{ "cells": [ { "cell_type": "code", "execution_count": 76, "metadata": { "ExecuteTime": { "end_time": "2019-03-07T02:56:32.521682Z", "start_time": "2019-03-07T02:56:26.288106Z" } }, "outputs": [], "source": [ "import pandas as pd, numpy as np, json, os\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['bmh',\n", " 'classic',\n", " 'dark_background',\n", " 'fast',\n", " 'fivethirtyeight',\n", " 'ggplot',\n", " 'grayscale',\n", " 'seaborn-bright',\n", " 'seaborn-colorblind',\n", " 'seaborn-dark-palette',\n", " 'seaborn-dark',\n", " 'seaborn-darkgrid',\n", " 'seaborn-deep',\n", " 'seaborn-muted',\n", " 'seaborn-notebook',\n", " 'seaborn-paper',\n", " 'seaborn-pastel',\n", " 'seaborn-poster',\n", " 'seaborn-talk',\n", " 'seaborn-ticks',\n", " 'seaborn-white',\n", " 'seaborn-whitegrid',\n", " 'seaborn',\n", " 'Solarize_Light2',\n", " 'tableau-colorblind10',\n", " '_classic_test']" ] }, "execution_count": 77, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plt.style.use('seaborn-whitegrid')\n", "plt.style.available" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [], "source": [ "#!pip install d3IpyPlus\n", "from d3IpyPlus import ScatterPlot, LinePlot, BarPlot, StackedArea" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "#!pip install pyecharts" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [], "source": [ "m=json.loads(open('ignore/member_timelines.json','r').read())\n", "members=json.loads(open('ignore/member_simple.json','r').read())" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [], "source": [ "d=pd.DataFrame(members['deaths'],index=['v']).T" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [], "source": [ "d['v']=' †'" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [], "source": [ "s=pd.DataFrame(members['s2'],index=['s']).T\n", "s=s.join(d)\n", "s['v']=s['v'].fillna('')\n", "s['s']=s['s']+s['v']\n", "s=s[['s']]\n", "s['w']=s['s'].str.split(' ').str[0].str[0]+s['s'].str.split(' ').str[-1].str[0]" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Part
Zofota Severin | 1933-03-28⚪️ FSN - Frontul Salvării Naţionale
Comisel Constanta | 1934-04-30⚪️ FSN - Frontul Salvării Naţionale
Capatina Octavian-Dan | 1948-04-17🕊️ PUNR - Partidul Unităţii Naţionale Române
Bangu Corvin-Laurentiu | Ismeretlen⚪️ FSN - Frontul Salvării Naţionale
Rosculet Radu Voicu | 1939-10-24📐 PNL - Partidul Naţional Liberal
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" ], "text/plain": [ " Part \n", "Zofota Severin | 1933-03-28 ⚪️ FSN - Frontul Salvării Naţionale\n", "Comisel Constanta | 1934-04-30 ⚪️ FSN - Frontul Salvării Naţionale\n", "Capatina Octavian-Dan | 1948-04-17 🕊️ PUNR - Partidul Unităţii Naţionale Române\n", "Bangu Corvin-Laurentiu | Ismeretlen ⚪️ FSN - Frontul Salvării Naţionale\n", "Rosculet Radu Voicu | 1939-10-24 📐 PNL - Partidul Naţional Liberal" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "p=pd.DataFrame(members['part'],index=['Part ']).T\n", "p.head()" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [], "source": [ "szd_color='#E91C62'" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [], "source": [ "pcolors=json.loads(open('json/pcolors.json','r').read())\n", "p['Color']=p['Part '].str.split(' ').str[1].str.strip()\n", "p['Part ']=p['Part '].str.split('-').str[0].str.strip()\n", "p=p.join(pd.DataFrame(pcolors,index=['cvalue']).T,on='Color')" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Megye
Arama Viorel | 1938-03-10🇷🇴 Bákó
Pop Petru | 1939-03-01🇷🇴 Argeș
Les Ioan | 1947-09-01🇷🇴 Szeben
Carp Mihai | 1956-05-20🇷🇴 Bihar
Craciun Gheorghe | 1954-12-13🇷🇴 Olt
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" ], "text/plain": [ " Megye \n", "Arama Viorel | 1938-03-10 🇷🇴 Bákó\n", "Pop Petru | 1939-03-01 🇷🇴 Argeș\n", "Les Ioan | 1947-09-01 🇷🇴 Szeben\n", "Carp Mihai | 1956-05-20 🇷🇴 Bihar\n", "Craciun Gheorghe | 1954-12-13 🇷🇴 Olt" ] }, "execution_count": 87, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g=pd.DataFrame(members['megye'],index=['Megye ']).T\n", "g.head()" ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [], "source": [ "def replace_all(text, dic):\n", " for i in dic:\n", " text = text.replace(i, dic[i])\n", " return text" ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [], "source": [ "medals={'🥈':2,'🥇':3,'🥉':1.5,'🏅':1.25,'🚩':1.5}\n", "medals_none={i:'' for i in medals}\n", "\n", "bizotts={'Parlamenti Iroda':2,\n", " 'Állambiztonság':2,\n", " 'Állami ügyek':1.5,\n", " 'Választások':1.5,\n", " 'Parlament':1.5,\n", " 'Pénzügy':1.5,\n", " 'Biztonság':1.5,\n", " '🇺🇳':2,\n", " '🇺🇸':1.5,\n", " '🇫🇷':1.5,\n", " '🇮🇱':1.5,\n", " '🇪🇸':1.5,\n", " '🇮🇹':1.5,\n", " '🇬🇧':1.5,\n", " '🏅🔼 Szenátus':2,\n", " '🏅🔽 Képviselőház':2,\n", " '🥇🔼 Szenátus':5,\n", " '🥇🔽 Képviselőház':5,\n", " '🥈🔼 Szenátus':4,\n", " '🥈🔽 Képviselőház':4,\n", " '🥉🔼 Szenátus':3,\n", " '🥉🔽 Képviselőház':3}" ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.0 %\n", "2.9080757262919126 %\n", "5.816151452583825 %\n", "8.724227178875738 %\n", "11.63230290516765 %\n", "14.540378631459564 %\n", "17.448454357751476 %\n", "20.35653008404339 %\n", "23.2646058103353 %\n", "26.172681536627213 %\n", "29.08075726291913 %\n", "31.98883298921104 %\n", "34.89690871550295 %\n", "37.804984441794865 %\n", "40.71306016808678 %\n", "43.62113589437869 %\n", "46.5292116206706 %\n", "49.43728734696251 %\n", "52.345363073254426 %\n", "55.25343879954634 %\n", "58.16151452583826 %\n", "61.06959025213017 %\n", "63.97766597842208 %\n", "66.88574170471398 %\n", "69.7938174310059 %\n", "72.70189315729782 %\n", "75.60996888358973 %\n", "78.51804460988164 %\n", "81.42612033617355 %\n", "84.33419606246547 %\n", "87.24227178875738 %\n", "90.15034751504929 %\n", "93.0584232413412 %\n", "95.96649896763311 %\n", "98.87457469392503 %\n" ] } ], "source": [ "data={'Ország':{},'Bizottság':{},'Párt':{},'Megye':{}}\n", "attention={}\n", "for k,i in enumerate(m):\n", " if k%1000==0: print(k/len(m)*100,'%')\n", " name=i['Simple']\n", " if i['Típus'] in list(data.keys()):\n", " csoport=i['Csoportok']\n", " csoport=replace_all(csoport,medals_none)\n", " if csoport not in data[i['Típus']]:data[i['Típus']][csoport]={}\n", " for t in pd.date_range(i['start'],i['end']):\n", " st=str(t)[:10]\n", " if st not in data[i['Típus']][csoport]:data[i['Típus']][csoport][st]=set()\n", " data[i['Típus']][csoport][st].add(name) \n", " if name not in attention:attention[name]={}\n", " if st not in attention[name]:attention[name][st]=0\n", " v=1\n", " for j in medals:\n", " if j in i['Csoportok']:\n", " v*=medals[j]\n", " for j in bizotts:\n", " if j in i['Csoportok']:\n", " v*=bizotts[j]\n", " attention[name][st]+=v" ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [], "source": [ "df=pd.DataFrame(attention)" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timedelta('523 days 00:00:00')" ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.to_datetime('2019-07-01')-pd.to_datetime('2018-01-24')" ] }, { "cell_type": "code", "execution_count": 93, "metadata": {}, "outputs": [], "source": [ "counts=df.count().sort_values(ascending=False)" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Marton Arpad-Francisc | 1955-03-25 10556\n", "Verestoy Attila | 1954-03-01 10040\n", "Dumitrescu Cristian-Sorin | 1955-04-24 9711\n", "Seres Denes | 1953-07-21 9711\n", "Nicolicea Eugen | 1956-06-06 9704\n", "Marko Bela | 1951-09-08 9641\n", "Kerekes Karoly | 1947-12-14 9634\n", "dtype: int64" ] }, "execution_count": 94, "metadata": {}, "output_type": "execute_result" } ], "source": [ "counts.head(7)" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [], "source": [ "counts2=df.max().sort_values(ascending=False)" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [], "source": [ "counts2={}\n", "for i in df.columns:\n", " counts2[i]=df[i].last_valid_index()\n", "counts2=pd.DataFrame(counts2,index=[0]).T[0]" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Dutu Ion | 1942-10-07 2000-07-10\n", "Berciu Ion | 1940-01-17 2000-11-30\n", "Otiman Paun-Ion | 1942-05-28 2004-11-30\n", "Popa Mihaela | 1962-04-16 2016-12-21\n", "Brezniceanu Alexandru | 1941-06-19 2000-11-30\n", "Hoara Constantin Emil | 1942-08-22 1996-11-22\n", "Marko Bela | 1951-09-08 2016-12-21\n", "Name: 0, dtype: object" ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "counts2.head(7)" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [], "source": [ "min_time=365*6\n", "min_time1=365*4\n", "min_dep=2" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [], "source": [ "de=pd.DataFrame(counts).join(p)\n", "de=de[de[0]>min_time1]\n", "dd=de.groupby('Part ').nunique()\n", "de=de.groupby('Part ').mean()\n", "de=np.round(de.loc[dd[dd[0]>min_dep].index]/365,1)\n", "de.columns=['Atlagos regiseg']\n", "de=de.join(p.set_index('Part ').drop_duplicates())\n", "dj=de.groupby(['Part ','cvalue']).mean().reset_index().sort_values(by='Atlagos regiseg', ascending=False)" ] }, { "cell_type": "code", "execution_count": 100, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Atlagos regisegColorPartcvalue
Part
✳️ PNTCD - Partidul Naţional Ţărănesc Creştin Democrat5.3PNTCD✳️ PNTCD#04843c
🌷 RMDSZ - Romániai Magyar Demokrata Szövetség10.0RMDSZ🌷 RMDSZgreen
🌹 PDSR - Partidul Democraţiei Sociale din România5.3PDSR🌹 PDSR#dc2c24
🌹 PSD - Partidul Social Democrat9.0PSD🌹 PSD#dc2c24
🌹 PSDR - Partidul Socialist Democratic din România6.3PSDR🌹 PSDR#dc2c24
🌹 PSM - Partidul Socialist al Muncii4.3PSM🌹 PSM#dc2c24
🍀 PER - Partidul Ecologist Român7.2PER🍀 PER#69a54f
🍏 PMP - Partidul Mişcarea Populară8.3PMP🍏 PMP#0484cc
👤 Independent - Independent6.4Independent👤 Independent#555
📐 PNL - Partidul Naţional Liberal7.6PNL📐 PNL#f4d42c
📐 PNL-CD - Partidul Naţional Liberal5.1PNL-CD📐 PNL#f4d42c
🔱 PRM - Partidul România Mare7.4PRM🔱 PRM#0d5ca4
🔶 PD - Partidul Democrat7.3PD🔶 PDdarkOrange
🔶 PDL - Partidul Democrat Liberal5.7PDL🔶 PDLdarkOrange
🕊️ ALDE - Partidul Alianţa Liberalilor şi Democraţilor11.1ALDE🕊️ ALDE#046cab
🕊️ PC - Partidul Conservator8.7PC🕊️ PC#96c2f2
🕊️ PUNR - Partidul Unităţii Naţionale Române5.1PUNR🕊️ PUNRgrey
🦅 UNPR - Uniunea Naţională pentru Progresul României5.6UNPR🦅 UNPR#a8190f
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" ], "text/plain": [ " Atlagos regiseg \\\n", "Part \n", "✳️ PNTCD - Partidul Naţional Ţărănesc Creştin D... 5.3 \n", "🌷 RMDSZ - Romániai Magyar Demokrata Szövetség 10.0 \n", "🌹 PDSR - Partidul Democraţiei Sociale din România 5.3 \n", "🌹 PSD - Partidul Social Democrat 9.0 \n", "🌹 PSDR - Partidul Socialist Democratic din România 6.3 \n", "🌹 PSM - Partidul Socialist al Muncii 4.3 \n", "🍀 PER - Partidul Ecologist Român 7.2 \n", "🍏 PMP - Partidul Mişcarea Populară 8.3 \n", "👤 Independent - Independent 6.4 \n", "📐 PNL - Partidul Naţional Liberal 7.6 \n", "📐 PNL-CD - Partidul Naţional Liberal 5.1 \n", "🔱 PRM - Partidul România Mare 7.4 \n", "🔶 PD - Partidul Democrat 7.3 \n", "🔶 PDL - Partidul Democrat Liberal 5.7 \n", "🕊️ ALDE - Partidul Alianţa Liberalilor şi Democ... 11.1 \n", "🕊️ PC - Partidul Conservator 8.7 \n", "🕊️ PUNR - Partidul Unităţii Naţionale Române 5.1 \n", "🦅 UNPR - Uniunea Naţională pentru Progresul Rom... 5.6 \n", "\n", " Color \\\n", "Part \n", "✳️ PNTCD - Partidul Naţional Ţărănesc Creştin D... PNTCD \n", "🌷 RMDSZ - Romániai Magyar Demokrata Szövetség RMDSZ \n", "🌹 PDSR - Partidul Democraţiei Sociale din România PDSR \n", "🌹 PSD - Partidul Social Democrat PSD \n", "🌹 PSDR - Partidul Socialist Democratic din România PSDR \n", "🌹 PSM - Partidul Socialist al Muncii PSM \n", "🍀 PER - Partidul Ecologist Român PER \n", "🍏 PMP - Partidul Mişcarea Populară PMP \n", "👤 Independent - Independent Independent \n", "📐 PNL - Partidul Naţional Liberal PNL \n", "📐 PNL-CD - Partidul Naţional Liberal PNL-CD \n", "🔱 PRM - Partidul România Mare PRM \n", "🔶 PD - Partidul Democrat PD \n", "🔶 PDL - Partidul Democrat Liberal PDL \n", "🕊️ ALDE - Partidul Alianţa Liberalilor şi Democ... ALDE \n", "🕊️ PC - Partidul Conservator PC \n", "🕊️ PUNR - Partidul Unităţii Naţionale Române PUNR \n", "🦅 UNPR - Uniunea Naţională pentru Progresul Rom... UNPR \n", "\n", " Part cvalue \n", "Part \n", "✳️ PNTCD - Partidul Naţional Ţărănesc Creştin D... ✳️ PNTCD #04843c \n", "🌷 RMDSZ - Romániai Magyar Demokrata Szövetség 🌷 RMDSZ green \n", "🌹 PDSR - Partidul Democraţiei Sociale din România 🌹 PDSR #dc2c24 \n", "🌹 PSD - Partidul Social Democrat 🌹 PSD #dc2c24 \n", "🌹 PSDR - Partidul Socialist Democratic din România 🌹 PSDR #dc2c24 \n", "🌹 PSM - Partidul Socialist al Muncii 🌹 PSM #dc2c24 \n", "🍀 PER - Partidul Ecologist Român 🍀 PER #69a54f \n", "🍏 PMP - Partidul Mişcarea Populară 🍏 PMP #0484cc \n", "👤 Independent - Independent 👤 Independent #555 \n", "📐 PNL - Partidul Naţional Liberal 📐 PNL #f4d42c \n", "📐 PNL-CD - Partidul Naţional Liberal 📐 PNL #f4d42c \n", "🔱 PRM - Partidul România Mare 🔱 PRM #0d5ca4 \n", "🔶 PD - Partidul Democrat 🔶 PD darkOrange \n", "🔶 PDL - Partidul Democrat Liberal 🔶 PDL darkOrange \n", "🕊️ ALDE - Partidul Alianţa Liberalilor şi Democ... 🕊️ ALDE #046cab \n", "🕊️ PC - Partidul Conservator 🕊️ PC #96c2f2 \n", "🕊️ PUNR - Partidul Unităţii Naţionale Române 🕊️ PUNR grey \n", "🦅 UNPR - Uniunea Naţională pentru Progresul Rom... 🦅 UNPR #a8190f " ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "de" ] }, { "cell_type": "code", "execution_count": 101, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "var link = document.createElement(\"link\");\n", "\tlink.ref = \"stylesheet\";\n", "\tlink.type = \"text/css\";\n", "\tlink.href = \"\";\n", "\tdocument.head.appendChild(link);\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3plus.