{ "cells": [ { "cell_type": "markdown", "id": "b4e95130-859a-4bc2-9ceb-6fd0b2902711", "metadata": {}, "source": [ "# Introducción a la calidad en los datos" ] }, { "cell_type": "code", "execution_count": 2, "id": "6a01f7fa-d2cb-45c7-8857-c75672eadca3", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "from datetime import datetime\n", "\n", "import warnings\n", "warnings.filterwarnings('ignore')\n", "\n", "pd.options.display.float_format = '{:.2f}'.format #Desactivar notación científica en pandas:\n", "np.set_printoptions(suppress=True) #Desactivar notación científica en numpy:\n", "pd.set_option('display.max_columns', None) #comando para mostrar todas las columnas" ] }, { "cell_type": "code", "execution_count": 195, "id": "cae76e95-a16f-48e9-8946-de6eb3055077", "metadata": {}, "outputs": [], "source": [ "adult = pd.read_csv('./data/Adult_short_mal.csv', sep='\\t')\n", "fuego = pd.read_csv('./data/hectareasIncendiosCCAA2005-2013.csv', sep=';')\n", "tempe = pd.read_csv('./data/medicion_temperaturas_mal.csv', sep=';')" ] }, { "cell_type": "code", "execution_count": 127, "id": "efc2c28b-f386-4cfa-b01e-192de1305941", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 62 entries, 0 to 61\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 Age 62 non-null int64 \n", " 1 Workclass 62 non-null object \n", " 2 fnlwgt 62 non-null int64 \n", " 3 education 62 non-null object \n", " 4 education-num 62 non-null int64 \n", " 5 Marital-status 62 non-null object \n", " 6 Occupation 62 non-null object \n", " 7 Relationship 62 non-null object \n", " 8 Race 62 non-null object \n", " 9 Sex 62 non-null object \n", " 10 Capital-gain 62 non-null int64 \n", " 11 Capital-loss 62 non-null object \n", " 12 Hours-per-week 62 non-null int64 \n", " 13 Native-country 62 non-null object \n", " 14 Salary 62 non-null object \n", " 15 OutlierAge 0 non-null float64\n", "dtypes: float64(1), int64(5), object(10)\n", "memory usage: 7.9+ KB\n", "None\n" ] } ], "source": [ "print (adult.info())" ] }, { "cell_type": "code", "execution_count": 128, "id": "04f571da-8cc0-4ed3-a32a-a9d342660423", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 17 entries, 0 to 16\n", "Data columns (total 35 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 CCAA 17 non-null object \n", " 1 país 17 non-null object \n", " 2 superficieTotal 17 non-null float64\n", " 3 superficieTotal HA 17 non-null float64\n", " 4 Total Forestal 14 non-null float64\n", " 5 Total desarbolada 17 non-null float64\n", " 6 Total arbolado (G+H+I+K+L) 15 non-null float64\n", " 7 Estado/CCAA 17 non-null float64\n", " 8 Local 17 non-null float64\n", " 9 Privado 17 non-null float64\n", " 10 % total privado 15 non-null float64\n", " 11 Vecinales 17 non-null float64\n", " 12 Descon 17 non-null float64\n", " 13 Incendios 2004 17 non-null float64\n", " 14 Hectáreas2004 17 non-null float64\n", " 15 Incendios 2005 15 non-null float64\n", " 16 Hectáreas2005 17 non-null float64\n", " 17 Incendios 2006 17 non-null float64\n", " 18 Hectáreas2006 17 non-null float64\n", " 19 Incendios 2007 17 non-null float64\n", " 20 Hectáreas2007 17 non-null float64\n", " 21 Incendios 2008 16 non-null float64\n", " 22 Hectáreas2008 16 non-null float64\n", " 23 Incendios 2009 17 non-null float64\n", " 24 Hectáreas2009 17 non-null float64\n", " 25 Incendios 2010 17 non-null float64\n", " 26 Hectáreas2010 17 non-null float64\n", " 27 Incendios 2011 16 non-null float64\n", " 28 Hectáreas2011 17 non-null float64\n", " 29 Incendios 2012 17 non-null float64\n", " 30 Hectáreas2012 15 non-null float64\n", " 31 Incendios 2013 17 non-null int64 \n", " 32 Hectáreas2013 17 non-null float64\n", " 33 Incendios 2004 - 2013 15 non-null float64\n", " 34 Hectáreas 2004 - 2013 15 non-null float64\n", "dtypes: float64(32), int64(1), object(2)\n", "memory usage: 4.8+ KB\n", "None\n" ] } ], "source": [ "print (fuego.info())" ] }, { "cell_type": "code", "execution_count": 129, "id": "c815756d-8181-43c8-8f3b-ab842fb08331", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 53 entries, 0 to 52\n", "Data columns (total 10 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 Fecha 53 non-null object \n", " 1 T exterior 53 non-null float64\n", " 2 T impulsion 53 non-null float64\n", " 3 T retorno 53 non-null float64\n", " 4 Ten. L1 41 non-null float64\n", " 5 Ten. L2 45 non-null float64\n", " 6 Ten. L3 49 non-null float64\n", " 7 Int. L1 53 non-null float64\n", " 8 Int. L2 53 non-null int64 \n", " 9 Int. L3 53 non-null float64\n", "dtypes: float64(8), int64(1), object(1)\n", "memory usage: 4.3+ KB\n", "None\n" ] } ], "source": [ "print (tempe.info())" ] }, { "cell_type": "code", "execution_count": 131, "id": "f2f9f6f0-5563-4789-a391-3b00f32fd78c", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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AgeWorkclassfnlwgteducationeducation-numMarital-statusOccupationRelationshipRaceSexCapital-gainCapital-lossHours-per-weekNative-countrySalaryOutlierAge
039State-gov77516Bachelors13Never-marriedAdm-clericalNot-in-failyWhiteMale2174040United-States<=50KNaN
150Self-emp-not-inc83311Bachelors9Married-civ-spouseExec-managerialHusbndWhiteMale0013United-States<=50KNaN
238Private215646HS-grad9DivorcedHandlers-cleanersNot-in-famiyWhiteMale000United-States<=50KNaN
353Prvate23472111th7Married-civ-spouseHandlers-cleanersHusbaandBlackMale0040United-Stats<=50KNaN
428Private338409Bachelors13Married-civ-spouseProf-specialtyWifeBlackFemale0040Cuba<=50KNaN
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" ], "text/plain": [ " Age Workclass fnlwgt education education-num \\\n", "0 39 State-gov 77516 Bachelors 13 \n", "1 50 Self-emp-not-inc 83311 Bachelors 9 \n", "2 38 Private 215646 HS-grad 9 \n", "3 53 Prvate 234721 11th 7 \n", "4 28 Private 338409 Bachelors 13 \n", "\n", " Marital-status Occupation Relationship Race Sex \\\n", "0 Never-married Adm-clerical Not-in-faily White Male \n", "1 Married-civ-spouse Exec-managerial Husbnd White Male \n", "2 Divorced Handlers-cleaners Not-in-famiy White Male \n", "3 Married-civ-spouse Handlers-cleaners Husbaand Black Male \n", "4 Married-civ-spouse Prof-specialty Wife Black Female \n", "\n", " Capital-gain Capital-loss Hours-per-week Native-country Salary OutlierAge \n", "0 2174 0 40 United-States <=50K NaN \n", "1 0 0 13 United-States <=50K NaN \n", "2 0 0 0 United-States <=50K NaN \n", "3 0 0 40 United-Stats <=50K NaN \n", "4 0 0 40 Cuba <=50K NaN " ] }, "execution_count": 131, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult.head()" ] }, { "cell_type": "code", "execution_count": 132, "id": "da934d77-81f6-4caa-899f-dc81a243c9cc", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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CCAApaíssuperficieTotalsuperficieTotal HATotal ForestalTotal desarboladaTotal arbolado (G+H+I+K+L)Estado/CCAALocalPrivado% total privadoVecinalesDesconIncendios 2004Hectáreas2004Incendios 2005Hectáreas2005Incendios 2006Hectáreas2006Incendios 2007Hectáreas2007Incendios 2008Hectáreas2008Incendios 2009Hectáreas2009Incendios 2010Hectáreas2010Incendios 2011Hectáreas2011Incendios 2012Hectáreas2012Incendios 2013Hectáreas2013Incendios 2004 - 2013Hectáreas 2004 - 2013
0AndalucíaEspaña87599.008759900.004488995.001533319.002955676.00463432.00359416.00851357.0028.80496.061164208.001055.0051273.931397.0014380.03881.005471.48819.006269.75776.002895.021016.0013555.84553.001492.66753.003053.35852.0012833.397852880.788887.00114.11
1AragónEspaña47720.004772000.002631234.001057246.001573988.0077211.00657398.00843381.0053.580.000.00421.001234.90711.002116.39411.002153.68415.001860.38351.002489.34443.0019648.41343.001144.04442.00900.92541.008244.51217347.724295.0040.14
2AsturiasEspaña10604.001060400.00769124.00324798.00444326.008434.00157261.00281882.0063.443540.000.001905.004732.062237.008717.871941.009543.591083.002690.31NaN6685.622077.0010595.721862.007995.631793.0013991.712246.0016616.5710793331.7717964.00804.90
3Comunidad ValencianaEspaña23255.002325500.001277138.00525075.00752063.0063292.00186599.00280407.0037.290.00224161.00487.001102.10686.003285.12472.003474.55375.008224.69326.00730.35427.002932.29328.005649.50419.002436.38467.0056931.303351442.824322.0086.21
4CanariasEspaña7447.00744700.00NaN449012.00134283.0014121.0053323.0066361.0049.42286.470.00137.00328.64145.002143.89123.001612.65139.0035758.62133.00426.05122.003613.85111.00198.6899.0059.17135.0012399.33102219.931246.0056.76
\n", "
