \n",
+ " | 39 | \n",
+ " 0.015009 | \n",
+ " 0.000000 | \n",
+ " theatre review | \n",
+ " 0.015009 | \n",
+ "
\n",
+ " \n",
+ " | 41 | \n",
+ " 0.000000 | \n",
+ " 0.005134 | \n",
+ " trade, obituary | \n",
+ " 0.005134 | \n",
+ "
\n",
+ " \n",
+ " | 43 | \n",
+ " 0.000000 | \n",
+ " 0.017096 | \n",
+ " travel, obituary | \n",
+ " 0.017096 | \n",
+ "
\n",
+ " \n",
+ " | 44 | \n",
+ " 0.000000 | \n",
+ " 0.009331 | \n",
+ " travel, politics | \n",
+ " 0.009331 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " sz wz topics score_dif\n",
+ "1 0.015974 0.000000 advertisement, health 0.015974\n",
+ "4 0.000000 0.011944 aristocratic lifestyle, advertisement 0.011944\n",
+ "6 0.014743 0.000000 aristocratic lifestyle, politics 0.014743\n",
+ "7 0.000000 0.005284 aristocratic lifestyle, travel 0.005284\n",
+ "13 0.014389 0.000000 health, educational text 0.014389\n",
+ "14 0.015788 0.000000 heritage 0.015788\n",
+ "15 0.015323 0.000000 household, legal issues 0.015323\n",
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+ "df_diff = tab[tab.score_dif > (tab['score_dif'].median())]"
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+ "id": "4cb12862-1c1c-46ec-8eac-321abe1f0a4a",
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+ "df_diff_sz = df_diff.drop(columns=['wz'])"
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+ "execution_count": 50,
+ "id": "980278fe-acb6-45c5-acf1-e2bad43c139a",
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+ "id": "e8cbfdb4-0ed8-4b7b-bb2c-98e228247157",
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+ "8 0.000000 craftsmanship 0.029114 wz\n",
+ "9 0.048277 economic issues 0.017146 wz\n",
+ "10 0.000000 educational text 0.224731 wz\n",
+ "11 0.000000 foreign news 0.031132 wz\n",
+ "12 0.006326 health 0.023723 wz\n",
+ "16 0.041238 insolvency 0.041238 wz\n",
+ "18 0.099652 legal issues 0.071365 wz\n",
+ "19 0.000000 medicine 0.073288 wz\n",
+ "21 0.130315 military 0.055671 wz\n",
+ "23 0.000000 military, foreign news 0.029043 wz\n",
+ "27 0.020944 obituary 0.020944 wz\n",
+ "29 0.068872 politics 0.055158 wz\n",
+ "32 0.018238 religion, advertisement 0.018238 wz\n",
+ "33 0.000000 rumour 0.044944 wz\n",
+ "35 0.029609 societal issues 0.044372 wz\n",
+ "37 0.038161 state 0.023699 wz\n",
+ "40 0.049874 trade 0.019105 wz\n",
+ "42 0.075910 travel 0.075910 wz\n",
+ "45 0.051358 work 0.051358 wz"
+ ]
+ },
+ "execution_count": 56,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_diff_wz"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 57,
+ "id": "8bb9cdaf-ba17-46d8-9677-103ced6bd267",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_diff_sns = pd.concat([df_diff_sz, df_diff_wz])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 58,
+ "id": "b9f5a624-37bd-4b29-bd04-bb8af4a5adcf",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "46"
+ ]
+ },
+ "execution_count": 58,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "len(df_diff_sns)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 59,
+ "id": "4d128a9e-f2a1-4a0e-b916-21eb3c584b66",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "23"
+ ]
+ },
+ "execution_count": 59,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_diff_sns['topics'].nunique()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "eaf29a87-ba26-450a-9d7a-05ba7e3062c0",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 60,
+ "id": "fa87eae6-2275-4c7b-aef2-078f3d08c4cd",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_ord_wz = df_diff_wz.sort_values(by='score_dif', ascending=False)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 61,
+ "id": "613f7921-2ecb-4b94-8c56-28a22aa9e001",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_ord_wz = df_ord_wz['topics'].to_numpy()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 62,
+ "id": "34212c79-67b9-4a1f-9f03-76dc4f0f9a7e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "my_palette = {\n",
+ " 'wz': '#FF8B00',\n",
+ " 'sz': '#0033D1',\n",
+ "}"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 63,
+ "id": "ba4a72fc-e67b-47ad-b0d2-27f7d139de44",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(12,10))\n",
+ "ax = sns.barplot(x=\"score\", y=\"topics\", hue=\"newspaper\", data=df_diff_sns, order = df_ord_wz, palette = my_palette, hue_order = ['wz', 'sz'], alpha=0.7).set(title='Top 50 % diverging topics')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "f42a0401-48a1-443c-ab09-a08a39e0b105",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 64,
+ "id": "826a46fa-3c2e-46d3-857f-61a96d766426",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_sz = df_similar.drop(columns=['wz'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 65,
+ "id": "cc50fa61-d041-4443-b9c3-2684136b5ac9",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_sz['newspaper'] = \"sz\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 66,
+ "id": "e9898dd1-11d3-4531-98fd-cbb0b97cb987",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_sz = df_sim_sz.rename(columns= {'sz': 'score'})"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 67,
+ "id": "54452498-5e7c-4889-b860-09a49d9df6cd",
+ "metadata": {},
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+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_sim_sz"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 68,
+ "id": "3ff5ecfe-1b00-462b-87fa-ffacee8c3301",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_wz = df_similar.drop(columns=['sz'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 69,
+ "id": "cd64c2d4-7a8a-4eba-bc9a-f05002982950",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_wz['newspaper'] = \"wz\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 70,
+ "id": "4cd352fb-2bbd-4904-a964-7528f18fbe86",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_wz = df_sim_wz.rename(columns= {'wz': 'score'})"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 71,
+ "id": "28a41102-0b4b-4aa5-88fc-5dc5cff6d45b",
+ "metadata": {},
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+ "44 0.009331 travel, politics 0.009331 wz"
+ ]
+ },
+ "execution_count": 71,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_sim_wz"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 72,
+ "id": "82e8cd11-9e32-4175-8b5d-439b8811664d",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_sim_sns = pd.concat([df_sim_sz, df_sim_wz])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 73,
+ "id": "d2a30de8-b899-4508-9d63-eb452f9f7394",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "46"
+ ]
+ },
+ "execution_count": 73,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "len(df_sim_sns)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 74,
+ "id": "10e67878-2650-4779-b3cd-a31bd5b8c253",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "23"
+ ]
+ },
+ "execution_count": 74,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_sim_sns['topics'].nunique()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 75,
+ "id": "2c6cf774-0c03-465a-be38-4700613e3431",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_ord_sim = df_sim_wz.sort_values(by='score_dif', ascending=False)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 76,
+ "id": "475ef0f2-7db0-4477-b6ca-df9c0b3b56f2",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_ord_sim = df_ord_sim['topics'].to_numpy()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 77,
+ "id": "68796a5c-8869-4142-a325-8a1962a0c8c9",
+ "metadata": {},
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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(12,10))\n",
+ "ax = sns.barplot(x=\"score\", y=\"topics\", hue=\"newspaper\", data=df_sim_sns, order = df_ord_sim).set(title='Bottom 50 % diverging topics')"
+ ]
+ }
+ ],
+ "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": "3.9.12"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}