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "\n", " (function (){\n", " \n", " var viz_data = [{\"Part \": \"\\u2733\\ufe0f PNTCD - Partidul Na\\u0163ional \\u0162\\u0103r\\u0103nesc Cre\\u015ftin Democrat\", \"Atlagos regiseg\": 5.3, \"Color\": \"PNTCD\", \"Part \": \"\\u2733\\ufe0f PNTCD\", \"cvalue\": \"#04843c\"}, {\"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Atlagos regiseg\": 10.0, \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\"}, {\"Part \": \"\\ud83c\\udf39 PDSR - Partidul Democra\\u0163iei Sociale din Rom\\u00e2nia\", \"Atlagos regiseg\": 5.3, \"Color\": \"PDSR\", \"Part \": \"\\ud83c\\udf39 PDSR\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Atlagos regiseg\": 9.0, \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf39 PSDR - Partidul Socialist Democratic din Rom\\u00e2nia\", \"Atlagos regiseg\": 6.3, \"Color\": \"PSDR\", \"Part \": \"\\ud83c\\udf39 PSDR\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf39 PSM - Partidul Socialist al Muncii\", \"Atlagos regiseg\": 4.3, \"Color\": \"PSM\", \"Part \": \"\\ud83c\\udf39 PSM\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf40 PER - Partidul Ecologist Rom\\u00e2n\", \"Atlagos regiseg\": 7.2, \"Color\": \"PER\", \"Part \": \"\\ud83c\\udf40 PER\", \"cvalue\": \"#69a54f\"}, {\"Part \": \"\\ud83c\\udf4f PMP - Partidul Mi\\u015fcarea Popular\\u0103\", \"Atlagos regiseg\": 8.3, \"Color\": \"PMP\", \"Part \": \"\\ud83c\\udf4f PMP\", \"cvalue\": \"#0484cc\"}, {\"Part \": \"\\ud83d\\udc64 Independent - Independent\", \"Atlagos regiseg\": 6.4, \"Color\": \"Independent\", \"Part \": \"\\ud83d\\udc64 Independent\", \"cvalue\": \"#555\"}, {\"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Atlagos regiseg\": 7.6, \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\"}, {\"Part \": \"\\ud83d\\udcd0 PNL-CD - Partidul Na\\u0163ional Liberal\", \"Atlagos regiseg\": 5.1, \"Color\": \"PNL-CD\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\"}, {\"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Atlagos regiseg\": 7.4, \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\"}, {\"Part \": \"\\ud83d\\udd36 PD - Partidul Democrat\", \"Atlagos regiseg\": 7.3, \"Color\": \"PD\", \"Part \": \"\\ud83d\\udd36 PD\", \"cvalue\": \"darkOrange\"}, {\"Part \": \"\\ud83d\\udd36 PDL - Partidul Democrat Liberal\", \"Atlagos regiseg\": 5.7, \"Color\": \"PDL\", \"Part \": \"\\ud83d\\udd36 PDL\", \"cvalue\": \"darkOrange\"}, {\"Part \": \"\\ud83d\\udd4a\\ufe0f ALDE - Partidul Alian\\u0163a Liberalilor \\u015fi Democra\\u0163ilor\", \"Atlagos regiseg\": 11.1, \"Color\": \"ALDE\", \"Part \": \"\\ud83d\\udd4a\\ufe0f ALDE\", \"cvalue\": \"#046cab\"}, {\"Part \": \"\\ud83d\\udd4a\\ufe0f PC - Partidul Conservator\", \"Atlagos regiseg\": 8.7, \"Color\": \"PC\", \"Part \": \"\\ud83d\\udd4a\\ufe0f PC\", \"cvalue\": \"#96c2f2\"}, {\"Part \": \"\\ud83d\\udd4a\\ufe0f PUNR - Partidul Unit\\u0103\\u0163ii Na\\u0163ionale Rom\\u00e2ne\", \"Atlagos regiseg\": 5.1, \"Color\": \"PUNR\", \"Part \": \"\\ud83d\\udd4a\\ufe0f PUNR\", \"cvalue\": \"grey\"}, {\"Part \": \"\\ud83e\\udd85 UNPR - Uniunea Na\\u0163ional\\u0103 pentru Progresul Rom\\u00e2niei\", \"Atlagos regiseg\": 5.6, \"Color\": \"UNPR\", \"Part \": \"\\ud83e\\udd85 UNPR\", \"cvalue\": \"#a8190f\"}];\n", "\n", " var viz_d3viz_7 = d3plus.viz()\n", " .container('#d3viz_7')\n", " .type('bar')\n", " .id('Part ')\n", "\t\t.x('Part ')\n", "\t\t.y({'value': 'Atlagos regiseg','label': 'Atlagos regiseg (ev)'})\n", "\t\t.text(' ')\n", "\t\t.color('cvalue')\n", "\t\t.tooltip(['Part '])\n", "\t\t.legend(false)\n", "\t\t.aggs({'Atlagos regiseg': 'mean'})\n", "\t\t.order({'value': 'Atlagos regiseg','sort': 'desc'})\n", " .data(viz_data)\n", " .draw();\n", "\n", " })();\n", " \n", "});\n", "});" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "3900" ] }, "execution_count": 101, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sample_data = list(de.reset_index().T.to_dict().values())\n", "scplot = BarPlot(\n", " x='Part ', \n", " y={'value':'Atlagos regiseg','label':'Atlagos regiseg (ev)'}, \n", " id='Part ', \n", " aggs={'Atlagos regiseg':'mean'},\n", " text=' ', \n", " color='cvalue', \n", " order={'value':'Atlagos regiseg','sort':'desc'},\n", " tooltip=['Part '], \n", " legend=False, \n", " width='100%', \n", ")\n", "scplot.draw(sample_data)\n", "scplot.height='100%'\n", "open('time1.html','w').write(scplot.dump_html(sample_data))" ] }, { "cell_type": "code", "execution_count": 102, "metadata": {}, "outputs": [], "source": [ "from IPython.display import IFrame" ] }, { "cell_type": "code", "execution_count": 103, "metadata": {}, "outputs": [], "source": [ "from pyecharts.charts import Bar, Grid\n", "from pyecharts import options as opts\n", "#docs https://pyecharts.org/#/en-us/" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 104, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bar = (\n", " Bar(\n", " init_opts=opts.InitOpts(\n", " width='100%',\n", " height='410px'\n", " )\n", " )\n", " .add_xaxis(list(dj['Part '].values))\n", " .add_yaxis('Átlagos régiség',\n", " [opts.BarItem(\n", " name=i[1]['Part '],\n", " value=np.round(i[1]['Atlagos regiseg'],1),\n", " itemstyle_opts=opts.ItemStyleOpts(color=i[1]['cvalue']),\n", " ) for i in dj.T.iteritems()]\n", " )\n", " .set_global_opts(\n", " legend_opts=opts.LegendOpts(is_show=False),\n", " title_opts=opts.TitleOpts(\n", " title=\"Parlamenterek átlagos régisége\",\n", " pos_left='center',\n", " pos_top='20'\n", " ),\n", " xaxis_opts=opts.AxisOpts(\n", " type_='category',\n", " axislabel_opts =opts.LabelOpts(\n", " rotate=-50,\n", " font_weight='normal'\n", " )\n", " ),\n", "# graphic_opts=[\n", "# opts.GraphicImage(\n", "# graphic_item=opts.GraphicItem(\n", "# id_=\"logo\",\n", "# right=50,\n", "# top=50,\n", "# z=-10,\n", "# bounding=\"raw\",\n", "# origin=[75, 75],\n", "# ),\n", "# graphic_imagestyle_opts=opts.GraphicImageStyleOpts(\n", "# image=\"https://szekelydata.csaladen.es/favicon.ico\",\n", "# width=25,\n", "# height=25,\n", "# opacity=0.8,\n", "# ),\n", "# )\n", "# ],\n", " )\n", " .set_series_opts(\n", " label_opts=opts.LabelOpts(\n", " )\n", " )\n", " .render('time1e.html')\n", ")\n", "IFrame(src='time1e.html', width='98%', height=440)" ] }, { "cell_type": "code", "execution_count": 105, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 105, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from plotly import offline as po\n", "import plotly.plotly as py\n", "import plotly.graph_objs as go\n", "\n", "trace0 = go.Bar(\n", " x=list(dj['Part '].values),\n", " y=np.round(np.array(dj['Atlagos regiseg'].values),1),\n", " marker=dict(\n", " color=list(dj['cvalue'].values)\n", " ),\n", ")\n", "\n", "data = [trace0]\n", "\n", "fig = go.Figure(data=data)\n", "file_name='time1c.html'\n", "po.plot(fig, filename=file_name, auto_open=False);\n", "IFrame(src=file_name, width='98%', height=420)" ] }, { "cell_type": "code", "execution_count": 106, "metadata": {}, "outputs": [], "source": [ "de=pd.DataFrame(counts).join(g)\n", "de=de[de[0]>min_time1]\n", "dd=de.groupby('Megye ').nunique()\n", "de=de.groupby('Megye ').mean()\n", "de=np.round(de.loc[dd[dd[0]>min_dep].index]/365,1)\n", "de.columns=['Atlagos regiseg']\n", "dj=de.groupby(['Megye ']).mean().reset_index().sort_values(by='Atlagos regiseg', ascending=False)" ] }, { "cell_type": "code", "execution_count": 107, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3629" ] }, "execution_count": 107, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ro_shape=json.loads(open('json/romania-counties.json','r').read())\n", "megyek=json.loads(open('C:/users/csala/Onedrive/Github/universal/ro/hun_megyek.json','r').read())\n", "megye_map={}\n", "for i,di in enumerate(ro_shape['objects']['ROU_adm1']['geometries']):\n", " if (di['properties']['VARNAME_1']):\n", " megye_map[i]=di['properties']['VARNAME_1']\n", " else:\n", " megye_map[i]=di['properties']['NAME_1']\n", "megye_map={megyek[megye_map[i]]:i for i in megye_map}\n", "dj['id']=[megye_map[i] if i in megye_map else -1 for i in dj['Megye '].str.split(' ').str[1].values]\n", "open('json/megye_map.json','w').write(json.dumps(list(dj.T.to_dict().values())))" ] }, { "cell_type": "code", "execution_count": 108, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "var link = document.createElement(\"link\");\n", "\tlink.ref = \"stylesheet\";\n", "\tlink.type = \"text/css\";\n", "\tlink.href = \"\";\n", "\tdocument.head.appendChild(link);\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3plus.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "\n", " (function (){\n", " \n", " var viz_data = [{\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arad\", \"Atlagos regiseg\": 6.5}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arge\\u0219\", \"Atlagos regiseg\": 7.8}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Beszterce\", \"Atlagos regiseg\": 6.1}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bihar\", \"Atlagos regiseg\": 7.1}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Boto\\u0219ani\", \"Atlagos regiseg\": 6.3}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Brass\\u00f3\", \"Atlagos regiseg\": 6.9}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Br\\u0103ila\", \"Atlagos regiseg\": 7.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bukarest\", \"Atlagos regiseg\": 7.9}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Buz\\u0103u\", \"Atlagos regiseg\": 7.5}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 B\\u00e1k\\u00f3\", \"Atlagos regiseg\": 7.3}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 C\\u0103l\\u0103ra\\u0219i\", \"Atlagos regiseg\": 7.7}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Diaszp\\u00f3ra\", \"Atlagos regiseg\": 7.2}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Dolj\", \"Atlagos regiseg\": 8.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 D\\u00e2mbovi\\u021ba\", \"Atlagos regiseg\": 7.4}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Feh\\u00e9r\", \"Atlagos regiseg\": 7.2}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Galac\", \"Atlagos regiseg\": 7.7}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Giurgiu\", \"Atlagos regiseg\": 6.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Gorj\", \"Atlagos regiseg\": 5.8}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Hargita\", \"Atlagos regiseg\": 10.1}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Hunyad\", \"Atlagos regiseg\": 7.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ialomi\\u021ba\", \"Atlagos regiseg\": 7.5}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ia\\u0219i\", \"Atlagos regiseg\": 7.2}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ilfov\", \"Atlagos regiseg\": 6.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kolozs\", \"Atlagos regiseg\": 7.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Konstanca\", \"Atlagos regiseg\": 7.5}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kov\\u00e1szna\", \"Atlagos regiseg\": 8.6}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Krass\\u00f3-Sz\\u00f6r\\u00e9ny\", \"Atlagos regiseg\": 6.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Maros\", \"Atlagos regiseg\": 8.2}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Mehedin\\u021bi\", \"Atlagos regiseg\": 6.5}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 M\\u00e1ramaros\", \"Atlagos regiseg\": 6.4}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Neam\\u021b\", \"Atlagos regiseg\": 6.8}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Olt\", \"Atlagos regiseg\": 7.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Prahova\", \"Atlagos regiseg\": 7.2}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Suceava\", \"Atlagos regiseg\": 6.5}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szatm\\u00e1r\", \"Atlagos regiseg\": 7.8}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szeben\", \"Atlagos regiseg\": 6.4}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szil\\u00e1gy\", \"Atlagos regiseg\": 10.1}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Teleorman\", \"Atlagos regiseg\": 6.6}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Temes\", \"Atlagos regiseg\": 7.2}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Tulcea\", \"Atlagos regiseg\": 6.7}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Vaslui\", \"Atlagos regiseg\": 6.9}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Vrancea\", \"Atlagos regiseg\": 7.8}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 V\\u00e2lcea\", \"Atlagos regiseg\": 6.3}];\n", "\n", " var viz_d3viz_8 = d3plus.viz()\n", " .container('#d3viz_8')\n", " .type('bar')\n", " .id('Megye ')\n", "\t\t.x('Megye ')\n", "\t\t.y({'value': 'Atlagos regiseg','label': 'Atlagos regiseg (ev)'})\n", "\t\t.text(' ')\n", "\t\t.color('Megye ')\n", "\t\t.legend(false)\n", "\t\t.aggs({'Atlagos regiseg': 'mean'})\n", "\t\t.order({'value': 'Atlagos regiseg','sort': 'desc'})\n", " .data(viz_data)\n", " .draw();\n", "\n", " })();\n", " \n", "});\n", "});" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "4089" ] }, "execution_count": 108, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sample_data = list(de.reset_index().T.to_dict().values())\n", "scplot = BarPlot(\n", " x='Megye ', \n", " y={'value':'Atlagos regiseg','label':'Atlagos regiseg (ev)'}, \n", " id='Megye ', \n", " aggs={'Atlagos regiseg':'mean'},\n", " text=' ', \n", "# color='cvalue', \n", " order={'value':'Atlagos regiseg','sort':'desc'},\n", "# tooltip=['Part '], \n", " legend=False, \n", " width='100%', \n", ")\n", "scplot.draw(sample_data)\n", "scplot.height='100%'\n", "open('time2.html','w').write(scplot.dump_html(sample_data))" ] }, { "cell_type": "code", "execution_count": 109, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 109, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bar = (\n", " Bar(\n", " init_opts=opts.InitOpts(\n", " width='100%',\n", " height='410px'\n", " )\n", " )\n", " .add_xaxis(list(dj['Megye '].values))\n", " .add_yaxis('Átlagos régiség',\n", " [opts.BarItem(\n", " name=i[1]['Megye '],\n", " value=np.round(i[1]['Atlagos regiseg'],1),\n", " itemstyle_opts=opts.ItemStyleOpts(color=szd_color),\n", " ) for i in dj.T.iteritems()]\n", " )\n", " .set_global_opts(\n", " legend_opts=opts.LegendOpts(is_show=False),\n", " xaxis_opts=opts.AxisOpts(\n", " type_='category',\n", " axislabel_opts =opts.LabelOpts(\n", " rotate=-90,\n", " font_weight='normal'\n", " ),\n", "# offset=0\n", " \n", " ),\n", "# graphic_opts=[\n", "# opts.GraphicImage(\n", "# graphic_item=opts.GraphicItem(\n", "# id_=\"logo\",\n", "# right=50,\n", "# top=50,\n", "# z=-10,\n", "# bounding=\"raw\",\n", "# origin=[75, 75],\n", "# ),\n", "# graphic_imagestyle_opts=opts.GraphicImageStyleOpts(\n", "# image=\"https://szekelydata.csaladen.es/favicon.ico\",\n", "# width=25,\n", "# height=25,\n", "# opacity=0.8,\n", "# ),\n", "# )\n", "# ],\n", " )\n", " .set_series_opts(\n", " label_opts=opts.LabelOpts(\n", " )\n", " )\n", " .render('time2e.html')\n", ")\n", "IFrame(src='time2e.html', width='98%', height=440)" ] }, { "cell_type": "code", "execution_count": 110, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 110, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from plotly import offline as po\n", "import plotly.plotly as py\n", "import plotly.graph_objs as go\n", "\n", "trace0 = go.Bar(\n", " x=list(dj['Megye '].values),\n", " y=np.round(np.array(dj['Atlagos regiseg'].values),1)\n", ")\n", "\n", "data = [trace0]\n", "\n", "fig = go.Figure(data=data)\n", "file_name='time2c.html'\n", "po.plot(fig, filename=file_name, auto_open=False);\n", "IFrame(src=file_name, width='98%', height=420)" ] }, { "cell_type": "code", "execution_count": 111, "metadata": {}, "outputs": [], "source": [ "de=pd.DataFrame(counts2).join(p).join(d)\n", "de=de.reset_index()\n", "de=de[[str(i)=='nan' for i in list(de['v'].values)]] #keep only alive ones\n", "de['szul']=de['index'].str.split('|').str[1].str.strip()\n", "de=de[[str(i)!='Ismeretlen' for i in list(de['szul'].values)]] #keep only known birth dates\n", "de['Eletkor']=(pd.to_datetime(de[0])-pd.to_datetime(de['szul'])).dt.days/365\n", "dd=de.groupby('Part ').nunique()\n", "de=de.groupby('Part ').mean()[['Eletkor']]\n", "de=np.round(de.loc[dd[dd[0]>min_dep].index],0)\n", "de.columns=['Atlagos eletkor']\n", "de=de.join(p.set_index('Part ').drop_duplicates())\n", "dj=de.groupby(['Part ','cvalue']).mean().reset_index().sort_values(by='Atlagos eletkor', ascending=False)" ] }, { "cell_type": "code", "execution_count": 112, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "var link = document.createElement(\"link\");\n", "\tlink.ref = \"stylesheet\";\n", "\tlink.type = \"text/css\";\n", "\tlink.href = \"\";\n", "\tdocument.head.appendChild(link);\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3plus.