" ], "text/plain": [ " CCAA país superficieTotal superficieTotal HA \\\n", "0 Andalucía España 87599.00 8759900.00 \n", "1 Aragón España 47720.00 4772000.00 \n", "2 Asturias España 10604.00 1060400.00 \n", "3 Comunidad Valenciana España 23255.00 2325500.00 \n", "4 Canarias España 7447.00 744700.00 \n", "\n", " Total Forestal Total desarbolada Total arbolado (G+H+I+K+L) Estado/CCAA \\\n", "0 4488995.00 1533319.00 2955676.00 463432.00 \n", "1 2631234.00 1057246.00 1573988.00 77211.00 \n", "2 769124.00 324798.00 444326.00 8434.00 \n", "3 1277138.00 525075.00 752063.00 63292.00 \n", "4 NaN 449012.00 134283.00 14121.00 \n", "\n", " Local Privado % total privado Vecinales Descon Incendios 2004 \\\n", "0 359416.00 851357.00 28.80 496.06 1164208.00 1055.00 \n", "1 657398.00 843381.00 53.58 0.00 0.00 421.00 \n", "2 157261.00 281882.00 63.44 3540.00 0.00 1905.00 \n", "3 186599.00 280407.00 37.29 0.00 224161.00 487.00 \n", "4 53323.00 66361.00 49.42 286.47 0.00 137.00 \n", "\n", " Hectáreas2004 Incendios 2005 Hectáreas2005 Incendios 2006 \\\n", "0 51273.93 1397.00 14380.03 881.00 \n", "1 1234.90 711.00 2116.39 411.00 \n", "2 4732.06 2237.00 8717.87 1941.00 \n", "3 1102.10 686.00 3285.12 472.00 \n", "4 328.64 145.00 2143.89 123.00 \n", "\n", " Hectáreas2006 Incendios 2007 Hectáreas2007 Incendios 2008 \\\n", "0 5471.48 819.00 6269.75 776.00 \n", "1 2153.68 415.00 1860.38 351.00 \n", "2 9543.59 1083.00 2690.31 NaN \n", "3 3474.55 375.00 8224.69 326.00 \n", "4 1612.65 139.00 35758.62 133.00 \n", "\n", " Hectáreas2008 Incendios 2009 Hectáreas2009 Incendios 2010 \\\n", "0 2895.02 1016.00 13555.84 553.00 \n", "1 2489.34 443.00 19648.41 343.00 \n", "2 6685.62 2077.00 10595.72 1862.00 \n", "3 730.35 427.00 2932.29 328.00 \n", "4 426.05 122.00 3613.85 111.00 \n", "\n", " Hectáreas2010 Incendios 2011 Hectáreas2011 Incendios 2012 \\\n", "0 1492.66 753.00 3053.35 852.00 \n", "1 1144.04 442.00 900.92 541.00 \n", "2 7995.63 1793.00 13991.71 2246.00 \n", "3 5649.50 419.00 2436.38 467.00 \n", "4 198.68 99.00 59.17 135.00 \n", "\n", " Hectáreas2012 Incendios 2013 Hectáreas2013 Incendios 2004 - 2013 \\\n", "0 12833.39 785 2880.78 8887.00 \n", "1 8244.51 217 347.72 4295.00 \n", "2 16616.57 1079 3331.77 17964.00 \n", "3 56931.30 335 1442.82 4322.00 \n", "4 12399.33 102 219.93 1246.00 \n", "\n", " Hectáreas 2004 - 2013 \n", "0 114.11 \n", "1 40.14 \n", "2 804.90 \n", "3 86.21 \n", "4 56.76 " ] }, "execution_count": 132, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fuego.head()" ] }, { "cell_type": "code", "execution_count": 133, "id": "1f14eaf7-0f51-44af-88a1-4c92addb1922", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FechaT exteriorT impulsionT retornoTen. L1Ten. L2Ten. L3Int. L1Int. L2Int. L3
025/10/2015 0:0117.507.3010.10NaNNaNNaN1.6001.60
125/10/2015 0:0217.507.3010.10NaNNaNNaN1.6001.60
225/10/2015 0:0317.407.3010.20NaNNaNNaN1.6001.60
325/10/2015 0:0417.507.4010.30NaNNaNNaN1.6001.60
425/10/2015 0:0517.407.5010.40NaNNaN404.001.6001.60
\n", "
" ], "text/plain": [ " Fecha T exterior T impulsion T retorno Ten. L1 Ten. L2 \\\n", "0 25/10/2015 0:01 17.50 7.30 10.10 NaN NaN \n", "1 25/10/2015 0:02 17.50 7.30 10.10 NaN NaN \n", "2 25/10/2015 0:03 17.40 7.30 10.20 NaN NaN \n", "3 25/10/2015 0:04 17.50 7.40 10.30 NaN NaN \n", "4 25/10/2015 0:05 17.40 7.50 10.40 NaN NaN \n", "\n", " Ten. L3 Int. L1 Int. L2 Int. L3 \n", "0 NaN 1.60 0 1.60 \n", "1 NaN 1.60 0 1.60 \n", "2 NaN 1.60 0 1.60 \n", "3 NaN 1.60 0 1.60 \n", "4 404.00 1.60 0 1.60 " ] }, "execution_count": 133, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tempe.head()" ] }, { "cell_type": "markdown", "id": "ab98d227-7a2f-4cff-8de3-4dde6346fff0", "metadata": { "tags": [] }, "source": [ "#### Comprobación manual de valores perdidos" ] }, { "cell_type": "code", "execution_count": 134, "id": "ffa0d16a-72d3-46c8-a90a-99354e675333", "metadata": {}, "outputs": [], "source": [ "columna = fuego['Total Forestal'].isna()" ] }, { "cell_type": "code", "execution_count": 19, "id": "7c83e3e3-1ce8-4500-9426-d62ff5147a08", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 False\n", "1 False\n", "2 False\n", "3 False\n", "4 True\n", "5 False\n", "6 False\n", "7 True\n", "8 False\n", "9 False\n", "10 True\n", "11 False\n", "12 False\n", "13 False\n", "14 False\n", "15 False\n", "16 False\n", "Name: Total Forestal, dtype: bool" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Nos devuelve una serie lógica. Podemos usar esta serie para filtrar datos por filas.\n", "columna" ] }, { "cell_type": "code", "execution_count": 135, "id": "f474a7a9-cb78-49e5-bfbb-3dac70a0bd27", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3" ] }, "execution_count": 135, "metadata": {}, "output_type": "execute_result" } ], "source": [ "columna.sum()" ] }, { "cell_type": "code", "execution_count": 164, "id": "c0f1ebb5-a660-44aa-89c9-705c33ba1a5b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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CCAApaíssuperficieTotalsuperficieTotal HATotal ForestalTotal desarboladaTotal arbolado (G+H+I+K+L)Estado/CCAALocalPrivado% total privadoVecinalesDesconIncendios 2004Hectáreas2004Incendios 2005Hectáreas2005Incendios 2006Hectáreas2006Incendios 2007Hectáreas2007Incendios 2008Hectáreas2008Incendios 2009Hectáreas2009Incendios 2010Hectáreas2010Incendios 2011Hectáreas2011Incendios 2012Hectáreas2012Incendios 2013Hectáreas2013Incendios 2004 - 2013Hectáreas 2004 - 2013
0FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
1FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
2FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
3FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
4FalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
5FalseFalseFalseFalseFalseFalseTrueFalseFalseFalseTrueFalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueTrue
6FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseFalseTrueFalseFalseFalseFalse
7FalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
8FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
9FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
10FalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
11FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
12FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
13FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueTrue
14FalseFalseFalseFalseFalseFalseTrueFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
15FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseFalseFalseFalse
16FalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalse
\n", "
" ], "text/plain": [ " CCAA país superficieTotal superficieTotal HA Total Forestal \\\n", "0 False False False False False \n", "1 False False False False False \n", "2 False False False False False \n", "3 False False False False False \n", "4 False False False False True \n", "5 False False False False False \n", "6 False False False False False \n", "7 False False False False True \n", "8 False False False False False \n", "9 False False False False False \n", "10 False False False False True \n", "11 False False False False False \n", "12 False False False False False \n", "13 False False False False False \n", "14 False False False False False \n", "15 False False False False False \n", "16 False False False False False \n", "\n", " Total desarbolada Total arbolado (G+H+I+K+L) Estado/CCAA Local \\\n", "0 False False False False \n", "1 False False False False \n", "2 False False False False \n", "3 False False False False \n", "4 False False False False \n", "5 False True False False \n", "6 False False False False \n", "7 False False False False \n", "8 False False False False \n", "9 False False False False \n", "10 False False False False \n", "11 False False False False \n", "12 False False False False \n", "13 False False False False \n", "14 False True False False \n", "15 False False False False \n", "16 False False False False \n", "\n", " Privado % total privado Vecinales Descon Incendios 2004 \\\n", "0 False False False False False \n", "1 False False False False False \n", "2 False False False False False \n", "3 False False False False False \n", "4 False False False False False \n", "5 False True False False False \n", "6 False False False False False \n", "7 False False False False False \n", "8 False False False False False \n", "9 False False False False False \n", "10 False False False False False \n", "11 False False False False False \n", "12 False False False False False \n", "13 False False False False False \n", "14 False True False False False \n", "15 False False False False False \n", "16 False False False False False \n", "\n", " Hectáreas2004 Incendios 2005 Hectáreas2005 Incendios 2006 \\\n", "0 False False False False \n", "1 False False False False \n", "2 False False False False \n", "3 False False False False \n", "4 False False False False \n", "5 False True False False \n", "6 False False False False \n", "7 False False False False \n", "8 False False False False \n", "9 False False False False \n", "10 False False False False \n", "11 False False False False \n", "12 False False False False \n", "13 False False False False \n", "14 False False False False \n", "15 False True False False \n", "16 False False False False \n", "\n", " Hectáreas2006 Incendios 2007 Hectáreas2007 Incendios 2008 \\\n", "0 False False False False \n", "1 False False False False \n", "2 False False False True \n", "3 False False False False \n", "4 False False False False \n", "5 False False False False \n", "6 False False False False \n", "7 False False False False \n", "8 False False False False \n", "9 False False False False \n", "10 False False False False \n", "11 False False False False \n", "12 False False False False \n", "13 False False False False \n", "14 False False False False \n", "15 False False False False \n", "16 False False False False \n", "\n", " Hectáreas2008 Incendios 2009 Hectáreas2009 Incendios 2010 \\\n", "0 False False False False \n", "1 False False False False \n", "2 False False False False \n", "3 False False False False \n", "4 False False False False \n", "5 False False False False \n", "6 False False False False \n", "7 False False False False \n", "8 False False False False \n", "9 False False False False \n", "10 False False False False \n", "11 True False False False \n", "12 False False False False \n", "13 False False False False \n", "14 False False False False \n", "15 False False False False \n", "16 False False False False \n", "\n", " Hectáreas2010 Incendios 2011 Hectáreas2011 Incendios 2012 \\\n", "0 False False False False \n", "1 False False False False \n", "2 False False False False \n", "3 False False False False \n", "4 False False False False \n", "5 False False False False \n", "6 False True False False \n", "7 False False False False \n", "8 False False False False \n", "9 False False False False \n", "10 False False False False \n", "11 False False False False \n", "12 False False False False \n", "13 False False False False \n", "14 False False False False \n", "15 False False False False \n", "16 False False False False \n", "\n", " Hectáreas2012 Incendios 2013 Hectáreas2013 Incendios 2004 - 2013 \\\n", "0 False False False False \n", "1 False False False False \n", "2 False False False False \n", "3 False False False False \n", "4 False False False False \n", "5 False False False True \n", "6 True False False False \n", "7 False False False False \n", "8 False False False False \n", "9 False False False False \n", "10 False False False False \n", "11 False False False False \n", "12 False False False False \n", "13 False False False True \n", "14 False False False False \n", "15 True False False False \n", "16 False False False False \n", "\n", " Hectáreas 2004 - 2013 \n", "0 False \n", "1 False \n", "2 False \n", "3 False \n", "4 False \n", "5 True \n", "6 False \n", "7 False \n", "8 False \n", "9 False \n", "10 False \n", "11 False \n", "12 False \n", "13 True \n", "14 False \n", "15 False \n", "16 False " ] }, "execution_count": 164, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Podemos obtener el total de valores perdidos en una tabla determinada\n", "tabla = fuego.isnull()\n", "tabla" ] }, { "cell_type": "code", "execution_count": 165, "id": "969bcc4f-337e-4854-ba10-e3c602dd8343", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "CCAA 0\n", "país 0\n", "superficieTotal 0\n", "superficieTotal HA 0\n", "Total Forestal 3\n", "Total desarbolada 0\n", "Total arbolado (G+H+I+K+L) 2\n", "Estado/CCAA 0\n", "Local 0\n", "Privado 0\n", "% total privado 2\n", "Vecinales 0\n", "Descon 0\n", "Incendios 2004 0\n", "Hectáreas2004 0\n", "Incendios 2005 2\n", "Hectáreas2005 0\n", "Incendios 2006 0\n", "Hectáreas2006 0\n", "Incendios 2007 0\n", "Hectáreas2007 0\n", "Incendios 2008 1\n", "Hectáreas2008 1\n", "Incendios 2009 0\n", "Hectáreas2009 0\n", "Incendios 2010 0\n", "Hectáreas2010 0\n", "Incendios 2011 1\n", "Hectáreas2011 0\n", "Incendios 2012 0\n", "Hectáreas2012 2\n", "Incendios 2013 0\n", "Hectáreas2013 0\n", "Incendios 2004 - 2013 2\n", "Hectáreas 2004 - 2013 2\n", "dtype: int64" ] }, "execution_count": 165, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Totales por columna\n", "tabla.sum(axis=0)" ] }, { "cell_type": "code", "execution_count": 166, "id": "4505fc2d-e927-4f89-ac4a-e60bdb1026c1", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 0\n", "1 0\n", "2 1\n", "3 0\n", "4 1\n", "5 5\n", "6 2\n", "7 1\n", "8 0\n", "9 0\n", "10 1\n", "11 1\n", "12 0\n", "13 2\n", "14 2\n", "15 2\n", "16 0\n", "dtype: int64" ] }, "execution_count": 166, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Totales por fila\n", "tabla.sum(axis=1)" ] }, { "cell_type": "markdown", "id": "4fb077da-8ecb-4775-b027-9eadebbb5c68", "metadata": {}, "source": [ "Existen multitud de herramientas que nos van permitir realizar el análisis exploratorio inicial de manera rápida. Una de ellas es Sweetwiz.\n", "https://github.com/fbdesignpro/sweetviz" ] }, { "cell_type": "code", "execution_count": 10, "id": "84cd986f-8eef-41ad-81a2-a3260548242d", "metadata": {}, "outputs": [], "source": [ "#!pip install sweetwiz" ] }, { "cell_type": "code", "execution_count": 139, "id": "f30da7c7-0d36-4425-a754-a92f021195da", "metadata": {}, "outputs": [], "source": [ "import sweetviz" ] }, { "cell_type": "code", "execution_count": 140, "id": "4a19fbf6-9ebf-41bb-a95b-4f7059c508a2", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "49786745dda14f9c8d8bea258ad376d3", "version_major": 2, "version_minor": 0 }, "text/plain": [ " | | [ 0%] 00:00 -> (? left)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "f8512851526b4bc6b69453a48d9e9aba", "version_major": 2, "version_minor": 0 }, "text/plain": [ " | | [ 0%] 00:00 -> (? left)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2684abe182dd42478eefbf37d58377cb", "version_major": 2, "version_minor": 0 }, "text/plain": [ " | | [ 0%] 00:00 -> (? left)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "informeAdult = sweetviz.analyze(adult)\n", "informeFuego = sweetviz.analyze(fuego)\n", "informeTempe = sweetviz.analyze(tempe)\n" ] }, { "cell_type": "code", "execution_count": 141, "id": "ae63d845-0eb3-4111-a341-b63ae9a8a95d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Report SWEETVIZ_REPORT.html was generated! NOTEBOOK/COLAB USERS: the web browser MAY not pop up, regardless, the report IS saved in your notebook/colab files.\n", "Report SWEETVIZ_REPORT.html was generated! NOTEBOOK/COLAB USERS: the web browser MAY not pop up, regardless, the report IS saved in your notebook/colab files.\n", "Report SWEETVIZ_REPORT.html was generated! NOTEBOOK/COLAB USERS: the web browser MAY not pop up, regardless, the report IS saved in your notebook/colab files.\n" ] } ], "source": [ "informeAdult.show_html()\n", "informeFuego.show_html()\n", "informeTempe.show_html()" ] }, { "cell_type": "markdown", "id": "0b67a585-3881-4383-a1d2-46c229c8ee51", "metadata": {}, "source": [ "#### También podemos hacer uso de mapas de calor." ] }, { "cell_type": "code", "execution_count": 142, "id": "3859a90c-93e7-4a8b-800c-a0fc3136b91c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 142, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.show()\n", "\n", "sns.heatmap(adult.isnull(), cbar=False) # Formato notebook\n", "\n" ] }, { "cell_type": "code", "execution_count": 143, "id": "3b069f80-2540-4c93-9eed-841f505cad9a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 143, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.heatmap(fuego.isnull(), cbar=False)\n", "\n" ] }, { "cell_type": "code", "execution_count": 144, "id": "227aa86d-2856-4301-81cd-120756817016", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 144, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.heatmap(tempe.isnull(), cbar=False)" ] }, { "cell_type": "markdown", "id": "0c61d6f0-e775-45ec-9ba6-541e49f552f1", "metadata": {}, "source": [ "#### Una última librería de análisis" ] }, { "cell_type": "code", "execution_count": 60, "id": "39101bb6-c5e0-462c-8fd2-223a1577f7a4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Requirement already satisfied: missingno in /home/mydoctor/anaconda3/lib/python3.8/site-packages (0.4.2)\n", "Requirement already satisfied: numpy in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from missingno) (1.20.3)\n", "Requirement already satisfied: scipy in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from missingno) (1.7.1)\n", "Requirement already satisfied: matplotlib in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from missingno) (3.4.3)\n", "Requirement already satisfied: seaborn in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from missingno) (0.11.2)\n", "Requirement already satisfied: python-dateutil>=2.7 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from matplotlib->missingno) (2.8.2)\n", "Requirement already satisfied: kiwisolver>=1.0.1 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from matplotlib->missingno) (1.3.1)\n", "Requirement already satisfied: pyparsing>=2.2.1 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from matplotlib->missingno) (3.0.4)\n", "Requirement already satisfied: pillow>=6.2.0 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from matplotlib->missingno) (8.4.0)\n", "Requirement already satisfied: cycler>=0.10 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from matplotlib->missingno) (0.10.0)\n", "Requirement already satisfied: six in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from cycler>=0.10->matplotlib->missingno) (1.16.0)\n", "Requirement already satisfied: pandas>=0.23 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from seaborn->missingno) (1.3.4)\n", "Requirement already satisfied: pytz>=2017.3 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from pandas>=0.23->seaborn->missingno) (2021.3)\n" ] } ], "source": [ "!pip install missingno" ] }, { "cell_type": "code", "execution_count": 145, "id": "f41854a2-a344-41f7-85a9-ca7505098d81", "metadata": {}, "outputs": [], "source": [ "import missingno as msno" ] }, { "cell_type": "code", "execution_count": 146, "id": "0833f52f-53ac-4448-897f-ee122de4c16a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 146, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "msno.matrix(adult)" ] }, { "cell_type": "code", "execution_count": 147, "id": "6e189f30-3e10-4d8b-aef9-d9ea31a49f70", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 147, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "msno.matrix(tempe)" ] }, { "cell_type": "markdown", "id": "d6666cc9-e228-4b08-9169-820ca873f1ba", "metadata": {}, "source": [ "### Esta librería también nos permite generar heatmaps" ] }, { "cell_type": "code", "execution_count": 149, "id": "642a3cca-c0d7-401d-897a-23d2e3d2b965", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 149, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Wvv7ys9PGfTp08ACTJvzLmlUreOWNt209kwCmTZ3EmL/+sFv++LFjLJw/l7VrVvHGW+9RrXroGV/ztjtGcsttIzAYDKeNpZR0/DhWa9GHR5WqVW3Tjx1NBMDXzw+j0b5TYWBgsN36AFlZmWRlZQLgHxBwWhsCg4rWycnJISsrCy+vE+NVWK1WfvjuGwoK8uncpRvNm7c4475cLE889RwWqxVjKeNrHT92ovdYlSqnvydn2z8oek9KklYR9c5eFuFUYeFnLmsXGxsDgMFgoHpojf+03avJnph4ABqG1cZkOvG32TCsNs7OThQUFBIZu/+MSSuL1ULPDq1xd3OlcpB9LEMC/di+l7OOuyaXR8qhosRyYM1wu+lBteuzd+lMUg7FlXlbm6f9QWFeLi2H3MWmyb9ezGbKRaJ4VyyKd8W0N7roPKZhRBimkx5uahgRjrOzMwUFBUTtiz3rTe1bhw3i4bvvwGAwcCjhyCVvs5w/xbtiUbwrlr0xcQA0DK9jH+/wOrbrsajY+LMmrW4dch0P33lzUbyPJF7iFouIiFQsKg94HvLz8nj62Rf5/KvvePq5F/H29gGKSsudXAbgp++/5dChgxiNRobfeAsffvIFr77xDnXrFt3gmDl9qq1nT35+Pl99/gmpKSl4enrx4COP8+kX3/DE08/h6+tHenoaP37/7Wltyc7OxsenEi++/DqfffUtDz7yOM7OLgDMnzPbtpzZbOb770ZRWFiIyWTitjtG8vFno3jl9bepWasWVmvZB5SbOX2qLWHVqXNX3v/oMz767Ctbyb3Dhw/x7agTvXHS0lIZN+ZvAKqH1uCV19/msy+/4Y6Rd2MwGMnMyLCNs3QmTk5OuLi4nJawApgxfQoAJpMTHTp2tk3Pzc0tWreUMSVcXFxOWi7HbvmSbZ1tnbzidUosmD+XPbt34uNTiRF33XPWfblYnJydcXFxKXVcqBnTpgDg5e1N8xatbNNL9vFc+5d7yv6dr+zsbJKSjnPwwAFmz5zO1EkTAOjarYddMq2iSU5NB8DH09NuutFoxMeraFpaeuYZ12/ZqD5fv/EcH7/4uN10s9nC9r37AGgUVvtiNlnOQ25GUW9CF3f7OLt6egOQl5VRpu0k7Y9m39rFeAUE06D7wIvbSLloFO+KRfGumJJTUgHwPunBJSj+/vYumpaann7Wbfj5VtKDJVcIxbtiUbwrluSUou9xb6/SrsdK4n3273K/Sj6Kt4iIyCWinlbn4clnX7CVY6tcpQpxsbFMmvAvBQX5HDmSQGhoDRKPJLBh/ToA+vS7lmE33GRb/9kXXuLhB+7BarWwccM6wiPqsX7tag4fPgTAXffeT6fOXQGoWq0aBfn5fPv1l+zetZMjCQl2Zd2MRiP/e/l1fP2KnviqUqUqO3dsZ/nSxRw9mkhubi5ubm5s27rZ1vtm+E23MOD6wQBUDw3lhf+9yoP3jcRsPndvK7PZbEsS1apdh0cef8p2onbn3fdy7NhRNm5Yx47tW4mPj6NmzVocO3rUtu1+115Ho8ZFpfqqVK3G8WPHiksVlj1pdrJNGzewYN4cAAZcP8iud1dZ9gewvbaljMufvA5AclKSrRfZnXffi7e3D7k5/y3pk56WRkHh6XXPz1U2sTTz5s5iy+aisb1uvuV2u0Sf2fLf3pMLNXXSBKZNnWQ3rU+/axlx590XZftXqrziMcMMxtMvcpyKn/TLO486+H9OmUXi8WT8KnnTu3O7C2ukXDBzQfHYcKf09DQUx9g2/xw2TPwZrFZaDBqJqZQktZQPinfFonhXTPm27+/Tn/sr+f4+eVxQubIp3hWL4l2xlFyPnVqRBU66HlO8RUREHEZJq/MQ4G9fjiso+ERZtbziniy7d++yTTt17CpfPz+eePpZ8vPzbb1NNm8qSjKYTE6EhYWTlHRiMG7/kxIX+6Ij7ZJWJpPJlrCyteekMm8lSavoyEjbtI4du9gt7+XtjdFoLFOSJzZmH+lpRU8l9ejZ+7Qni3r37cfGDUXJusi9e6hZsxZVq1XHw8OD7Oxs5s2eSeXKlWnQsDEmk4kRI8+/V1J8XCxff/kpVquVOnXDGDr8pnOvdAn8/ONocnKyadmqNR07dTn3CqX44rOP2L1r52nTx4yf8p+2s23rZv749WcAWrVuS8/efc+rPZfSnt27OHBgP7Xr1HV0U8q1kpKXZbUzKoYvfi0aU+3pe27D093tUjRLLrP4zatIjNpBYK161G59fp8vcuVQvCsWxfvKU5bv5v/6/S3ll+JdsSjeFYsVxVtERMpOY1pdfkpaXQQnp21KTmxSU5Jt0wJKGT+oXfuOdr8fP17UC8psLuTJxx4642ulFSeMztoe+wYVr5daPM9gl2T7r0raCRAcEnLa/JDKJxJqGelFbfXw8ODxp57jm68+58CB/bz71uu4urpRr34DWrRqRZeu3fH09DptW2eTeCSBD959i5ycHPwDAnj2hZfsyttB6U9NlaakVF5Zlz95nVUrl7Np43rc3d25+74Hy7z+pRAdFclnH3+I2WymZs1aPHpSL7gSZX5PnC7OR8Mtt4/glttHkJ2VRXR0FL/9/AMH9sfz7luv8/mob22lNa9WMxat4O2vf7abdl2PTmdY2t5/KTVxNCmZR9/4mPyCAq7r3olh/Xr8p3ZK+WQuLGDTlN8AaD3s8pQdFcdRvCsWxbt8mzlvEe989pXdtP69e5bpu1mloq48infFonhXLDMWLuWdL763m9a/V1cMKN4iIiLlmZJWl4jBcCI5UJYHdArKWAqsrMuduT0GLBaL3WCj/4XVcmJnShsX6eQSeyVjawE0a96CL0Z9x8oVy9i8aSN7du9k29bNbNu6mckTxvP0cy9Sr36DMrUhJSWZ995+g9TUFLy8vXnplTfsygKWcHUt6mlSWhmHk0vxubu72y1flnXcitf5/ZefAMjJyeHRB+8ttb1j//mTsf/8ybAbbmL4jbeUusxrb75b6vSyOnBgPx++9zZ5ebmEhFTmxZdft7XxZGd9T07623JzO33dC+Hh6UnTZs156NEneO3lF8jKymT5siX0v+76i/o65U1BYSEZWdl203Lz8nEpLgFVWu9Gc3FpRjdXl9PmlSY7N5eHXvuQxOPJNI6ow1tPPXCBrZaLxejkjKWwAOspcbYWx9jJxfWs6+9ZPJ2MYwnUbNGJ4Lpl+3wUx1G8KxbF++pWUFhARmaW3bTcvFzbA1Jn//4+e+yl/FG8KxbFu2IpKCjteiwP1zLE213xFhERcRglrS6Rk0v2JScfP61XUmZmJhaLBRdnZ9zc3fH19QXAzc2Nn377+7yTSudqj9VqIen46e0pK/+Teo0dTTwCNLObn5iYaPs5INB+PCYPT0/69LuWPv2uxWI2s23bVr7/dhSpqSl8O+oLvvzG/gmo0mRmZvL+229w9Ggibm5uvPjSa1SrHlrqsiU9ylJSksnPz7friZV0/ET5xZL3wtPLC3d3D3Jysov3zV5y8Tpe3t54eHgAkJ5+7p5vl9qxY0f54J03yczMwNfPj5deffO0kpElgoKCObA/nqNHT9+/k0tShpzn3wcUjTOWm5uDj08lGjdpajcvtEbNE+0+evS8X+NKMaRvd4b07X7a9FG/jwMgOc1+cF+r1Wq7iA708z3n9i0WC8+9/xW7o+OoFhLEt2+9gLubLq7KCzfvSmSnHCc30/5zIj87s2i+T+nHaYltc4r+TuI3r+SPhweeNn/BV68CMOLb6RejuXKBFO+KRfG+ug3u34/B/fudNv3rn34DICU11W661WolI6Mo9oEBpz9IJeWb4l2xKN4Vy5BrejHkml6nTR/16z8AJKfaf4/bXY/5+17y9omIyJXBYrY4ugkVTtnrocl/Uv+kXkNrVq+ym5eTk8ND943kgXtGMGli0U2Lho2aAEVjUK1YtuS07SUcPkRmZuZ5tyeiXn3bzytXLLObl56WVqbxrADq1A2zJWwWL1pwWp3nJYsWAEVjbTVuXJSwGPvPn4y8/WbuuuNmMjLSATCaTDRv0ZIOnToDcPRoItlZ9k+8nSovL4+P3n+bAwf24+zszDPPv0TdsPAzLl+yz2azma1bNtnN27K5aAwxo9FIWFgEUNT9PzyiHgDbt22163lkNpvZvm1r0XYjTryXX33zfan/Xn/rPdsyAwcN4atvvufa606/KXWh0tJSee/tN0hOTsLT04uXXnnjrAnJkvckOSmJuNgYu3lbisdV8/Lypmq16ufdpimTxjPqi0/55qvPT+vRFRuzz/Zzab3jKop6dYqSd7uiYsjPP/F3tjcmnrz8AkxGI+G1Sk/GnuzD7/9g8ZqN+Hh5MvqdF8uU6JLLx79abQCO7dttN/143F67+WditZhxcnU77V8Jk7OL3e/iWIp3xaJ4V0z1worG49y1N8ruHGdvdAx5+fmYTEbCatdyUOvkYlO8KxbFu2KpV7cWALsi951yPRZXFG+jkbDaNc+wtoiIiFxq6ml1iYRUrkLLVq3ZtHED8+fOxsfHhzZt25OTk8O4sX9TWFgIQNt2HQDo0bM306ZMIj09jV9++p7k5GRatmqNyeTE9m1bmDRhHJV8fXnjrffw8vb+z+1p1KgxISGVSUw8wqQJ/+Lq5kqzZi1ISUlhzN9/YLGULWPs7OzMtdcNZOL4f9kXHcWXn31M/wHX4+npyZJFC1m/bg0AXbv1wKdSJQAaN2nG1MkTAfjq808ZdsNN+Pn5ceDAAVavXAGAj0+lUsvZlSgsLOTzTz4kKrLoZtBtd4ykStWqdr2DSvj4VMLZ2ZmWrdrg41OJ9PQ0fv3pB4xGI1WqVGPb1s3MmDYFgFat29raCdCjV2+2bd1MWloqX33+CcNuuAmz2cyUSRNs43n16NXHtnxQ8Ll7JHl6epVpuf8qOzubD959iyMJhzGZTNz3wMN4eHqW+p74+fphNJno3KUrE8f/S0FBPl9/+Rl33fsAPpUqsWblClatXA4Uxe5Cevq179CJqMi9pKam8OlH7zF46A34+voSFxfLP3/9DhSVlmzXvsN5v8aVrlPrZnh5uJORlc273/3K8/fdQW5+Pu999xsA7Vs0ppJ30ThvGVnZPP/BKAA+fvExvDyLksZjps/lzymzcXZ24qvXnqFujfNPNMqlUbNVZw7uWM++tYuo3qQNVRu1IjFqB1Er5xfNb3lifLPDuzezeeof1GzVhcZ9hgJw6+fjS91uSa+MHg+9StX6zS/tTkiZKd4Vi+JdMXVq2xovTw8yMrN4/4tvefbR+8nNy+ODL78BoF2rFlTyKTpPz8jM4oW33gfgo9f/h5enp8PaLedH8a5YFO+KpVObFkXxzsrmva9/5LkH7yI3L4/3RxWV/2/XsumJ67HMLF5473MAPnr5adv1mIiIiFw6SlpdQvc+8DBvv/4KCQmHGf/vGMb/O8Zu/vAbbyEsvKiXj4enJ08/9yIff/AuWVmZjBv7N+PG/m23fPMWLfH08jqvthhNJu5/6FE+ePdNCgoK+PO3X/izeJ7JZMLV1Y28vNwybWvIsBuJjdnHpo0bWLtmFWvX2PckC4+ox+133m37vXGTplx73UBmz5zOju1b2bF9q33bjEbuvPtejMYzd/xbs3qlXW+p3375kd9++bHUZV99420aNmqCm5sb9z34CF98+iEpKcl88uF7dsv5+flzx8i77aa179CJtR1WsWb1SjasX8uG9Wvt5nfq3JXWbdqesZ2X09zZM229pcxmM1989tEZl/3qm+8JCg4hIDCI2+8cya8//cChQwd5581X7ZarVj2UoTfceEHt6ntNf3bu2M6mjevZtnUL27ZusZtvNBq5+74HCKlc5YJe50rm6e7G0/fcxlujfmL8rIVMmrPYrnb6U3ffalt25catLF1X9Le/YuNWrunageMpqbz37W9AURflx978pNTXmTz6Y6oGB5Y6Ty692m26EbliDsf27WbRd29jMJqwWop6tQbXbUitVl1sy+5eNI2k/dGkHTlgu6ktVxbFu2JRvCsmDw93nnroXt7+5CvGT5vJpJmzMReXCnF3c+Opk8Y3XbVuA8tWFZ1Hrly7gX49uzmkzXL+FO+KRfGuWDzd3Xn6vhG89cVoxs+Yx6RZC05cj7m58vR9I2zLrtqwhaVrNgCwcv1m+nXvVOo2RURE5OJR0uoS8vPz5533P2b6tCmsW7uaY0eP4uLiQlh4BP0HDKRpsxZ2y9er34APP/mcaVMns2XzRpKTknBzc6dW7dr07N2XDh07X1B7GjZqzOtvvce4sX8TuXcPVivUDQvnhptuZuzff7F37+5zb4SiJNczz/2PRYsWsHTxQg7s34/BAFWqVKVzt+707XstTs7OduuMGHkPDRs1Zv7cOcTERJOXm4u/fwDhEfUYMGgINWvWOutrmot7pv1Xrdu05Y2332fKpAns3bubnOwcfH19ad6yFUOH34S//+kl6h574mnqN2jI0sULOXz4EABVq1aje8/e9O5zev1zRzGbz+896duvP8HBlZk5fSqxMdHk5eUREBBIm3btGTx0OJ6e55cYLeHk5MSzL7zEsiWLWLJ4IfFxceTn5+HjU4n6DRtx3cBB1K0bdkGvcTW4eUAffLw8+G3iDKLiDuDu5ErzBhE8cdfNNAw7UVaqWf1wqlcOxmq10qx+UTnMvLx820WV2WI5bXDhEtYy9qCUS8NoNNH7kTfYOnMMcZtWkJueirtvIDVbdqL5gFsxnJSoD23WnsToHdRsoYvgK5XiXbEo3hXXTYMH4u3lxe9jJxAdE4e7mxPNGjXk8fvvokHEifObpo0aUL1KZazFP8uVSfGuWBTviuWm66/B28uT38ZPJTp2P+7OTjRrWI8n7rmNBuF1bMs1bRhB9SohWK1WmjaMcGCLRUTEUawW67kXkovKYD11UCIRkXLIHLfF0U2Qy+iDfSq7ISJyNXi+qcbmEhG5Ghjyzz4GtVxdnKopISsiUmJZu46ObsJ56bp21bkXKqfOXI9NRERERERERERERERE5DJReUAREREREREREREREZFTWMwqVHe5qaeViIiIiIiIiIiIiIiIOJySViIiIiIiIiIiIiIiIuJwSlqJiIiIiIiIiIiIiIiIw2lMKxERERERERERERERkVNYzRZHN6HCUU8rERERERERERERERERcTglrURERERERERERERERMThlLQSERERERERERERERERh9OYViIiIiIiIiIiIiIiIqewmq2ObkKFo55WIiIiIiIiIiIiIiIi4nBKWomIiIiIiIiIiIiIiIjDqTygiIiIiIiIiIiIiIjIKSwVtDxgfHwc3387ioTDh6hTN4yHHnmCwKAgu2Uee/g+jh87ZjetR8/e3P/Qo/z0/bcsXDDPNr1tuw489ewLZXptJa1EREREREREREREREQEgB+/+4Y6dery9LMv8sPor/nrj1958pnn7Zb58JMvsVotAOTl5fPcU4/Spl17AFJSUrh+0FCuHzIUACcn5zK/tsoDioiIiIiIiIiIiIiICPl5eezbF0W3Hr0IDAqiS7ce7N6987TlPDw88PT0wtPTi/VrV+Pr60fzFq0ASE1NITAoyDbfURp60gABAABJREFU1dW1zK+vnlYiIiIiIiIiIiIiIiJXiYKCAgoKCuymOTs74+xs3+PJYrGQk5NtNy07u+h3Nzc3ADw9PclITz/ja1nMZmbNnMZ1AwdhMBgASElOZs6sGUyaOI4aNWpyz30PERwSUqa2K2klIiIiIiIiIiIiIiJyCqvF4ugmnJepkycwcfy/dtOG3XATw2+8xW5a0vFjPP7IA3bTTl2miOGMr7V27WqyMjPp2q2nbdpNt96Oh7sHwSEh/PzjaH7/9Ueee/GVMrVdSSsREREREREREREREZGrxKAhw+k/YJDdtFN7WQEEBYcwZvwUu2n5eXlMGDeGrKwsAHKys6lUqdIZX2vGtCn06NnH1jPLbDbTuElT/Pz8MRqNdO7ajelTJpe57RrTSkRERERERERERERE5Crh7OyMh4eH3b/SklalcXF1pU7dMBYvnM/xY8dYsXwpDRo1ts23mM22n3ft3E5cbAx9r+1vm5aTk8MTjzzIrBnTSEo6zoZ1a6lRs2aZ266klYiIiIiIiIiIiIiIyCksZusV+e9C3f/Qoxw8eIBnn3qM/PwCbrt9BAAzpk/hs08+tC03feoU2rRtT1BQsG2al5cXjzz+JAvmzeGZJx7BarUy8p77y/zaBqvVeuF7ICJyiZnjtji6CXIZfbDPw9FNEBGRi+D5pm6OboKIiFwEhvwsRzdBLiOnag0c3QQRkXJjbkRLRzfhvPSL3OToJpw39bQSERERERERERERERERh1PSSkRERERERERERERERBzOydENEBERERERERERERERKW+sF2F8KPlv1NNKREREREREREREREREHE5JKxEREREREREREREREXE4lQcUERERERERERERERE5hdVscXQTKhz1tBIRERERERERERERERGHU9JKREREREREREREREREHE5JKxEREREREREREREREXE4jWklIiIiIiIiIiIiIiJyCovZ6ugmVDjqaSUiIiIiIiIiIiIiIiIOp6SViIiIiIiIiIiIiIiIOJzKA4qIiIiIiIiIiIiIiJzCqvKAl516WomIiIiIiIiIiIiIiIjDKWklIiIiIiIiIiIiIiIiDqeklYiIiIiIiIiIiIiIiDicxrQSERERERERERERERE5hcWqMa0uNyWtREREREREREREBACXFnc7uglyGeVv/sXRTRARsaPygCIiIiIiIiIiIiIiIuJw6mklIiIiIiIiIiIiIiJyCrPKA1526mklIiIiIiIiIiIiIiIiDqeklYiIiIiIiIiIiIiIiDicklYiIiIiIiIiIiIiIiLicBrTSkRERERERERERERE5BRmDWl12amnlYiIiIiIiIiIiIiIiDicklYiIiIiIiIiIiIiIiLicCoPKCIiIiIiIiIiIiIicgqzVfUBLzf1tBIRERERERERERERERGHU9JKREREREREREREREREHE5JKxEREREREREREREREXE4jWklIiIiIiIiIiIiIiJyCrOGtLrs1NNKREREREREREREREREHE5JKxEREREREREREREREXE4Ja1ERERERERERERERETE4TSmlYiIiIiIiIiIiIiIyCnMVg1qdbmpp5WIiIiIiIiIiIiIiIg4nJJWIiIiIiIiIiIiIiIi4nAqDygiIiIiIiIiIiIiInIKs6oDXnbqaSUiIiIiIiIiIiIiIiIOp6SViIiIiIiIiIiIiIiIOJySViIiIiIiIiIiIiIiIuJwGtNKRERERERERERERETkFGarBrW63NTTSkRERERERERERERERBxOSSsRERERERERERERERFxOJUHFBEREREREREREREROYVZ1QEvO/W0EhEREREREREREREREYdT0kpEREREREREREREREQcTkkrERERERERERERERERcTiNaSUiIiIiIiIiIiIiInIKjWl1+amnlYiIiIiIiIiIiIiIiDicklYiIiIiIiIiIiIiIiLicCoPKCIiIiIiIiIiIiIicgqzVfUBL7cKnbRaungho78dBcCDDz9Gtx69Sl3uu6+/ZNnSxQB89c33BAWHXLY2llVhYSFvvvYS0VGRBAQE8tKrb1K1WjVHN+uii4+LZeaMaezasZ20tFTc3N2pUyeMa68bQPMWrUpdZ8vmTcyaMZWYffvIz8/D3z+Alq3bMGTYDXh7+5y2fH5eHjNmTGX1yhUcTTyCyWSiemgNevXpR9duPTAYDOds51dffMrqlcsBeOzJZ+jYqcuF7fhZ7N61kzmzZhAVuZf09HS8vLyIqFefAdcPJqJe/VLXWbl8KfPnzmH//ngKCwsJDg6mfcdODLh+CG5ubmd8LavVyu5dO1m2dDEH9sfz7gefnHHZlcuXsmjhAvbHx5Gbm4O/fwBNmjZj0JBh5fIYEhERERERERERERHHqtBJq/Lupx++Y+H8uQCMGT/lrMv+/edvREdFUqVKVV569U0Cg4IuQwsvr5UrljH6m68oLCy0TcvMyGDb1s1s27qZm2+9g0FDhtmtM3/ubH756Xu7aYmJR5g9czqbN27gzXc+wKdSJdu8woIC3n/3Tfbs3mW3TlTkXqIi9xIXE8Odd9971nZu2rjelrC61GZMm8I/f/2O9aSMf1paKuvXrWHD+nU8/NgTdO7SzW6df/76nelTJ9tNO3ToIBPH/8vWLZt59Y13cHFxsZufeCSBZUuXsHzpYo4dOwpA1aqlJ0WtVitff/kZq055D44eTWThgnmsWrmCV994m9p16p73fl8tZi5eyR+TZhIVfwAnk4mm9cN5bMQNNGsQUab19+yL44exU1i/fRfpmVlUDgygX5f2PHjbUDzOknyUy6cgN5utM8cQv3klOekpuHn5UqN5e5oPuA0XD6//vL19axex8vfPAej9+NtUrd/8IrdYLoTiXbEo3hXXrPmL+GPcJKJj4nByMtGkYX0evedOmjVu+J+2k5KaxpRZ85gwbSbfffIuNapffQ+cXQ0U74pF8a5YZi5cxh8TphMdF4+TkxNN64fz6F230qxhvf+0nZS0dKbMWcT4mfP47v1XqVmtyiVqsVxKXh5u3NK/PfcO7cb/vhzPorW7zr2SiIhcEkpaXQViY/YRuXcPzVu05MFHHqdSJV9HN+miO3bsKD989zWFhYUEBgVx+x13EVqjJnFxMfz+y0+kp6cxbuzftO/YiZCQygAkJyXx1x+/AlC1WnXuvOtegoKCWL16JePH/sORIwmMG/s39z7wsO115s6ZZUtY9erTj959+lFYWMiYv/9g184dzJk9gw6dOp+xB1N2djY//zj6Er8bRaKjIvnnrz+wWq3UqFmLW267g+DgyuzatYO/fv+VvLxcfv3pe1q1bou7uzsAMfuimTFtCgD16jfgpltux8fHh3lzZzNvziyioyKZNXMag4cMt73Ov//8xZTJE8rcrqVLFtkSVk2btWDo8Bvx8vZmx7at/P3nb+TkZPPj6G9476PPLt6bcQUaO30eb339MwAmo5HcvHxWbdrGhu27+e2j12je8OyJqzVbdvDQqx+Ql18AgJOTiQMJifw0birrt+/iz0/fxMlkuuT7IWdmsZhZ8PUbHIvZDYDBaCI79Th7lszgWMwern3uY4ymsn8NF+bnsXnqn5equXKBFO+KRfGuuMZOns47n34FgMlkJDcvj9XrN7Fx63Z++eoTmp/jxrbVamXdpi2MnzaLhctWUlBQcDmaLedJ8a5YFO+KZezU2bz9ZdEDrrbrsY1b2bBtF79+9jbNG5V+zV/CarWydvN2Jsycx4IVaygoKDzr8lJ+tWpYi3uHdePGfu3w9tTDnyIi5YHR0Q2QC1e7Tl3e/eATXnjptf+UsCosLLTroVOeLVm0kPz8fACefOYF2nXoSNVq1ejYqQt3jLwbAIvFwratW2zrrFyxzLbOcy+8TNNmzalStRpDh91Iu/YdT1sGYPGiBQDUb9CQe+9/iFq16xAWHsGTzzyPs7NLcVsWnLGdY/76g+SkJDw8PC7ezp/BvLmzsVotODu78Pz/XqF5i1ZUrVaN3n362XqcZWdns3fPbts6SxYvxGq14ubmxvMvvkKDho2oVj2Uu+65n7p1w4uWWWi/f8nJSQDUql2HW24fQc1atc/arlUrlgHg7e3DM8+9SL36DahWrTr9rr2OHr36ABAbG0NyUtLFeSOuQFk5uXz2yz8A3DV8IOsm/8bSf0bTrEE4+QUFfPLTX2dd32Kx8Mpno8nLL6BTq6Ys/Wc0m6f9xRtP3AfA1t1RzF225pLvh5xd7LqlHIvZjbObO32eeIfbvppIr0fewOTsQtL+aPatWfiftrdzwSSyU49fotbKhVK8KxbFu2LKzs7hi9E/ATDylhtYM3cqi6eMpVmjBuTnF/DpNz+ccxs//TWWe554njkLl+iGdjmneFcsinfFkpWTw+c/FT0scteNg1k7YwxLxv9Cs4b1iq7Hvv/9nNv4acxE7nn2NWYvXqGE1RXspmvasfrv17hnaDclrETkjMzWK/PflUw9rS6CdWtXM2fWDPbHx1FYaCa0Rg169+lX6hhZ2dnZzJw+lbVrVnE0MREnJxM1a9Wm37XX0b5DJ8B+DK0St9wwGLAvE5iQcJiZ06awbesWUlKScXFxoU7dcAYOGkzTZi1KXX/AwMHkF+SzeuUKMjLS7cboKigoYO6cmSxfuoTEIwk4OTkTHlGPwUOHU69+g9P2Zf26NSxeuIB90VFkZWXi7e1Do8ZNGHbDTVQppXTchvXrmD1zOocOHiArK5PAoGBat27LoKHD8fI6exmd/fGxQFEipG7dMLt54REnuu7n5GTbfo7cuweAKlWqUrmKfff8Fi1bsXbNKnJzczl4YD916oaRnZXFoYMHAGjWoqXd8t7ePoSFh7N7106ioyJLbePuXTtZuGAuJpMTN9x0K7//+tNZ9+lC7Y8rek9Ca9QgICDQbt653pOIevXx8PS0W6d5y5bs2xdFYuIRMjLSbeN9de7ancHDbqBKlaoAbNm08aztGjRkOH36XYuXlzcurq5286pVr277OT09Df+AgDLt69Vm1catZGbnEOBXiafvvhWTyYi7mysvP3wXNz72Ept27uV4SiqBfr6lrr9tTzSHE48B8PZTDxIU4AfAjf17M3HOYrbvjWbL7kiu69Hpcu2SlCJ+80oAwjtfQ5V6zQCo1qgVYR37sHfpTPZvWU14p35l2lZ2ahI750/C2d2TgpysS9ZmOX+Kd8WieFdMK9dvIDMrmwB/P5568B5MJhPubm7876lHuPneR9m8fSfHk1MI9Pc74zby8wuoVqUyA/v1olWzptz31AuXcQ/kv1C8KxbFu2JZtX5LUbz9fHnqvjuK4+3KS4/dx00PPcvmHbs5npxKoL/vGbeRn19AtcrBDOzTndZNG3Hvc69fvh2Qi8bF2Ykjx9MYO2cNf01fxYZ/33R0k0REBCWtLtgvP33P/Lmz7aZFR0USHRVJXFwsd951YvyjtLRU3n79FQ4dOmibVlAAe3bvYs/uXUQPjOT2EXeV6XW3b9vKJx++a9dLqLCwkB3bt7Jj+1YeePgxupeSNJs9azpms/m06dlZWXzw3ltERe61TcvLy2PL5o1s27qZx598lnYdOp51v1NTU1i5YhmbNq7n9bffp2bNWrZ5P/84mgXz5tgtfyThMDOmT2HdutW8+c6H+Pr6nnF/n3jqOSxWK0aD4bR5x48ds/1cklgBOHY0EaDUxEhgULDt56Tjx6lTN4yjxcsDBPifaZ2dHD9++pPQ+fn5/Dj6G6xWK9cPHkKNmjXPuC8Xy9vvf4zVasVoPL3D5PHj53hPzrh/JesftyWtmjRt9p/a1ahxkzPOi4uJAcDFxYWQyhW3zveemHgAGobVxmQ6Eb+GYbVxdnaioKCQyNj9Z0xaWawWenZojbubK5WD7GMZEujH9r1gKOVYkcsr5VBRYjmwZrjd9KDa9dm7dCYph+LKvK3N0/6gMC+XlkPuYtPkXy9mM+UiUbwrFsW7YtobXXQe0zAiDNNJJXgbRoTj7OxMQUEBUftiz3pT+9Zhg3j47jswGAwcSjhyydss50/xrlgU74plb0wcAA3D69jHO7yO7XosKjb+rEmrW4dcx8N33lwU7yOJZ1xOyrfpSzbzz6zVmM0WRzdFREROoqRVsaysLJKSSi/LkpefV+r0pYsX2hI3bdt14PohwzAZjcyZNYOlSxYxZ9YM2rRtR8NGRTfxf/r+Ww4dOojRaGTo8Jto07YdmZmZ/PPn7+zbF8XM6VNp174jd4y8hxtvuY2xf//JiuVLAfh6tH2vnR+++5r8/Hz8/QO4694HCA0N5ciRI/zy42iOHk3k7z9+o0vX7nYnYABms5kB1w+mS9fuODs74+fnD8Dvv/5EVOReDAYDQ4ffSLsOnchIT+efv35nX3QUP4z+miZNm+Hh6UnMvmjbfrdu05ZBQ4bj7e1NXGwsP37/DVlZWYwb8zfPvfgyUDTmVknCqn6DRtx6+wg8PD1ZvnQxUydP5GhiIhPHj+We+x48Y3ycnJ3POK9kjCYvb2+at2hlm56bmwuAqZQxJVxcXE5aLsdueQCT05nXOXm5EhPHjSUh4TDVqlVnyLAbiYrcc8b2XizOZ3hPzGYzc2ZOB6B6aA1q1a5jm2d7T86yfwB5xe/JhcrMyCAvP4/MzEzWr13NksWLABg4eKhtnK2KKDk1HQCfU3q7GY1GfLw8SUpJIy0984zrt2xUn5al1Fg3my1s37sPgEZhZy/jKJdebkYaAC7u9nF29fQGIC8ro0zbSdofzb61i/EKCKZB94G6qV1OKd4Vi+JdMSWnpALgfUqFAKPRiI+3F0nJKaSmp591G36+lS5V8+QiU7wrFsW7YklOKfoe9/Yq7XrMi6SUVFLTz/5d7lfJ55K1Ty6f1Izscy8kIhWe+QoZXudqoqRVsT9//4U/f//lP60zdfJEAKpVD+Xxp561JYjuf+hR9u7dw5GEwyxauICGjZqQeCSBDevXAdCn37UMu+Em23aefeElHn7gHqxWCxs3rOPmW+/Ay8sLV7cT9XRPLv9WWFjI8BtvBoqSEnXDip7yDalchWsHDOT3X34iMzODw4cPERpaw67Nrdu05bY7RtpNS0o6zvJlSwDo2asPw2+8xTbvyaef57GH7yM7O5s1a1bRs1cfqlUP5atvigYsreTrh9FgIDMri7CICBo0bMyG9WvtemwdSUiw/Tx46HBb6bqbb72Do4mJHDt2lPy80hOD5zJv7iy2bC4qV3fzLbfbJXLMltN7lJXGYrEU/1+25a1W+ydwYmNjmDljKgaDgfsfevSMyaSzSU1JOa29JqMJX78zP8l3JmP/+ZP4+DiA03rulezruZR1uXP55afvWb1qhe13o9HIsBtuYejwGy/K9q9UecU9JA3G03tDORV/juSdRx38P6fMIvF4Mn6VvOndud2FNVIumLmguCfsKb0hDcUxts0/hw0TfwarlRaDRmI6j88XuTwU74pF8a6Y8m3f36f3ci/5/j65CoJc2RTvikXxrlhKrsdKq1piux5TvEVERBxGSavzlJBwmISEwwA0bdac1NQUu/lVq1blSMJh9kVHAbB79y7bvJKxq0r4+vnxxNPPkp+fb1fK7UycnJzo1qMXBQUFbNq4ntWrVpCamkphQQHHjh21LZdXSo+gSr6nJ0G2bN6EtThj3KhJU7seZwajAS9vbzIzMtgXFUnPXn1wdXXFPyCQ+XNns3jRAg7s339aIufk3kh1wsIwGo1YLBamTJqAh4cHYeERGAwGHn/q2XPu75ls27qZP379GYBWrdvSs3ff897W+TKbzfzw3deYzWb6XtOfiHqn934pi1dfft6uzCFAYFAQo7798T9tZ8nihbaeZ32v6U+z5i3OvsJlZrFY2L51C127dbeNpSals/7Hpzh2RsXwxa9jAXj6ntvwdNcgsleD+M2rSIzaQWCtetRu3cXRzZFLTPGuWBTvK09Zvpv/6/e3lF+Kd8WieFcsVhRvERGR8kxJq2IPPvwY3UoZAwrgu6+/ZNnSxXbTkk4aM2j2zOnMLi7Hdqq01FQAUlOSbdMCShljqV37jqdNO5vYmH18/smHdkmqU5X1JOvkffnq80/OuFxaWpptu599/D6bNm44y1ZPvHZISGUeePgxfvnxe/bs3slrL7+Ap6cXDRo2pFWbdnTs2BkXV9cytbVEdFQkn338IWazmZo1a/Ho40+dNoZPaU9NlaakVF6Zlz+p5OKMaVOIi40hMDCIW269o4ytvzQ2rF/Lj6O/AaBpsxbcOfKe05YxGIynJRhLU1pJxfPx+FPP8vhTz5KRkc6unTv47ecf2bt3N+++9TqffD7qrGUfrwYzFq3g7a9/tpt2XY9OZ1ja3n8Zk+poUjKPvvEx+QUFXNe9E8P69fhP7ZTyyVxYwKYpvwHQetjpx7NcXRTvikXxLt9mzlvEO599ZTetf++eZfpu1piSVx7Fu2JRvCuWGQuX8s4X39tN69+rKwYUbxERkfJMSavzlJ9fttJdhYVFyxkMJxIiF/rATn5+Pp989B7JSUn4+flz1733U79BQ7y9fVi6eCGjvx31n7ZXUMZ9KSguV7Zh/VpbwqpevQbcesed1KhREzd391ITfABdu/WgabMWrFi2hK1bNhG5dw8b1q9jw/p1TJ4wjhdeeo2q1aqVqR0HDuznw/feJi8vl5CQyrz48uu4lTI+kqtrUU+T0so4FJxUes3Nzd1u+TOtU1i8TsnymRkZTBz/LwDHjx/jrhG3nLYOwKgvPmXUF5+eNTH6X3tUnWrXzu189fmnWCwW6oaF89Qzz2M8ZTyzora7kpOTc+735CKPN+Xt7UO79h0xm82M+uJTEhOPsHnzRtq0bX9RX6e8KSgsJCPLvkZ2bl4+LsXJOrP59JKU5uLSjG6uLqfNK012bi4PvfYhiceTaRxRh7eeeuACWy0Xi9HJGUthAdZT4mwtjrGTy9mT9XsWTyfjWAI1W3QiuG6DS9ZOuTgU74pF8b66FRQWkJGZZTctNy/XNv7n2b+//9uDWOJ4infFonhXLAUFpV2P5eFahni7K94iIlLMrM63l52SVufJ19fX9vPNt97BoCHDzr78SWMTJScfJzjEvjRaZmYmFosFF2fncyYM9uzeRXJSEgC33nHnBd/4r+Tna/v5rXc/tI05dSa7du6w/fz4U8/iX0rPsdL4+voy4PrBDLh+MIUFBaxbt4YfR3/D0aOJ/Pzjd7z6xjvn3MaxY0f54J03yczMwNfPj5deffOM4z4FBQVzYH88R48eOW3eySUQQ4pjERQUbJt2NPHM65TELicnm4IyjllxKcXG7OOTD9+noCCfatVDefGl1874NxRY8p6cZf8MBgPBF1C6b/WqFVitVoKDQwgLj7CbF1qjpu3ns/USvFoM6dudIX27nzZ91O/jAEhOsx/c12q12i6iA086Ls/EYrHw3PtfsTs6jmohQXz71gu4u+niqrxw865EdspxcjPT7KbnZ2cWzfc5+5h12+YU/Z3Eb17JHw8PPG3+gq9eBWDEt6X39JXLS/GuWBTvq9vg/v0Y3L/fadO//uk3AFKKKymUsFqtZGQUxT4wwP9SN08uMsW7YlG8K5Yh1/RiyDWnPzg66td/AEhOtf8et7se8/e95O0TERGR0pWtHpqcpmat2nh5eQOwbOli8vPyTlsmOirS9nP9+ieeol2zepXdcjk5OTx030geuGcEkyaOs00/uTu6xXKipFtG+okTKw8PT7ttHT363xMBjRo1sf28YN6c0+bn5ORw4MB+2++FBYW29nl4eNgtW1oi4usvP2Pk7TfzyAP3YCl+ksnJ2ZmOnbrQuEkzAOLjYs/ZzrS0VN57+w2Sk5Pw9PTipVfeOC35d7KS8aWSk5KIi42xm7dl00YAvLy8qVqtetHP3t5UrVrU22vTxg125RUzMzOJitxrt13/gEC++ub7Uv899uQztnXvvPtevvrm+/9cArIsEg4f4oN33yInJ5ugoGBeeuUNvLy9z7h8Sdv3RUeResoFWcl7Uj20Bu4X0NPqj99+ZtQXn/Lzj6NPK1EZG7PP9rOfb8W96KtXpyh5tysqxq7X5t6YePLyCzAZjYTXCj3ndj78/g8Wr9mIj5cno995sUyJLrl8/KvVBuDYvt1204/H7bWbfyZWixknV7fT/pUwObvY/S6OpXhXLIp3xVQvrC4Au/ZG2fVa3xsdQ15+PiaTkbDatRzUOrnYFO+KRfGuWOrVrQXArsh9p1yPxRXF22gkrHbNM6wtIiIil5p6Wp0nk8nEddcP4t9//uLwoYO889ZrDB1+E1WqVOHYsaPMnjmDzZs2cNc999On37WEVK5Cy1at2bRxA/PnzsbHx4c2bduTk5PDuLF/U1hYlAhq266D7TV8fU88pbtg/hxq1qxNWHiEXW+V8f/+g5eXFx4enqxauYxpUybZ5p2c6Dqb2nXq0rRZc7Zt3WIr7derTz98fCoRG7uPSRPGkXT8OC+9+gZh4RHUDQ9nwfw5WK1WfvpxNIOHDCc3N4cZ06ewe9fO0167UZOmrFyxjLy8XL4e9QXXDbgeT08voqL2smP7VgCCQyqftY3Z2dl88O5bHEk4jMlk4r4HHsbD09Oux1QJP18/jCYTnbt0ZeL4fykoyOfrLz/jrnsfwKdSJdasXMGqlcuBorKFJ49R1b1nb/7563fi42L5+YfvuKb/QDIzMxj795/k5eVhMBjpXlziz2QyEXSGHkknJ+98fCqdcbkLkZR0nPfefoP09DTc3d158JHHsGIt9T0JCAgEoEfP3ixaMI/CwkK++PRDbrtjJC4uLsyfO9uWlOvZq88Ftat9+07MmT2DuNgYvvnqc67pPwAPD0/27tnFP3/9ARQlC5s1b3FBr3Ml69S6GV4e7mRkZfPud7/y/H13kJufz3vf/QZA+xaNqeTtBUBGVjbPf1BU8vPjFx/Dy7MoUTxm+lz+nDIbZ2cnvnrtGerWqO6QfZEzq9mqMwd3rGff2kVUb9KGqo1akRi1g6iV84vmtzwxvtnh3ZvZPPUParbqQuM+QwG49fPxpW63pFdGj4depWr95pd2J6TMFO+KRfGumDq1bY2XpwcZmVm8/8W3PPvo/eTm5fHBl0VjirZr1YJKPkUPD2VkZvHCW+8D8NHr/8PL0/OM25XySfGuWBTviqVTmxZF8c7K5r2vf+S5B+8iNy+P90f9BEC7lk1PXI9lZvHCe58D8NHLT9uux0REpOIwX+hYP/KfKWl1Aa4fNJT98fGsXrmcqMi9fPjeW3bzPT09qVM3zPb7vQ88zNuvv0JCwmHG/zuG8f+OsVt++I232JVTa9a8BRPGFS3z608/APDTb39Ro2YtOnfpxorlS4mLjeH1V160rWMynQhpRoZ96bGzeejRJ3nvrdc4cGA/y5YuPm1cqtAaNalcuQoAnTt3Zd6cWcTG7GPl8qWsXL7U7vXN5kLMZjPZ2dl4eHjQrVsPtmzayLq1q1m9cjmrixNGJVxcXLh9xF1nbd/c2TNtvaXMZjNffPbRGZf96pvvCQoOISAwiNvvHMmvP/3AoUMHeefNV+2Wq1Y9lKE33Gg37dr+A9i4YR179+xm4YJ5LFwwz27+oMFDqVW7zlnberlMHP8vx48fA4p6w739xqtnXHbM+CkA1A0L57qBg5gxbQp79+zmtZdfsFuuYaPG9O57zQW164abbyUqai/7oqNYuWIZK1css5vv7OzCw489gUcFvrjzdHfj6Xtu461RPzF+1kImzVlsVzv9qbtvtS27cuNWlq7bBMCKjVu5pmsHjqek8t63vwFgMVt47M1PSn2dyaM/pmpw4KXdGTmj2m26EbliDsf27WbRd29jMJqwWop6mwbXbUitVl1sy+5eNI2k/dGkHTlgu6ktVxbFu2JRvCsmDw93nnroXt7+5CvGT5vJpJmzMZuLv7/d3HjqwXtty65at4Flq9YCsHLtBvr17OaQNsv5U7wrFsW7YvF0d+fp+0bw1hejGT9jHpNmLThxPebmytP3jbAtu2rDFpauKRrTe+X6zfTr3qnUbYqIiMjFo6TVBTAajTz+5DO0at2GRQvmExe7j4KCAgICAmneshXXDx6Kn9+JEmh+fv688/7HTJ82hXVrV3Ps6FFcXFwIC4+g/4CBNG1m3/MkLDyCe+9/iOlTJ5OSkkxQUDAmY1GvoAcfeZxqoaEsWbiA48eP4eXlTcvWbejeo5ctiRUVuZfWbdqWaV98fX15672PmDt7JqtXrSDh8CGMRiOVq1SlY6cuXNN/AM7OzkBRab9XXnuLf8f8zbq1q8nIyCAoKIgu3Xvg7e3DLz+Otr1+s+YtMJpMPPnM8yxbsoglixdyYH88BQUFBAYG0bBREwYMGkzIOXpamc2FZQvKKfr2609wcGVmTp9KbEw0eXl5BAQE0qZdewYPHY6np5fd8k7Ozrz0yhvMmDGVVSuWczQxEScnEzVq1KJPv2vo1KX8XJCYC8/vPbntjpHUrFWb+XNnsz8+DrPZQnBICB07d2HAwME4OV3Yx4KHhwdvvPUe8+bNZtXy5Rw6dICCgkL8/P1o0qQZAwcNoUpxGcaK7OYBffDx8uC3iTOIijuAu5MrzRtE8MRdN9Mw7ERZqWb1w6leORir1Uqz+uEA5OXl2y6qzBbLaYMLl7CWsbelXBpGo4nej7zB1pljiNu0gtz0VNx9A6nZshPNB9yKwXiiQm9os/YkRu+gZgtdBF+pFO+KRfGuuG4aPBBvLy9+HzuB6Jg43N2caNaoIY/ffxcNIk48rNa0UQOqV6mMtfhnuTIp3hWL4l2x3HT9NXh7efLb+KlEx+7H3dmJZg3r8cQ9t9Eg/MSDqk0bRlC9SghWq5WmDSPOskURERG5WAzWUwedEREph8xxWxzdBLmMPtinshsiIleD55tqbC4RkauBIT/L0U2Qy8hjwMeOboJcRvmbf3F0E0TKtQ88wx3dhPPyYlaUo5tw3tTTSkRERERERERERERE5BRmdfm57IznXkRERERERERERERERETk0lLSSkRERERERERERERERBxO5QFFREREREREREREREROYbaqPuDlpp5WIiIiIiIiIiIiIiIi4nBKWomIiIiIiIiIiIiIiIjDKWklIiIiIiIiIiIiIiIiDqcxrURERERERERERERERE5hcXQDKiD1tBIRERERERERERERERGHU9JKREREREREREREREREHE5JKxEREREREREREREREXE4jWklIiIiIiIiIiIiIiJyCrPV6ugmVDjqaSUiIiIiIiIiIiIiIiIOp6SViIiIiIiIiIiIiIiIOJzKA4qIiIiIiIiIiIiIiJzCrOqAl516WomIiIiIiIiIiIiIiIjDKWklIiIiIiIiIiIiIiIiDqeklYiIiIiIiIiIiIiIiDicxrQSERERERERERERERE5hdmqQa0uN/W0EhEREREREREREREREYdT0kpEREREREREREREREQcTuUBRURERERERERERERETmFWdcDLTj2tRERERERERERERERExOGUtBIRERERERERERERERGHU9JKREREREREREREREREHE5jWomIiIiIiIiIiIiIiJzCbNWgVpebelqJiIiIiIiIiIiIiIiIwylpJSIiIiIiIiIiIiIiIg6n8oAiIiIiIiIiIiIiIiKnMKs64GWnnlYiIiIiIiIiIiIiIiLicEpaiYiIiIiIiIiIiIiIiMMpaSUiIiIiIiIiIiIiIiIOpzGtRERERERERERERERETmG2alCry009rURERERERERERERERMThlLQSERERERERERERERERh1N5QBERERERERERERERkVOYK2h1wPz8fDasX8vSxYto3aYtffpde9oyVquVMX//wdLFizCZTAy4fjD9B1wPwM4d2/n1p+9JTk6iUeOmPPDwY3h5eZXptdXTSkRERERERERERERERAB46/WXmTZ5IpF7d2OxWEpdZsvmjSyYN4fnX3qVex94mL/++JX98XEUFhbyzVef06FTFz74+AsSE48wddKEMr+2elqJiIiIiIiIiIiIiIgIAE8/9z/8/f157OH7zrjM7l07CY+oT926YQAEB4ewd89uTCYTKSnJ9OrdF18/P9p37MSmDevL/NpKWomIiIiIiIiIiIiIiFwlCgoKKCgosJvm7OyMs7Oz3TSLxUJOTrbdNBcXV/z9/c/5Gunp6bi5udl+9/D0JD09nfT0dADbPE8PTzKKp5WFklYickUw1Wru6CbIZfRyLUe3QEREREREpGLK3/yLo5sgIlJujLbGOboJ52XCuDFMHP+v3bRhN9zE8BtvsZuWdPwYjz/ygN20G26+laHDbjyv1zUYzjSj7NtQ0kpEREREREREREREROQqMWjIcPoPGGQ37dReVgBBwSGMGT/lvF7D29ubpOPHbL/n5OTgU8kXb28fALKys3BzdycnJ5tKPr5l3q7xvFojIiIiIiIiIiIiIiIi5Y6zszMeHh52/0pLWp0Pi9kMQIOGjYncu4eoyL1s3bKZxCNHaNCgIZWrVMHPz58Fc+dw7Ggia1avokGjxmXevnpaiYiIiIiIiIiIiIiIyFnNmD6FPbt28ewLL9GiZSuuuXYAH3/wLiYnEyNG3k216qEAPPL4U/z60/fMnTOTRo2bcv3gIWV+DYPVarVeqh0QERERERERERERERERKQuVBxQRERERERERERERERGHU9JKREREREREREREREREHE5JKxEREREREREREREREXE4Ja1ERERERERERERERETE4ZS0EhEREREREREREREREYdT0kpERERE5CyOHzvm6CaIiIiIiIiIVAhKWomIXCI7d2wnOTnZ0c0QEZELMP7fMXzx6Ufs2b3T0U2Ry8xqtTq6CSIiIvIf6fu74lHMRa4+To5ugIjI1ein779lxfKlDBoynB49e+Pr5+foJslFZrVaMRgMjm6GiFxC48b+zZRJEwAoKCh0cGvkUjt08ABJScdJT0+ndp26hIRUxslJl0tXO32fVwypKSk6H6+AdHxXDBaLhfT0dIwGAz6VKinmV7mYfdEcP36M1NQUvL186NCps2IuchXSVZiIyEV27NhRli5ZhNlsZsniBRgM0L2HEldXm9JOjC1mM0aTyQGtEZGL7d8xfzN1clHC6t4HHqZJ02YObpFcStOmTmLJwgUcOZIAgIuLC9dedz2dOnelemiog1snl5JudF39li5eyJLFi7j7vgcIDa3h6ObIZaTj++q3eOF8tm/bypbNm/D29qZeg4YMvH4wVatVx6TrsqvO9KmTmTdnFklJx23TVq5Yxu0j7qJylSpKVItcRQxW9aEUEbnoIvfuYdSXn5J0/DgBgYH06t1XiaurRGZGBgsXzCMtLRUfHx8Cg4KpVj2U2rXr2JbRyXLFonhffU5OWN334CP06NkbKHqS12g0nvazXNkmjBvDpAnjgKIbnF5e3mRkpOPu7k6fftcyZNiNODs7K95XmV07d5B0/Bjx8XHUb9CQ0Bo1CQmprM/0q4jVaiU3N5fvvx3F5k0baNioCbfecacSVxXAnt07OXbsGHGxMdSr34CaNWsRUlk3tK82Jd/fBoMBq9WK0WjCYjHTuElTbh9xFzVq1lLMryITx//LxPFjAQgKDiY3N5fsrCzMZjPNmrfkhZdedXALReRiUtJKROQSidy7hy8//5iU5GQlrq4i6WlpvPX6yxw+fMg2zWg0UrtOXTp07EyTps0IrVHTgS2US+3UHnW5ubm4ubmdmK9kxhVt7D9/Mm3KJAAeeOhRuvXoZZuXnp5OYUEBJicTrq5utrjrhsiVa/GiBfw4+hsA7rjzbqpVD8ViMTNl0gQi9+7B09OLN9/5gKrVqjm4pXIxTZk0ntmzZpCZkYHVasXT04vKVaow8u77qBsW7ujmyUUUFbmXd958lYKCAlxcXKjfoBG3jRipxNVVbOrkicydPZP09DQsFgseHp5UrlyFu+69X8f3VWTG9Cn88+fvAFx73UBcXFxJT0tl8aKFgJXuPXtz/4OPOLaRctEsX7qY7775Cig6X2vZqjXJycmsW7uaRQvmUVBQwFPPvkCbtu11Xi5ylVB5QBGRSySiXn2eeOo5vvz8Y5KOH2fhgnmASgVe6Tw8PXn2hZc5ePAAGelp7N69i907d7AvOop90dF4enoy8u57adK0OT6VKjm6uXKRmc1mTCYT2VlZLFu2mOjISFJSkvHzDyCiXj06duqKl5eXSkVeoSZN+Lc4YWVgyNDhdgmrhQvmsWLZEg4dPIjRaCQ8oh5t27WnS7ceujC+gu3etRODwUCXbj3o0+9a2xhWISGV+fiDdzlyJIHDhw8qaXUVOflJbV9fP8xmMxkZ6eyLjuLnH77jyWdeIDgkxMGtlIshKyuTKZMmUFBQgKeXF1mZmezZvZO///hNiaur1KQJ/zJhXNHx7enlBdaiv4OYmGh+/ekHHnvyaUIqV3FwK+VCHTxwgMUL5gMw8u776N33GoxGI6mpqXj7+DBtyiQi9+4hIyMdT08vjEajEhlXKKvVisViYfu2rQD06t2Pftdeh9FoJKRyFTw9PdmzexfxcbG2cpCKs8jVQUkrEZFL6LTE1fx5WK3Qo6cSV1cqJycnKlepQuUqRRe8Xbv3JC0tjdkzp7F7505iYqL5ZtQXXNN/AF26dqd2nboObrFcLJbihFVGRjofv/8u0dGRdvM3rFvLiqVLeeaF/1Gpkq96XF2BatSsXfyTlYSEw2RmZuLl5cWMaVP456/f7ZbduGE9Gzes49jxYwwddmPRWrohckXJyspk6+ZNRSWFDAZbwspqteLp5Y2TkxNubu4cPLAfb28fnJ2dqeTrS0BAoINbLudrzeqVtoTVPfc9SET9Bri5ufHX77+wccN6jhw5wuHDhwgOCdFn+BWs5LM4NTWVw4cO4ufvz+Ahw1m2dDH7oqOUuLpKrVy+1JawGnn3fYRH1MPDw4O///ydTRs3cORIAnv37iGkchUd31e4xMQEEhIO4+3tQ8NGTaC4gJSvry916xb1pgsKCqKgoJDcnBw8PD11fnaFMhgMZGVlsXvXTgBCqlTGaDTaHhCsUbMWXsXnbHv37CE/P5+M9HTatOuAp6cnzs7ODt4DETlf+pYWEblIzlRttSRx5efvT1LScRYtmMfiRQtITUm5zC2Ui6kk3gbA39+fG268hZH33EeXrt0BmDNrBtOnTmbXzu2Oa6RcVMbiHlYlCasqVarSvEUrunTtjouLC2ZzIdHRkbz1+iukp6UVXVBZLI5utpSR1WqldZu2PPToE0DRze3JE8cRuXcP48b+DUD7jp25pv8A2rRtR0BAAAAT/h1jKyeoGyJXFnd3D2rUrInRaOTgwQNERe4FiuJoNhdiNJnIzc1hwrh/efuNV3nlf8/z5acfs3rlCge3XP6rku/skhg3aNiIzl27U7VqNYKCgrn/oUcJCalMbm6ObXD3khvaqqZ/5Sn5LF6ycAGJiUeo5FOJPv2u5bkXXiYsLIL8/Hxb4urAgf0Obq1cqJJjdPfuXQD07NWHnr362Maxuvf+h6geGkp2dhbr1qwGUMLqClUS64SEwwC4uLoQUrkyRpMJi9kMgMFowMXFhZh9+/jg3Td5/pkn+ODdt1i4YB7Z2dkOa7ucP5PJiIuLCwDxsbEAGIqP4cQjCeRkZ1NYWMjM6VP5dtSX/PrzD3z60XusWLaE3Jwch7VbRC6MelqJiFwEJU/6mM1msrOzOHr0KL4nPY1t1+OqOHEF6nF1JSu5IWI0mbBarbi4uhIWHkFYeAReXt7MnjWdNatXYrFacHVzp27dMAe3WP6rk0v8lTy1PWf2DKKjI6keWoPHn3yWypUr4+TsTO++1zBtyiR279pJwuFDfP3VZzz5zAt4eHg4eC/kv+rUqQvHjh1lwr9jmD1zOtu3bqGwsJDhN97MwEFDbU9sLl+2hMUL57Nn9y7G/vMn1UNDadmqjYNbL/+F0WikRo1a7NyxndiYfcyYNpmmzVrg41OJFcuXsD8+DqPRSOXKlQE4fPgQ0dFR/PPX73h4etKseQvH7oCUmdVqxWw2E7l3DwAeHh64uroCUFhQgKenF6E1apKYmEhcTAyLFy3AaDRSs2YtatWu48imywXwruRDQEAgt95xJwA+lSrx5DPP88VnHxEdFakeV1cJq9VKTnY2G9atBcA/MBCn4u/qwsJCfCpVot+11/HzD6NJTjpuK/UsV56S66+axT3jk44fZ+eO7TRv0RKjyURWVibLly4mPz+/qMdNRjoAyclJHDuaSFZWJv37D7T9fUj5Z7FYcHFxpXpoKCkpydSoWYu8vDxcXV3JzclhzD9/EhMTjclkonadulitVvbHx7EvOgpzYSHVQ2sQHlFP1RBErkBKWomIXKCSC5+8vDx+/uE74mJjOHjwAFWqVqNBg4bc+8DDgBJXV7OSE+CSUiN3jLwbTy9PJowby7o1q6nk40sln0oEBgU5uKVSFls2b7Jd/JYkrkpivC86GoAOHTtTPTQUq9WK1WolPKIeN958K2P/+ZOtWzazPz6eHdu30rZdB10kXSEMBkNRmTiTiU6du3L86FGWLF7IwYMHCAwMonOX7jg7O9uO8y5du1NQUEBcbAx5eXlE7d1Ly1ZtFO8rzB0j7+b48aOsX7fW9s/FxYX8/HyMRhMvvvwqNWrWxsfHhz9/+4XZs6aTkpLC9m1baNa8heJ9hTAajbYk1L7oKDZuWG/7rHdydiYzM5Pk5CQsFjMLF8xl4YK5QNHnwt33PUiPnr3VM+MKUnJcXj9oKLVq1aZmrdq2cVH8AwJ48mklrq4mRqMRD09PAgODyM7OIiU5mdzcXNzc3GxlX4vKNps5ePAAyclJBAUFO7jVciECAwNp3qIVDRs1pk5xKfbCggLG/PUH69etxcnJidvvvAtPTy/y8/P5cfS3JCQcZt2a1fTo2RtvJa3KvZLz7ZJ/3Xr0olGTprRt19H20MnSJYtsvSeffOZ5GjZqgrmwkG3btvD9t6OIi4tl/tzZhEfU07mayBVIZ94iIhfAYrHYElbvvvUaK5Yv5fjxorIyRxOPsGjhfD77+APb8qWVCly6ZBHJycmO2gUpRWkl3cpSHqikvjbA0OE3cf3goQDMnzebTZvWl3k74jg//zCaj95/mymTJwDYlRvJycnh8OFDALYndC0Wi+0iKLRGTYYMuxFnZ2fS09NsAwbrIql8io+PY8f2rSxbupiEhMNkZ2fbElchIZXp1KUbDRo2AqBGzVq2pPPJZR979upD7TphWK1W9uzZrXKQ5Vhp8S7xxFPPcW3/gdRv0JBGjZvi4lJ0M+Sue+6jcZNmeLi7A0UJrnr1G2KxmNmzaxeFhYUO2Rf570qOzXoNGhIQWNQL/otPP2L61MlMmTSe778dRXRUJCaTiVat2xIeUY8qVathtVr5+Yfv2Lh+nSObL+dQcjzbSjcbDLaYN23WAm9vHwwGA6bi7/SSxFVYuEoFXi0sFgs+lSpRWFjIyuVLSU5KspsfGBiIk5OT3d/GyczF53pSfp0ctypVq3HHyLvp3qMXPpUqAZCVnUVubi4+PpV48eXX6duvP506d6VHz9488fSzGI1GYvZFs2fXLkftgpTBvugo4MT5dsnnestWbejRsw++vr62ZRs2bkLHzl15690PadW6Le7u7nh5e9O2XQfatuuAwWAgLS1V52siVyj1tBIRuQBGo5HCggK+HfUF0VGRhFSuwm133Elubi4zp0/lwP54Nqxfy2cff8DTz70InN7jasqk8ZicTPTvP9BWikwcx2q12p6mXjh/LlWqVqVhoya2m9nnSkCc3Dvn5lvvICc7h/nzZvPbzz9Sq1YdIurVvxy7Iedh184dLF+2BIAJ/xYN5D14yHBb6U8DRWOYAcTEFPW4MplMticBrVYrYeERdO7SnYUL5pKakkxhQYFKkJRD06dOZtHC+Rw7ehSLxUxI5SpUrx7K7XfeRUhIUSm4Ro2bkJOTTas2bel/3fV265d89pucnGxPe1byraSeGOXUGeM9YiQhlatgNJm4Y+Td5OTkkJubw2cff0BmdAbOxeMnODk7U1hYiNFgsMXbPyDA9gS/lH8lx2a7dh2Ijoxkw/q1pKQkM+bvP070sjSaePHl12nUuAn5eXls3LCeqVMmsj8+jonjx9KkaTNc3dz0IEI5M2fWDJYsXsjzL76Cf0CA7VztTJ/HxlMSV6f2uLp9xF1UDw29zHsh56Mk1iXn7kOH38jOHdvo2LkrVatVs1u2kq8vnp5e5ORkk5+XB5zoyZGWlsrC+XOpXacuLVq2dsSuyBlMmjgOD3cPruk/wJbEMBgMGAwGqlSpardspUq+3Hjzbdx0y20EBYdgMZsxGI0YDAaCQyrj5uZOdnaWHjAqx9atXc33347ithF30bNXH7uYA7YS3VB0/IeG1uD+Bx/BxcXFFlej0YjRYCA/Px+r1Yqzs4vO10SuULqyFhE5TyVP/ezatYM9u3dRqZIvjz7+FK3btMPNzZ34uNjiiyETG9av5fNP7HtcPfn087i4uJCXl0fr1u2UsConSk6KR387ip9/HM3c2bNsY2CUXBify8m9c265fQStWheNczNn9kwNAFyONWzUmFtvH0FI5SpYLGbGjfnb1uPKZDLh5u5O1+49MBqNrFuzmimTxgNFF0clT+iazWYyMovq57u7eyhhVQ5NHP8vY/7+g8QjCXh6euLi4krikQQ2bljHG6/8z3a8A7Ru084uYVVYUEBaWipQlMhITk4iOek4YKB27aLyNOpNWb6cLd6vnxJvNze34hJSRTc+srOzbPOcnJxISjpOcnISBoOBsPAIQPEur/bs3snKFcuYMX0Kq1euID8/HwAXV1duuX0EN95yG92696Rz1+74+fkDMGjwUBo1bkJhQQEurq60a9/BVi6u5LtbCavyo2ScsgP749kfH8cXn35EcnJymc7VTk1clfS4iorcww+jv+bQoYOXaS/kfOzbF01eXt5pD5RVrx7Kq2+8w733PwSc6JljtVopyC+goKBonKOcnByg6PwtPS2Nr7/8nAnjxrJm1UpbQkscLynpOBvXr+OP335mYXFZ/ZKHxM4kOCSEoOAQW7lna/HfQFZmBgABAYHUqFnz0jde/pOSYzVq715ycnIZ89cfLF60ALCvcHCykuPfpfgBo5JlAY4dO8qxo4kYjUYaNW4C6HxN5EqkdLOIyDmUPIV36u8lF0j74+PJyEgnPKIedcPCWb92DZ9/+iEAbdq2Jz8/n507trN+nX2Pq/CIerzy+tt4enlRuUqVy79jckbHjiaSUlyycf26NbbpEfXq/6ceVwCurq6079iZyMi97IuKJCc7Cw8Pj0vXeDkvJcd132v6gwFmTZ/G0aOJjBvzNxaLhaHDbgSgVu26BAWHkHgkgXlzZmM0mbh+0FBbucCjRxNJOHwYo9FEvfoNHLlLUoqVK5YxcXxRL7qR99xHRER9rMC0yROJjookKek4H3/4Lk889SyNmzSzWzcrK5PpUydz/NgxqoeGYjAY2bJ5I/v3x1O5chU6d+kK6KZ2efJf413y9HZQcDCxMfsY89cfuLt7EBISQn5+PtOnTubggf1UrVqNTp27AIp3eTRl8gRmTZ9GZmYmUHSTqk7dMIbdcBN164bjU6kS3br3pFv3nuTn5/PD6G9YtWIZrm5uAJicnGzjlXr7+ADg5++PW3GZSCkfDAYDcbExth7S0dGRfPHphzz5zAv4+/uf81zt1MTVqC8/Ze+e3Rw/dgzX4hKhUv6sWrmcWdOn0affNXTo1AUXFxdbrN3c3W0PFJx8/Wa1WDCaTJiKe1sUFBQAkJaWyndff8XOHdtwd3dn0JDhuLgq9o5WEs+42BgO7C8q2fnzD98B0Kt3X1sS40y9KS0WCynJSQQEBmEwGjl2NJGpkyeSnZ1FWHiErZyglB9Go5GDBw4UJyetZGVl8tfvvwDYxpQsLeYGgwGz2cz++DgOHjxA/QYNOXTwALNmTCMuLpZq1UNp276DbVkRubIoaSUichYlZd4OHjhAamoKjZs0tY1bVJKUKBnjpnffazhwYD+jvvwMgL7X9Gfk3fexe9dOsjIziYmJZsP6tXzy4XvcNmIkQYFBtgsrKV+CgkO44aZb8Pb2ZtXK5eeduIKiE+SWrdqwasUyNm/ayOLFCxl+w81lXl8uD6PRSEFBAc7OzvTt15/c3FzmzppJSkoyk8b/C8DQYTfSvEVLDh7oy7ix/5CamsLYv/8kPjaW8Ih6ZGdnsXHDeg7sj6duWDht2nVw8F5JiZLjbc/uonEM2rRtT8+eRWVHjCYTd9x5N8uWLWbp4kUkHkngy88+4fGnnqVJ02a2dTdtWM+0KZNO27a/fwDPvfgyAYFBl3u35AwuJN4A3br35PChQxw8sJ+ffxiN0WjEycmJ7OwsKvn68szz/1O8y6lJE/5lwriiRGX10BpkZWWSm5NDzL5o/vjtF3r06k3nLt3x9y/qXeXi4oJz8Y3sqMi9HE1MJDgkBJPJxPFjx4jcU9QTLywswq4slTheTk4OM2dMo7CwkIDAQLIys4iOOv/E1aOPP8UPo7/h9jvvto1hKOVHyQ3rfVFRxMREM2f2TDAY6NCxs13iqsTJN7eNJhNenp54eXqRkZ6O1WohOyuLb0d9wfZtW/Hy8uaNt98/raSgOEbJOESTJoyjsLAALy9vMjMzihJXViu9+vQ7YxLDYjaze/cuJk8ch5OTM66uLiQmJrI/Pg5fXz/uuuc+PD29HLRnciYFBQXMnzub3NwcAgODyMvLIyMjnb//+BU4c+LKarWyc8d2pkwaz57du/DxqURhYQHZ2dn4+vrx9LMvEBAQ6KjdEpELpKSViMhZGE0m9u2L5t03X8XTy4snn3mBunXD+PXnH+nWoydh4RG0a9+x+Knrrvz9528UFhZQr35Dbr7ldgAaNGxE2w4diI6OxMnJmU0b15OTk8NzL7yk0mHlUMlFb1h4BNf0H4DFamXNqhX/OXGVmZmJl1fRRZG7uztDh9/E9m1bOZqYCOhpr/LGYjbj7OxMWloqUyZNIGZfNCkpRb3tLBYLE/4di9ViZdgNNzHg+sFYrBYWzJ1DcnIyq1etYPWqFbZtVa1WnaeeeQEfH5+zPgkql1d+fj6xMfuA4vGInJ2xWCxYLBb8AwLo1bsvTk5OLJw/j8QjCXz1xSc8+/xLth5znbt2Z+/ePURHRXL40CFq1qpFaI2aDB4ynOCQEEfumpTifOL9zHP/o36DhoSH16N3334sXbzItg1PL0/q1K3L3fc+qN7R5dSG9WuZNGEcUNSzrm27jmRmZBAVuYfx/44h8UgC8+fMJi83j169++IfEIDFbMaz+Ls6KnIvE8aPpWWr1uTm5rJ86RJiYqIJCanMNdcN0Gd5OZOVmcn++Dg8vbzo0asPKcnJrFqx7LwTVwGBQbzwv1dVrrucMhqNHDiw31YmLj4ulnlzZgGcMXF1MovViqW4PNjBAweYO3umElblUEkMD+yP5/jxYwQHh9C4SVP27t3DoYMH+PnH0QBnTFylpqUxZ9Z0du3ccdJWDVStWo1nnv8fIZX1/V0e5eXlsXfPLlxcXBg4aAjJSUksWjj/nIkrg8FAXl4ue/fsxsnJmfT0NPz9A6gbFsFd99yv8zWRK5ySViIi5zBv9kxyc3Mxm8388N3X5Ofnk3gkgbz8PGrUrEWTJk1p1rwFgO3mloeHB27u7uTn5+Pi4kJGWtEYN5UrVyYnN4cRI+9WmZly6uRkVFh4BP2vGwjwnxJX0VGRLJw/l7rhEfTu0w8AP/8AfH392Lp5E1lZmbi7uevGSDlRUvc+IyOd995+gwP74wkKCqZ7j15FPWw2bSAtNdVWZmzYDTdx/aChVK1ajX3R0SxdvBCD0UBwcGVq1a7NoMHD8PXzs+uRKY5lMBhwcXEhJKQyMfui2b5tK8lJSfgHBGC1WrFarXh7+9Cte08MGFgwfy6JRxL49KP3efOd96lStRoGg4F773+I7KwsMjIzCA4OobCw0G5QaCkfzjfen338Aa+//R7VqlWne4/edOzYhe3btmK2mKlZsxZ+/gG2hxGk/Dl4YD8Wi4XGTZrSvXsvXFxd8fX1pXpoKKE1avLFpx+RlHScJYsXYLVa6NWnHwEBgVw/eBhbNm3k8OFDrF65nBXLluDs7ExBQQF+/v48/79XCAoKdvTuySmWLVvM4UMHCa1Rk/7XXU9qSgoGg+FE4uqTD3nymedtx/25ElcABiUmyyWr1UpBQQGL5s8jPz+PqlWrcfjwIWJj9jF/zmywWk8rFXgyi9mM1Wq1fV9PnTKRtNRUJazKoZLYLVown4z0dBo3bsrNt97BihVLWTh/3jkTV/7+/rTr0AlfX3/27YsiMDCI8Ih6dOzUWT2ky7G1a1axf388fn7+dOrcFQ9PT4wmEwvmzTln4qpN2/a8/tZ7ZGdncTQxkXr1GxAQEIiXt7cjd0lELgIlrUREzuGue+7H5OTEkkULiutqW/Hz8+emm2+1XRxB0QVRYUEhAMePHwOKys6kpaWyc+d2vL19uPm2EdSv3wAPT09H7Y6UwYUkrvbti+aXH0cTFxdLZmYmXbt2x8XVFX9/fyLq1WfD+nVYrSiZUY4YDAYKCwv587dfOLA/nipVq/H0cy9SrVp1AObNnWUb4+rkxFXrNu1o3aYdA64fhMViwcvL2zZughJW5UvJxW2DRo3ZXJyEXLRwHn2vuQ4fHx+7REbX7j2wWq0smDeHo0cT+fH7b3myuOccgIenJ+4eHhgMBpycdCpdHl1IvH/+4TuefPp5fCpVwsXFhQ6dOjt6d6SMEg4fBoo+00t61pXc1AoLj+CZF17i0w/fIzk5iWVLFuPi4kL3Hr3x9fPjuRdfZtSXn3Hs6FEyMtIJCgqmWvVQbr3jTkJCKjtyt6QUFouFWrXqEB5Rj2uuHYCbmxuVq1Shb7/+GDCwcsXS4jGuPipz4grUC768MhgM5OflERm5B6PRRP+BgwD46ftviYmJZv7cOQBnTFwZTSZcXFxwd3cHDKSlpuLp5cXrb7+nhFU5lJ6WhtFkwsPDkz79rsXL25u+fa/FYrGweOGCMyauSsq3du7Sjc5dutkeHpXy59RjtEaNmrRs1YYuXbvb7pPccNMtGAwwf25R4qq0Ma6gqBdmRL36l38nROSS05W2iMhZFBYU4Obuzq23jWDDurVkZWVitRYN9Hv06NGiAV6LBwA1mUx06NSZgwcPcGB/PC8+9xTVQ2twJOEwMfuiqVe/ARH16ithVc6UxO7U3w0Ggy3xYEtcWa2sWb2y1MSVxWIhNmYfv/70A3Fxsfj5+zPy7ntxcXW1nZgbDAYKCvJx1SDP5Y7RYODIkQQA6tVvQNWq1WwXu3379QcrzJpRkrj6F4MBhg6/CcCu15yh+H8lrMqXkhvXLVu1Yd6cWRw8sJ+Vy5fh5u5Ot+498fa2T2R06dadlORk5s2dxZGEBPbHx9G4SVO7Yxl0g7O8uuB474+ncZOmKu95hSkp83fkSALp6en4+vravsetViu1a9exS1wtXrSAkMpV6NCxMyGVq/DqG++QeCSB1NQUatWqg5OzMx4eHg7eKymN0WikcZOm+Pr6EnxSUrF6aCh9+l0LcN6JKymfFi2aT2zMPkJCKtOseQsCAgIxGo388N3XZUpcAbi7ewBWvH18eO2Nd2wPJ4njnBynkp99KlViwMBBtG7TlrCwcNu12bX9ix4iPFfiqmRbJT3rdNyXP6fGIzyiHrfdcSfuHkX3SUq+u4ffeAtw7sSViFyddBUmInIWTs7O5OXl8eH7b5OZmYGbmxtgJfFIAr//8iPbt20FsCU9GjdpSpOmzXBzc2d/fByrViwjZl80lXx9uf/BR1RWqJyxnJSwmjZ1ElAUS4vZjPmUnjJh4RH0H3A97Tt0AmD9ujXMnD6VyL17sFqtxMfH8etPPxATE01AYCBvvfshAYFBWMxm2zb6XXsdnbp0Iy839zLupZRFekYGBw8cAIoSWCXlxczF8et7TX/6D7yeSr6+gJVJE8YxZfKEouWVoCp39u2LZsP6dSxbupgtmzfZpvv7+/Po40/h6eVFYuIRFs6fx9Ili8jISLe70VGpki/9B16Pl5c3qakp7Nq5HVCSqry6VPFWwqp8s/V0L75p1aNnbwICAzl29CijvviE7OxsW8/Xkl7RtWvX4ennXsTP359jR48ydfJEsrOzAXB1daVGzVo0bdYCn0qVlLAqJ850fLu4uFCrVm3buXXJ30NJ4qpT5254eHjYElfJSUm2vwMp/06NU5++11I3LJx+/a8jICAQi8VC9x69eOChRwFsiavVK5eTn59vF2ur1YrJZOKGm26hdp26vPLaW1SrHnrZ90lOl5WZyZGEBNLT0sjIyLBNr1W7Ds2bt8TJ2bno2qw4IXVt/4H06NXbFr+ffxzNwvlzAeySGHrAqHzatnUz8+fO5ofR37By+VLb0AoAVapWw9fXFzgx1iDA8BtvoU+/a/D29iEnJ4e/fv+FxYsWFC2nxJXIVc1g1VmbiMg5ffHpRxzYH8+jTzzNrBnTWLliGUajkeqhNbjtjpE0adrMtmx8fBxbN29i5YpleHp6EhQUzNDhN2rg13Lsg3ffYtvWzXTp2p2HHn3Cbt5nH39AYFAQI0beAxSNVzVr5nTWrFoBFNXRbt6iJQvnz7MlrN546z1bwurUhIae9it/rFYrhYWFfPDum+zetZOIiPrc88BDhIbWAOx74/30w3csWjAPk8mE2Wzmzrvupd+11zmy+XKKaVMmMXf2TFJSkm3TWrZqw4DrB1OjZi08PDzYsX0bX372MVlZmYRUrkKvPn3p2q0nPj4+RRe/VisGo5HXX3mR6KhIBl4/hFtuH+HAvZIzUbylRHp6OlMnTWDxogXk5ubQqnVbHn7sSdzd3e16XBkMBjZuWMcP331DRkY6Q4ffaHuaW8qXMx3fAwcNoVbtOmftuX7wwAHmz53NyhVLyc7OJiwsgieffQF/f3+di11hSo7fwoIC0tLTCAgItJu/dPFCvv/uawDq1AmjT79rztjjqqCgQGNRlhNzZ89kzeqV7IuOxsfHB18/PwYNHkar1m1KfSCspPez1Wpl9qzpth5XAPfc9yC9iscRVi/p8mnyxPFMnzqZ3NxcoKgnnIuLK7fePoIevfqUus7J19ITxo2x9bhyd3dnxMh76Naj12XcAxG53FQeUETkFKUlGp585nmysjLx9PTivgcfwWKxsHrVCg4e2M/ff/7GrbffSdNmzbFarVSrVp2aNWtx7XUDcXZ2prCwUOOelGPRUZEkJyfh5OTM8mVLsFgsPPL4UwB8/eVnbFi/FjDQ79rrCAmpXOoYV5F795CWlnrOhBXoaT9HK+1GlcFgwNnZmQaNGrN7104iI/ewdvVK/Hz98PL2xmQynaiLX/ysj6+fH+ZCMy1bt3HEbsgZTBz/r23csaDgYHKyc8jJyWbTxvWkpCTTvWdvOnTsTOMmTXnsyacZ9cVnJB5JYOG8ueTl5tG1ew+CgoIBSDySQEZ6Ok5OzlStXlRCSDc6yxfFu2LatXM7hw4eJCUlmaCgYJo2a46ffwA+Pj506tKV+PhY9u7ZzcYN6/h21Oc8/NhTdokrgHr1G1K7Tl22bd1MclKSg/dISnOu47tHrz507NgZD0/PUo/V0koFvvvWa7zy+lv4+flf9v2RsjnT8Q1FFTBOTVgBthvX35ehVKASVuXDhHFjmDRhnO335OQkkpOT+PzTDxky7Ea6dut+2gOfJb1qjEZjqaUCCwoKuKb/ACWsyqHJE8cz/t9/AKhdpy4F+fkcP36MrKxMfvz+W5KSjtO3X398KlWyW+/kcYJPLhWYlZXJ9999jdFkokvX7pd7d0TkMtFdVBGRk5T0qMjPz2f5siXsj4sjKzuLKlWqMnDQEKCoHMmDjzwOYEtcjf3nTwoK8gkMCmb61Mlcc+11hIVHANiNlySOcbYbj2HhEdx6+whmTJvCnt27WbliGSaTiUKzmVUrl+Ph4cmjTzxNSEhl23ZOHeMqLS2VwMAgXn/r3bMmrMSxSuJSUFBAakoyaWlpeHl5U7lK0UXx9YOGciA+jvXr1jJpwjisFisdO3ehWvVQXFxcOJqYyO7duwitUZObbrmNiIj6eHl7nzYumjjGmtUrbTc4R959Hy1atiI1NZXdu3cycdxYYmP2kZebS35eHt169KJpsxY8/tSzfPX5JyQmHmHBvDls27qZvtf0Jyszk/Xr1pKYeITq1UNp0rQ5oKRzeaJ4V0xTJhU9qZ2Tk2ObVq9+Axo3acagIcOoUzeMYTfczD9//U5sTAwbN6zn21Ff8NCjT+Dh4WF7kMjLy6u45DO28oBSfpTp+M7LIy83l+49e+Hp6XXWxJXRaGTunJkkHD5EYUGBI3ZJyuBMx3eTZs0ZNHiYrYR3aefYpSWuDEYj7dt3xEVjyZYr8+bOsiWsht5wE9WrhxIXG8PePbvZu2c3kyeOIzMjg959+xFao6bduqUlrpYtXsT+/fH8/edvdOnWHQ8PT31/lyPbtm5h2pSJANz3wMO0atMOT09PFi2cz4Z1a9m+bQuTJoyjIL+Aa68biK+fn936pyaujEYjE8b9i4eHB3Xrhjtil0TkMlHSSkSkWMn4Rnl5eXz60Xvs3LHdVgvdyckZX19fevXph9lsxtnZmYdOSlzFx8XyxacfERQUzJEjCbi5uVG7Tl1MJpNOmh3s5BIR27dttSvlWDKveYtWFBaaMRiM7N61k2VLFwPg5ubOM8//jwYNGwHY6uPbElcDriczM4O42FheffMdJazKsZK4ZGZk8NOP3xEfG8uxY0dxcnLihptupW279gQFh9B/wCByc3PZvm0rkyeNZ9euHdSoUQujqehvI+HwIbp260HTps1xcnbGYrEoYVVOxMfGYjAYaN2mLb369MNkMhEUHELdsHCqVq3OqC8+4fDhQyxaOB8rVrr36E2Tps144aVX+fKzj0lKOk5aWirRUZG2z34/f3+eKi4nJeWL4l3xTJo4jgn/jgGgemgN3FzdiI6OZO+e3cTHxZJ4JIH7H3yEBg0bccttd/DPn38QFxfLxg3r+PyTD3nsyWfw8fEB4GhiIkePJgJQJywMUM+68qRMx/ehg7bju2fPPnh4epa6reqhofTo1RsnZyd69OxDUHDIZd4bKYtzHd9HEoqObycnpzInriZPGIfJZKJT566XdV/kzHJzctiyaRMGg4FBQ4Yx/IabAWjXviMxMfuYMXUya9esYv682VgsFvpec+05E1f5+fm4uLpy34OP4Omp8aPLm0MHD5CXl0eNGjVp2boNHu7umEwmevTsTfXqobi6urJh/VqmT5uMFSsDBg4uvcdVccyHDr8JJydn2rRtR5Wq1Ry0VyJyOShpJSJSzFjcw+qzjz9gx/Zt+PsHUD20BsnJSbRq3dZWJ7vkBrVTceLKZDKxedNGsrIyOXIkAT9/fwZeP1g3ssuJkoTVzz+MZtfO7Xz65Td280puVrZu0xZXV1cO7I8nPT0NgLph4baEVUlvmlMTV7fcficBAYH4+Piox005ZbFYMJpMZGSk886br3Fgfzyurq64ubmTnZ3FmL//IDUlhWv6X0e9+g0YdsPNuLm5s37dGttTn2AArISEVObGW27HydkZq9WqEiTlhMViYf/+ONvxfPLT2EajkdZt2vLUsy/y+ScfkHD4EEsWLsDFxYXOXboTFh7Ba2+9y+yZ04mOiiQuNpbKVapQPbQGN918q8YjLIcU74pn86YNTJs8CYC773uQtu064OXlxeqVy/l3zN8kJyexYvlS8vLyeOyJp2nYqAm33nEn48b+TVxsDDt3bOP1V16kQ8dOGDCwe/dO4mJjqFy5Ch07dgHUs668+M/H96KFuLi40LVbT1vvuVPVqFmLm26+DSeVhiuXynR8L1tCfn4ejz7+9DkTVwajkdHffEVi4hHCw+td7t2Rs8jOySEqci9Wq5VKlXyBE9dYdeuGccttIzAajaxetYKFC+ZiNBq5pv91pyUnTk5cDRo8jN69++Hl7e2APZIzKblePnIkAQBvHx+7mDs5OVG/QUPbMAob1q9lxrQpODs5M2TYDbZrrZLvZqPRaDvurx881CH7JCKXl5JWIiInmTFtMtu3bSE4OITHnnyG0Bo1KSwsxMPDAyga/8jJyYnq1UNxcnbGydmZ+x96lEUL55Fw6DCF5kIGDBykm17lzPix/7BwwVyqVqt+WmLp5J4yy5cuJj09DaPRBFjZuWMb3476gocfexKTyVRq4qp27TqnbUfKF6PRSE5ODt989QUH9sdTs1Zthgy7AaPRyKTx/xIXF8vMGdMAuKb/dUTUq0+dumFMmzKRnTt2EBsTTZWq1QgKDmbEyHvx9/dXj7pyyMOj6Cn7pKQkWwmwk4/35i1a2m50Hj58iMULFxASUoWmzZoTFBTMrbeNwErRE6FBwcGYTE5nvAEqjqd4VyyJR45QUJBPvfoNade+A56eXhiNRjp16Ya3TyXGjf2b+LhY1q9bw6gvP+WxJ56hYaPG3HbHSObPnc2O7dtIPJLA1MkTbcmQgMBAnnvxZQKDghy8d3Kq/3R8HzpoO76bNW9h18P+ZEpYlV9lPb7XrVnN19bPePSJsyeuunbrgclopGatOgSHqGddeWK1mHFyLroNWVBYVKrTdFIvmuCQEG665XagqJrJ/HmzcfdwZ8iwG3E9pczjyYkrJazKn5JkU/XqoQDs3LGdDevX0bpNW7uHEcLCIxg4aAgGA6xft5bJk8bjFxBA7z79TnuYRNdeIhWLHg8WETlJbEwMAK3atKVuWDguLi54eHgwf+5sPvnwPV57+QVee/lFXnvlRVJTUgBwcnKib7/+3Hn3vYy8+z4lrMoZi8VCSuqJWJnNZrv5JTdAvvzsY1YsX4q7uztDb7iRBg0bYTSaWLF8KaO/HWW3LJz+RLZ63JRvO3dsJzoqkqCgYB565HHatutAeno6cXGxxUtYmTljGnPnzCLxSAJOTk4MHX4Tz//vFT798hveevdDHnnsKSWsyhGLxQJg6/HWvWdvPDw8idkXzehvvgJOPKFfonmLljz5zPM4OzsTHxfLrOJkJRRdCDs7O1OzVm08Pb2UwChnFO+KqSTBFLMvGqvVSkF+Pu5u7rYnrgGaNmvOzbfeQc1atTGZTKxft5bR346isLCQ8Ih63HDTLdxz/4PUq9+QatWqU6dOGL37XsOrr7+j0kLlxMU8vnU+duU4n+N73drVfP/tKMzF52Ilfzun6tSlG9VDQy/bvkjZBAQG0aJFKwAmjf+XrVs2AycSUADBISHcfOvttO/YGYBpUyaxYd2aUren4738KolnvfoNqFGzFmBg7uwZxRUsToxVVVK95LqBg2nRsjUAv//yI3t273RQy0WkvNAnvIhIsbS0VA4fOghAYWEhhw8d4tChg3z43tv8+vMPbNu6BYPBgLOzE3GxMXwz6nO7i2fQiXN5ZDQabU9Rp6WmkpKSfNoykyaOY+2aVbi4uPLkMy8wdNiNXHvd9dSr3wAXFxeWLVnEd19/ebmbLhdRVOResrOzCAwKokbNWixftoSfvv8WgF69+9GqdVvAyoxpU1m4YB4Jhw8B4OrqSiWfSpiKb3BbrVYlrMqJks/bkgRy5SpVaNO2HU5OzqxauZyffviuaLlTbnS2aNmakffcj5OTM9u3bWH+3Nmlbk/KF8W7YiqJT3i9+hiNJrKyMtmxY7vt4YGSm2KNmzTl5lvvoFbtOhiNRTe2J44bi8VsJig4hFat2/LqG2/zxjsf8Prb7zHyrnvVA6McuVjH97w5sy5/4+W8ne/xvXbNKiaOH3vGXnVSPpUcu02aNSc4OITc3FzGj/2HXTu3A/aJq6DgEIYNv5FmzVsCMObvPzmSkOCYhst/YjGb7Y7NGjVr0bhJU8BKVOReZk6fSuTePcDpiatuPXoSFByMxWJhx46iv4szJaZF5Oqn8oAiIsW8vbzx9fMnIeEwq1euYNPG9eTm5JKVlUn16qGMuOtejEYDC+fPY83qlSQnJ5OZlWUb1Bt086s8ObkGdkmt7JycHPLz8k5btnnzlkRHRnJN/wE0adoMgJatWmM0Ghj/7xgO7N9Pl27dL1vb5cKUlBAqLCzEaDBgNJnIyckGoHffa4iK3GtLQg4ZegM33Hwrhw4eID8/j+3btjJj2lQK8gto0qx50d/BWXrYyeW3a+d2Dh48wP74eGrXqUtEvfqEhtYgICCQTl26sn9/PHGxMSxaMA+Ae+9/yHZRXBLLps2aU6duXSL37iE5OcmRuyPnoHhXTCd/hwPUrl0HgwESE4+wZNECqlStSkhIZbvyUEU3xW7jj99+4eCB/WzduplWbdoSFh5h+14oKfcs5YOO74rpYhzfWzZvolXrosoYp25PyodjRxNJSUkhMzODOnXD8S4u4dembXv27NrF/HmziY+PZezff3HzbbfTsFETu5hXrlKVtu07EBW5h/z8fDIzMwBVNCmv1q9bQ3xcLPFxsbi7e9Cv/wAqV66Mp6cXt4+4i4TDh9m8aQPbtm4BYMD1g4moV9/uM71tuw4sXbyIY0ePsmvHdrjhZh3bIhWYklYiUuGc6ak8o8nErbePYPS