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "\n", " (function (){\n", " \n", " var viz_data = [{\"Part \": \"\\u26aa\\ufe0f FSN - Frontul Salv\\u0103rii Na\\u0163ionale\", \"Atlagos eletkor\": 48.0, \"Color\": \"FSN\", \"Part \": \"\\u26aa\\ufe0f FSN\", \"cvalue\": \"grey\"}, {\"Part \": \"\\u2733\\ufe0f PNTCD - Partidul Na\\u0163ional \\u0162\\u0103r\\u0103nesc Cre\\u015ftin Democrat\", \"Atlagos eletkor\": 58.0, \"Color\": \"PNTCD\", \"Part \": \"\\u2733\\ufe0f PNTCD\", \"cvalue\": \"#04843c\"}, {\"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Atlagos eletkor\": 52.0, \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\"}, {\"Part \": \"\\ud83c\\udf39 PDSR - Partidul Democra\\u0163iei Sociale din Rom\\u00e2nia\", \"Atlagos eletkor\": 54.0, \"Color\": \"PDSR\", \"Part \": \"\\ud83c\\udf39 PDSR\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Atlagos eletkor\": 53.0, \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf39 PSDR - Partidul Socialist Democratic din Rom\\u00e2nia\", \"Atlagos eletkor\": 57.0, \"Color\": \"PSDR\", \"Part \": \"\\ud83c\\udf39 PSDR\", \"cvalue\": \"#dc2c24\"}, {\"Part \": \"\\ud83c\\udf40 MER - Mi\\u015fcarea Ecologist\\u0103 din Rom\\u00e2nia\", \"Atlagos eletkor\": 51.0, \"Color\": \"MER\", \"Part \": \"\\ud83c\\udf40 MER\", \"cvalue\": \"#69a54f\"}, {\"Part \": \"\\ud83c\\udf40 PER - Partidul Ecologist Rom\\u00e2n\", \"Atlagos eletkor\": 52.0, \"Color\": \"PER\", \"Part \": \"\\ud83c\\udf40 PER\", \"cvalue\": \"#69a54f\"}, {\"Part \": \"\\ud83c\\udf4f PMP - Partidul Mi\\u015fcarea Popular\\u0103\", \"Atlagos eletkor\": 48.0, \"Color\": \"PMP\", \"Part \": \"\\ud83c\\udf4f PMP\", \"cvalue\": \"#0484cc\"}, {\"Part \": \"\\ud83d\\udc64 Independent - Independent\", \"Atlagos eletkor\": 52.0, \"Color\": \"Independent\", \"Part \": \"\\ud83d\\udc64 Independent\", \"cvalue\": \"#555\"}, {\"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Atlagos eletkor\": 53.0, \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\"}, {\"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Atlagos eletkor\": 60.0, \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\"}, {\"Part \": \"\\ud83d\\udd36 PD - Partidul Democrat\", \"Atlagos eletkor\": 51.0, \"Color\": \"PD\", \"Part \": \"\\ud83d\\udd36 PD\", \"cvalue\": \"darkOrange\"}, {\"Part \": \"\\ud83d\\udd36 PDL - Partidul Democrat Liberal\", \"Atlagos eletkor\": 51.0, \"Color\": \"PDL\", \"Part \": \"\\ud83d\\udd36 PDL\", \"cvalue\": \"darkOrange\"}, {\"Part \": \"\\ud83d\\udd37 USR - Uniunea Salva\\u0163i Rom\\u00e2nia\", \"Atlagos eletkor\": 42.0, \"Color\": \"USR\", \"Part \": \"\\ud83d\\udd37 USR\", \"cvalue\": \"#04abe4\"}, {\"Part \": \"\\ud83d\\udd4a\\ufe0f PC - Partidul Conservator\", \"Atlagos eletkor\": 54.0, \"Color\": \"PC\", \"Part \": \"\\ud83d\\udd4a\\ufe0f PC\", \"cvalue\": \"#96c2f2\"}, {\"Part \": \"\\ud83d\\udd4a\\ufe0f PUNR - Partidul Unit\\u0103\\u0163ii Na\\u0163ionale Rom\\u00e2ne\", \"Atlagos eletkor\": 54.0, \"Color\": \"PUNR\", \"Part \": \"\\ud83d\\udd4a\\ufe0f PUNR\", \"cvalue\": \"grey\"}, {\"Part \": \"\\ud83e\\udd85 UNPR - Uniunea Na\\u0163ional\\u0103 pentru Progresul Rom\\u00e2niei\", \"Atlagos eletkor\": 54.0, \"Color\": \"UNPR\", \"Part \": \"\\ud83e\\udd85 UNPR\", \"cvalue\": \"#a8190f\"}];\n", "\n", " var viz_d3viz_9 = d3plus.viz()\n", " .container('#d3viz_9')\n", " .type('bar')\n", " .id('Part ')\n", "\t\t.x('Part ')\n", "\t\t.y('Atlagos eletkor')\n", "\t\t.text(' ')\n", "\t\t.color('cvalue')\n", "\t\t.tooltip(['Part '])\n", "\t\t.legend(false)\n", "\t\t.aggs({'Atlagos eletkor': 'mean'})\n", "\t\t.order({'value': 'Atlagos eletkor','sort': 'desc'})\n", " .data(viz_data)\n", " .draw();\n", "\n", " })();\n", " \n", "});\n", "});" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "3847" ] }, "execution_count": 112, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sample_data = list(de.reset_index().T.to_dict().values())\n", "scplot = BarPlot(\n", " x='Part ', \n", " y='Atlagos eletkor', \n", " id='Part ', \n", " aggs={'Atlagos eletkor':'mean'},\n", " text=' ', \n", " color='cvalue', \n", " order={'value':'Atlagos eletkor','sort':'desc'},\n", " tooltip=['Part '], \n", " legend=False, \n", " width='100%', \n", ")\n", "scplot.draw(sample_data)\n", "scplot.height='100%'\n", "open('time3.html','w').write(scplot.dump_html(sample_data))" ] }, { "cell_type": "code", "execution_count": 113, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from plotly import offline as po\n", "import plotly.plotly as py\n", "import plotly.graph_objs as go\n", "\n", "trace0 = go.Bar(\n", " x=list(dj['Part '].values),\n", " y=np.round(np.array(dj['Atlagos eletkor'].values),0),\n", " marker=dict(\n", " color=list(dj['cvalue'].values)\n", " ),\n", ")\n", "\n", "data = [trace0]\n", "\n", "fig = go.Figure(data=data)\n", "file_name='time3c.html'\n", "po.plot(fig, filename=file_name, auto_open=False);\n", "IFrame(src=file_name, width='98%', height=420)" ] }, { "cell_type": "code", "execution_count": 114, "metadata": {}, "outputs": [], "source": [ "de=pd.DataFrame(counts2).join(g).join(d)\n", "de=de.reset_index()\n", "de=de[[str(i)=='nan' for i in list(de['v'].values)]] #keep only alive ones\n", "de['szul']=de['index'].str.split('|').str[1].str.strip()\n", "de=de[[str(i)!='Ismeretlen' for i in list(de['szul'].values)]] #keep only known birth dates\n", "de['Eletkor']=(pd.to_datetime(de[0])-pd.to_datetime(de['szul'])).dt.days/365\n", "dd=de.groupby('Megye ').nunique()\n", "de=de.groupby('Megye ').mean()[['Eletkor']]\n", "de=np.round(de.loc[dd[dd[0]>min_dep].index],0)\n", "de.columns=['Atlagos eletkor']\n", "dj=de.groupby(['Megye ']).mean().reset_index().sort_values(by='Atlagos eletkor', ascending=False)" ] }, { "cell_type": "code", "execution_count": 115, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3670" ] }, "execution_count": 115, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ro_shape=json.loads(open('json/romania-counties.json','r').read())\n", "megyek=json.loads(open('C:/users/csala/Onedrive/Github/universal/ro/hun_megyek.json','r').read())\n", "megye_map={}\n", "for i,di in enumerate(ro_shape['objects']['ROU_adm1']['geometries']):\n", " if (di['properties']['VARNAME_1']):\n", " megye_map[i]=di['properties']['VARNAME_1']\n", " else:\n", " megye_map[i]=di['properties']['NAME_1']\n", "megye_map={megyek[megye_map[i]]:i for i in megye_map}\n", "dj['id']=[megye_map[i] if i in megye_map else -1 for i in dj['Megye '].str.split(' ').str[1].values]\n", "open('json/megye_map2.json','w').write(json.dumps(list(dj.T.to_dict().values())))" ] }, { "cell_type": "code", "execution_count": 116, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "var link = document.createElement(\"link\");\n", "\tlink.ref = \"stylesheet\";\n", "\tlink.type = \"text/css\";\n", "\tlink.href = \"\";\n", "\tdocument.head.appendChild(link);\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3plus.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "\n", " (function (){\n", " \n", " var viz_data = [{\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arad\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arge\\u0219\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Beszterce\", \"Atlagos eletkor\": 50.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bihar\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Boto\\u0219ani\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Brass\\u00f3\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Br\\u0103ila\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bukarest\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Buz\\u0103u\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 B\\u00e1k\\u00f3\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 C\\u0103l\\u0103ra\\u0219i\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Diaszp\\u00f3ra\", \"Atlagos eletkor\": 50.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Dolj\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 D\\u00e2mbovi\\u021ba\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Feh\\u00e9r\", \"Atlagos eletkor\": 50.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Galac\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Giurgiu\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Gorj\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Hargita\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Hunyad\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ialomi\\u021ba\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ia\\u0219i\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ilfov\", \"Atlagos eletkor\": 50.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kolozs\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Konstanca\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kov\\u00e1szna\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Krass\\u00f3-Sz\\u00f6r\\u00e9ny\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Maros\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Mehedin\\u021bi\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 M\\u00e1ramaros\", \"Atlagos eletkor\": 50.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Neam\\u021b\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Olt\", \"Atlagos eletkor\": 54.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Prahova\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Suceava\", \"Atlagos eletkor\": 55.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szatm\\u00e1r\", \"Atlagos eletkor\": 49.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szeben\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szil\\u00e1gy\", \"Atlagos eletkor\": 55.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Teleorman\", \"Atlagos eletkor\": 51.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Temes\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Tulcea\", \"Atlagos eletkor\": 53.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Vaslui\", \"Atlagos eletkor\": 52.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Vrancea\", \"Atlagos eletkor\": 48.0}, {\"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 V\\u00e2lcea\", \"Atlagos eletkor\": 55.0}];\n", "\n", " var viz_d3viz_10 = d3plus.viz()\n", " .container('#d3viz_10')\n", " .type('bar')\n", " .id('Megye ')\n", "\t\t.x('Megye ')\n", "\t\t.y('Atlagos eletkor')\n", "\t\t.text(' ')\n", "\t\t.color('Megye ')\n", "\t\t.legend(false)\n", "\t\t.aggs({'Atlagos eletkor': 'mean'})\n", "\t\t.order({'value': 'Atlagos eletkor','sort': 'desc'})\n", " .data(viz_data)\n", " .draw();\n", "\n", " })();\n", " \n", "});\n", "});" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "4091" ] }, "execution_count": 116, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sample_data = list(de.reset_index().T.to_dict().values())\n", "scplot = BarPlot(\n", " x='Megye ', \n", " y='Atlagos eletkor', \n", " id='Megye ', \n", " aggs={'Atlagos eletkor':'mean'},\n", " text=' ', \n", "# color='cvalue', \n", " order={'value':'Atlagos eletkor','sort':'desc'},\n", "# tooltip=['Part '], \n", " legend=False, \n", " width='100%', \n", ")\n", "scplot.draw(sample_data)\n", "scplot.height='100%'\n", "open('time4.html','w').write(scplot.dump_html(sample_data))" ] }, { "cell_type": "code", "execution_count": 117, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 117, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from plotly import offline as po\n", "import plotly.plotly as py\n", "import plotly.graph_objs as go\n", "\n", "trace0 = go.Bar(\n", " x=list(dj['Megye '].values),\n", " y=np.round(np.array(dj['Atlagos eletkor'].values),0)\n", ")\n", "\n", "data = [trace0]\n", "\n", "fig = go.Figure(data=data)\n", "file_name='time4c.html'\n", "po.plot(fig, filename=file_name, auto_open=False);\n", "IFrame(src=file_name, width='98%', height=420)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Fusions" ] }, { "cell_type": "code", "execution_count": 118, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.0 %\n", "2.9080757262919126 %\n", "5.816151452583825 %\n", "8.724227178875738 %\n", "11.63230290516765 %\n", "14.540378631459564 %\n", "17.448454357751476 %\n", "20.35653008404339 %\n", "23.2646058103353 %\n", "26.172681536627213 %\n", "29.08075726291913 %\n", "31.98883298921104 %\n", "34.89690871550295 %\n", "37.804984441794865 %\n", "40.71306016808678 %\n", "43.62113589437869 %\n", "46.5292116206706 %\n", "49.43728734696251 %\n", "52.345363073254426 %\n", "55.25343879954634 %\n", "58.16151452583826 %\n", "61.06959025213017 %\n", "63.97766597842208 %\n", "66.88574170471398 %\n", "69.7938174310059 %\n", "72.70189315729782 %\n", "75.60996888358973 %\n", "78.51804460988164 %\n", "81.42612033617355 %\n", "84.33419606246547 %\n", "87.24227178875738 %\n", "90.15034751504929 %\n", "93.0584232413412 %\n", "95.96649896763311 %\n", "98.87457469392503 %\n" ] } ], "source": [ "switches={}\n", "fusions={}\n", "for k,i in enumerate(m):\n", " if k%1000==0: print(k/len(m)*100,'%')\n", " name=i['Simple']\n", " if i['Típus'] in ['Megye','Párt']:\n", " for t in pd.date_range(i['start'],i['end']):\n", " st=str(t)[:10]\n", " if name not in switches:switches[name]={}\n", " if i['Típus']not in switches[name]:switches[name][i['Típus']]={'count':0,'current':i['Csoportok']}\n", " if switches[name][i['Típus']]['current']!=i['Csoportok']:\n", " p1=i['Csoportok']\n", " p2=switches[name][i['Típus']]['current']\n", " if i['Típus'] not in fusions:fusions[i['Típus']]={}\n", " if p1 not in fusions[i['Típus']]:fusions[i['Típus']][p1]={}\n", " if p2 not in fusions[i['Típus']][p1]:fusions[i['Típus']][p1][p2]=0\n", " fusions[i['Típus']][p1][p2]+=1\n", " switches[name][i['Típus']]['current']=str(i['Csoportok'])\n", " switches[name][i['Típus']]['count']+=1" ] }, { "cell_type": "code", "execution_count": 119, "metadata": {}, "outputs": [], "source": [ "def get_sub(dz,x,k=1):\n", " part=dz.T[x].sort_values(ascending=False)\n", " print(part.mean())\n", " print(part.head(5))\n", " df=pd.DataFrame(part).join(pd.DataFrame(counts)).join(s)\n", " df['a']=df[x]/(df[0]/k)\n", " df=df.replace([np.inf, -np.inf], np.nan)\n", " df=df[df[0]>min_time] #remove outliers\n", " part=df.sort_values(by='a',ascending=False)[['a','s','w']]\n", " return part" ] }, { "cell_type": "code", "execution_count": 120, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.5197224251278305\n", "Timis Ioan | 1951-09-17 6\n", "Gradinaru Nicolae | 1953-11-05 5\n", "Ion Vasile | 1950-01-12 5\n", "Codirla Liviu | 1968-01-25 5\n", "Iliescu Valentin Adrian | 1961-11-01 5\n", "Name: Párt, dtype: int64\n", "0.06829802775748722\n", "Niculescu Duvaz Bogdan Nicolae | 1948-12-14 3\n", "Banicioiu Nicolae | 1979-03-26 3\n", "Mihalcescu Carmen-Ileana | 1970-05-14 3\n", "Nicolaescu Sergiu-Florin | 1930-04-13 3\n", "Nicolae Serban | 1968-04-05 2\n", "Name: Megye, dtype: int64\n" ] } ], "source": [ "dw=pd.DataFrame({i:{j:switches[i][j]['count'] for j in switches[i]} for i in switches})\n", "part=get_sub(dw,'Párt',365)\n", "megye=get_sub(dw,'Megye',365)" ] }, { "cell_type": "code", "execution_count": 121, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.10610293643790332\n", "0.022165929140400432\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "top=15\n", "fig,axes=plt.subplots(1,2,figsize=(11,3))\n", "to_plot=part.set_index('s')['a']\n", "ax=axes[0]\n", "print(to_plot.mean())\n", "ax=to_plot.head(top).plot(kind='bar',ax=ax,color=szd_color)\n", "ax.set_xlabel(\"\")\n", "ax.set_ylabel(\"Pártváltás / év\")\n", "to_plot=megye.set_index('s')['a']\n", "ax=axes[1]\n", "print(to_plot.mean())\n", "to_plot.head(top).plot(kind='bar',ax=ax,color=szd_color)\n", "ax.set_xlabel(\"\")\n", "ax.set_ylabel(\"Megyeváltás / év\")\n", "plt.savefig('fig/valtas.png',bbox_inches='tight',transparent=True)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Fusions" ] }, { "cell_type": "code", "execution_count": 122, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "14854" ] }, "execution_count": 122, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fusions['part']=fusions['Párt']\n", "fusions.pop('Párt');\n", "open('json/fusions.json','w').write(json.dumps(fusions))" ] }, { "cell_type": "code", "execution_count": 123, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.0 %\n", "2.9080757262919126 %\n", "5.816151452583825 %\n", "8.724227178875738 %\n", "11.63230290516765 %\n", "14.540378631459564 %\n", "17.448454357751476 %\n", "20.35653008404339 %\n", "23.2646058103353 %\n", "26.172681536627213 %\n", "29.08075726291913 %\n", "31.98883298921104 %\n", "34.89690871550295 %\n", "37.804984441794865 %\n", "40.71306016808678 %\n", "43.62113589437869 %\n", "46.5292116206706 %\n", "49.43728734696251 %\n", "52.345363073254426 %\n", "55.25343879954634 %\n", "58.16151452583826 %\n", "61.06959025213017 %\n", "63.97766597842208 %\n", "66.88574170471398 %\n", "69.7938174310059 %\n", "72.70189315729782 %\n", "75.60996888358973 %\n", "78.51804460988164 %\n", "81.42612033617355 %\n", "84.33419606246547 %\n", "87.24227178875738 %\n", "90.15034751504929 %\n", "93.0584232413412 %\n", "95.96649896763311 %\n", "98.87457469392503 %\n" ] } ], "source": [ "switches2={}\n", "fusions2={}\n", "for k,i in enumerate(m):\n", " if k%1000==0: print(k/len(m)*100,'%')\n", " name=i['Simple']\n", " if i['Típus'] in ['Párt']:\n", " if not ((i['Típus']=='Párt')and(i['Csoportok']=='👤 Independent - Independent')): \n", " for t in pd.date_range(i['start'],i['end']):\n", " st=str(t)[:10]\n", " if name not in switches2:switches2[name]={}\n", " if i['Típus']not in switches2[name]:switches2[name][i['Típus']]={'count':0,'current':i['Csoportok']}\n", " if switches2[name][i['Típus']]['current']!=i['Csoportok']:\n", " p1=i['Csoportok']\n", " p2=switches2[name][i['Típus']]['current']\n", " if i['Típus'] not in fusions2:fusions2[i['Típus']]={}\n", " if p1 not in fusions2[i['Típus']]:fusions2[i['Típus']][p1]={}\n", " if p2 not in fusions2[i['Típus']][p1]:fusions2[i['Típus']][p1][p2]=0\n", " fusions2[i['Típus']][p1][p2]+=1\n", " switches2[name][i['Típus']]['current']=str(i['Csoportok'])\n", " switches2[name][i['Típus']]['count']+=1" ] }, { "cell_type": "code", "execution_count": 124, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "7478" ] }, "execution_count": 124, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fusions2['part']=fusions2['Párt']\n", "fusions2.pop('Párt');\n", "open('json/fusions2.json','w').write(json.dumps(fusions2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Orszag" ] }, { "cell_type": "code", "execution_count": 125, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.0 %\n", "2.9080757262919126 %\n", "5.816151452583825 %\n", "8.724227178875738 %\n", "11.63230290516765 %\n", "14.540378631459564 %\n", "17.448454357751476 %\n", "20.35653008404339 %\n", "23.2646058103353 %\n", "26.172681536627213 %\n", "29.08075726291913 %\n", "31.98883298921104 %\n", "34.89690871550295 %\n", "37.804984441794865 %\n", "40.71306016808678 %\n", "43.62113589437869 %\n", "46.5292116206706 %\n", "49.43728734696251 %\n", "52.345363073254426 %\n", "55.25343879954634 %\n", "58.16151452583826 %\n", "61.06959025213017 %\n", "63.97766597842208 %\n", "66.88574170471398 %\n", "69.7938174310059 %\n", "72.70189315729782 %\n", "75.60996888358973 %\n", "78.51804460988164 %\n", "81.42612033617355 %\n", "84.33419606246547 %\n", "87.24227178875738 %\n", "90.15034751504929 %\n", "93.0584232413412 %\n", "95.96649896763311 %\n", "98.87457469392503 %\n" ] } ], "source": [ "countries={}\n", "for k,i in enumerate(m):\n", " if k%1000==0: print(k/len(m)*100,'%')\n", " name=i['Simple']\n", " if i['Típus'] in ['Ország','Bizottság']:\n", " for t in pd.date_range(i['start'],i['end']):\n", " st=str(t)[:10]\n", " if name not in countries:countries[name]={}\n", " if i['Típus'] not in countries[name]:countries[name][i['Típus']]={}\n", " if i['Csoportok'] not in countries[name][i['Típus']]:countries[name][i['Típus']][i['Csoportok']]=0\n", " countries[name][i['Típus']][i['Csoportok']]+=1" ] }, { "cell_type": "code", "execution_count": 126, "metadata": {}, "outputs": [], "source": [ "dz=pd.DataFrame({i:{j:sum(countries[i][j].values()) for j in countries[i]} for i in countries}).fillna(0)\n", "dz2=pd.DataFrame({i:{j:len(countries[i][j].values()) for j in countries[i]} for i in countries}).fillna(0)" ] }, { "cell_type": "code", "execution_count": 127, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3.5992753623188407\n", "Iordache Florin | 1960-12-14 20.0\n", "Movila Petru | 1967-10-26 19.0\n", "Stanciu Anghel | 1949-08-15 18.0\n", "Kerekes Karoly | 1947-12-14 18.0\n", "Ion Vasile | 1950-01-12 18.0\n", "Name: Ország, dtype: float64\n", "2.321376811594203\n", "Verestoy Attila | 1954-03-01 12.0\n", "Zgonea Valeriu Stefan | 1967-09-03 12.0\n", "Nicolicea Eugen | 1956-06-06 12.0\n", "Dumitrescu Cristian-Sorin | 1955-04-24 11.0\n", "Rusanu Dan Radu | 1950-05-25 11.0\n", "Name: Bizottság, dtype: float64\n" ] } ], "source": [ "orsz1=get_sub(dz2,'Ország')\n", "biz1=get_sub(dz2,'Bizottság')" ] }, { "cell_type": "code", "execution_count": 128, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4342.807246376811\n", "Kerekes Karoly | 1947-12-14 29925.0\n", "Iordache Florin | 1960-12-14 26543.0\n", "Peres Alexandru | 1952-12-20 26409.0\n", "Movila Petru | 1967-10-26 26132.0\n", "Tudose Mihai | 1967-03-06 26062.0\n", "Name: Ország, dtype: float64\n", "3404.0159420289856\n", "Verestoy Attila | 1954-03-01 28577.0\n", "Nicolicea Eugen | 1956-06-06 28122.0\n", "Zgonea Valeriu Stefan | 1967-09-03 25524.0\n", "Marton Arpad-Francisc | 1955-03-25 24135.0\n", "Iordache Florin | 1960-12-14 23661.0\n", "Name: Bizottság, dtype: float64\n" ] } ], "source": [ "orsz2=get_sub(dz,'Ország')\n", "biz2=get_sub(dz,'Bizottság')" ] }, { "cell_type": "code", "execution_count": 129, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2.3183889232661565\n", "1.8392387863791064\n" ] }, { "data": { "image/png": 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tCn19fS1nRgghylPYo5ieno6AgAAAJZdSJk6ciLlz58LZ2bnywAYGWLx4Mc6ePYuNGzeW+//Y2NhS9+sqkWzZbeQRKlZ1zUnIWLq4f7qYk5CxdHH/dDEnZWNpywcffIB169bh008/xY0bN1CvXj1cuXIFhoaG2k6NEEKUprChmJWVhUePHqFFixZ49OgRsrOzkZGRgZycHIXB16xZgwULFmDkyJGIiopCjRo1pP/Xtm3bUs8tu1RNRcpuI49QsaprTkLG0sX908WchIyli/unizlVFCsmJkbJLTVv7dq1OHjwIKKjo9G6dWvMmjUL9+7dk37xJoSQ6kBhQ9HDwwMLFy5EamoqrK2t4eHhgRMnTmDatGlyt4mMjERKSgqmTp0KU1NTiEQiutxCCHmv6Ovr45NPPkHbtm3BGMPZs2cxZMgQbadFCCFclCq4ffjwYen9goICfPLJJ5VuM2DAALi7u8PZ2RmFhYX48ccfYWxsrH62hBCi496+fYtatWph5syZKCgoQGpqKoqKimBlZUUNRUJItaOwoXjgwAH8+uuvKCwsBGMMBgYGOHPmTKXb1KhRAxs2bBAsSUIIqS42b94Md3d3ZGVlYd++fViyZAmWLVuGCRMmaDs1QgjhJnfWc2hoKAAgLCwMe/fuRc+ePeHj44OWLVtWWXKEEFLdzJgxAwCkw21yc3NhYmKCgoKCSrcrKiqCu7s7nJyc4OzsjMTERI3nSgghishtKFpZWQEAateuDSsrK2RnZ6NLly548+ZNlSVHCCHVTa1atQCUDMHZvHkz2rRpg5EjR8LMzKzS7WTrz86ePRs+Pj4az5UQQhSRe+m5d+/eAABzc3OcO3cOIpEIISEhSE9Pr6rcCCGk2nJ2dgZjDCKRCL169ULTpk0rfb6dnZ30vEv1ZwkhukLhGEUvLy8kJibCzc0NO3fuxIoVK6ogLUIIqd6uX7+O3NxcMMbg6emJOXPm4Jtvvql0G0X1ZwHN1aCleqG6mZOQsXRx/3QxJyFj6eL+8dafVdhQ1NPTQ506daCnpwczMzPY2NhwvQAhhLyP/Pz8sG7dOqxcuRIHDhzA3LlzFTYUgcrrzwKaq0FL9UJ1MychY+ni/uliTkLG0sX9qyhOZTVoFS7ht2DBAty5cwdr166FkZERPDw8lEiDEELeb8bGxqhbty4MDAzwwQcfQCwWV/r8yMhIBAUFAQDVnyWE6AyFDcW3b9+iX79+SE5OxpQpUxSe7AghhAA1a9bEhAkT8NVXXyE4OBjW1taVPn/AgAG4d+8enJ2d4erqSvVnCSE6QeGl54KCAuzcuRO2traIj49HdnZ2VeRFCCHV2rp165CcnIyWLVsiLi4OAwYMqPT5VH+WEKKLFPYoLl68GK9evcL06dNx7do1msxCCCGVePnyJR4/foyJEyfCwMAAjx8/hr6+PqZPn67t1AghhJvCHsWrV69i0aJFAErKPfj7+6Ndu3YaT4wQQqqjf//9F7t378bjx4/h4eEBxhj09PTQvXt3badGCCHc5DYUw8LCEB4ejkePHiE6OhpAycoBhYWFcHNzq7IECSGkOrGzs4OdnR0iIyMxbNgw6eP//fefFrMihBDVyG0oDh06FF27dkVQUBCmTZsGoKRUTt26ylYhIoSQ909cXBxSU1Oxa9cuadHs4uJi+Pv748iRI1rOjhBC+MhtKBoZGcHGxgYeHh64c+cOCgsLwRhDTEwMhgwZUpU5EkJItfH27VtERUXh1atXiIqKAgCIRCKMGTNGy5kRQgg/uQ3Ft2/folatWpg1axYKCgqQmpqKoqIiWFlZUUOREELk+Pzzz/H555/j7t27sLW1RXp6OiwtLaGnp3DuICGE6By5Z67NmzcDALKysrBjxw60a9cOhw8fRn5+fpUlRwgh1VVmZib69euHiRMnws7ODleuXNF2SoQQwk1uj+KMGTMAQLoyQG5uLkxMTFBQUFA1mRFCSDW2YcMG7N+/H/Xr10dKSgpmzpyJbt26aTstQgjhIrdHsVatWgBKVgvYvHkz2rRpg5EjR8LMzKzKkiOEkOpKX18f9evXBwDUr1+fVlkhhFRLCusotmjRAl26dIFIJEKvXr3QtGnTqsiLEEKqNTMzM+zduxedOnXC9evXYWFhoe2UCCGEm8LR1Zs2bYJIJAIAfPTRRzAxMdF4UoQQUt35+fnh+fPnCAwMxIsXL+Dj46PtlAghhJvCHkWRSIQZM2agWbNm0ll78+fP13hihBBSne3Zswfz58+HoaEhgJK1nxcsWKDlrAghhI/ChuKIESOqIg9CCHmn7N27Fzdu3MDGjRtRo0YN3Lp1S9spEUIIN4WXnr/55ht8+OGHsLGxQaNGjaTfjuUpKCjAwoULMWbMGDg4OOC3334TLFlCCKkuWrVqBRcXF7i6uuLVq1fSITyEEFKdKOxRnDlzJlfB7aNHj8LS0hJ+fn7IyMjA8OHD0a9fP0GTJoSQ6qBXr16oWbMmJk+ejOLiYm2nQwgh3BT2KPIW3B40aBDmzJkjvS+pw0gIIe+Tzp07AyhZqcXLywuFhYVazogQQvgp7FE0MCh5irIFt2vWrAmgpIE5e/ZszJ07t8LnxcbGlrpfV4lky24jj1CxqmtOQsbSxf3TxZyEjKWL+6eLOSkbq6olJyejQYMGGDJkCB4/fgwAMDU1xaZNm7ScGSGE8FPYUOzfvz9++uknroLbL168wIwZMzBmzBh88803FT6nbdu2pe6nKpFs2W3kESpWdc1JyFi6uH+6mJOQsXRx/3Qxp4pixcTEKLml5uzatQvu7u7w8PAo9bhIJMKePXu0lBUhhKhGYUPR2dlZeluZgttpaWmYOHEiPDw80LVrV/UzJISQasTd3R1AyaxnABCLxQAAIyMjreVECCGqUjhG8fbt27C3t0fPnj2xfPlyJCYmVvr8bdu24e3bt9iyZQtcXFzg4uKCvLw8wRImhBBd9vjxY0ybNg1eXl64fv06evTogR49eiAyMrLS7ahiBCFEFynsUVy9ejXWrl2Lli1b4sGDB1ixYgX2798v9/lLly7F0qVLBU2SEEKqix9//BEzZ87EmzdvMGXKFERERKBOnTqYNGkShg0bJnc7qhhBCNFFChuKxsbGaNmyJYCSJfwU1VEkhJD3mYGBAbp16wagZHWWDz/8EABQo0aNSrcbNGgQBg4cKL1PFSMIIbpAbkPx4MGDJU8wMMCKFSvQqVMn3Lp1S6nJLIQQ8r6SLawtOy5RUR1FbVeMoNn9upmTkLF0cf90MSchY+ni/vFWi5DbUHz58iUA4NNPPwVQMu7G3Nxc6dmPhBDyPoqPj4ebmxsYY6VuP3r0SOG22qwYQbP7dTMnIWPp4v7pYk5CxtLF/asoTmUVI+Q2FGfOnFnq/qFDh2jdZ0IIUWD9+vXS205OThXerghVjCCE6CKFYxQljhw5Qg1FQghRQLIiCy/ZihFbtmwBAGzfvh0mJiZCpkcIIVyUbigyxjSZByGEvNeoYgQhRBcprKMo4e3trck8CCGEEEKIjlHYozhgwAAUFRX93wYGBrC2tsbChQtha2ur0eQIIYQQQoj2KGwofvHFFxg0aBA+//xz3LhxA2FhYRgxYgS8vLxw4MCBqsiREEIIIYRogcJLz48fP8aXX34JIyMjdOnSBS9fvkTXrl2hp6f0VWtCCCGEEFINKexRNDIywoEDB/Dpp5/ixo0bMDIywp07d0pdjiaEEEIIIe8ehd2C69atQ0JCAtatW4ekpCSsXbsWr169wurVq6siP0IIIYQQoiUKexRr164NV1dXFBYWgjGGhIQE9OrVqypyI4QQQgghWiS3oSgWi2FkZAR3d3f8+++/yM3NRV5eHho3bozQ0NCqzJEQQgghhGiB3EvPmzZtAlAymSUqKgrdu3dHVFQUjI2Nqyw5QgghhBCiPXIbipJ1SWvWrAmRSIScnBzUqVMHBQUFVZYcIYQQQgjRHrkNxUaNGgEAbG1tsWPHDlhZWWHevHkoLCyssuQIIYQQQoj2KJzMMn/+fGRlZcHExATR0dH45JNPqiIvQgghhBCiZQrL49jZ2eHp06cwMDBA37594ebmVhV5EUIIIYQQLVPYUDQ1NcXKlStx9epVAABjTONJEUIIIYQQ7VOqjuKmTZswY8YMZGRkwMBA4SaEEEIIIeQdoLBHkTEGCwsLBAUFITw8HA8ePFAq8L///gsXFxe1EySEEEIIIdqhsHtQMiaxZs2a2LZtG/bs2aMw6Pbt23H06FGYmpqqnyEhhBBCCNEKhT2KNWvWxI0bN/Dvv/9i0qRJaNu2rcKgTZo0kRbsJoQQQggh1ZPChuLy5cthZGSErVu3Yt68edi8ebPCoAMHDqSxjIQQogIatkMI0SUKW3MGBgZo1aoVCgoK0KFDBxQVFQnywrGxsaXu11VhG3mEilVdcxIyli7uny7mJGQsXdw/XcxJ2VjVCQ3bIYToGoUNRZFIBDc3N/Ts2RMnTpwQ7ARW9hJ2qgrbyCNUrOqak5CxdHH/dDEnIWPp4v7pYk4VxYqJiVFyS90kGbazaNEibadCCCEAlGgoBgYG4vbt2+jZsyeuXbuGwMDAqsiLEELeOwMHDsTTp0+1nQYhhEgpbCjOmDEDBw4cAAB88cUXSge2sbFBaGio6pkRQggpR1PDdmiIhW7mJGQsXdw/XcxJyFi6uH+8Q3YUNhQtLCywe/duNGvWDHp6JXNfunfvzvUihBBChKGpYTs0xEI3cxIyli7uny7mJGQsXdy/iuJUNmxHqZVZ7t+/j/v370sfo4YiIYQQQsi7T6lLzy9evIC1tTVsbGyqIidCCHlv0bAdQogukdtQzM7OhpubG16/fo1GjRohISEBdevWRUBAAMzMzKoyR0IIIYQQogVyG4r+/v4YNGgQhg0bJn0sLCwMa9euxapVq6okOUIIIYQQoj1yV2a5f/9+qUYiADg6OuLBgwcaT4oQQgghhGif3IaivCX49PX1NZYMIYQQQgjRHXIbipaWlrh9+3apx27fvg0LCwuNJ0UIIYQQQrRP7hjFRYsWYfr06ejSpQsaN26Mp0+f4s8//8TWrVurMj9CCCGEEKIlcnsUbWxsEB4ejk6dOqGgoADt2rVDaGgoGjduXJX5EUIIIYQQLam0jqKxsTEGDhxYVbkQQgghhBAdIrdHkRBCCCGEvN+ooUgIIYQQQipEDUVCCCGEEFIhaigSQgghhJAKUUOREEIIIYRUiBqKhBBCCCGkQtRQJIQQQgghFaKGIiGEEEIIqRA1FAkhhBBCSIWooUgIIYQQQipEDUVCCCGEEFKhStd6VlVxcTFWrFiBBw8ewMjICF5eXmjatKkmXooQQt4JdN4khOgijfQonjt3DmKxGAcPHoSbmxt8fX018TKEEPLOoPMmIUQXaaShGBMTgx49egAAOnTogDt37mjiZQgh5J1B501CiC4SMcaY0EGXLFmCAQMGoFevXgCA3r1749y5czAwKLnSHRMTI/RLEkIIAOCzzz7TdgoqUXTeBOjcSQjRHHnnTo2MUTQzM0N2drb0fnFxcamTXXU9kRNCiKYoOm8CdO4khFQ9jVx67tixI6KjowEAN2/eROvWrTXxMoQQ8s6g8yYhRBdp5NKzZPZeXFwcGGPw9vZGixYthH4ZQgh5Z9B5kxCiizTSUCSad//+fbRp00bwuCkpKahfv77gcXXFu75/hEg8ePAAH330kbbTIO+ImzdvokOHDtpOoxRdPJ/r4nFSl840FA8ePIgRI0bAwMAAf//9Nx4+fIjRo0dzx3n+/Lnc/2vYsKE6Karl3LlzsLOzQ2ZmJrZs2QIjIyNMnToVNWrUUCne2LFjsWfPHsHyu3r1KoKDg/HPP//gypUrXNv+9NNP0tsikQgmJib45JNP0LlzZ644Xl5eWLp0KQDg6NGj+PbbbwEAM2bMwObNm7lilaXO/gUFBWHq1KkAgD///BNdu3YFACxfvhwrV65UKy9ti4yMLHXfxMQEtra2aNy4MXes69evS2+LRCIYGxujZcuWMDU15Y7l4uICkUgkjSV5T7m6uqoU71126dIlrF27FhYWFvDx8YG1tTUCAgJw4sQJXLhwQek47u7u0tuyx3zo0KHQ01N+lJImfncvXrzA8ePHkZ+fL31s5syFAStEAAAgAElEQVSZKsUCgKysLERERODAgQM4ceIE17Z9+/atcP8WLFiAunXrcsXy9/eXxipr/vz5XLFev34NS0tLAMCrV68gEolQp04drhhlicViHDt2DMHBwRCLxTh+/LjS2wp5nMpS53yuiTaCOsepbE6Sc6cqvztNHXONTGbhtWnTJjx8+BDffvstDAwM0KBBA/z6669IT0/HjBkzuGLNmzcPIpEIkvavSCTCkydPkJmZyV1uonv37tLbIpEIRUVFaNGiBTw9PfHhhx8qHWfdunV48uQJ+vTpA09PT5iamqJ+/fpYsWIF1q5dy5XT5cuXAQBv3ryR3pbVrl071KpVS+72//33H6ysrGBmZoacnBzpyfLly5dYtmwZ/P39ufIBgHr16pW6n5OTg6CgIPzzzz+YNm2a0nHi4uKkt8PDw6UNxbdv33LnJMlDiP27cuWKtKG4detWaUPx8ePHXHFk/4gZY6U+IH777TetxHr06FGp+zk5OdiyZQvGjh0LBwcHrpwOHDhQLtbDhw+xbNky9O7dmytW2QZ4Tk4OoqOjsXz5cu6/mXedn58fNm7ciGfPnsHf3x+vXr1Cw4YNceTIEa44gwcPLnU/JycHly5dwr1797BkyRKl42jidzdnzhx07doV1tbWKm0vER8fj3379uHkyZMYOHCgSrUqT506Vep+dnY2Ll68iKVLl2Lr1q1csZo3b17h4/Iaj/L89ddfWLx4MSIjI2FhYYH79+9j6dKl8PPzw+eff84VCwCePn2K4OBgnDx5EowxBAYGomPHjlwxhDhOmvi86tu3Lxo1aoQPPvgAAEq1FUJCQrhiCXGcgPLtlpycHIjFYvj5+aFdu3ZKxxHyvVkK0wEODg6suLi41GNisZjZ29urFTc/P5/5+fmxIUOGsNu3b6sVS+L69ets/PjxXNtInl9QUMA6d+7McnJyGGOM2dvbs3379jF/f3+lY/3www/shx9+YN26dZPelv3577//Kt3+wYMHbOrUqWzVqlVs8ODBLCAggCUkJDBXV1eufVKksLCQOTg4cG3z3XffVXjbxcWF+/WF3D+h8srPzy/1c/bsWdanTx+2e/du7pyEjFVWXl4ec3R0VDsOY4xlZGSwUaNGCRKLMSZorHeFs7Oz9HbPnj3ZwYMHBY0v1HtBnd8d7zm3rFOnTjEXFxfm5OTEQkND2dixY9WKV5HRo0cLEuf+/fts2bJl3K+dlJRU6rH//vtPpZymTZvGxowZw0JDQ1lmZqbgnw08OWni8+r06dNszpw5bNq0aSwyMlL6ecxL08fpyZMnbMyYMYLEUve9qRM9ijVq1Cj3DcrQ0BA1a9ZUOeb9+/fxww8/oGvXrjh06BCMjIzUTRMA8Pnnn6OgoIBrG319fQDArVu30KpVK+nll+fPn6OgoKDUJTtFfHx8AJRc3pHc5mFmZgaxWIyYmBjY2tqiffv2aNy4Mfc3WEX09fXLlfZQRDYHdfMRcv+EykvyHszNzYWPjw/i4uKwY8cONGvWTKuxyjI2NoahoaHacQDA0tKS+31QmaKiIsFivStkLwtbW1tj5MiRGouvDnV+d61atUJUVBTatm0r/Rvkea8vXrwY48aNw/jx41G7dm2cOXNG5Vzkkb0szquoqAhnzpxBcHAw0tLS4OjoyLW9vr4+bGxsSj3WrFkzlX53jDEYGBggLy8PxcXFgn828BwnTXxeDRgwAAMGDEBmZiZOnTqFefPmwcLCAkOGDJEWvFeGpo9TkyZNBIupznsT0JFLzyYmJkhKSio1LiopKUmlg1RcXIxt27bh+PHj8PT01EjdMdlaZ8rQ19fH5cuXERERgQEDBgAA/vjjD7Rt2xbjx4/HF198wZ1D//79ubcBgJcvX2L16tWwtrbGP//8g7CwMPj6+oIxhkePHgk2y/LRo0coLi7m2iYpKQkBAQFgjJW6/fTpU+7Xj4yMFGz/UlJScPDgQTDGSt1OTU3ljnX9+nUsW7YMw4cPx4oVK9T6EBYylqyXL18iNzdXkFg5OTnIysri3k4sFpe7f/r0abXHXL2LcnNzkZCQgOLiYhQXFyMhIUF6CUvdLw5Xr17l/tKgid9dbGwsYmNjpfdFIhHXGO0zZ87g8OHDcHZ2RuvWrZGRkaFyLmWHnEj2j2c4ksTLly9x8OBBHDlyBB06dIBYLC53+VAZjDEUFxeXOgcUFRVxd2oAwLZt25CcnIzw8HA4OjpKhw50796d6xwjxHHS5OeVubk5HB0d0bJlS+zatQvu7u4VDueSR6jjJE9RUREyMzO5thHyvSlLJyazPHz4EPPnz0fXrl3RuHFjPH/+HJcvX8aaNWvw8ccfc8VydHTE8+fPMWnSpHITRUaNGsUVq+ybRiwW4+zZszA1NYWHh4fScRITExEQEIBGjRphzpw5uHbtGvz8/LB+/Xq5Y1SqUlZWFo4ePYrw8HAAwOHDh7m2HzVqVKlGfX5+PnJycuDj48M1XiMiIkLu/w0fPpwrJ1nq7p/sZJ2yeAbU+/r64vjx41iyZEm5Geu8H+hCxZo/f365311sbCzc3d1hZ2fHlVPZgflisRhXrlyBs7MznJycuGJJxmBKTk+SSTYLFizQuVmO2ubi4lLh47yNKdkx2ZLtGzduDE9PT64PZNnfnWRA/ccffyzo704sFqt8lejPP/9EaGgo/v33XwwcOBCLFy/m2r7s8Zbs3+TJk2FmZsYV69NPP4WLiwumTJkCMzMzTJo0Cb/88gtXDAAIDQ3FH3/8gWnTpsHGxgbJycnYsmUL2rVrh/Hjx3PHk2CMITo6GocOHcKtW7e4JkcJeZxkqXs+B0quOB4/fhzR0dH4+OOP8fXXX6Nbt24qN/AYY7h06RLCw8O5jxNQMplXllgsxvnz5/HZZ59xfcZo6pjrREMRADIzM/Hbb78hNTUVDRs2RO/evVXasU2bNsntieSdJSc7CxAouSRna2uL4cOHC3o5TZdcv34dnTp14trm2bNnpe6bmJioPMMqPT0dJiYm0kY+YwwHDhzAmDFjVIpXljZLFwj1gS5krL/++qvUfRMTEzRv3lylv72yDX1jY2O0bdtWkMvhhE9BQQFOnz6NIUOGaDsVqby8PJiYmKi0bUhICHbt2oXCwkIwxmBoaIjTp0+rlU96ejqOHj2qVkNKXSdOnEB4eDjevHmDESNG4PTp09i9e7fKsUJCQpCamopGjRphxIgR5SYoqSM9PV3nevRjY2PRtm1brm2+/vpr6b99+/aFsbGx9P94z1VxcXEwNTUtdTVUleNUtjNC0tb48ssvueJoik40FIUsqyG0oqIi6RjDrKwsmJiYcDcSNVn2RWgODg7Sb2o8hChvFBQUhPDwcBQVFWH16tVo2rQp5s2bBzMzM+zYsYMr1ty5c7F+/XoAwM6dOzFx4kQAqpUVKtvTIovnUoUuErpUhOzloMTEROTl5am0wkhAQIDc/+MtG/I+SU1NRUhICA4dOoQ2bdogKChI6W0LCwuxceNGzJgxA8bGxrhw4QL+/vtvzJ07l+uc9+zZM+zatQu1atXC5MmTYWpqiosXL8LLywtnz57l2p/Q0FCMHDkS9vb22LZtG7Zu3YpBgwZh9+7d2LJli9JxhCxxVbYDQZYq48aBktmz4eHhOHr0KNq1a4ehQ4eiT58+KsWSyMjIQFhYGKZMmcK1nbyKCiKRCOfOnVM6jpDHSbbkUlnqfMkuWyGFJ1ZgYCCuXbsGsViMsWPHYtiwYVx5lCVb3igtLQ16enrcDU5NvDcBHRmjKGRZDSE/1OPi4jBjxgyEh4fDwsICV69eha+vL7Zt24aWLVtyxZFQt+yLULXO5FHle4NQ5Y2ioqIQFRWFjIwMzJ8/H2lpaZg8eTJ3mRagpI6YxIULF6QNRVX2T6jGoND15Xbu3ImDBw8iNzcXhoaGGDNmDFxdXbliCFlO6vTp0wgICEB4eDjMzc2RlpYGd3d3LFy4kPsyNvVC8vnrr7+wb98+xMbGQk9PDyEhIdylZLy9vaGvry99j3bo0AGXL1+Gr6+v9IuuMtzc3DB8+HA8f/4cGzduhKGhIc6cOaPSB5WVlRUAoHbt2rCyskJ2dja6dOmCjRs3csURqsQVUL6MUGpqKvz9/dUaD29jY4O5c+di9uzZuHDhAsLCwlRuKN66dQvBwcG4cuWKdEw8j7JjJKOjo+Ht7Y1x48ZxxRHyOJVtzN+/fx/e3t4q9Zjv3bu33GOSHnge165dQ0hICHJycjBz5ky1Goplyxs9ePBApfJGmnhvAtCN8jgVEbqshirGjh3Lbt26VeqxmJgYNm7cOK44QpZ9iY6OLvVz6tQptmTJEubl5cUdqyIjRozg3kao8kayx6Zfv37szp073LlUFEvdYx4RESH3h8ejR49K/dy+fZtt3ryZLVy4kDunXbt2saVLl7LMzEzGGGOZmZnM3d2dbd++nTuWhLrlpEaOHMkyMjJKPZaWliZYeRVSseHDhzM3Nzd25coVVlRUpHKZjpEjR5Z7rLi4mPuc4OTkJL3dp08ftmjRIpaXl6dSThJz5sxhZ8+eZYsWLWIHDhxggwYN4tpe3vlA9rYqjh07xvr168ciIyPVilPWggULuJ6fn5/PDh8+zEaMGMFGjx7NvvnmG5abm6tWDjk5OWzZsmVs1KhRCsuuKSLUcSouLmbbtm1jgwYNYteuXVMrFmOMpaSksA0bNrCePXuyKVOmcG0r+1miyueKLCHLG0kI+d7UiR7FiqhaVqOwsBDnz59HrVq1pLOJ09LS4OXlJb0Uqazi4mJ88sknpR7r2LEj90wyIcu+VDR9f+DAgdwlMcpOQAFKetv+++8/7pyEKm8kG8Pa2hq2trbcuVQUS91jLluUOioqSjrGhTduRROX/ve//3FP9ABKeu+Cg4OlvchmZmZYuXIlvvvuO0yaNIk7nhDlpIyMjKSXTiTq1q1bagyQsmSvDLx58wYWFhbS+9X9cr/QPvnkE9y4cQPR0dGoX7++yu/3in5PIpGIu7db9rxtaWkJX19ftf8Gvby8kJiYCDc3N+zcuZP7crG884Gqeb1+/RoeHh7Izs5GcHCw4BOsVCnmP2TIEKxbtw4ffvghJk2apPJ4UEC4igpCHqeEhAQsXrwYH330EcLDw9UqnydED7yQhCxvpIn3ps42FFUtq7FgwQLo6+vj5cuXiI+Ph42NDZYsWYKxY8dyx5JX3qWwsJArjpBlX+ThfUNVNgaMl1DljcqWnpGdCcY7Yz0+Ph5ubm5gjJW6XXYlEmW4ublJb9+8ebPUfSGoUl/O0NCw3O/c0NCQ+8uVkOWkRCJRuQkLubm5KpXokG0Muri4VHi5iJRYuXIl8vLycPLkSSxbtgwPHz7E/v37MXjw4HIN98rUqVMHt2/fLvXl+Pbt29wNRdm/ezMzM0FqwQUEBEgrTfzwww9YtGgR1xKhQpa4On/+PHx9fTFhwgSVlpnVhLFjx+L48eN49uwZHBwcVBpiI1G2osKTJ0+k/8czJETI47Rv3z5pCZuePXsC+L8yTLxfau3t7dG8eXM4OTnhiy++wJQpU1RqJN69exdOTk7SzxjJbVVWeGEClTfS1HtTJyazCFlWw97eHocPH4ZYLMaIESNgaGgIPz8/leotBQUF4fXr1/j+++9hbm6O7Oxs/PTTTzAyMsK8efOUjqOpsi8SV69exebNm7k+TCvrlalsnGdFhCpvJFQZGqD8bF5ZvGtQy1JnjW159eXOnDnDNekAAMaNG4eAgIBSs8vT0tIwb948rveBkOWkzp07h927d2PcuHFo3LgxXrx4gR07dmDUqFFqzb4Vel3zd92jR48QFhaGkydP4uLFi0pvl5ycjO+//x7W1tbSv+Nnz55hw4YN5Xo7KvO///1P2kCVHaAP8PcGBwcHY+vWreXitGjRgmt2sJDnljZt2sDU1LTCHi3e/avo+YwxrF69WqV6in/99RfCwsIQHR0NBwcHDB06lHsymVAVFYQ8Tn379i2VB5MZU827/Ony5ctx48YNfPnll3B0dISvry+2b9/OFQMoX+1DVqNGjbhiCVXeSMhjLksnGopCltWQ/VD5+uuvERwczPWtWhZjDNu3b0doaCjy8vJgYWGBoUOHYtKkSVw9eELOLBWq1pnQs6OEKm9U1oMHDxAcHIxVq1Zxb/vq1Sv8/vvvyMjIQIMGDdCrV69K18FWhjqNFiFrA169ehVr167FtGnT0KRJEzx9+hRbt27F/Pnz0a1bN6XjCPkBCkBaFFdSosPe3l7tckTUUFSsorJSe/fu5b6SUlxcjJiYGOnvr3379oKtDpGcnIwGDRqotO22bdu41o3XBlX2T1OzVN++fYsjR47g0KFDiIyMVDmOJqjzPijrxo0b+PTTT7m3k/TAh4WF4eHDh5g3bx53DzxQ0liMiIjAs2fP0LBhQwwfPpzrS5WsqKgoHDx4UCPljdQ95jrRUCzb0yKLt1tZ9kNFVz5gJOMBJZc+W7ZsqXIXtVBkS0SoS+gSKxUtZ8U7m/fq1atYsWIFBg4ciLp16+L58+c4f/48fHx8uC+vSopSM8Zw9erVUsdNlUXphfLw4UOEhIQgKSkJ9evXx+jRo7kL1FdEncZ52fwMDQ1VWhVA9tuvn58fFi5cKL3P2+P9rhOyrNS5c+dgZ2eHzMxMbNmyBUZGRpg6dWq53mYeV69eRXBwMP755x9cuXKFa9uyhYhl8fR4y5Z8KYu3R6osdfZPQiwWIy0tDfXq1VNpfHBlYxp5O1zKFuGXpc75TojjBJQcq2PHjiE4OBhisRjHjx9XORageg/8rVu3sGTJEjg7O8PGxgZPnjzBgQMHsHr1arRv316tnN6+fQs9PT21O1uEOuY60VCs6I9Y0pDi/SP+8ssv0bVrV0E+1JOSkuDr64sNGzbg5s2bmDNnDmrUqIG1a9eq9C0GUH+8lVC1zr7//nskJCRg+PDhGDFihFqFVGUbwoDqJVbKLmf15MkThIaGqpSTi4sL1q9fX+rSbGpqKhYtWoRff/2VK5ZQl7F1uTagEI3zK1euYMmSJTh79iwOHTqEX375BXXq1IGjoyP32rWa6ml5F3377bcIDw9Xu6zUunXr8OTJE6xfvx7u7u4wNTVFs2bNcO/ePaxdu5YrVk5ODiIiInDgwAG8fPkSS5cuxcCBA7kbQUL1eJftjJCUfBk/frxK49eF2r/CwkJ4e3sjOjoa9erVQ2pqKnr37g13d3eupROFLOYv5LAdoY4TUFJrMjg4GCdPngRjDIGBgVwrf8kSogfe1dUVnp6epTpDkpKS4OHhgV27dnHlc/fuXSxZsgRhYWG4cOECli9fDnNzcyxatAj9+vXjiiXkMZdSe960jrl27ZrcH17Tpk1j586dY4wxZm9vzy5fvsySk5PVKqmg7jT6lStXMi8vL5afn88YKykj5OnpyTw9PbljpaWlsV9++YUNHTqUzZkzh/3xxx9q5caYeiVWOnTowPz9/aUlX1Qt88EYY87OzhU+zlvaSOLSpUvSEkCxsbHs4sWL3DEOHz4s94dXt27d5P7wSE1NZZs2bWJ2dnZswYIFapWymTBhAktJSWGMlZRFSUhIYPn5+RWWXVFGYWGh9HZmZiYrKChQObd3mVBlpcaPH88YY6ygoIB16tSJ5eTkMMZKl7tRxqpVq9jgwYNZQEAAS0hIUOvvWNbvv//Ofv75Z3b27FmVYwhR8kXI/QsMDGQ//fST9H5hYSHbsGED8/PzUzmmLFVL5OTn57M//viDRUVFsZiYGFZUVMQdQ8jjNG3aNDZmzBgWGhrKMjMz1Yq1bds2Zmdnx/r06cP++OMP9uzZMzZy5Eg2ceJErjjy2gFjxozhzsnV1ZXFxsYyxhj76quv2O3bt1lmZiZ3iUBN/e3pxKxnoXrJgJJZdhVdfuOpKC8hFovRr18/ZGRkIDk5WTr2S95s6Kpw9+7dUpdjLC0tsWTJEu4eG6CkdImrqytcXV3x77//IiIiAp6enjhx4oRKualbYmX16tUIDw/HuHHjMGLECJVmy0rIG0Oqyu9u//79OHr0KDp06CC9FLB582a8ePGC6/LX8OHDBam+DwhXImbAgAFwcXFBRESEdK1ZVYlEIlhZWSEpKQmGhoZo2rQpAEhXNuIhVLH794FQZaUkv6dbt26hdevW0tnOvH+HMTExsLW1Rfv27dG4cWNBxjj6+/vjyZMn6NixIyIjIxETE8O9RrNQJV+E3L9r166VWnBCX18fs2fP5i53JuRqOLGxsZg/fz5sbW1Rt25dnDx5Eo8ePcKmTZu4xsELeZwYYzAwMEBeXh6Ki4vViiXUwg4VfZYwxiodSicPYwxt2rRBSkoKcnNz8b///Q8AfzUTTfztATpSHkeoFQGAkqn9kq72CRMmSLuA9+zZw706hMSff/4prclYXFyMzMxMru1lG3aS0gwSvDNLhap1JuvGjRuIiIjAzZs3MXDgQO7thSqxMnjwYAwePFi6nFVSUhLmzp2r0nJWkjJEspiKJYkiIiKwb98+6bFv06YNdu7cibFjx3L9/oSqvg8IVy9UyMZ5YWEhCgsLceHCBek4wrdv3yI3N5c71urVqxEQECCtn2hnZ4c6derAy8uLe+jAu06oslL6+vq4fPkyIiIipCt6/PHHH9wTwCIjI6WTmnx9faVjs1WpPCFx/fp16XjucePGcTekhCr5Agi7f/IuL/NcdgaEXQ1n3bp12Lx5c6m6r3Fxcdyzg4U8Ttu2bUNycjLCw8Ph6OiInJwcREdHo3v37tyNKQsLCxgZGaF+/fpISUnBhg0bVPpy9eWXX2LdunWYP38+9PT0UFxcjMDAQK7JhBKSRuelS5ekw+XEYjGys7O54mjibw/QkYaikL1kTGbIpWy9Q6bCUMxWrVrBzc0Nd+7cgaenJ1JTUxEQECD9YFbWy5cvpbe/+eabUvd5CVXrLCkpCUeOHMHx48fRvHlzODo6qvwte9SoUdISK/Hx8YiPjy/1f7zKLmcVGhrK3VCcPXs21+OVMTExKddAr1mzJnfB1/Xr12Pv3r3Sxk+3bt2wc+dOLFmyBPv37+eKJVS9UCEb58OGDcPgwYNRVFSEX3/9FXFxcViwYIHKNUyFKHb/PpA9p6hzflmyZAkCAgLQqFEjODk54dKlS/Dz8+NeqAAo+V117NgRWVlZOHr0qHQy0uHDh1XKrbCwUFpnjsmsP6ysu3fvolmzZuX+zlQZwwcIt3/GxsZITExEkyZNpI8lJiZyF6kXiUTSc23fvn3RqVMnHDlyRKVi93l5eeUWB2jdurVKf3tCvg8aNGiAmTNnYsaMGbh06RLCw8Ph4eGBCxcucMURqgd+6tSp2LBhA/r27QtLS0u8efMGgwYN4iqdJ9G1a1c4OTkhOTkZW7duRWJiIlasWIGvvvqKO5bQf3uAjjQUhewlE7IC/+LFixEdHY2pU6eidevWePDgAdq0acP9wTdz5kzBLjn+8MMPcmud8ZgwYQIcHBywe/dutSu39+rVCwCQnZ3N/Q2orPv37+P06dPSkjaDBg3C1q1bueNUVJ/y/PnzCA4O5l6T09DQEOnp6aV+X+np6dyFsoWsvp+YmFiuXuiePXtU/uYoxFqzw4cPR//+/VGjRg3o6ekhNTUVvr6+Ks3EFqrY/ftg5syZiIuLg6mpaami97yaNGlSqlHYo0ePCleC4mFmZoYxY8ZgzJgxuH79uspxBg8ejNGjR6N9+/a4desWd9kQTRVsl92/mzdvcm/v5uaG6dOnw8HBAY0bN8bTp08RFhbGPXlIyNVw5A0VUWfIlbrHCUCp93jPnj3Rs2dPpKenc8cRqgfewMAAbm5ucHNzQ3p6OszNzbl7giWmTJmCfv36oU6dOqhduzYSExMxevRo9O/fX6V4gDDHXEK1QRoCk/SSyVKllwwo6TksKCiAWCwud5vXy5cv0atXL2nB0o8++gjjx48vl6sif/31F4YPH443b94AKCk/MmLECPz999/cOTVo0ADh4eEYP348PvnkE0ycOBHh4eHctZvOnj2LqVOn4smTJ4iMjMS1a9dUruY/c+bMcj/9+/fnXvXg5MmT+PHHH2FtbY0ePXqgZs2amD17tkrjSyVev36N7du3o3///ggODuYehwKUzBB3dXXF7t27pY1NV1dXzJgxgysO+//V92WpUn0fgHSspJGREYqLi7Fz506VGomy5SAyMjKgp6eHvn37qtRAuHjxIszMzKCnp4eMjAxYWVnh448/VqkEVM+ePbFmzRrpMI/s7GysWbOGuzf/fRAYGAgPDw/MmTMHR44cUTmOl5eX9PbRo0elt3nf5/KsWbNG5W0nTpwIT09PdOzYEatWrVLpSsXOnTsxcOBA9OzZE/369eMuHSQxd+7cUjElVFntqk2bNtizZw8YY7hy5Qry8/Oxc+dO7l4uIVfDkTSkZH9CQkK4z+dCHifZ97hsXUhVOlskve5paWnS25IfHn/99Rfs7e3h4uKCt2/fqtxIBIB79+6hRYsWqF27NoCSL239+/fn/uwT8piXIsiUGDW9ePGCDR8+nH3//ffMx8eHzZo1i9nb25dbJFsZffr0YX379mV9+vQpdbtv377csWRnKMsu0s47c1noBb8ls/7evn3LfH19WUBAAMvOzuaKkZaWxuzt7dm8efOYv78/mzVrFhs2bJh01qoqCgsL2YkTJ5izszMbOHAg++WXX7i2d3JyKrcfmZmZKs0yv337Nvvhhx/YgAEDWGBgoFoz1RljLDExkW3atIktW7aMBQUFsadPn3LHOHjwIJszZw6LjY1lmZmZ7OHDh2zevHls165d3LGEWpBeXhxVYgoZq7i4mAUFBbF+/fqxbt26scGDB7Off/5ZpdmX7zrJzMjs7Gw2YcIElePI+52p+7cjYW9vz71Nt27d2OnTp8s9zvue2rVrF1u6dKm0okJmZiZzd3dn27dv585J9ngIcZzi4+Olt588ecIePHjAHcPW1lZa9UD2Ng5SZT4AACAASURBVG8VBMYY27Rpk9wfHkIeJ6He4xV5/vw5S0xM5N7OycmJxcfHs7///pvNmjVLrRxkj4+k+kDZx5Uh9HtTQicuPUt6ySQrAgwcOBAdOnRQ6VvRr7/+Wmq8hzqYTA9bcnJyhY8rQ8hLjpJaZ3369IGnpydMTU1Rv359rFixgutyhY+PDxYsWFCqzmR0dDR8fHwQGBioVIyioiKsX78eY8eOLVX/UCwWq7T8lIGBQbnCvmZmZirNmnVycoKrqyuOHTsGIyMjTJ48mTuGrJo1a0rrtl24cAFPnjzhXqZp5MiRMDMzg7e3t9rV9ytay1qCp16o7HtZ3m1txBKJRJgyZQqmTJnCve37RlJdoEaNGmpdmpf3OxNq5qQqcWrXro1t27bh7t27pcZ+8b6nTp8+jeDgYOk518zMDCtXrsR3332n1kx/dY/T6dOnERAQgPDwcJibmyMtLQ3u7u5YuHAh1+RLnnq1iqiyIpMi6h4nod7jQMnkTQ8PDzRq1AhDhgyBr68vTE1NMXLkSK7PCUNDQ+lVnE2bNqmVExNwbkVF26r7N6wTDUXZsStWVlYoLCyUXpbt1KkTV6zZs2fD0tISo0aNQv/+/bnL6yiD96AzgRb8BkoGZe/atUs6u/TixYswNTXlXgA8OTm53MosPXv2xJYtW5SOsWPHDrx580awEivyjqsqY2OCg4MRHh6OIUOGoH///sjJyVEpJwA4duwYNm7ciBMnTiAoKAiXLl1CvXr1cPPmTXz//fdcsSSTRyQyMjLw888/czeIZMeS8a6HLkvIMb1CxvLy8pJWPDh69Ci+/fZbACWXQTdv3swdjyim7u9MQlKAXxZjDP/99x93rNq1a+Pnn3+Gu7s7pk6dioCAANSsWZM7P0NDw3JfzA0NDVX6fBDqOAEllwcPHjwIc3NzACUTEfbv34/p06dzNRSFWsFGSEIeJyF5e3tj06ZNePPmDcaPH49z587B3NwcLi4uKncoqFsyT6hzp6aOuU40FGXrSAElO3j16lWIxWLuAdCRkZG4e/cuDh06hI0bN6Jv374YOXKktKYbD6EO+rfffov58+eXW/BblRlNQtU6U7WGmCw7OzssXrxYsBIrZXvGAEin9/Nq37492rdvj5ycHERFReHvv/+Go6Mjhg4diu+++44r1qFDh3DkyBEYGhoiJCQEhw8fRr169eDk5MTdUJS4desWgoODceXKFWkpEh5lV0jIysqSVuPnqYOZm5uLhIQEFBcXIy8vr9RtXkLGiouLk94ODw+XNhTfvn3LHetdd/fuXTg5OUl7lyW3eZcIlZSUYoyVus1bUkrt8VBlmJiYIDAwENu3b8eoUaOwceNG7hgikQivXr0qtVKTZFIhr4p681U9TxkZGZVbX7hu3brcs5XVqaShKUIeJ6He40DJ+0myrGjbtm2l7wkTExOuOLKTYtQte8f+/3wKxli52zyEPOaydKKhKHtief36NVauXInWrVvD29tbpXi2trawtbWFWCzGuXPnsGbNGuTn53MPXv7nn3+k9eBev34tvS2ZlKIsIS85ClXrrGHDhvj9999LzWy9cOEC1+XU5s2bY//+/TA0NBSkxIq8Mhzq9JjVqFFDuoRcXFycSksC6uvro0aNGoiPj0edOnVgZWUFQPnG9pkzZ1CjRg107twZUVFRCA4OhpGREbKysnDu3DnuE5Ss+Ph47Nu3DydPnsTAgQPh6+vLtb2JiQmWLVsGoKT6gOS2KjnJi6VKiQ5NXwZ9l8hOPJHF20CXLR0le3vWrFlcceLj46WVEDIyMqQD9ENCQrj/lmV/95MnT4atrS2mTJnCfflx+vTpmDx5MqZNm4YmTZrg6dOn2Lp1q0pLZ8rrzVflPCUSiZCXl1fq7y03N5f7y7aQl4srK+bPs866kMdJ3ntcFbLnENkeZd5GmVBlqYCSgumDBg2S5iGpZ8x7vhPymMvSiYaixMWLF+Ht7Y2xY8fC2dlZ7XgZGRl4+vQp0tLSuIuqAsKO+yh7yREoKajJu3qJULXOFi1ahFmzZuHgwYPSE+erV6+4S9HIzvRSt8RK586dcffuXZibm0vHmebn52Pjxo3ca4wWFRXht99+g7W1NZo1a4Y1a9agoKBApRNqUVERsrKycOrUKfTs2RNAyaV7ZT+s7Ozs8N1338Hd3R1ff/011q1bhw8//BCTJk1SuZEoGXNVUFAAe3t7PH78GKtWreKOI69siGxBYnVjqXIC1dXLVrqo7Je7pKQkBAcH4+jRo/jjjz+UjjN8+PAK18Ate8VHkR07dkgbinPmzJHWKTxx4gT3B1bZ9/SXX36JX3/9FUFBQVxxvvjiC6xZswYhISEIDw9HgwYN4OnpqVLpJiHfj2PHjsXkyZMxbtw4NG7cGMnJyfjll1+4r3r07du3wsv9IpEIv/32G1esqKgouf/H01AU8nzOOx68MvJ6J3l73YRsnJ8/f77Cx3nL2gh5zGXpREMxOzsbPj4+ePToEbZv367WZJTc3FycPn0aERERePv2LRwcHPDLL79w97gBKDUNvyyeWnxz586VNuR27tyJiRMnAgAmTZrEXexVqFpnderUQXBwMO7cuYOkpCQMGjRI5QXWy64Soqenh3bt2nGX6vD09MS9e/eQlZWF6dOno2nTppg9e7ZKle5XrlwpreuYnp6O7t27w9raGj/++CP3MZ8wYQK+/fZb1KtXD1u3bsWtW7cwd+5caY+ZIr///jtsbW3Rp08fHDt2DM+ePYODg4NaA5UXL16McePGYfz48ahduzbOnDmjcqyKuLm5ITw8nGubu3fvYtOmTbCwsMDixYul77Ft27bh0qVLXLGEugz6LktLS0OdOnWkPdsXL17Evn378M8//2DKlCmVnr8qEhQUhPDwcBQVFWH16tVo2rQp5s2bJ63HpiwhJzVV9AXfxsYGnp6e3LFatWqFZcuWISUlBUVFRSo3+GQbzteuXcMXX3whbZTxjqmXrDgUFhYmvdrk5uaGDh06cMWRTB5kjMHV1bVUaRResqu5xMXFIT4+Hs2aNUPbtm254gh5PheSkL2TmiAWi3Hs2DEEBwdDLBbj+PHjSm+rqWOuEw3Fb775Bvn5+Rg6dGi5DyfeSwN2dnbo27cv3Nzc0K5dO7XyKvsNo7i4GBERETAxMeFqKL569Up6+8KFC9KGoionTqEG+Zf9EElMTERiYiIAvkYwINwqIf/88w8iIiKQmZmJcePGITc3F15eXuUm3SgjLi4OISEhKCoqwuDBg6WX0ir7tixPr169Sn3jMzQ0RGhoKOrVq6fU9j169EC/fv0AlFw+++uvvxAWFoY7d+7Az88PQ4cOldbqVNaZM2dw+PBhODs7o3Xr1sjIyODaXhFV3pvLli3D/Pnz8fz5cwQGBiInJwepqakIDg7mjiXUZdB3WUJCgrSgeUREBD766CNMnDgRxcXFmDp1Knc8odbAFXJSk1Di4+OxatUq7NmzB+PHj4eFhQWSk5Ph6enJ/UVbdqiUi4sLV5WBikhW0lCH7JUpPT097itVFdm7dy+OHz+Odu3aYefOnfjqq6/g6uqq9PZCns+F9PjxY7n/J2TPpTJu3ryJ+vXrw9raGk+fPkVwcDBOnjwJxhgCAwO53xeaOuY60VCUd/JXtdyApBixrGfPnnG/CWQnVjx58gQ//PADevfujR9//JE7Lwl1x1sJNch/6dKlaNiwIfr06QNjY2O1ereEWiVE8nszNzdHdnY2duzYwV1IXEJyotTX1y+18owqs9PUnVFY9qTduXNndO7cGW/fvsWRI0ewaNEi7t4fKysrTPt/7J13VBTn/safJbCgSEdEqTbEGjWWGEsiGsUIdjTEFhWNUiygUqUoIohgBdRYA9iwi1GiJIqiiaLXYBcbRZoICEtbyv7+4Mz8dikJ887LdS/6OSfn4HLnvcPu7Mz3/ZbnWbwYixcvxs2bN3Hs2DFYWFhg7NixcHV15bRWQ5Bcm61atWJLU2FhYZg0aRI2bdpEtFZDzjqfkMXc3Bw5OTn4888/MX78eEyZMgXdunUjzibR8sClOdREi02bNrFWZrq6uoiMjERqaiq8vLx4uc/wDX7/qZT7T72C/w1iY2MRHR0NRUVFVFZWspJjTYXm/Zzh3r17OHnyJNvDmZuby3n2gFZp/Z8GbZuaWdbX14eHhweUlZVRVFSESZMmITY2FsuXLyfaPDTHew7ISaBI027N3t6eLS0GBQWxD013d3ciT0+gVmrl4MGDcHd352xrBtDdVdNq8k9ISMD58+dx5coVtG/fHtbW1hg8eDDROTXkElJ3kq8pSP8Nenp6vC7wwsJCXL9+HRKJBO/fv5f5mSs0Jwql+0fU1dVhY2ODrKwsXmsOGTIEQ4YMQX5+PueyirOzc4O9Tenp6ZzPQ1rvUk9Pj8jzlKGhG3ZJSQnKy8vx+PFj4nVbEvfu3YO7uzu6dOmCuLg4rF+/HuXl5SgrK0NxcTErudJUaHng0hxqYnj8+DGOHj2KiooK9jXpEum/UVZWxnqHM++LiYnJB7eEpBUMSmfJmOCceT6Q9OcDtfcBZthDSUmJs/MIzfs5g7+/P3788UfExcXBzMwMYrGY8xpcrpt/gmlBSEtLQ2VlJXr37o1Hjx5BVVW1yZaRhYWFbCJBUVER5eXlqKmpIY4TmuM9B+QkUGQoLCxETEwMjh07BmNjYyK7Neng6eHDhw2+3lRycnLg7u4ODQ0NxMTEQENDg/MaAN2RdVpBp7a2NmbPno3Zs2cjLS0NZ8+exa5du9CzZ896EjVc0NHRIQoSAdTrRZMu8XBtQejZsye7c+zRo4fMz1yh1bQs3T+yePFimJqaUu3Z0dbWxo8//sjpmMaGC0im5KRlHVRUVNifgfpZ1X+j7gP08OHD2LdvH9zc3DifV0tFOpi2traGtbU1UlNTcezYMUycOBG9evXiJCVDywO3OXyV3dzcMGvWLOjr6xMdLx1gSmvFkugohoSEsPde5p7FwPU+1VhWSiAQYMCAAU1ex9vbm/1ZOjgXCATECZIvvvgCS5cuxRdffIE7d+6gX79+nI6neT9nUFdXh5WVFRITE+Hk5MR56IcmzN+zaNEihIeHQ1FREdXV1Zw0cYVCITZt2oQ2bdogOzsbx48fh42NDUpLS5GQkIBhw4ZxknBqjvcckJNA8cGDB4iOjsbdu3cxbtw46OvrE/twSsO3zGtlZQUlJSV8+eWX9abvuPSl0BxZb44mfwUFBSgpKUEkEhFNu9JyCWmsL43ks6O1awTA9hdKQzJRKI89O23atGkweCbx12YkHpjvHfMzyeQlQ05ODjw9PaGqqopjx46xUiufaBgTExM4OzvD2dm50UnKxqAl9zF79uxGv7OkQYuuri5sbGyIjgVqsyvJyckyfevJyclo27Yt57U6derE/ix9nyKhIQ3hmzdvorKykpOGcN3gvKqqirfZhL29Pe7cuYMXL15gypQp+Oabbzgd39j9nA8CgQApKSkoKyvDy5cv5UI/UvocqqurkZ+f3+Rjpa8lfX19ODo6wsHBAdeuXcPx48fh7e2NK1euNHm95njPATkJFGnardEs89JygKA5sk6ryf/t27e4cOECLl68iFatWmH8+PHYt29fg/2d/wYtlxCaLQg0GTlyJB48eICvvvoKEyZMQIcOHYjWaa7+ET4EBgayD+958+Zh//79AGof6FycIYDGJR5IOXPmDHbs2IFly5bBysqK6totiezsbCxfvhy7du2ChoYGLly4gF9++YWzrVj79u0xdepU3ufj5+cHoHYz5ebmhqCgIN5rGhgYYPfu3ejevTt7X+fST7Zq1SrY29vjyy+/hImJCdLT03Hz5k3s3LmT87lMnjwZ1dXV+Oyzz5CcnIyKigrOGUCGhjSEu3XrxllDuO41cPHiRfYakO7R5sKiRYtw+PBhzgEiw+TJkyGRSHD79m1kZmaiffv2GDRoEK/nspubG1JSUjB79mysXLmSsyNZczBt2jSMHz8eZmZmeP78Oe+BO4FAgBEjRmDEiBGce9dzc3OJBtn+DbkIFGnardHSSALqB53Kysro0qUL64bSVGiOrNPSOvv666/RsWNHjBs3Drq6uqisrGTLs1xV5VNTU9ndPpNB4gONFgSaeHl5oaamBtevX0d4eDjev3+P0aNHY9y4cZxKqjT7R2g1wdP0GL19+zY2bNgAVVVV+Pv7E7khMTg5OeHu3btwcXGBpqamzN/EJUD4GPDx8YGdnR3bGmNlZQVFRUX4+PhwCoTOnDlDJVCUzpK0atVK5t+kVFZW4tWrVzK9eFyuAyMjI8TExOD3339HRkYGevXqhWXLltXzlm8KSUlJCAgIwMmTJ+Hh4QEzMzO8evUKCxYsIN7Q8NUQpnUNSKOhoYGDBw+iY8eObPmTy3uel5eHn376CSYmJjA0NMTvv/+OwMBA7Nq1izUt4ErXrl3RtWtXAMDJkyeJ1mDYuXMn9uzZI6NlS9IzOnPmTEycOBEvX76EoaEhtLW1eZ2XNFFRUZySJImJiS03UKRpt0ZTI6lu8FVaWoqUlBSsWbOG0y6LZsmRltbZkiVL2MAlLy+P83lIc+7cOTZQnDt3LnF5iWYLQmZmZqO/I8kIKigosLu8wsJC+Pr6Yt26dUhOTm7yGjT7R2g1wdOUMgkNDUVwcDAKCwsREhJCZLXG0KZNG4wYMaLB8tunQFGWkpKSetlfS0tLHDx4kNM6zLRyQ5sE0oEIvjAlVCZLSYqzszNWrFhRz/RgzZo1nDUZIyIi2GtbS0sLoaGhePv2LZycnDgHirQ0hGldA9JoaWnhyZMnePLkCfsal+9eYGAgVq5cKfOcS0hIwIYNG7B582aic6IV3AHAhQsXcO3aNc6Jn7rQmMRuDK4bdmaIsyH43DflIlBkqGu3FhMTw3kNAwMDXL58GaNHj4ZIJEJYWBiEQiFRlN2QZ2lhYSEWL17MKVCkWXKkpXVGU4+Or6guA80WBGbitrCwECUlJejatSueP38OXV1dnDp1ivN6NTU1SExMxPnz5/H48WOMGDGCsyB1c/SPpKSkwMfHB8XFxbC2tkbXrl05TebT8hgFaicjGUkkrmXPujTWY0oy5djSaeyz4voZvn79Gt7e3vWO4zoQIf0ZSV9TAPehJldXV4SEhMDS0pLdvJD0vd65cwfz5s2Dn5+fTCWHpCe7srKSvX8zAXTbtm1lpv6bCi0NYVrXgDR1v4O5ubmcjs/Ozq6XDBkxYoTMMBFXaAV3QG2swMc+lYHGJHZjcN2w5+fnNyr/8z8fKO7YsaPB10mmjDdt2oTU1FSMHDkSa9euRatWrdCuXTv4+vpi48aNfE8VmpqanJuEaZYcaWmd0YRWXyjNFgRmYtPBwQFBQUFo06YNSktLiSa//Pz8cPv2bQwaNAjTp08nFsedPHkyXrx4wQZTaWlpKC8v5yy2LY2/vz82bNgALy8vTJs2DXZ2dpwCxboDKKQeo3Uh0auUhqabUUunT58++OWXX2QE7iMjI9GtWzdO65ibm1N5b5mgrqFriutQEzMMt2XLFplBlL/++ovTOsbGxvD19YWTkxOmTJkCOzs7TsdLIz1BLT3kSPKdobVhp3UNSLNt2zYcOnQIlZWVKC8vh6mpKSfDAi7Tuk2FVnAH1Ab81tbW7P1XIBAQiafTmMRuLIgrLCzktE7Hjh2pDnIyyEWgGBUVBXV1dYwfPx76+vq8dkEPHz7E/v37UVVVhatXr+LKlSto1aoVtabX0tJSiEQiTsfQLDnS0jqjCa2pZ5otCAzZ2dlsRrd169acd8VAbQuCpqYmfvvtt3pWeVzKHnFxcQgNDcXx48ehpqaGvLw8uLu7Y9WqVZwHR6QxMTGBQCCAtrY2VFVVOR1LcwBFWl6F+ZmBa98rTTejls6KFSuwfv16DB8+HG3btkVRURGGDRsGd3f3D3I+NK+ppKQkPH/+HAcOHMC8efMA1G5CoqOjOVmbCQQCdO7cGUePHsWqVavw+PFjzgMjDJ06dUJ8fLyMGsIff/xBVJ6nJSzfHNdAQkICEhISEBAQwGZjudChQwf88ccfMhvXK1eu8HI/oRXcAeBVsZKGxiQ2rVYikqx2U5CLQPH69eu4du0aYmNj8fjxY4wZMwZjx47l/NAD/v+NSk5ORteuXdkUNdM/wAVpvSygtqSSmJjIudmYZsmRltYZQ0M9YFz9SmlNPTPQaEFgGDZsGGbNmoVevXohOTkZEydO5LyGdI8OH/bt24ejR4+ygr/9+/fHoUOHsGTJEuJAUUNDA0eOHEFZWRnOnz9P5GkeHR2NX3/9FQUFBdDX18f48eOJhhpoyavUha/MVUtHKBTCz88PXl5eKCwshJaWFpE0ytatWxt8XSwWcyoZi0Qi+Pj4wM/PD23atEFsbCzi4+Ph7+/P+Z6urq6OvLw8iMVi9noSCASsy0pTYa4hNTU17Ny5E9u2bYOtrS3Rc4GZoD5x4gQ7QZ2Xl0c8NEIDWteANJqamhAKhSgpKYGJiQnKyso4Hb969Wo4OTnh6NGjMDY2RkZGBt69e4eIiAjic6IR3DHBa0NWflxVSAB6k9jJyck4fPgw3rx5gw4dOsDW1haff/45pzUOHDgAAMjIyEBWVhbat2/fcpxZFBUVMXLkSIwcORIlJSW4dOkSXFxc0KpVK85Nr5999hmuX7+OU6dOYcyYMQCAGzduED1A607rKSsrY8aMGZx3jkOHDm1wyuvvv//mfE60H8bMwA6TDTQwMOAcKJJ8uRqCZgsCw8SJE2FlZYWUlBRMmjQJ5ubmxGvxRSgU1hMj19HR4eVYERAQgJ07d0JLSwsPHjzA+vXrOR2/fft2vH37FuvXr4euri4yMjKwf/9+5OTkwN7entNajDA5jZuUvHgE/y+hpKREpAvIsHbtWirlfh8fH/Tu3ZsNCi0tLZGTkwMfHx9s2rSJ0zmZmZnBzMwMNjY2xDIvAOo9vJcuXYqePXsStSNpa2vjyJEjSE5ORkZGBr799lveXs204HsNSKOvr4/jx4+jVatWCAkJ4VxJ09bWRnR0NB48eID09HRYWloSv080gzumnMv32cn0IpqYmLAKD0eOHCFaKyEhATt27ICjoyOMjIzw+vVrrFu3Dg4ODpxaiZj2qsLCQhgYGOD169fQ0dFBaGgokfQdg1wEitI8fPgQd+/eRWZmJpF8jKenJ0JDQ2FgYABbW1tcu3YNwcHBMlmvpjJ+/PgGX+e6w165ciV7o121ahWCg4MB1GYsufYE0dI6Y5Aug4vFYixfvpza2lyh2YLA4OnpicOHD7OSCh8SgUCA8vJymR6bsrIyoqwGg4+PD3HpBajN5ktnpc3NzbFhwwbMmTOHc6BYUlICFxcXKjcpmm5Gn2gatMr9WVlZMtekoqIiFixYQFTxYLh58yZ27doFsVhMNMxSd9oZqBXSb0hM/9+QrsK0bdsW1dXV7GtcN9kMzLRqVVUVWy1qDpkTLqxduxZZWVmwtLTEqVOnOCdtpMupampqKC0tZV/jOlhBK7gD/r/c7+joiBs3biAjIwN9+vThnACS7sWtu5nl2ou7Z88e7N69m00kdOzYEX369MGyZcs4BYqbNm2CpaWljKROTEwMNm7cWM80hAtyESgmJyfj/PnzuHHjBvr27QsrKyv4+fkRZRKMjY1lgsLhw4cTm75LT9oxkNykpG+02dnZDb7eVGhpnTVEdXU1kccvLWi2IDC0bt0aAQEBMlpgfB5YAPD+/XuiLOecOXOwcOFCzJ07F0ZGRsjOzsaePXt42VCJxWI8efIEHTt2ZK9VLpuYhv63CgoKRL0uzHQqjZsUTTejjwmRSIQ3b97AyMiISCOQgU+5v7EhBq5ewdL8/PPP2LlzJ9q3b0+8Bi0aclP5888/IRaLObmpSLN06VKYmpri2bNnUFZWpjLVy4ejR49i6tSpMDAwQFJSEhQVFdGlSxdOa/zT4AvXQFE6uLty5QpSUlLQsWNHXr3doaGhyM7OxosXL6CkpITdu3c3qHTSGOvXr6fqqtVQtYlrjPDkyRMZO0cAsLGx4azQURe5CBSnT5+Ozp07Y/jw4VBSUkJiYiISExMB8PMn5Attp4m6kATCtLXOpL+wVVVVmDt3Luc1GEQiERISEmTkAbiIhdJsQWBg/EmlsyWk3Lp1C2vXrkV1dTUsLS3RoUMHTrZio0ePho6ODo4dO4bc3FwYGBjAxcUFffv2JT6n169fy2T+uG5iGrsGSTYxNG9StEXcPwYuXryInTt3stenQCDglBWmVe43MTFhJcoY4uPjeZVEjYyMeAm406QhNxUzMzPi4RiGtWvXwt3dHevXr+fcB09LgB+obUdJSUnBhAkToKioCH19fRw4cAD5+flwcHBo8jrNMX0bEhKC1NRU9O/fH6dPn8adO3fg6upKtNadO3cQHR2N2bNnY/LkyZxNKyIjI7Fu3TpMmTIFU6ZM4SW0XVVVVa9SKRaLOVebGutL5TvkIheBYmMX1Id+OFRVVWHbtm1wcHCAsrIyrly5gqSkJCxfvpxTozDNfitaWmcMwcHB1HZF9vb20NPTY3f9fP5Wvi0IDI6OjsjNzZUp6ZCydetWREVFwcnJCYsXL4atrS1n/9l+/fqxwSsNzp07B4lEgvz8fGhqanK+Idy9e7fBh8z79+85nwvNmxQtEfePiQMHDuDYsWNYsGAB7O3tMXXqVE6BIq1yv6urK5ydnREWFgZDQ0NkZWVBW1ublzyZiooK7OzsZCz8SJIIfDez0vB1U6lLRUUFysrKIBAIOEuD0ZqaBWr75Y4dO8a+z4aGhti8eTO+//57ToGitOe3QCCAiooKevfujQULFhBnTG/fvs32Ac6dOxfTp08nWgeoraAx9ovV1dWc5XzCw8Px7t07nD59GvPnz4epqSlmzJhB9Dy1srKCp6cnPD09oampiaKiIvj7+zfa/tYYmpqauH//Pnr37s2+dv/+fV59/oCcBIov9KmfgwAAIABJREFUX77EggUL6qVeG5vCIyE3N5ezbVBAQAA+++wz9mLv27cvrl+/jsDAQHh5eTV5HemHcWFhIfszycOYltYZw44dO6gFihKJhHOzujQ0WxAYPDw8cO/ePZSVlaG8vBxGRkY4duwY0VoKCgrQ1NRk7Rz5lMRp8ddff8HDwwNqamooKirCunXrOAXWDx48aPB1kowizZsULRH3jwkFBQUIhUIIBAIIBALOD2Na5X51dXXs2bMHmZmZyM3NRfv27XkNogC1lqM0oLGZpeWmIs3MmTNx8OBBDB06FF9//TW++OILonX4CvADte06dd8XJSUlzve7unI6paWlSEhIgI+PD/GmoaqqCjU1NVBQUOBdaZg7dy6mTJmC/Px82NjY4Mcff+S8ho6ODhYsWIAFCxbg77//xqlTp7Bu3Tr8+uuvnNb54YcfoKCggNmzZ6OgoABt2rTBrFmzOLclMRP5gwcPhpGRETIyMnDz5k1ek+aAnASKMTExuHTpErZu3SojEHrnzh3Oa/36668YPXo0IiIicPjwYVRWVqKqqgoGBgacP7yHDx/KNPpramrC09OTcxapsYexPCAQCODg4CDTw0da7u/WrRv+/vtvdO/enX2NS79cc7QgvHz5EufPn4e3tzdWrFiBZcuWEa0D1Pa/hoSEoLCwELt37yayAqTNli1bcOjQIVaA3dHRkVOgWFxcjOPHj0NdXR2TJ0+GgoICnj59Ch8fH84TfKtXr8aSJUuo3KQ+TT1zZ8CAAXB2dkZOTg68vb1lAvam0KtXL5w8eRKtW7fGpEmTeAsmd+jQgdp3xNraGqdOnUJWVhYGDx5MPJzGdzPLnAsNNxVpxo4di+zsbOjr68PU1JR4KIavAD9Qm71NT0+HkZER+1p6ejrn72FDHt+9evXi1Wf83XffsbIxycnJDQ4pNZVx48bhq6++QmpqKoyMjKClpUW81n/+8x+cOnUK9+7dYwXmufL999+z7w1jXckVIyMjHD9+HFeuXEF6ejr69OmDFStW8OpXBuQkUOzatSuWLl2KJUuWYNWqVRg3bhwAskyCqqoqVq5ciczMTFy7dg3e3t5wdnYm8gptSLaEZKfemOwL8P+SIk2Fj39uQ9QdjOHzUL5165ZMXyfXfrnm6GlRVVVlSzna2tq8Joz9/PwQExODL774Aq1bt4a/vz/ROsXFxbh165aMwwPpDe+zzz5jszXt2rXjLLWzbNky9OrVC48ePUJWVhZ0dXWxY8cOor4fQ0NDmZvU559/TnyToiXi/jHh7OyMhIQE9OjRA507d+YcILi5ucHY2BhFRUV4/fr1B+0Pr4uPjw/09PRw48YN9OrVC66urvj55585r8N3MwvQtT9l8Pb2hr6+Puzt7REXF4fffvsNnp6eRGvxEeAHalU67O3tMWTIEBgZGSEzMxPXr19HUFAQ0fnUpbq6mvjY+fPnY9iwYXj58iWmTZvGy9Xq9u3bKCsrg0QigbOzM5YtWwZra+smH5+eno4zZ84gNjYWnTp1go2NDXx9fYk2WNnZ2Vi+fDl27doFDQ0NXLx4Eb/88gu2b9/OKRvPDFNpa2uzPZMPHz4EQD6RD8hJoCgQCDBw4EC2/+vx48fENynmItTQ0ICSkhLKysrQtm1bog9PW1u7wVIa10BRV1eX/fnAgQNEKW6GxYsXNzqJTaLhdP/+fZkBhNWrVxP37Jw9e5boOAZaLgXS9OzZE3v37oWenh5WrFjB6yYF1Jb+u3TpAolEgri4OFhZWXFeY/78+ejcuTOr7SkQCIgDxTZt2iAyMhIDBw7E7du3OZd5S0pK4OzsDIlEAktLSxgYGODMmTPQ0dEhOh9lZWV2R71r1y7inSxtEfePgYyMDKSkpKC8vBwPHz7Ew4cPOW1ECwoKsG3bNtTU1LDSOPJCWloa1q9fj6SkJFhYWGD37t1E6/DdzALA4MGDZY5XVlbmNcgAAI8fP2aVAby8vIh7HmkI8Hft2hWHDh1CfHw8cnNz0bNnTzg4OHCWuKrreSwWixEXF0f8Xl25ckXGGIBv311wcDA2bdoEPz8/HD58GMuXL+cUKM6bNw/Tpk3DwYMHebdW+Pj4wM7Ojv2brKysoKioCB8fH05C7rNnz4axsTEbszDJNibGIkUuAkXmj+nQoQMOHz4Mb29vLFy4kLMSPACUl5cjODgYa9euxeHDh6Gjo4OgoCAZWZqm4ubmBnt7e7Rv357dWb1584azJqP0g+78+fO8Hnxcxvf/iejoaEREROD9+/cytnSMDzEX1q5dC29vb8yYMaNeEEsqQEoLZ2dnlJSUQFlZGQkJCTJ+sVxxdHREZWUlcnNzUV1dDT09PaJAUU1NDYGBgcTnIU1wcDDCw8OxefNmdO7cmfPkJZNNYR54ERERvATApUlMTCTWgqMl4v4x4eLiguHDh8tsTLnAfHcVFBR4e3UDtZ///v37ZQIG0v7q6upq5OfnQyAQQCQSEZfF+W5mgVq7PGkv69LSUojFYgQHBxPfXyQSCQoKCqClpYWioiLiDS1fAX4GNTU14oQBQ115ORUVFfTo0YNIzy86OhoJCQmYM2cOdHR0kJmZiV27diEtLY1Y7kxZWRk6OjpQVFRE27Zt6wW2/8alS5dk/r4TJ04QS9eVlJTUk/qxtLTEwYMHOa1z4sQJxMbG4uHDh/jyyy9hbW0t00JAilwEit9++y37s1AoRGBgIH755ReihlcmM7Nu3TpkZWVh4sSJOHHiBKZMmcJ5LUaZ/s6dO8jNzcXYsWPRt29fzheUNHz7rTIzMxv9HRcPzZkzZ2LmzJnYuXMnFi9ezOucmMnKoKAgGa00kmEd2uTk5CA4OBgFBQUYO3Ys3rx5Q/wgFYlEiIqKgqenJ9asWcN6z3Jl2LBhOHz4sIwuGdfdHtPPlJeXJzP5l5+fz2mnLX09ampqUgsSgU9DKP9tVFRUOLeySCORSFBZWQmJRCLzM8C9PAvUtpJ4eHhAX1+f+JwYli9fDltbW7x9+xYzZsyAh4cH0Trx8fE4dOgQ+7cVFhbi3LlznNaQ7ltnSEtLg7u7O6Kjo4nOy8HBAVOnToWGhgaKi4vryUw1Fb4C/DShKS937tw5REdHswoK5ubmGDZsGObPn08cKKqqqmLevHn44YcfEB0dzVmjs+6znI/GcWP3Sq730J49e6Jnz56QSCT4888/ERERgby8PFhYWPBKUMlFoDhnzhwAstZfc+bMYV8n4cqVK7h//z6WLVuGK1euoGPHjkQN0AoKCuxDPD09HUFBQTh79ixu3LhBfG58oJ1anjVrFrZs2YLc3Fx888036NatG2e9MolEglevXsHV1RUbN26ERCJBTU0NvL29iTT0aEpYMAFdeHg4BgwYADc3N+KpZ6a5uKysDCoqKsT9jklJSTLivCSf3f79++Hu7g5vb2/2hsW0IHDJ2jx8+BDff/892wvI/EzayiDNrl27UFBQgJiYGCxatIjXWp9oHMbWTFdXF7GxsejRowd7TXDRVn3z5g0sLS0BgG1FIDEYYGjfvj2++uorzsc1xKBBgxAXF4f8/HxoaWkRb7jDwsKwZs0aHDlyBIMHD2aH5fhibGzMKwkwcuRIjBgxAgUFBdDR0SFei68Av7yipKRUT2ZLKBTy0gfctm0b0tLS0KVLFzx79ozzkGpd+GyM+/Tpg19++UUm5omMjJQZ7uWCQCBAv379WPmemJiY//1Akab1F8P27duxZ88eALX9TgsXLmyyGnxeXh60tbXZ8sbVq1cRFRWFu3fvYtGiRTh9+jSnc2FKsjQexrRTyx4eHhgxYgRu3boFXV1deHp6IioqitMaf//9Nw4ePIhXr15hzZo1AGoDbK7q+ww09RgrKiowZMgQREREoFOnTrwyZt9++y127NgBc3NzTJ8+nVgep7S0lDVvJ6VLly4oLy9HZGQkr3UaK8WVl5fzWjc5ORnR0dG4fv060RRgQ1kbBr7OOi0N6eyT9PvGddNA22BAR0cH3t7eMoEr18+uoXYWBpKNjJaWFvr164cjR45gypQpOHnyJOc1GqK6uhrFxcWcj6PdtsNXgF9eoWkMwNBQnyufjPyqVauIj12xYgXWr1+PYcOGQU9PD0VFRRg2bBjc3d05rVNZWYmEhATExsbi9evXsLCwgKenJ5EZhzRyESjStP5iUFRUZBvy1dTUOPW0vH79GoGBgejRowdOnTqFbt26Yf78+aipqSHquaLVVwjQTy0XFhZi2rRpOHv2LPr370/0xRs9ejRGjx6Nq1evUtE7oyFhwSAUCnHt2jXU1NTg3r17vHbX0g3mX3/9NUxNTYnW6dq1K86fPy8jHsz1i/zs2TNYW1tj6NCh+P7772Fubk50LnXbFdLT0xEdHU2UNReLxTh//jyio6MhFAohEokQHx8v423dVGh4un4s8N0sNBeGhoYAajfepNC8dwK1manbt2+jqqoK165dI7rO6m5ixGIxfv/9d5kWqqbCBHUBAQFE35O68BXgl1eYyoc0fL3fmRYkiUSCR48eEffl8nXsAmqfU35+fvDy8kJhYSG0tLSI5HG++uor6OnpYfz48ZgyZQoEAgHevHmDN2/eECduADkJFJvDn7BPnz6sPVpycjJ69OjR5GPNzc2Rk5ODP//8k33Du3Xrhn379hGdi4GBAeudqaioiKSkJKSkpMDW1pZoPYBuapn5smVnZ/PSTtPT04Ovr6+M7AuJ5A0NCQuGdevWISgoCAUFBdi3bx98fX05r+Hs7NzojpakH+jJkyd48uQJ+28SVx1PT0+sXr0a8fHxCA0NRVFREaZOnQorKysi1wO+WXMAsLCwgJWVFTZt2gRTU1PY2dkRP/ykd/Y3btxARkYG+vTpw3tn3JIZPnw4W5otLCyEUCiErq4ufHx8eLkbkULDFYnZyKSmpuLixYtsu0dubi6nJEJxcTHU1NTg5+eHly9fYsmSJdi6dSuWLl3K+ZzqBpfKyspYuHAhUZmdCVa8vLw4W8g1BF8B/ubg9OnT2LVrF8RiMXErA40hpLrUfV7a2dkRrUPDsSskJKTRZwwXBZhRo0ZBIBAgPT0d6enpMr/7nw8Um8Of0MvLC/Hx8Xj58iXGjRsHCwuLJh977949uLu7o0uXLoiLi8P69etRXl6OsrIy9obDBVremQD91LKnpyc8PDzw4sULLF26FD4+PkTrALVT4rNmzeLdvE5DwoJBWVkZ06ZNw9ChQxEVFUUkqUBbnqVuBoh0OEpJSQmWlpawtLREbm4ufvnlF3zzzTf466+/mrzGvn37qGTNgdpe49jYWLx58wbTpk2jMswSGhqK7OxsvHjxAkpKSti9ezf1LFNLYeDAgXB0dESnTp2QlpaGHTt2wMHBAatWreIcLIhEIrx58wZGRkbEEkc0XZFcXV0xcuRI3L17F3p6epwt7hYvXozo6GiEh4ezmrrbt28nOhc+5cnGaN26NQICAmSMD0haLPgK8DcHP//8M3bu3Ml5WESaupUPf39/Tu5oDcH09gK1wX9WVhbROjQcuxoSJyeBlppGXeQiUKRp/fXHH39g5MiR7A1JQ0MDb9++xdGjR5v8xZOOvK2trWFtbY3U1FTExMRg4sSJ6NWrFyfha1remQDd1LJIJIKxsfE/9oNxQVdXl3dDMEB39+js7Mx+7hoaGli1ahV27drFaQ1GqkUkEiEsLAwvXryAqakpJx9daY4cOYL9+/ezmRYlJSXExcURrVVRUYFLly7h9OnTKCkp4dwns2/fPipZcwBYtGgRFi1ahFu3biEmJgYPHjxAcHAwJk6cSCyMe+fOHURHR2P27NmYPHkylaxLSyU7O5t94BgbGyMrKwsmJiacN9wXL17Ezp072VKaQCAgutZpuiKpqKjgp59+wuvXr7Fhwwb88MMPnI+fOnUqUlNT8fTpU5nffWgJLwCs//u7d+94rcNXgL85MDIy4jwg+W88e/aM9xrSVUxlZWWsXr2aaB0ajl3NoSFME7kIFGlafxUWFgKg3+NkYmKClStXYsWKFbh48SKnY2l5ZwL0UstRUVHYt28fFBUVsWbNGgwfPpzzudTFwMAAu3fvlum943JOzaHHWFZWxk5yWltbIyYmhmgdoDZDMnDgQEyYMAG3bt2Cm5sbJzFUhmPHjiEyMhIRERFEWllAbYnp9OnT+OuvvzBq1CisXr2aKBj7/fffqWTNpRk0aBAGDRqEoqIinDlzBqtXryYqZQO1QwIVFRUQCASorq7mbSvXkmnbti02bdqEfv364T//+Q90dXWRmJgoI1nVFA4cOIBjx45hwYIFsLe3x9SpU4kCRZquSBKJBG/fvkVpaSlKS0s5S2/9/PPPyM3Nhbe3N3x9feVOusnR0RFXrlxBSkoKOnbsWE9Tr6nwFeBvDlRUVGBnZyfzXODr+sPXkg6g19tLw7HLwsKi0dKzPAwjyUWgWNf6i48/IROZS6vnA7XlbUZ7rqk8fPgQ27dvh4aGBlxdXaGtrY2jR48iIiIC48ePb/I6tLwzAXqp5djYWFy8eBEikQirV6+mEihWVlbi1atXMil9LoEi8zCiWVpkPKM///xz3L9/n1egUVBQgNmzZwMAunfvTpwF1NLSgp6eHkpKSjB48GAiW8bt27djxowZ8PPz4zWgIxQKqWTNGR4+fAg1NTUYGxtDXV0dNjY2xCUdAJg7dy6mTJmC/Px82NjY8HI1aukEBgYiJiYGCQkJMDMzg5OTEx49esT5+6SgoAChUAiBQEBkWcpA0xXJ0dERly9fxoQJEzBq1CjOclkKCgrQ19dHeHg4b89opvp1/fr1er8j7QMLCQlBamoq+vfvj9OnT+POnTtENpp8BfibAxoDjnVhNui5ubnQ09PjdCztSXqAv2NX3eRTQkICAgICeN3v3r17JzMvwMd3XS4CRaDWo3DMmDEQCAR48uQJkpKSMGLECOL1tmzZgry8PPTs2ROPHj2CkpISxGIxbGxsmty0umbNGjg7OyMzMxObN29GaWkpcnNzOYuq0vTOlN55CAQCqKiooHfv3li5ciUn2zWhUAihUMh7py/Nhg0b8OrVK6SlpaFbt26cv8D/NNBBugP19/dHUFAQ/P390aVLF+IpeqC2zPv27Vu0bdsWeXl5xFNyampquHz5MiuPlJ+fz3kNrhJGTUE6a04ilbJu3To8evQIIpEIixcvhqmpKZYuXcqrR2rcuHH46quvkJqaCkNDQ95WaS0ZBweHeq0DTEmTCwMGDICzszNycnLg7e0t0xLEBcYVSUVFBVevXiVyLTl+/DisrKwwcOBAVmt01KhRROcD0PGMvnnzJnr37o3z58/X+x1poHj79m02SJk7d66MiH5ToCXATxMmoG7bti21Nbdu3YrDhw+jsrIS5eXlMDU1bfBz+Cdo9zjTcOxiNvtlZWXYsGEDnj17hr179xLPHvj6+iIhIQF6enpUdHHlIlA8dOgQzp49i759+7K6iWFhYcjKyiLWTFNRUcHZs2ehrKwMsVgMJycnbN++HbNmzWpyoNiqVSv2ix8WFoZJkyZh06ZNnDOBtLwzgfo7j5KSEly9ehVeXl5EpXqAnoNGVFQULl26hPfv32Py5MlITU3l5DBAc6K1qqoKioqKaN++PWfLxcZYtmwZvv/+e6ipqUEkEmHdunVE6/j7+yMtLQ0uLi7Ek9jNyWeffUYk9XH37l2cOnUKxcXFmDt3LsrKyuDv748hQ4ZwXis8PBz29vYNTpzLi/OEvKGmpob4+HiYmpqymXOS75SzszMSEhLQo0cPdO7cGSNHjiQ6n+zsbAQEBLA9vSStEU+fPsWuXbswdOhQzJgxQ0YJgQTGM/rOnTvEntGMeHxdRQeSqW6Gqqoq1NTUQEFBgX2wc4GWAD9NmiOgvnbtGpttmzdvHjuYxAUuDmZNgZZj1+3bt7FmzRpMnjwZvr6+vKpfycnJuHz5MrVWHbkIFE+dOoWoqCi28dbc3Bz79u3DnDlziAPFgoICdj2hUIiCggIIhUJOWSDpJnCmfEIKDe9MoL5MjFAoxKRJkzhPEz5//hwuLi6sCLiLiwv7O9IH8fnz53Ho0CHMmTMHc+fO5WxnxLQNVFVV4f79+7xkNVxdXVl9zro3TtKej6FDhyIyMhIqKiqsXAsJS5cuZTM/bm5uRGvII8zGR01NDSUlJdi7dy+rpccVRqWA9sR5SyY/P19GyJ1rkMAMAjLDbWpqasjNzeU0CCiNl5cXbG1tMXDgQNy6dQuenp6c+3GlZaA2b97MWwaK8YwGwMszGqh19mDsAEmzWwzfffcdbG1t8fnnnyM5OZm1om0qtAT4acIE1GpqasSWi3XR1NSEUChESUkJTExMUFZWRmVdPtBw7AoMDERsbCw8PT1hbm6O1NRU9nckmz0TExNUVFQQt43URS4CRRUVlXrTWaqqqsTOF0BtecLW1hZ9+vTB/fv3YWFhgUOHDnHqSZH2O2UuAD7ep82JdC9CU5DOstF6GEvbCQLc3yN/f3/88MMP2LhxI6qrq/HmzRu0atUKampqnFP5TLBbt4TKZ9fv7e0NfX192NvbIzw8HGfPniWSaGBKz9JSGPKmD0jS+yOdBdHT0yMOEgGwAuI9evSoZ+f4iYaJjIxEQUEB0tPTicr0tAcBKyoq2DLx6NGjsX//fqJ1aMhAMaxYsULGM9rT05PonIDaPjK+2S2G+fPnY9iwYXj58iWmTZvGOftKS4C/OXj58iWKioqgrq7Oey19fX0cP34crVq1QkhICEQiEYUz5AcNx66HDx+iY8eOOHTokMzrpBnhrKwsjBw5kp02bxGlZyUlJeTn58vc2PLz83k1P48bNw6jRo3Cy5cvMXXqVJiZmSE/P5+TyDXjfcoEQIwV2Ye0RZIeFAFqNfji4uI4u4Qwki80sbKywsyZM5GZmYmFCxdyntxbunQpli5diqqqKkRFRWH16tXYsGEDZwkhoOFBpEOHDiEiIgLXrl3jvB4APH78mO1x9PLyknFq4UJ+fr5MZuVDlocYaPT+pKenIzQ0FBKJBBkZGTK9QKQ9pjTtHFs6Fy5cwJYtW9C5c2ekpKTA0dEREydObPLxffv2xatXrzgN6v0T1dXVePr0Kbp164anT5/ytuLkIwPFoKKiIuMZzfitk0Aju9WQGsCjR4/w6NEjThUo2gL8NHnx4gUGDx4MLS0tdmPc0CBQU1i7di2ysrJgaWmJU6dOYfPmzTRPlQgajl20M8G023PkIlC0t7fHggULMGnSJBgZGSErKwvHjx/n5Z3o6emJw4cPy+ysuO6waXuf8nUXAFCv509FRQU9evTgtZulxaxZszBkyBA8e/YMHTt25LyrDQ8PR58+ffD3339DIpGgvLycWHSd1iCSNBKJBAUFBdDS0kJRURHxRmbu3LmwsLCQK6kXGr0/0i4XJI4XDUHTzrGlc+DAAZw8eRKqqqoQiUSYO3cup0CxsX5i0o2Ml5cXPDw8kJubi3bt2hH19NKSgUpKSsLz589x4MABtoespqYG0dHRiI2N5bweQCe7VdeCTiKR4OTJk1BRUeHcqkQz80qTP/74g9papaWl+PvvvyEWi6GmpoYHDx6gS5cu1NbnAm3HLppUVVXxjjWkkYtAccCAAdi2bRvOnDmDK1euwMDAADt27ODVdEpD6V4kEsHHxwd+fn5o06YNYmNjER8fD39/f6L0Ml93AUA+fV0bsh96/Pgxfv31V06ZJDs7O+jq6iI6Ohpbt25F//79YWNjQ1SyoDWIJI2DgwOmTp0KDQ0NFBcXcxrUkebGjRvYunUrLCwsMG3aNBnZpA8FjeyItCQV41LAd0qZpp1jS0cgELD3pTZt2nAWW6Z9b+nRowdOnDjBaw1aMlDq6urIy8uDWCxmS+sCgYBXMmLt2rXIzs5ms1skQ3PSveGpqalwc3PDN998Q9zTRyvzSpOnT5/Cw8MDOTk50NXVRUBAACdLXWnkqcIgz/3TNGINaeQiUARq1dtpWiPRULr38fFB79692ZuvpaUlcnJy4OPjQ5Tl4OsuANSWmjdv3ozffvsNFRUVUFVVxXfffQcHBwciE3Ea0LIfYnxPR40ahXbt2kEgEGDIkCFEfxfNQSSGkSNHYsSIESgoKICOjg7xTcrb2xtisRjx8fFYu3YtKisrZYYQPgQ0siMrVqyAQCBgWzVKS0shFosRHBxMPPhD086xpWNsbIzAwEAMGDAASUlJMDY25nQ8LX05mjp1tGSgzMzMYGZmBhsbG7Rr1w5FRUVQUFAgUp5gyMzMRFxcHLupunDhAvEzLDo6GgcPHoS7uzvRlDmtzGtz4O/vj/Xr18Pc3ByPHz+Gn58fcb+cPFUYaDt20YRGrCGN3ASKtKGhdJ+VlSWTQlZUVMSCBQuIJ7H5ugsAQFBQENq2bYtff/0VysrKEIlE2LNnD4KCgng1ZvOB1rTys2fPkJOTg02bNrE74erqaoSGhuLMmTOc1qI5iNQcjjHJycm4fv063r17xzrHfEjq9v6QZEcasoJMS0uDu7s7ccmfpp1jSycgIABHjx7FzZs30alTJ5lsVVOgpS8nj17cDx8+hKenJ2JiYvDbb7/B19cXampqcHV1ZSfsueLi4oLhw4ezG1wScnJy4O7uDg0NDcTExBBrHtLKvDYHEomEbUPq3r07r4SGPFYYaDl2AbVC4nv27IGKigr7Gkk/J41YQ5oWGyjSULpvrIeMqyUWA193AaD2hicdnLRp0wbLly9nHUM+JHyFR4uKivDrr7/i3bt37CCFQCAg2g0xg0hA7ZeGGUoiyUjRdoz57rvvYG5uDhsbG7i4uOD48eNU1iWBkUSRtjYUCoVISkpC586dea9vbGzMqzwUHx/PSpBIJBIUFhbi3LlzvM+rJSIQCCAUCqGhoYEuXbqguLiYU+mflr4cbZ06GmzevBmBgYFQUlLCli1bsHv3bpiamsLOzg59+vRBRUUF5/NWUVHhXQWzsrKCkpISvvzyy3o9ZFz63JoNfkJlAAAgAElEQVRDgJ8WioqK+OOPPzBgwADcvn2bV2AnjxUGWo5dQG1W+tq1a7wHkBwdHXHp0iVesYY0chEoNpSJYCDN3vFVugdqtYguX74sk42Mj48nVpr//PPP0aZNG3Tv3h0SiYTI2qixIFUepkH5Co8OGDAAAwYMwMOHD9GzZ09e50JzEOmfdnQkD8Xo6Gikp6cjKioKN27cwJgxY/icHi+ayxudobq6GsXFxcTHh4WFYc2aNThy5AgGDx6MxMREimfXsvD29ubtOiJvVFRU4MiRI5gzZw5ycnIQEBAAoVAIV1dXTvdhJquVk5ODsrIy9OrVC0DthpJxlDp58mST1mKUJ3R1dREbG4sePXqw91+uMldhYWGc/vf/i6xfvx5BQUEICQlB586diY0KAPmsMNBy7AJqnyfS2USuuLu7Y8OGDXjx4gWbYOHjZMQgF4Ficzyk+CrdA7UNoc7OzggLC4OhoSGysrKgra2NjRs3Ep3TypUrMWTIEHTv3h2vXr3ChQsXiKajpMuoDPJgcs9XeJT5smVnZyM0NFRuski0JhPFYjHOnz+P6OhoCIVCiEQiXL58mdeNgS9M28CrV694T+rV3fCJxWL8/vvvRC4vDFpaWujXrx+OHDmCKVOmNPlh/jHCuI4kJSURu47IG/7+/mjdujVqamrg5+eH3r17o2vXrvD19eUUZDEP72vXrrFOQWKxGJqamnB1da1nffhPSA+xSV/zJNPhzSFTJm/U1NTAzs4O7dq1Q7t27XitJY8VBlqOXUDts93a2hpmZmZszMLlvvz48WMEBQUhLi4OmZmZMr8jlSgD5CRQlE7f37hxg3W94CNCzFfpHqidlNuzZw8yMzORm5uL9u3b87rQc3JyWB3HhQsXEpWLpUuqDKSBMG2+/fZbhIWFscKjXBvFDxw4AEVFRVy7dg2+vr7Yv38/xo8f/8FLC7QmEy0sLGBlZYVNmzaxZa8PGSRKU1lZiSdPnqBjx47Egul1N3zKyspYuHAhvvrqK+LzUlJSwu3bt1FVVYVr1641W+azJcC4jggEAt6uI/JCZmYm9u7di4qKCty5cwfbtm2DkpISp8AOAIYMGYLvv/8e2dnZiIiIQFpaGnx9fWFlZQU9PT1ODknyqDwhj2RkZGD58uVQUlKCjo4OMjMz0apVK2zevJmzmD+DPFYYaDl2AbVxAR927NiBu3fv4sqVK1RNHOQiUGQIDQ1FdnY2Xrx4ASUlJezevZu4L4yv0r00HTp0QIcOHYiPl+bVq1fo2LEj0tLSiFLUtLUdaZCWlgZjY2PMnDmTDVq//vprVhW+qdjZ2WHFihXQ0tJCnz59oKCggNGjRxPrnNGG72TinDlzEBsbizdv3mDatGlykQVmePXqlcy0Hknvj6OjIwoLC6GpqQkAyMvL4x2s+Pn54eXLl1iyZAm2bt1KTZ+xJbJ8+XIZ1xFatmkfEmbTcvfuXfTu3ZttveHqRLVo0SKMGjUK2tra0NLSQlpaGmxtbYmy3UuXLsW2bdsa9CsmFZJuiQQGBsLNzQ0DBgxgX0tMTMTatWuxY8cOojXlscJAy7ELqJWU+vnnn/H27Vt888036NatG6fjDQ0NYWhoiIEDB6KiogKpqano1q0b70yuXAWKd+7cQXR0NGbPno3Jkyfj8OHDxGvl5ORg9+7dKCgowNixY1FWVobPP/+c4tlyx8PDA8uXL8e7d++gp6cnFyLZNFi6dCk0NTUxffp0jBkzBoqKipwvcACIiIjAmjVrsHHjRty8eRMCgQBXr15FRkYG57X+yXSe682c1mTiokWLsGjRIty6dQsxMTF48OABgoODMXHixA8uZUGjfHPr1i24urri9OnT0NDQwNOnT+Hl5YXg4GCZh0VTEYvFePnyJevbvnXr1haRJWsuBg0axLqO8NWvlBdat26No0ePIi4uDlZWVqipqcGJEydYHT0uSA9nGRsbc5YPYti2bRuAT0Hhv5Gfn1/vez906FBefbPyWGGg5dgF1MYII0aMwO3bt6GrqwtPT0+iQaX4+HhcunQJ79+/x+TJk5Gamkqs+wvIWaBYXV2NiooKCAQCVFdX83ooMMMU4eHhGDBgANzc3HDs2DFe5/f+/XviIAGoHWbhKvPyv8Dp06fx8OFDnDhxAtu3b4eFhQWmT5/OOaPIZEDWrl2LlJQUODg4IDQ0lPNQDED3Jk5rMpFh0KBBGDRoEIqKinDmzBmsXr26QSuv/yY0en+2bNmCyMhI9jsydOhQ7Nu3D56envU8TP+Nx48fw9nZGT179oSOjg4uXLiAFy9eYPv27VSmsVsiMTExOHjwoIxY+odu2+CLr68v9u7di1GjRmHy5Mn4888/8fvvv/NymeCLu7t7o7/bsGHDf/FM5JvGZHD4DHvIY4WBlmMXUDtcOG3aNJw9exb9+/cnrjqdP38ehw4dwpw5czB37lxMnTqV+JwAOQsUf/zxR0yZMgX5+fmwsbEhChAYKioqMGTIEERERKBTp06cXQqkuXXrFtauXYvq6mpYWlqiQ4cOsLGxafLx/41SRWVlJbFsDw169uyJnj17QiwW4/LlywgKCkJFRQX27t3LaZ0XL16gc+fOaNeuHdLT0+Hk5MQr25aSkgIfHx8UFxfD2toaXbt25Vw2bq7JRHV1dcyePVsupI1o9P589tlnMDQ0lHlN2hmJC5s2bUJYWJiMmPuzZ88QGBj4Pz/J21wcPnwYu3btIlZlkEe0tbVl3EWGDBmCbt264fjx41i0aNEHOacHDx6gvLwcEyZMQL9+/eSqhUSeKCwsrPd8k0gkRJp+2dnZ0NfXR2lpKfT19QHwG86gCS3HLgZmeDI7O5s4WcZck6T95nWRq0BRU1MThw4dQmpqKgwNDXmVT4RCIa5du4aamhrcu3eP1xu1detWREVFwcnJCYsXL4atrS2nQJEpVQQHB7MTd3w5fPgwDhw4wIpbKyoq4rfffqOyNh8KCgqQkZGBvLw8zs20cXFxCA0NxfHjx6Gmpoa3b9/Cw8MDK1euJBJMB2qnJjds2AAvLy9MmzYNdnZ2nAPFj2EykUbvj0QiYZUGGKqrqzlPvwNAeXl5PccfMzMzorU+FrS0tORSw5AWycnJiI6ORmJiIrGkVEO9cVy1EM+dO4dnz57h7Nmz2L17Nyu2zLWC0tLp2bMnq4crDYl93/79++Hu7g5vb28Z9ydSH3Ka0HLsAgBPT094eHjgxYsXWLp0KXx8fIjWGT9+PGbOnInMzEwsXLiQ+PnJIFeB4vbt2xEdHc1raohh3bp1CAoKQkFBAfbt2wdfX1/itRQUFKCpqcn615L4PAO1NylagWJMTAwiIyMREREBS0tLHDx4kMq6JJSVlSEuLg6nTp1CUVERpk2bhj179nD2aN63bx+OHj0KNTU1AED//v0RHR2NJUuW8LrQTUxMIBAIoK2tTfzZtXRo9P5MmDABzs7OWLx4MQwNDZGdnY3w8HCMGzeO81rSFozS8ClbtVSYgT+xWIwFCxbI6PrJS9aFhOLiYigrK1OVlGJcVCQSCR49ekR8PZmZmWHlypUAajV7Q0JCkJ2dzbu9qSVRtwz/6NEjYo9nptz/9ddfw87Ojve50aA5HLu6dev2j7rSTcXW1hZfffUVnj17ho4dO/IexpWrQFEgEMDBwUGmXEV6o9PX14ebmxuqq6shEAiImp8ZjI2NERISgsLCQuzevZv4Taf592lpaUFPTw8lJSUYPHgwm7X8EIwePRoWFhZwcXHhFeQLhUJ2YpZBR0eHV9uAhoYGjhw5grKyMpw/f55z8PqxQKP3Z/r06VBVVUVAQAByc3NhYGCAqVOnEklT5eTk1LthkthCfgwwmXuachjywPbt23HhwgWMHz+emqTU999/L/NvPkGHSCTCpUuXEBsbi7KyMkyYMIF4rY+BwMBA3tm/hIQEzJs3r9GN5H8T2o5dADB8+HDk5+dDS0sLhYWFEAqF0NXVhY+PD4YOHfqvx799+xYikQiurq7YuHEjzM3NUVNTg/nz5/NyAJOrQJFvwyUAPH/+HGvXrsUvv/yCuXPnQlNTE9nZ2Vi3bh2GDx9OtKaPjw9OnDiBL774Aq1atSIW1KTx9zGoqanh8uXLEAgEOHLkCPLz86mtzZXffvuNSqZOIBCgvLxc5kFQVlbGq9wYEBCAnTt3QktLCw8ePMD69et5n2dLQlqUlSmd/VOz/r8xfvx4jB8/nvd5WVtbN5jV5GIJ+bEwefJkFBUVQV1dHb/99htKS0sB1L6H/8s4ODiw7ie0JKUYVxWg9qGalZXFeY0LFy7g/PnzyMzMxJgxY+Dn51evN/cT9aHRy1lQUIDhw4fD0NAQAoGAff59CGg7dgHAwIED4ejoiE6dOiEtLQ07duyAg4MDVq1a1aRA8e+//8bBgwfx6tUreHt7QyKRQEFB4R9VQJqCQCJHnbi3b9+u99rAgQM5rbF48WI4ODigd+/emD17NiIjI5GamgovLy9iodT58+dzFnhtiKqqKhw9ehTPnz+HqakpbG1tiXsnRSIR0tLSoKuri3379mHkyJEYPHgw73P8kFy+fBkHDx7E3LlzYWRkhOzsbOzZswczZswgDhBcXFx4O460ZMzNzWFgYMAOQEj3/nC9AVtYWLAlGIFAABUVFfTu3RsrV66Ejo4Or/O8evUqkeXlx8Dly5cRHh6OkydPYuLEiRgxYgQePXoECwsLXlId8gQjKZWQkIBp06YRS0pJD44pKytj9uzZnK8rc3NzdOrUCebm5gBk7VM/3WsaJy4uDmPHjuW1xps3b+q99qH6cut+1tKOXaR6xz/88IOMQgQTw9ja2nKSC6R9v5SrjCLzRkgkEjx//hwGBgacA8WysjL07t0bANheNxMTE1RVVRGfl5qaGuLj42FqasqWjEnKPN7e3lBXV8fQoUNx69YteHl5EdsBqqqqoqqqCqmpqVS8HOWB0aNHQ0dHB8eOHWNLly4uLujbty/xmmKxmLfjSEtm27Zt+PXXX1FRUQFLS0uMGTOG2JD+4sWLMv8uKSnB1atX4eXlhYiICF7nuXfv3k+BYiNERkay6gLq6upwcXFBcXEx5s2b12ICRVqSUjRcVT708MT/Gqmpqbh48SIqKyuRkpKC3NxczvJG/yTQzXUYiRa0HLukadu2LTZt2oR+/frhP//5D3R1dZGYmNhkRZP3798jLCwMbm5uSElJgZubG4RCIdavX19vOJALchUoStf6xWIxli9fznkNacX+8PBw9ufGNJ2aQn5+Pg4cOMD+m3TSKjU1FdHR0QBqg6K6/TJccHJywrt379jeS4FAwDmopo1EIsH9+/dlPgOu59SvXz/069eP2jm9fv2at+NIS2bMmDEYM2YMiouLcfHiRaxYsQIaGhqwsrLi3KpRNwAXCoWYNGkSlQZ/OSp8yB01NTXQ0tIC8P8T+mpqasQBvzxx7tw5mRK6uro6pk+fjkePHnFah6ZE2ceggkATV1dXjBw5Enfv3oWenh7bGsEFZgjp8uXLMDQ0RP/+/XH//n2i1gHa8HXskmbjxo04evQoEhISYGZmBicnJzx69KjJfZC+vr7s83PdunWYNWsWzMzMsH79es5SddLIVaAoTXV1NdLT0zkfp6enh+TkZJmhiuTkZF7aYpGRkSgoKEB6ejov2Z6KigqUlZWhVatWKC8v5yXMmZeX98F6MxpDHoPXc+fOQSKRID8/H5qamnLRBC2PqKmpwcbGBl26dGGlKGhpfHK1W2sIkk3jx4L0++vk5MT+zOf+Ii/8/PPPUFVVhYWFBYDaHsOlS5dyrjI0h0TZJ5qGiooKfvrpJ7x+/RobNmzADz/8wHkNJqly6dIlVsFkwoQJvLSW+ULLsUua5ORkdO/eHd27d2f/zeUZWlRUhDlz5kAkEuHp06eYNGkSBAIBMjMz4e3tjYyMDKI2OrkKFKV3e1VVVZgzZw7nNVatWgV7e3t8+eWXMDExQXp6Om7evImdO3cSn9eFCxewZcsWdO7cGSkpKXB0dMTEiRM5rzNnzhxMnDgRXbt2xfPnz2Vu6lzp2LEjcnJyeHs40kQeg9e//voLHh4eUFNTQ1FREdatW9ekpuCPiSdPniA2NhYJCQno0aMHbGxssGXLFs7rSA8KALVVgbi4OJiamhKf2+PHj3H06FFUVFSwU3uf3C9k6du3L6KiojBr1iz2tcOHD/Nq2ZAX9u7dCzs7O7Ru3Rp5eXkICQmBm5sbca8bTYmyTzQNiUSCt2/foqSkBKWlpUSC2wwFBQVIS0uDsbExXrx4AZFIRPFMuUHbsQuo/d4KBALU1NQQt98BtfMeAwYMYNutKioq8N1332H37t1E5yVXwyy0KC8vx++//46MjAy0b98eo0aNQuvWrYnXmzFjBvbt2wdVVVWIRCLMnTsXJ06cIFqrsLCQzUwy5SISxo4di/T0dJns5of2HnV3d8fy5ct5B680hpoYbG1tsWXLFrRr1w45OTlwdHRETEwMr/NrSTATyuPHj4eFhYWMFBHXPty6DjMqKiro0aMHFi5ciDZt2hCd38SJEzFr1izWjQEAsXpBS6WsrAweHh54/fo1jIyMkJGRAUNDQ2zcuJGXlIy8kJOTg/nz50NFRQVhYWEy1wJXZs2aBQ0NDSoSZZ9oGrdv30ZKSgratWsHLy8vTJo0Ca6urkRrJSUlITAwELm5uRAKhZg+ffoHc+i5detWo7+j0Z7AtN9Jt9D9G+7u7mjbti2uX7/OJsz27NmD7OxsBAYGorq6mqiqJlcZxboZRCUlJejr62PJkiWc5AdUVFSItNsaQyAQsPIvbdq04azr5+zs3KhaO+nOIy4ujui45uTu3bsYOXIk7+CVxlATw2effcYGru3ateOlydgSYT6rmzdv4s8//wRQ+76T9OHSGBSoi66uLicXpI+RVq1aYfPmzcjLy8ObN2+gr68vV5UGPojFYmhpaSEsLAzLli1Dfn4+e82SDKXRlCj7RNMYOHAgunfvjjdv3uDy5cu8pNQGDBgAb29vREVFITExEdnZ2RTPlBvN3atK0n7n6+uLEydOYNmyZfj6669x7949iEQi1laQtPVKrgJFAwMD9O/fH1988QXu3buHP/74A3379oWnp+cHdR4xNjZGYGAgBgwYgKSkJBgbG3M6ns/QSmPcu3cPJ0+eZDUGc3NzeTWr0oBW8EpjqImhTZs2iIyMxMCBA3H79m0qfSQtibrBHZ92hry8POzcuRMGBgYYMWIElixZgqqqKvj5+RFnAQ0MDLB79250796d3Wzx1QRrqejq6kJXVxfLly8nah2QRywtLdnPXSKRsBOupENp1tbWOHXqFLKysjB48GB07dqV6vl+oj5xcXGIiIhAdXU1+3lKDxg2BbFYXM+hJz4+vkVkzKXh236nrKws0wP6/v17eHl58T4vuQoUMzMz2f6jTp064dy5c7CxscGZM2c+6HkFBATg6NGjuHHjBjp37sxaNzWVpKQk9ouRm5sLPT093ufk7++PH3/8EXFxcTAzM4NYLOa9Jl+aI3glHWpiCA4ORnh4ODZv3ozOnTsjICCA1/m0dFatWkUs/7F69WpYWlri/fv3mDlzJjZv3oz27dvD1dWVOFCsrKzEq1evZPofPwWK/8y7d+8+9ClQg1SPrjF8fHygp6eHGzduoFevXnB1dcXPP/9M9f/jE7Ls378fx44dw4IFC2Bvb4+pU6dyDhQtLCxgZWVFzaFHXqHdPkZLVkyBwrlQo7KyEteuXYNIJEJCQgKqqqqQnp6OsrKyD3pesbGxUFVVRe/evaGqqoqLFy8iKSmpycczJT0AnIPMxlBXV4eVlRXatGkDJycn5OTkUFmXD/7+/hg0aBBEIhE6dOhQz46vqQwbNoz9b+TIkURewUxJIi8vD9OnT4ebmxtsbGw+qIPN/wJ8WpYrKiowffp0LFy4EAYGBhgyZAhMTU2J+oMZ3VM/P796/33in2EcdloC79+/R0BAAGpqapCSkoKpU6fC1ta23uBUU0lLS8OyZcsgFAphYWGB4uJiymf8ibooKChAKBSyTioksk1z5szBjRs3EBISgqtXr7Y4uaxdu3axP9+8eZP92cfHh9e6tN4nucooBgYGYuPGjQgICICZmRkCAgJw7949XpZiNDh//jzKy8vRt29fJCcno6KiAoqKiujRo0eTxDWlPyxaH5xAIEBKSgrKysrw8uXLBu3O/tswwWtiYiKcnJxkpjC5QGNXxUi8eHt7y5SuSDUwPxYsLS2Jj5Xuf5HuQyKRaXF1dUVISEi90uMnHcz61A2aFixYwL72v+7/3JgunL+/P1G1orq6Gvn5+RAIBBCJROxAyyeajwEDBsDFxQU5OTnw9vZmDTG4sGjRIixatIh16Hnw4AGCg4OJHXrkjcTERPz0008AgIiICHYyn3RDxEBLVkyuAkVjY+N6CuxGRkYf6Gz+n6qqKhw8eBAKCgqoqanBwoULsXfv3ib3HkoPsjQ21MIVRnl99uzZWLlyJWxtbamsywe+wes/bQi4SqJ06dIF5eXlzTJg0RIpLCzE9evXoaqqilOnTiE3N5e9cTWV9PR0hIaGQiKRyPyckZHB+Xz+r717D2uyfOMA/l1tHCxFQEhAmoDmCTWdpqgVhKYoVEbEyJQyrDTbVQoekowwRDymltJBRTyQmWYpHkKEQDPK00WHCzmoQCAHzQMwBCb7/cFvbxtCsXcb78O4P3+tl/Z0XzS2e+/z3PetKfIy9tajOdIcVNcQiURm86Wotb5wfHeZ3nnnHYSEhKCyshLBwcEGTdEgbTNr1iycP38eAwYMgLu7O9cTkw9jTehhjbFvJhm7rRhTiaL22aObN2/C1dUVR44cETCif2JRqVSwsLCASqXi+kC19VzgH3/8AblczlXxah7zmaerUqkgFoshlUq5LSZWehcamrxqKtWTkpIwbNgwrvv+b7/9pncsubm5CAgIwNixYyGXy7m5rKRlCoUCvXv3Rm5uLiwtLXltDykUihYf8+kXGhwc3OqXKlZe76zQ/jJUVVWFkpISuLq6GlRdyprmfeH4JoqPPfYYjh07hr///hu2trZG++JOWvf6668jKSkJTzzxhNHW7NatG6ZPn35PS66Oytg3kxYtWnRPWzFDMJUoam85lpSU/Ot8x/b00ksvISAgAH379sWlS5cQFhaG+Pj4Nh/Q//77740WS0tbchpCbckZK3nV/D63bduGWbNmAQBkMhmv7vtLlizBggULkJqairVr1+L27dsIDAyEv7+/WYw2M4Xo6GgsXrwYMTExvGYET5061WixtHVkFfmHMapLWePo6Ii1a9dyfeGqq6vx5Zdfol+/fnqtQ188hGNjY4Pt27fr9K6kgjRd5eXl2LNnD9Rqtc7jiooKXusZu60YU4miNhcXF1y6dEnoMAAAQUFBGD9+PNcR3tbWVq/GlS4uLkaLpbUtuStXrhjtv6Gv5smr5tY53/NkSqUSp0+fxuDBg3H+/HmuilpfEokEkyZNwqRJk1BRUYHExER4e3sjKyuL13rmTjNiUiQS8ZrHakyav5nCwkIcPXpUp5K++RQE0sQY1aWs+a++cG1FXzyEY2tri5ycHOTk5HDXKFHUFRAQwB3V0n7s7+/Paz1jtxVjKlHUbkxdUVEBe3t7QePZtGkT5syZ02LDbL6Nsk0lPDycO4vQ3ox9niwmJgbr16/HsmXL4OHhgXXr1vFeq66uDikpKThw4ABqamoQERFhlBjNzbRp05CQkICxY8fiySefhEwmEzSeiIgI+Pr6IiEhAb6+vsjKykL//v1x8+ZNQeNimTGqS1nTvC/co48+yms0IX3xEE5sbCxyc3ORn58PNzc3bo4x+YemP6jGjz/+aFBbG2O3FWNqhJ/2SBxLS0t4enry7iRuDDk5Oejfvz+OHz+Obt266fzM1F3Z9RUYGMh7rKChTL2tw6f3ZFZWFg4cOICsrCz4+voiKCjILKrj2kN1dTXvkXvAP4UxKpWK2z7RtzBGrVZj+vTpEIvFSEhIQEREBFatWgWFQoENGzbwjs2crV27FiUlJfj9998xatQodOnSBYsWLRI6LINof7iJRCLcvXsXHh4eWLZsGa8Z4nK5HD4+PsjKyoKjoyOUSiW9nkxsx44dOHToEIYMGYLz58/Dz88Pr732mtBhMW3GjBlGLUQztH8zE3cUW6taunz5Mp577rl2juYfmgKILVu2cGPlWCXkoWxjb+usX78eSUlJaGhowJ07d9C7d28kJyfrtcbGjRsRHByMDz/8kNeor85i+vTprb52+L5RGaMwZuHChZg2bRqSkpJQXl6Ouro6VFdX48aNG7xi6gyMWV3KipZaZZ05cwYffvghtm3bpvd6VlZWeOONN3DlyhXExsbq3K0kpnHo0CHs2rULYrEYDQ0NkMvllCj+B0Pv323YsAG7d+826DNUGxOJYmRkJJydneHj4wNLS0vmmmmydBi3pW1wTTsSofz0008ICgrCmjVr7olt3rx5eq+XmZmJjIwMLF++HK+++iqvJss7d+7U+zmdkeZ3++mnn8LX1xcymQzZ2dlIS0szaF1DC2NWrlwJoOlQ9g8//IDAwEA8/fTTeOaZZwyKy5yZorqURSNGjOB9blmtVqOyshJKpRJKpZLrYEFMR61WQyxuSjUkEgkkEonAEbHv3XffNej5GRkZBn+GamMiUczIyEBycjLS09Ph5OSEgIAAjBo1SuiwOCwdxm2td6Mp5km3laYE393dXec637uc3bt3h4WFBWpqaiCVSgWfzGPONP/Prl27xrUnmjBhgsH9J41VGFNdXc21wPjpp59w+PBhg+IyZyx9oTW1mpoaXs+bO3cujh8/jmeeeQa+vr6C7lh1FjKZDAqFAjKZDGfPnuUaqJN75ebmIioqClVVVVynFR8fH73XMfZnKFNnFIGmEUvff/89zp07h0GDBmH+/PlChwSgqXz97t27EIlEcHJyEjocJlVVVeGXX+Rda0EAABAVSURBVH5BXV0dd02TfOgjMjKSm4JjY2OD9PR0HDx40JihkmZCQ0Ph7+/PnSNKS0vTGSulj2PHjuHKlSuws7PDxo0bIZPJ9C5ISktLw7lz55CcnMxV/jU2NiI1NZWJ3qosaqlhvSFNdlnQfOu5vr4eKSkpsLa21qvy+ZtvvoG/v79ZzgfuCNLT01FQUAAPDw94e3sLHQ6zQkNDER0djcjISKxfvx5hYWHYv3+/3usY+zOUiTuK2u677z5IJBJUV1ejsLBQ0Fjy8/MRHR2NxMREhIaGonv37igrK8OyZcva3EOxM5k5cyb69OmDrl27Ami6o8gnUYyOjsbVq1cxadIkfPvtt/j444+NHSppZvXq1di6dSt++OEHgyvNJ06cyD328/PjVRijqXC2tLTkxtCJRCJMmTKFd1zmzhyrS5ufq7K0tMTw4cP17tl58eJFfPbZZxg7diyCg4PN4nfDuua1B/b29rh58yYOHDhAd3L/hVQqhUgkgp2dHe+m+dHR0SgrK+M+Qw15PwcYuaNYWVmJI0eO4OjRo7C2tsaUKVPw9NNPG1R5aQxvvvkm3nrrLQwePBjTp0/Hjh07UFhYiMjISBoN14KZM2di69atvJ+vUqlw4sQJdOvWDaNHjwbQ9NqIiYmhZLEdXL9+XedusLOzM691Tp06hYSEBJ21+BbGNDY26szjNbR6z5yZa3VpdXU17r//foPb/TQ0NCA1NRX79++nBvztQLuFnGZnQDORjM/Z9c5AoVBgzJgx2LdvH1555RUcPnwYn376qV5r5OTk4NixY7hx4wZ69uyJSZMm8eoQoI2JO4pPPvkk3Nzc4Ofnhx49eqChoYH7JhkcHCxYXLW1tdwAc81dMqlUCpVKJVhMLBs3bhySkpLQp08f7trIkSPb/Pzw8HDcf//9qKysRH5+Pnr16oUlS5ZgxowZpgiXaImKikJGRgYcHR15j5fUiI2NxXvvvWfQ+KjDhw9j/PjxiI+P56r3VCoVXFxc6JxiK8yxunTXrl3YsmULxGIx3n//fYN2cqgBf/vSPjZ24cIFSg7bYPny5YiPj4etrS1+//13xMTE6PX8I0eO4IsvvoBcLoenpydKS0uhUCigUCgwfvx43nExkSjOnj2bK3y4du2awNH8Q/uOyKZNm7jHmgououvMmTOor6/Hr7/+CqBpq1CfRLGoqAj79+9HfX09AgMDIZFIkJiYCA8PD1OFTP4vOzsbx48f17l7x5eTkxPGjBlj0BoPPPAAwsPDUVpaiszMTCxduhTz5s0zuHrPnJljdenBgwdx9OhRVFdXY8GCBQYf+aEG/MKgmdptY21tjYkTJ3LNtvPy8vT6DE1MTMTOnTvRpUsX7trUqVMxe/bsjp8ovv322zr/bGhXcmNxdHREdnY2hgwZwl3Lzs6Gg4ODgFGxS6lUIiEhgffzNUcNLCws0NjYiK1bt6J79+5Gio78G6lUirq6OqNsw9nb22Pp0qUYOHAg9wGh787A3bt3ATRV8kokEtTW1sLBwcEoiay5Gj58uNlVl1pYWMDCwgJ2dna8W+IA9zbgX7BgATXgJ8xRKBSoqqqCg4MDt7OjT6IoFot1kkSg6XPV0MElTCSKzW3ZsoWJRDEiIgJz5szB6NGjIZVKUVxcjNOnTyM+Pl7o0JjUt29fJCcn68yX1BQi6Mve3p6SxHZ09epV+Pj4QCqVAoBBW8+9evUCYNjuwJ07d7Bq1SpER0cjKSkJ9vb2WLlyJcrKynivae4WLVrEVZc+//zzZlddashxemrA3/40PX/VajXy8/N1tqJZG4HLihs3bmD37t28n9/andvGxkbeawKMFLM0pykcYcGdO3dw4sQJ/PXXX3BycoKvr+89GTtpoul3pyESifQqYhgzZgy8vLygVqvx888/w8vLi/sZvbGYVklJyT3XNPNx+UhPT0deXh7c3NwM2vJobGxEaWkp7OzssG/fPowePRp9+/blvZ65MsUBdhbQe0LHpT2StznWRuCyIjw8HPPnz+fdgk/z96JNrVYjKysLp06d4h0Xk4ni2bNnIZPJhA6DGKiurg6WlpZt/vfpjUU4hYWFOHr0KLe9V1FRgejoaF5rrVmzBoWFhRg+fDjOnDkDV1dXLFy4UO919uzZg8DAQIjFYpw5cwZ5eXkICQnhFZM50z7Abm9vj9LSUuzdu9fgA+wsoPcE0hloGuPX19dDqVTCxsaGuzvY0hjL1pjq74WpRNEcG8Z2Bu+88w7Xvmbr1q2YOXMmAOMPNiemI5fL4ePjg6ysLDg6OkKpVGLDhg2819JsW6vVarz44ovYu3evXmts3LgReXl5iIuLg7W1Nf766y+sWLECAwYMwFtvvcUrLnMVEhKCLVu26Ox0VFdXY/bs2czszBBCOi6mzihqmjOr1Wr8+eefqKioEDgi0hbXr1/nHqenp3OJIkPfQch/sLKywhtvvIErV64gNjYWL730Eu+1VCoV1/9QcyBbXxkZGfj666+55/bq1Qvr1q2DXC6nRLEZUx1gJ4S0r+at4CQSCXr27InZs2dzZ7+FwFSiqN364IknnuASDtJxaCeH1BKh41Cr1aisrERNTQ2USiVu3brFe63JkycjJCQEQ4cORXZ2Nq/pPF26dLnn9SORSHhPKjBnpjrATghpXy4uLhg+fDhkMhkuXLiAtLQ0PProo1iyZAm2b98uWFxMJYrae/GVlZVM9VQkrdP+oKLksGOaO3cuUlJS8Oyzz8LX19egEVszZ87EuHHjcOnSJbzwwgu82pBYWVmhuLgYrq6u3LXi4mJ6fbWgeUUp0JT4FxQUCBQRIYSP0tJS7ridu7s7Dh48iKCgIHz33XeCxsVUoqg919PCwgLLly8XMBrSVpoPKu02CPRB1bGMHDkSI0eOxO3bt5GSkmLQ+Mzs7GwkJyejrq4OP//8M4CmyS/6CA8Px5w5c+Dl5QVXV1eUlpbi5MmTiIuL4x2XuWptvKVcLm/nSAghhmhoaEBmZiaGDRuGc+fOQaVSobi4GLW1tYLGxUQxi0qlglgsRn19/T0/o55X7KPKxI7rjz/+wJIlS7B3716kpaUhKioKXbt2xcKFC/HUU0/xWtPPzw+zZs1Ct27duGt8qm+rqqqQmpqKiooKODs7w9vbW/D574QQYipFRUVYuXIlCgoK8MgjjyA8PBwXLlyAk5MTRowYIVhcTCSK8+fPx5o1a/DUU09xW0uaQ/CpqakCR0eI+QoLC0N4eDj69++PyZMnY9WqVZBKpQgLC+PdcPvNN9+kpvSEEKKn2NjYFru/CI2JrWdN49QTJ04IHAkhnYtarUb//v1RXl6O2tpaDBo0CAAMGpU3ceJEvPvuuzozuufOnWtwrIQQYs4KCgpw+/Ztnd0YFjCRKAYHB7d6SJ3vXQ1CyH/TVMZmZmZyHf3r6+tRU1PDe83du3djwoQJzL3ZEUIIywoKCjBq1CjY2tpyX9b1abhtKkwkimvXrhU6BEI6JS8vL8jlcpSVlWHz5s0oKipCVFQUr5Y2GjY2Nnj99deNGCUhhJi/tLQ0oUNoERNnFDXKy8uxatUq3LhxAxMnTkS/fv0wdOhQocMixKwVFBTAzs4Otra2KCoqwsWLFzFhwgTe60VERMDa2hoDBw7kdgqCg4ONFS4hhJilixcv4r333kN5eTl69OiB5cuXY+DAgUKHBf4HkUzg/fffR2BgIOrr6zFixAjExMQIHRIhZs/DwwO2trYAgIcfftigJBEApFIpHB0dce3aNVRWVqKystIYYRJCiFn76KOPEBMTg5MnTyI2NhbR0dFChwSAka1njbq6Onh5eWHz5s1wd3eHpaWl0CERQtqorKwMPXv2xJQpU4QOhRBCOhxNcSEADBgwAGIxGykaG1H8n4WFBTIzM9HY2IgLFy5QD0VCOpBt27Zh8eLFWLp0KUQiETfOUSQSITExUeDoCCGEbWKxGGlpaRgxYgR+/fVXZnIgps4olpWVIS4uDrm5ufDw8EBERITOCC9CSMdx+/Zt3HfffdQkmxBC2qCkpARxcXG4fPky3N3dsWDBAri4uAgdFluJIiGk49Ke8pKeno4PPvjA4CkvhBDSmVy+fBlFRUXo168fHnroISbm2zO19RwfH48vv/wSVlZW3DUWeggRQv7bunXrsGLFCkgkEqxbtw6ff/45evfujbCwMEoUCSHkP+zcuRMpKSm4desWpk6disLCQixdulTosNhKFI8cOYLMzExYW1sLHQohRE/Np7x4enoCMGzKCyGEdBbJycnYvXs3ZsyYgdDQUAQGBgodEgDG2uO4uLjo3E0khHQcppjyQgghnYV2ASAAZopZmLqj2NDQgICAADzyyCPcL0ozB5oQwjZTTHkhhJDOwt/fH9OmTUNpaSlmzZqF8ePHCx0SAMaKWY4fP37PfNjHHntMoGgIIfoy9pQXQgjpTAoKCpCbmwt3d3f069dP6HAAMJYohoSEICkpSegwCCGEEELa1W+//YZvv/0WtbW13LXY2FgBI2rC1NazjY0Ntm/fDjc3N+4A/Lhx4wSOihBCCCHEtKKiovDyyy+jR48eQoeig6lE0dbWFjk5OcjJyeGuUaJICCGEEHP34IMPYurUqUKHcQ+mtp4BIDc3F/n5+XBzc8OAAQOEDocQQgghxGQ0/aK/+uoreHp6YtCgQVxBLws3y5hKFHfs2IFDhw5hyJAhOH/+PPz8/PDaa68JHRYhhBBCiEksXry41Z+xcEaRqUQxODgYu3btglgsRkNDA+RyOfbt2yd0WIQQQgghJldeXo67d+9CJBLByclJ6HAAMNZwW61WQyxuOjYpkUggkUgEjogQQgghxHTy8/MxY8YMAEBoaCjmzZuHkJAQZGZmChxZE6aKWWQyGRQKBWQyGc6ePYthw4YJHRIhhBBCiMmsXr0aERERAAAHBwfs2LEDhYWFiIyMxOOPPy5wdIwligsXLkR6ejoKCgrw/PPPw9vbW+iQCCGEEEJMpra2FoMHDwYAdO3aFQAglUqhUqmEDIvDzNbznj17oFKp4O3tjaFDh+Lq1atCh0QIIYQQYlJ1dXXc402bNnGPNUfxhMZEorhx40acOnUKDQ0NAICePXvi1KlT+OSTTwSOjBBCCCHEdBwdHZGdna1zLTs7Gw4ODgJFpIuJquegoCB8/fXXXN8gAFT1TAghhBCzV1xcjDlz5mD06NGQSqUoLi7G6dOnER8fD2dnZ6HDY+OOYpcuXXSSRKCp6vmBBx4QKCJCCCGEENNzdXXF3r17MWzYMCiVSnh6euKrr75iIkkEGClmsbKyQnFxMVxdXblrxcXF9ySPhBBCCCHmxsrKCpMnTxY6jBYxsfWcl5eHefPmwcvLC66urigtLcXJkycRFxeHgQMHCh0eIYQQQkinxESiCABVVVVITU1FRUUFnJ2d4e3tjQcffFDosAghhBBCOi1mEkVCCCGEEMIWJopZCCGEEEIIeyhRJIQQQgghLaJEkRBCCCGEtIgSRUIIIYQQ0iJKFAkhhBBCSIv+B2EEuubCr7kIAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "top=15\n", "fig,axes=plt.subplots(1,2,figsize=(11,3))\n", "to_plot=orsz2.set_index('s')['a']\n", "ax=axes[0]\n", "print(to_plot.mean())\n", "to_plot.head(top).plot(kind='bar',ax=ax,color=szd_color)\n", "ax.set_xlabel(\"\")\n", "ax.set_ylabel(\"Ország-barátság-csoport / év\")\n", "to_plot=biz2.set_index('s')['a']\n", "ax=axes[1]\n", "print(to_plot.mean())\n", "to_plot.head(top).plot(kind='bar',ax=ax,color=szd_color)\n", "ax.set_xlabel(\"\")\n", "ax.set_ylabel(\"Bizottság / év\")\n", "plt.savefig('fig/valtas2.png',bbox_inches='tight',transparent=True)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Scatter" ] }, { "cell_type": "code", "execution_count": 130, "metadata": {}, "outputs": [], "source": [ "part2=pd.DataFrame(part[['a','w','s']])\n", "part2.columns=['Part','Nev','Nev2']\n", "megye2=pd.DataFrame(megye['a'])\n", "megye2.columns=['Megye']\n", "sc1=part2.join(megye2).join(p).join(g).join(pd.DataFrame(counts/365,columns=['Evek']))" ] }, { "cell_type": "code", "execution_count": 131, "metadata": {}, "outputs": [], "source": [ "orsz3=pd.DataFrame(orsz2[['a','w','s']])\n", "orsz3.columns=['Orszag','Nev','Nev2']\n", "biz3=pd.DataFrame(biz2[['a']])\n", "biz3.columns=['Bizottsag']\n", "sc2=orsz3.join(biz3).join(p).join(g).join(pd.DataFrame(counts/365,columns=['Evek']))" ] }, { "cell_type": "code", "execution_count": 132, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig,axes=plt.subplots(1,2,figsize=(9,4))\n", "ax=axes[0]\n", "sc1.plot(x='Part',y='Megye',kind='scatter',ax=ax,color=szd_color)\n", "ax.set_xlabel('Pártváltás / év')\n", "ax.set_ylabel('Megyeváltás / év')\n", "ax=axes[1]\n", "sc2.plot(x='Orszag',y='Bizottsag',kind='scatter',ax=ax,color=szd_color)\n", "ax.set_xlabel('Ország-barátság-csoport / év')\n", "ax.set_ylabel('Bizottság / év')\n", "plt.savefig('fig/valtas3.png',bbox_inches='tight',transparent=True)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 133, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "var link = document.createElement(\"link\");\n", "\tlink.ref = \"stylesheet\";\n", "\tlink.type = \"text/css\";\n", "\tlink.href = \"\";\n", "\tdocument.head.appendChild(link);\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3plus.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "\n", " (function (){\n", " \n", " var viz_data = [{\"index\": \"Codirla Liviu | 1968-01-25\", \"Part\": 0.6247860321807601, \"Nev\": \"LC\", \"Nev2\": \"Liviu COD\\u00ceRL\\u0102\", \"Megye\": 0.12495720643615202, \"Part \": \"\\ud83c\\udf39 PSD - 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Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Feh\\u00e9r\", \"Evek\": 8.008219178082191}, {\"index\": \"Pargaru Ion | 1948-07-18\", \"Part\": 0.4986338797814207, \"Nev\": \"IP\", \"Nev2\": \"Ion P\\u00c2RGARU\", \"Megye\": 0.12465846994535518, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 D\\u00e2mbovi\\u021ba\", \"Evek\": 8.021917808219179}, {\"index\": \"Paunescu Teiu | 1954-05-28\", \"Part\": 0.4791283801522709, \"Nev\": \"TP\", \"Nev2\": \"Teiu P\\u0102UNESCU\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udc64 Independent - Independent\", \"Color\": \"Independent\", \"Part \": \"\\ud83d\\udc64 Independent\", \"cvalue\": \"#555\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Olt\", \"Evek\": 10.435616438356165}, {\"index\": \"Diaconescu Renica | 1957-10-02\", \"Part\": 0.4598908021839563, \"Nev\": \"RD\", \"Nev2\": \"Renic\\u0103 DIACONESCU\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf39 PSD - 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Partidul Democrat\", \"Color\": \"PD\", \"Part \": \"\\ud83d\\udd36 PD\", \"cvalue\": \"darkOrange\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Prahova\", \"Evek\": 16.046575342465754}, {\"index\": \"Plumb Rovana | 1960-06-22\", \"Part\": 0.0, \"Nev\": \"RP\", \"Nev2\": \"Rovana PLUMB\", \"Megye\": 0.10512672811059907, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 D\\u00e2mbovi\\u021ba\", \"Evek\": 9.512328767123288}, {\"index\": \"Erdei Doloczki Istvan | 1955-05-01\", \"Part\": 0.0, \"Nev\": \"EI\", \"Nev2\": \"ERDEI DOL\\u00d3CZKI Istv\\u00e1n\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szatm\\u00e1r\", \"Evek\": 18.4986301369863}, {\"index\": \"Simon Gheorghe | 1961-01-01\", \"Part\": 0.0, \"Nev\": \"G\\u015e\", \"Nev2\": \"Gheorghe \\u015eIMON\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 M\\u00e1ramaros\", \"Evek\": 6.534246575342466}, {\"index\": \"Gheorghiof Titu Nicolae | 1944-12-24\", \"Part\": 0.0, \"Nev\": \"TG\", \"Nev2\": \"Titu Nicolae GHEORGHIOF\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arad\", \"Evek\": 11.252054794520548}, {\"index\": \"Nemeth Csaba | 1951-05-21\", \"Part\": 0.0, \"Nev\": \"NC\", \"Nev2\": \"N\\u00c9METH Csaba\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kov\\u00e1szna\", \"Evek\": 10.205479452054794}, {\"index\": \"Cazan Mircea-Vasile | 1962-06-01\", \"Part\": 0.0, \"Nev\": \"MC\", \"Nev2\": \"Mircea-Vasile CAZAN\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szeben\", \"Evek\": 10.53972602739726}, {\"index\": \"Stativa Irinel Ioan | 1973-01-05\", \"Part\": 0.0, \"Nev\": \"IS\", \"Nev2\": \"Irinel Ioan STATIV\\u0102\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Vaslui\", \"Evek\": 8.98082191780822}, {\"index\": \"Dumitrescu Gheorghe-Viorel | 1929-12-18\", \"Part\": 0.0, \"Nev\": \"GD\", \"Nev2\": \"Gheorghe-Viorel DUMITRESCU\", \"Megye\": 0.12564543889845095, \"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 V\\u00e2lcea\", \"Evek\": 7.958904109589041}, {\"index\": \"Moisoiu Adrian | 1938-01-15\", \"Part\": 0.0, \"Nev\": \"AM\", \"Nev2\": \"Adrian MOISOIU\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Maros\", \"Evek\": 7.958904109589041}, {\"index\": \"Tokay Gheorghe | 1939-03-27\", \"Part\": 0.0, \"Nev\": \"TG\", \"Nev2\": \"TOKAY Gheorghe\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arad\", \"Evek\": 14.391780821917807}, {\"index\": \"Szabo Karoly Ferenc | 1943-08-29\", \"Part\": 0.0, \"Nev\": \"SF\", \"Nev2\": \"SZAB\\u00d3 K\\u00e1roly Ferenc\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Szatm\\u00e1r\", \"Evek\": 18.4}, {\"index\": \"Draganescu Ovidiu-Virgil | 1964-08-26\", \"Part\": 0.0, \"Nev\": \"OD\", \"Nev2\": \"Ovidiu-Virgil DR\\u0102G\\u0102NESCU\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Temes\", \"Evek\": 7.5917808219178085}, {\"index\": \"Magheru Paul | 1939-08-09\", \"Part\": 0.0, \"Nev\": \"PM\", \"Nev2\": \"Paul MAGHERU\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bihar\", \"Evek\": 7.958904109589041}, {\"index\": \"Kozsokar Gabor | 1941-01-31\", \"Part\": 0.0, \"Nev\": \"KG\", \"Nev2\": \"KOZSOK\\u00c1R G\\u00e1bor\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kov\\u00e1szna\", \"Evek\": 8.043835616438356}, {\"index\": \"Barany Francisc | 1936-05-13\", \"Part\": 0.0, \"Nev\": \"BF\", \"Nev2\": \"B\\u00c1R\\u00c1NY Francisc\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Temes\", \"Evek\": 10.408219178082192}, {\"index\": \"Varga Lucia-Ana | 1967-02-03\", \"Part\": 0.0, \"Nev\": \"LV\", \"Nev2\": \"Lucia-Ana VARGA\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bihar\", \"Evek\": 8.013698630136986}, {\"index\": \"Mazare Alexandru | 1972-01-02\", \"Part\": 0.0, \"Nev\": \"AM\", \"Nev2\": \"Alexandru MAZ\\u0102RE\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Konstanca\", \"Evek\": 12.008219178082191}, {\"index\": \"Belacurencu Trifon | 1953-01-10\", \"Part\": 0.0, \"Nev\": \"TB\", \"Nev2\": \"Trifon BELACURENCU\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Tulcea\", \"Evek\": 8.013698630136986}, {\"index\": \"Intotero Natalia-Elena | 1976-01-14\", \"Part\": 0.0, \"Nev\": \"NI\", \"Nev2\": \"Natalia-Elena INTOTERO\", \"Megye\": 0.0, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Hunyad\", \"Evek\": 6.534246575342466}, {\"index\": \"Nicolaescu Gheorghe-Eugen | 1955-08-02\", \"Part\": 0.0, \"Nev\": \"GN\", \"Nev2\": \"Gheorghe-Eugen NICOL\\u0102ESCU\", \"Megye\": 0.12182910547396528, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bukarest\", \"Evek\": 16.416438356164385}, {\"index\": \"Nicolae Serban | 1968-04-05\", \"Part\": 0.0, \"Nev\": \"\\u015eN\", \"Nev2\": \"\\u015eerban NICOLAE\", \"Megye\": 0.18995576372625553, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bukarest\", \"Evek\": 10.528767123287672}, {\"index\": \"Ungheanu Mihai | 1939-03-17\", \"Part\": 0.0, \"Nev\": \"MU\", \"Nev2\": \"Mihai UNGHEANU\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arge\\u0219\", \"Evek\": 7.958904109589041}, {\"index\": \"Sapunaru Nini | 1963-06-02\", \"Part\": 0.0, \"Nev\": \"NS\", \"Nev2\": \"Nini S\\u0102PUNARU\", \"Megye\": 0.0, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Vrancea\", \"Evek\": 15.972602739726028}, {\"index\": \"Dutu Ion | 1942-10-07\", \"Part\": 0.0, \"Nev\": \"I\\u2020\", \"Nev2\": \"Ion DU\\u0162U \\u2020\", \"Megye\": 0.1475940153659523, \"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 B\\u00e1k\\u00f3\", \"Evek\": 6.7753424657534245}];\n", "\n", " var viz_d3viz_11 = d3plus.viz()\n", " .container('#d3viz_11')\n", " .type('scatter')\n", " .id('index')\n", "\t\t.x({'value': 'Part','label': 'Partvaltas / ev'})\n", "\t\t.y({'value': 'Megye','label': 'Megyevaltas / ev'})\n", "\t\t.text('Nev')\n", "\t\t.color('cvalue')\n", "\t\t.tooltip(['Nev2','Part ','Megye '])\n", "\t\t.legend(false)\n", "\t\t.size('Evek')\n", " .data(viz_data)\n", " .draw();\n", "\n", " })();\n", " \n", "});\n", "});" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "263160" ] }, "execution_count": 133, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sample_data = list(sc1.reset_index().T.to_dict().values())\n", "scplot = ScatterPlot(x={'value':'Part','label':'Partvaltas / ev'}, \n", " y={'value':'Megye','label':'Megyevaltas / ev'}, id='index', \n", " text='Nev', \n", " color='cvalue', \n", "# order={'value':'Evek','sort':'asc'},\n", " tooltip=['Nev2', 'Part ','Megye '], \n", " legend=False, width='100%', size='Evek')\n", "scplot.draw(sample_data)\n", "open('scatter1b.html','w').write(scplot.dump_html(sample_data))" ] }, { "cell_type": "code", "execution_count": 134, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "var link = document.createElement(\"link\");\n", "\tlink.ref = \"stylesheet\";\n", "\tlink.type = \"text/css\";\n", "\tlink.href = \"\";\n", "\tdocument.head.appendChild(link);\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "new Promise(function(resolve, reject) {\n", "\tvar script = document.createElement(\"script\");\n", "\tscript.onload = resolve;\n", "\tscript.onerror = reject;\n", "\tscript.src = \"//d3plus.org/js/d3plus.js\";\n", "\tdocument.head.appendChild(script);\n", "}).then(() => {\n", "\n", " (function (){\n", " \n", " var viz_data = [{\"index\": \"Cozmanciuc Corneliu-Mugurel | 1978-05-09\", \"Orszag\": 5.293081761006289, \"Nev\": \"CC\", \"Nev2\": \"Corneliu-Mugurel COZMANCIUC\", \"Bizottsag\": 3.561425576519916, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Neam\\u021b\", \"Evek\": 6.534246575342466}, {\"index\": \"Severin Georgica | 1960-04-22\", \"Orszag\": 5.265641025641026, \"Nev\": \"GS\", \"Nev2\": \"Georgic\\u0103 SEVERIN\", \"Bizottsag\": 2.000683760683761, \"Part \": \"\\ud83c\\udf39 PSD - Partidul Social Democrat\", \"Color\": \"PSD\", \"Part \": \"\\ud83c\\udf39 PSD\", \"cvalue\": \"#dc2c24\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Prahova\", \"Evek\": 8.013698630136986}, {\"index\": \"Craciunescu Grigore | 1948-09-30\", \"Orszag\": 5.05989110707804, \"Nev\": \"GC\", \"Nev2\": \"Grigore CR\\u0102CIUNESCU\", \"Bizottsag\": 1.4689655172413794, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ia\\u0219i\", \"Evek\": 7.5479452054794525}, {\"index\": \"Chereches Florica | 1960-01-31\", \"Orszag\": 5.007127882599581, \"Nev\": \"FC\", \"Nev2\": \"Florica CHERECHE\\u015e\", \"Bizottsag\": 1.0004192872117401, \"Part \": \"\\ud83d\\udcd0 PNL - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bihar\", \"Evek\": 6.534246575342466}, {\"index\": \"Dumitrescu Liana | 1973-01-20\", \"Orszag\": 4.9286355475763015, \"Nev\": \"L\\u2020\", \"Nev2\": \"Liana DUMITRESCU \\u2020\", \"Bizottsag\": 3.345601436265709, \"Part \": NaN, \"Color\": NaN, \"Part \": NaN, \"cvalue\": NaN, \"Megye \": NaN, \"Evek\": 6.104109589041096}, {\"index\": \"Movila Petru | 1967-10-26\", \"Orszag\": 4.925918944392083, \"Nev\": \"PM\", \"Nev2\": \"Petru MOVIL\\u0102\", \"Bizottsag\": 1.725918944392083, \"Part \": \"\\ud83c\\udf4f PMP - Partidul Mi\\u015fcarea Popular\\u0103\", \"Color\": \"PMP\", \"Part \": \"\\ud83c\\udf4f PMP\", \"cvalue\": \"#0484cc\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Ia\\u0219i\", \"Evek\": 14.534246575342467}, {\"index\": \"Francu Emilian Valentin | 1956-02-13\", \"Orszag\": 4.884965416818347, \"Nev\": \"EF\", \"Nev2\": \"Emilian Valentin FR\\u00c2NCU\", \"Bizottsag\": 1.4692391700036402, \"Part \": \"\\ud83d\\udcd0 PNL - 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Partidul Democrat\", \"Color\": \"PD\", \"Part \": \"\\ud83d\\udd36 PD\", \"cvalue\": \"darkOrange\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Konstanca\", \"Evek\": 6.4082191780821915}, {\"index\": \"Alexandru Ioan | 1941-12-25\", \"Orszag\": 0.3631713554987212, \"Nev\": \"IA\", \"Nev2\": \"Ioan ALEXANDRU\", \"Bizottsag\": 1.3631713554987213, \"Part \": \"\\u2733\\ufe0f PNTCD - Partidul Na\\u0163ional \\u0162\\u0103r\\u0103nesc Cre\\u015ftin Democrat\", \"Color\": \"PNTCD\", \"Part \": \"\\u2733\\ufe0f PNTCD\", \"cvalue\": \"#04843c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Arad\", \"Evek\": 6.427397260273972}, {\"index\": \"Paleologu Theodor | 1973-07-15\", \"Orszag\": 0.3617094017094017, \"Nev\": \"TP\", \"Nev2\": \"Theodor PALEOLOGU\", \"Bizottsag\": 1.5005128205128204, \"Part \": \"\\ud83d\\udc64 Independent - Independent\", \"Color\": \"Independent\", \"Part \": \"\\ud83d\\udc64 Independent\", \"cvalue\": \"#555\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bukarest\", \"Evek\": 8.013698630136986}, {\"index\": \"Wittstock Eberhard-Wolfgang | 1948-03-14\", \"Orszag\": 0.35914619012161825, \"Nev\": \"EW\", \"Nev2\": \"Eberhard-Wolfgang WITTSTOCK\", \"Bizottsag\": 1.3591461901216182, \"Part \": NaN, \"Color\": NaN, \"Part \": NaN, \"cvalue\": NaN, \"Megye \": NaN, \"Evek\": 11.038356164383561}, {\"index\": \"Marcu Ion | 1949-01-01\", \"Orszag\": 0.31752156150703587, \"Nev\": \"IM\", \"Nev2\": \"Ion MARCU\", \"Bizottsag\": 1.9959146618247843, \"Part \": \"\\ud83d\\udd31 PRM - Partidul Rom\\u00e2nia Mare\", \"Color\": \"PRM\", \"Part \": \"\\ud83d\\udd31 PRM\", \"cvalue\": \"#0d5ca4\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Temes\", \"Evek\": 12.07123287671233}, {\"index\": \"Paun Nicolae | 1964-11-09\", \"Orszag\": 0.2481989708404803, \"Nev\": \"NP\", \"Nev2\": \"Nicolae P\\u0102UN\", \"Bizottsag\": 1.2502572898799313, \"Part \": NaN, \"Color\": NaN, \"Part \": NaN, \"cvalue\": NaN, \"Megye \": NaN, \"Evek\": 15.972602739726028}, {\"index\": \"Cerveni Niculae | 1926-03-19\", \"Orszag\": 0.0, \"Nev\": \"NC\", \"Nev2\": \"Niculae CERVENI\", \"Bizottsag\": 1.4962737127371273, \"Part \": \"\\ud83d\\udcd0 PNL-CD - Partidul Na\\u0163ional Liberal\", \"Color\": \"PNL-CD\", \"Part \": \"\\ud83d\\udcd0 PNL\", \"cvalue\": \"#f4d42c\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bukarest\", \"Evek\": 8.087671232876712}, {\"index\": \"Zsigmond Laszlo | 1960-09-23\", \"Orszag\": 0.0, \"Nev\": \"ZL\", \"Nev2\": \"ZSIGMOND L\\u00e1szl\\u00f3\", \"Bizottsag\": 2.635741769987174, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Kov\\u00e1szna\", \"Evek\": 6.4082191780821915}, {\"index\": \"Sandulescu Serban | Ismeretlen\", \"Orszag\": 0.0, \"Nev\": \"\\u015eS\", \"Nev2\": \"\\u015eerban S\\u0102NDULESCU\", \"Bizottsag\": 2.0, \"Part \": \"\\ud83d\\udc64 Independent - Independent\", \"Color\": \"Independent\", \"Part \": \"\\ud83d\\udc64 Independent\", \"cvalue\": \"#555\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 V\\u00e2lcea\", \"Evek\": 8.106849315068493}, {\"index\": \"Lakatos Petru | 1952-02-19\", \"Orszag\": 0.0, \"Nev\": \"LP\", \"Nev2\": \"LAKATOS Petru\", \"Bizottsag\": 3.4146928944199115, \"Part \": \"\\ud83c\\udf37 RMDSZ - Rom\\u00e1niai Magyar Demokrata Sz\\u00f6vets\\u00e9g\", \"Color\": \"RMDSZ\", \"Part \": \"\\ud83c\\udf37 RMDSZ\", \"cvalue\": \"green\", \"Megye \": \"\\ud83c\\uddf7\\ud83c\\uddf4 Bihar\", \"Evek\": 6.824657534246575}];\n", "\n", " var viz_d3viz_12 = d3plus.viz()\n", " .container('#d3viz_12')\n", " .type('scatter')\n", " .id('index')\n", "\t\t.x({'value': 'Orszag','label': 'Orszag-baratsag-csoport'})\n", "\t\t.y({'value': 'Bizottsag','label': 'Bizottsag'})\n", "\t\t.text('Nev')\n", "\t\t.color('cvalue')\n", "\t\t.tooltip(['Nev2','Part ','Megye '])\n", "\t\t.legend(false)\n", "\t\t.size('Evek')\n", " .data(viz_data)\n", " .draw();\n", "\n", " })();\n", " \n", "});\n", "});" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "285243" ] }, "execution_count": 134, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sample_data = list(sc2.reset_index().T.to_dict().values())\n", "scplot = ScatterPlot(x={'value':'Orszag','label':'Orszag-baratsag-csoport'}, \n", " y={'value':'Bizottsag','label':'Bizottsag'}, id='index', \n", " text='Nev', \n", " color='cvalue', \n", "# order={'value':'Evek','sort':'asc'},\n", " tooltip=['Nev2', 'Part ','Megye '], \n", " legend=False, width='100%', size='Evek')\n", "scplot.draw(sample_data)\n", "open('scatter2b.html','w').write(scplot.dump_html(sample_data))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.6.7" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 2 }