3ozh08ACZmRlERNSnafPm9O3X31Yre/vWrVitVry8vPDy9LzczZczOPWC1WAw2G5SBQUGA2A0GsjKyjptvTp1w3j8qWdt5aFK/kaat2gFGPD396dGzVp6ovMKUDK2WGpqKv/8+Ru33D4CPz9/qoeGcvudd9GhY2d+++VHAFq0bMWgocMBqFY9lAaNGrN921bAytw5Mzl8+BANGzVW2bByZMqk8cyaMb34xkWRRo2b0LVbD7p060HjJs0YMiyXsf/8RcLhQyxaMA8DBu65/0GMxYlMJycn/Hz9cHZ2AbCVepXyR/GuuKwWC4aTHhgIC4/gjjvv5rdffmTd2tU4Oztz4y23ERQUfMqN7WbccNMtfP7Jh8TFxrB1y2bCwiM05mQ5pOO74rpYx/eWzZuoGxaum9rl0MzpU1m5fKmtDLe/fwDX9B9Au/YdCAoO4fY77yItPZV1a1YTG7vvtMRVyTVc/QYNMRiNZGZmsH9/PGHhEQ7eMynNpAn/MmXSBAoLzUBR2c+dO7czeMhwOnbugqenF8+9+DLvvf06O7ZvK65gA3AicVVYUICTszOVKlUCwNPTC9ADgyIVmZJWIlKh2HpgFBSwd+8ejiQcxmw206BRY/x8/agbFs7rb77Lnj27MRigVeu2tid/zGYzqSnJ7N5VVF+5foNGGIxGPd1XTpTE4OcfRgNwz/0P2m5S+fn74+TkRG5uLkePJlK/QUPbBXDJeicnJownxbV5i6KyFCXjLEj5ZjQayc3N5e3XXyYh4TDBISEMv/EW+vbrD0B+Xh67du4AwGRywsXFxbZuVkYmAEHBwaSmpHDfAw8rYVWOTJrwLxPGjQWgkq8v7m7uHDmSwM4d2wED1WvUpHbtOrRu0w6rxcq/Y/4iIeEwCxfMJS8vlwcfedzW6/LYsaNkpKdhNJqoqxsg5ZLiXTGtX7uG+PhYtm/bSnhEPeqGhdOheFyT1m3bc+RIAnNmzWDlimVYgZtOvrFdfL7Wpm17evTszeJFC9gXHUV+fr7dZ704no7viknHd8UwYdwYJk0YZ/vdzc2d5OQkZs+cDgbo0/daXF1deeSxp7CYLWxYv5bY2H2M+ftPbrjpVpo2a267hktNScHJ5EQlX19q1artqF2Ss5gyeYLt8zw8oh65ublkZmSQkpzMlEkTqFW7DuER9QB46dU3efet19m5Yxtbt2wmNzeXftdeR8tWbTA5OZGcnEx8fBwA1UNr2Ma9070WkYpJSSsRqTAsxQmrvLw8vvzsYyL37iY7u6hkmJeXN42bNqNP32to0LARrVq3sZ0czZgxlSpVqpKamsra1SuJjNxDteqh9Ol7jU6gyplffvqehQvmAuDh4cEtt48AihJOFosVKOp9BSfGTyipk208JQF5amwV6ytHSkoyXt7eOB1zYvu2rbTv0JnqoaFYrVbMFgturm6Agfz8fA4dOkiVylU4dvwYW7duxt8/gDff/gAXFxc8PD3tShCJ46xZvdJ2QTzy7vto3KQZHh4ezJ09k6lTJrJzxzai9u6hdu06ALRp1x4MMGHcWA4fOsiK5Us5ejSR1m3aYTQa2bhhPfv3x1O1ajVatmrtyF2TUijeFVPRk9oTsViKxsPYFx2FxWIhKek4AwYOxt/fnx49e5Ofn8+iBfNYtWIZBuCGm24lKDjY1vvGYDDYzu+MRqNuaJczOr4rJh3fFcOC+XNtCavhN91CYGAQ5sJCpkyewLGjR1k4fx5du/bA1dUVZ2dnHnvyGb7+8jPWr1vDvuhoRn35KbfcNoK6dcPIy8tj8sRxpKWlUq9+AwIDgxy8d3KqbVs3M23yJABG3nMfHTt2obCwkOjoSMb89QcJCYeZMG4ML/zvVSxWK05OTrz82pt88O5bbNu6mZ07trN710569OxDYWEBhw4eJDZmH8HBIfTs3UfX3yIVnJJWIlJhGE0m8vPy+Oj9d9i9awe+vn6EVK5CXm4uhw8fYt2aVRzYH8+NN99Km7btAZg8cTzj//0HZ2dnCgoKAAgMDOLpZ18gMEgnzuWNp4enLRk1fdpkLFYLt90xkipVq+Hl5UV6ehrz587GyWTCp5Iv4eERGE0mW2+akhNj9Z77P3t3Hd3mkTVw+Cc2yGyZmcPMzAxNk6ZpU4Ztt5gyM2y3mDI3hbQNNMxMTcPgOI6ZmdmWRd8fst7agTbd3a+W43nO2dO1LCmaM7qv35k7c6dj8/cPYPCQYaSmJFv/l5pMUHAwMpkMR0dHunbvTlpaCvGnT/LdN1/h4KChtKSEvNwcazlAR0ccHBysu/FEwsoupKemIpfLGT5yNGPHTUCpUgEw/7qFVFVVsnfPLg7s28vwEaNQazQolUoGDByMSqVm5/YtJJ5NICU5idSUZGnVpqenFw8/9iReXt7t2TThIkR/dz6tV2qHhoUjA/Lz8zCbzfz4/bd4eXkzZOhwgkNCmTBpClgs7Nq5nV8P7MNoNDJh0mS6duuBUqmkqrKSsrJSACKiosTfdDsj4rvzEfHdOTQ1NnL86GHAmmycPWeu1DfBIaG8+/YbFBcVsmfPTmbOmoPRYEClUnHvAw/x1eefcPLkcWpravjys49xcnJGJpNRX1+Hu7sHd959L64tZeME+5GVlUlTU6O1tOvIMTg4OgLQo2dvckZms2rFciorK2lqasLJ2Vkq6/rE08/x+acfcfrkCSorK9i+bbP0njqdD48/9Sw6nU97NUsQBDshklaCIHQKtgHNls0bOZeYgM7HhwcWPYqfnz9Ozs68986/OXHsGPl5uaxZtZJevfrQ2NRIQ309fn7+VFVV4e8fQGRUNLOumouPr297N0loxda/869biIOjIyuW/QhY66krFUrmzJsvJa2yszL55KP3Aeskh0KpIC6uKzofH4KDQwkLD0et0eDo6CRKw3UAtpKfNrbB0JRpM0g6l8jRI4dY8fOPxMZ2ISAwEIDpM2ZTUV7Ogf17ORN/Snqtr68f/7z3QRwcHEQ5SDui1+s5ceIYZrMZjUYjTXDa+j4yOoa9e3ZRW1sDMhlKpbJNeU+djw9pKcmsW7safcugOTw8gjnz5uPr69fOrRPOJ/q78zl18jhrV60E4LY77qLfgEG4u7uzZfMGdmzdQkFBQcuu2WHIZDJCQ8OYNGUaCoWS7ds2c/jQQQoL8vEPCMTbW0dy8jnS01Lx9fVjxMjRYkLbjoj47nxEfHceFRUVnD51CgD/gACpb8wmEwGBQQQFhVBZUUF5aRkASpUKs8mESqXi9n/8kx3btnAm/jQnTxyjoaEeNzd34rp05c677sXP37+9miVcgtlkIiMtDQA3dw8cHB2l8vsajYbu3XuyasVy8nJzyMrKkBLPtuv9nXfdw9Ejh0g6l8i5swm4uLoRFhbO+ImT0PmIuRZBEETSShCETsJ205zdchjskKHDCY+IlFZwVZSVYzQa8PLy5qFHHket0aDWaLjuhpu46up5lJQU4+Pji1KlEmUo7JBMJpPKuM266mosWFi57CfMZjNr1/xCXX0dzlrrYa6KlvIiIKOiohyAstJSabWuVutCfX0d4yZM4sabbpUmVAT7Yxv01NTUsGPbZqbNmC3Fp8ViYfCQYaSlpdDY0MDZhHgCAgMxm0xoXVy48ebb8NbpSDqXiFKpxD8gkFlXzcXT01OUBLQzMplMSiDbdrwCUrIyNjYOjUZDdXUVtTXVODk5IZPJpInOwMAgAgODGDRkGM16PWq1GqVSKWLbTon+7nxysrPR6/X07NWHwUOHoVFrAJg8ZTqlJSUUFORz4thR6q6vxcXFFbCu2p8+cxYenh4s//lHcnKyycnJlt7T21vHY08+I1Zq2xkR352PiO/Ow2BoRqlUotFo0GpdAKR7aicnJ+K6dOVM/CmysjJaSrebUSgUmE0mlEolk6ZMY+KkKSQlJdLUpMfL2xsvL2+0LWM4wb7IFQo0Gms8JyWepby8TNrtarFY8PLywsPTg6rKSkwms/Q6W5/bzqgbMHAwdXV1aLXaCxYjCoLQuYmklSAIV6zW5SLMZjP19XWkp6UCoNZokMlklJeV8v57b5OWloK3t45nX3wFL28de3fvRC6XM3T4SJycnQlrqasv2C95qxvg2VfNBZASV/v37sFkMgIwfMQouvXoSX19HWfPxFNdVU1paQmVlRWoVCrq6mpxc3Nn+ozZYhLEzny35CvKy0oZN2GydEhzTXU1zz/zBMXFRcSfPsXQ4SPo06cfOh9fevTqTcDOIM4mxLNv727GjJsgrdrWurhwzbXX09jYiEajwWKxtBlECfZDrVbTs2dvMjPS2bNrB2PHTSAqOkb6vVKlQq/XA1BdXY2Prx8ymUy6/tvOsXNwcBC7JzsA0d+dh9lkApmMkyeOAdazKJ2drZOTtomr8RMmcWDfXgyGZmprrJPatvs7nY8vs+fMIyIyml/37yUnJxutVktISBiTp04TK7XtkIjvzkPEd+ej0/ng7e1NUVEhn3/yIW+9+wHqlntsmUwmJZ9qamowmUxSRQPbfbdMJkOmUNC1W492a4NweX7fAduP48eOUFFRTuLZBEaMHA1Y+1Lr4oqzkzPlZWVUVla0eZ3t2AZ1S9LLsaWsoKhyIQhCayJpJQjCFck2GGrW62nS63F1dcXFxZXAoCBKSorJzswkLTWFH779htSUZLy9dTz/8mt4eXlTXFTIt998iVqtoVfvvqJ+dgdyscTVip9/pLlZD1gnPBobGxk2fCQAEydNBaC8vIyS4mLKSktISU5m1lVX463TidVediQ9LZUtmzYA4OrqTs9evQE4ffokzYZmHBwcSUlOIj8vj21bNnPdwhvp228At9x2J6+8+CzpaamsXf0LV8+b32bVtm2QZCMSVvbF1k/de/biyOHf6N2nX5sJTgA3Vzfc3T2orq5CoVS26d+qqirWr1lFvwEDiOvSTQyG7Zzo787Fdr0NDgklJTmJwsICMtLTiIiMkv72Ojg6YjKZaGxspKSkiIDAwAvOn+zZqzfduvdA1vKetvJEgn0R8d25iPjuXCwWCw4ODvTp25/Nm9bTf+AgKSFh4+tnLeGpVCpRKttORVZXV5GWmkK//gP/ts8s/OdscRoRGYmLqxtjxk2QElY2FosFS8v/b6ivlx6zXc8Xv/Mm/QYMYPqM2dI1QZT7FAShNZG0EgThimPbMaHX63nu6ccJDAzixltux93dHW9vaxmJswnx5ORkU1xU2CZhZbFYyMvLxWg0ER4RLBJWdqp1MsmWpLrYQcyzr5qL2WRi1crlmM3WsgR1dXXS75ubm1Gr1Xh5ebeUM+jGiFFjpPcVCSv74eyspWevPmRnZxITF0ezXo/JbGbEyNHExMSSnZ3Fsp+WUllRQUF+Hu+8+QYDBg6iW4+ejJswibWrV5KSnERNTQ2urq7t3RzhMtliumu37tx1z/1Ex8QCtJm0UqvVqNQqLBYLhma99Lrq6io++/h9Tp86SUFBHtExcWKiy86J/u6cfH39sFgsZGdlUlNTIz1uMplwdHBEq9XS0FAv7cCxkclk6PV6VEqltFPW9rhgf0R8d04ivjsH2y6p4aNGExQczJhxE4C2lU/kcuu4qq6u1lrpQK1G3lI14f133+ZcYgK3/+OfjG15rWDfLBYLvn7+PPfiK3h4eALnXc9VKqlMpKIlSSmXy6muruKLTz8kOSmR9LQUxo6biKOjo4htQRAuIJJWgiBcUWwJDLPJxMb1a8jNyaahvh69vgmA2VfPJSkp0fp4QwMurq48/NiTeHl5YzAYqKmuYvPG9RiNBiKjojCbzW3Kkgjtz5aUBGu5uOCQUEaMHI1SqcRoMEgl/VKSk4iJjWPO3PnIZHJ+WbEMs9nE2YR4lv34A/OvW4harb5kOTix48a++Pn7c/udd6NUqXB0dOSeu28nMDCIRx5/Gl8/f3z9/ImOieXkieMcPfwbp0+d5PCh3zh86CA+Pr4YjUbOxJ/i8KGDTJg4WcR0B2IbANsmOC0WizQgNpvNGIxGmhqt1/jq6uqW/1bxyYfvE3/6JC6urlx/wy2oRLnPDkH0d+czdfpMjh09TFBwCL379JUeVygUKBwdcXF1paSkmKbGRuD3hSvV1VX8tPR7tFotC66/UazU7gBEfHc+Ir47l/DwCMJbyuqfvyvO1neNDQ00NTXi6Ogoxfe5xATUag2xsXHt8rmFv87Wn7aEVevrOVjH0rZrtS2+q6qq+PQj6/Xczd2dZ557CScnp7/5kwuC0FGIpJUgCFcMW/JBr9ezdctGTp44jlbrwr0PPCSt8nPRujBtxixWLvuJsrJSzCYzO7ZvRefjQ3VlFakpyaSlpeDr58/ESVPFKk47ZLtBfvG5p0lOSiQ2risajYZ+/QdKh8F+8N7bJJ5N4Nbb/8GAQYO56up5yGSwcvnPmM1m1q75BZPZxHULbxKlRjoA2ypNb50Os9nMsp+WUl9XR0pyEp99/AF33n0PLi6ueHh4MnbcBMaOm8CWzRs4e+YMx48doaSkWPrebNqwjm7dehAQGNjOrRIu1/mxef6ElVqtxsnZmdraGlQqFfX1dXz8wWLOxJ9Cq3Xh+RdfE/3dgYj+7lxsf38ffPgx3Nzc2zxmu/bLWsr7NjQ0AEgT2rZ+DwuPoLGhAa2LS3s1Q7hMIr47FxHfndv58e7i4oJSqUSjccDJyZmamhopIa3VuvDCy6+L+O7Azr+em81m6UzppsZGaqqr+eTD36/nzz7/iuhvQRD+kEhaCYJwxbAd6PnEIw9SXFwEQERkFOHhEdIASalS0bdvf5qaGtm2eRMFBfns3L61zfvodD489sTTeOt07dEM4TL16duP5KREkpMSMZtNqFQqBgwczEfvv8tvBw/g4OCIh6en9PzZc+aBTMbKZT9hNpvZvHE9jY2N3HbHXSJhZefMZjMKhYL6+jrUag0jR42mprqKA/v3cvzYEb74VMYdd/0TFxdXKXk9ecp0Ro4ay9mEeNavXU1ZaSlVVZUo5HLc3EXZzyuFLXadnZ2Ry+WUlBSzfesWaUAsJkCuLKK/rwytF4rY/mub0G5T/rdlt7tSpZR+B7/vvDkTfwpnrZZ77l8kJrSvACK+rwwivoVLUas1gLWCSX5eLiuW/SgSVlcwuVyOk5MzALV1tXzx2Ufiei4Iwl8iklaCIFxRqqqqaGhskH5uqK+nqakJV41GmszWurgwYuQYomPiWLXiZ4qKiigtKSEsLJzwiEimTp+Bzse3HVshXI6Zs+fg4ODAkq+/IDUlmU0b1rFh3RpSU5JxcnLi3gcekg74tvX97KvmArB65XIMBgMnjh/l2usW4uysbc+mCH9CoVBQW1vDO2/+C3//AG69/R9MmjINgP379nLs6GGA3xNXLRMmTk5ODBg4mPDwSPLz89ixbQsLb7oFZ2et2F13hbDFttFoxGw2s2rFcurqasWA+Aol+rvjs01aGw0GMjMzyM3NwdXVFTc3d6JjYtucJWn7/87O1kkvo9GAXq/no/ffJeFMvOj3K4yI745PxLdwKdbynwaMRgM1NdV88tH75Oflin6+wtnie8+uHRiNRtHfgiD8JSJpJQjCFcNsNuPj68tzL7zCe++8SX5eLqWlJXz1xacsvPFmdD6+0kS1o6Mj4eERPPzYU9TX11FXW4uPrx8mo1E6E0loP60TCq0P8D3f+ImTUapUfPnZxyQnnQNApVLxz/sW0btPP+l9bOec2RJX+iY9B/bv4fkXX8PZWfuH/4bQfmyTH2azmW+++oLkpHMolUpqamsJC49gwqQpwMUTV9C2rKC3Tkev3n3avK9gP/7bJKJGo0Emk1FXV4uzs5bnXxYlpOyZ6O/Oydxy7dXr9Xz8wXukpiRTVVWJXK4gKCiIO+66h8io6AteJ5dbr9e5OTm8/+6bYkLbzon47pxEfAt/RC6X4+jgiKOjIwaDgfy8XJy1Ir6vdAaDAQCj0Sj6WxCEv0wsMRYEocOyWCxtfrYlHQKDgrl/0SMEBgVjMpk4E3+KH75bQmlpCXK5HLPZDCD919lZi87HF5lMhkIpcvn2wDbZsWbVCs7En8bcUjKkNZPJhFwuZ+y4CYSFR0j97+vrh8HQjNFgkGrmA9LZVQDzF1zPG28ttp6RZDKJhJUdsk1+VFVVsX/vbhrq69H5+HDjzbfh2VL2MSIyigmTpjBi5CjkcgXHjh7mi08/pra2Brj0Yd0iYWVfbLFsNBjIzspk/97dxJ8+SW5O9p++Vt7SlxGRUVgsFhwdHXnh5dcIDAz6//7Ywn9I9HfnZLFYpDLOb7z2EkePHKK5uRl3dw+USgU9evW+YELbaLSeheHo6AjAqZPHpfNKxYS2fRLx3TmJ+BYuh5OTE+4enr/vuHlJxHdHd7ExemsRkVGAdTGC6G9BEP4qMTsrCEKHZNs1YzaZMJpMFBcXoZArCAgMxGg0Ehwcwv0PPsz7771Nfl6uNXH17TcsvOkWdDof6+Cq1SpQ2/8XyQv78e03X7J180bCwsK54ebbiI2NkyY0Wu+U+eC9t8nKzECpVGE0GsjLy2XzhvUYjUYGDR6KUqmUdtzYkpa20nG2QbZgf+QtZ1g98ciD1NRUA9CjZ298/fyB33dR2RJX0HbH1Z133SPOQOgAWq/M/uSjxaSnplJeXoZarcHDw4PHnnoWf/+AS77e9j3o138g9fX1zJh1FYFBwX9jC4S/QvR35yWTyTCbTCz55kuSziXi7x/Ajbfcjo+vL1WVlXTp2g2AmpoaHDQa1BoNypaFRI5OTgA0NjZad9689KqY0LZDIr47LxHfgi1+jUaj1Lfn/x6ZjK5du4PFwoOPPC7iuwNLPHuGiIgoHBwd/7BiSe8+fSkpLmbi5Cn4B4i4FgThrxFJK0EQOhxbwqJZr+eH75eQnZVJakoycrmc2Liu9Onbj+EjRxMcEsp9DzzEB4vfuWjiSpxpY78qKiqorqpCo9GQlZXJ90u+YuFNtxIX1wW5QiElrN7816ucPHEMBwdHHnz4MUpKivn6i09JSUlCrpBjMpkYOmxEm8FT6z4XSUr7lnQuEWdnZylp5eLiglqtBqx990eJq/r6ehY98jharTivzF61Xpn9r1dfIjkpEScnZxwcHFCp1PTq0/cPJzjh9xju3qMnMbFx0vdDsD+iv4W6ujoyM9JRKlXMmXuNVLLVz8+fE8ePcfLEMU4cP4qXlzeDhw5j6rSZgPXaD+Cs1VpXaouJTrsj4lsQ8d157dq5nT07d/DcS69eNGEF1vh2cnLiqrnXMO/a63B1df2bP6Xwv/Lr/r189MF7BIeE8urrb17yaAWLxYJ/QCALb7pFVLkQBOE/IpJWgiB0KGazWVrF+frLL5CSktTqJkjGucQECgvyycxI5/obbiYkNOyCHVc//fAd1153Az6+vu3aFuHSPD09mT1nLs7OWg7s30NWViY/fPt1m8RVakoyJ08cA+DBhx+lZ6/eAJiMRr5tWelpsVjo3bsvrm5u7dcY4T/Wp08/9Ho9WzZtIC01hYO/7iciKkqa6LhY4koul7N71w7OJSZI5SAF+2Rbmf3NV5+TnJSIn58/N95yG25u7tTX19G9Ry8A6uvrUCiUODg4/OH7iQlO+yb6W8jPzyM7KxONRoPGwRGjwYC+Wc83X33BiWNHaGpqAqCyooK01BQcHBwZO24Cc+bOp6qqivETJokJbTsl4lsQ8d05/bp/L19+9glgYcf2LUyeMv0Pn28r8S10TLaEFUDXrt3/8Cxw20IEkbASBOE/JZJWgiDYvdZbzm118j/5aDEpKUn4+vkzZZr15ri+rp5fViyjqqqSkyeOoVKrWXD9DQSHhPLAokdZ/O6b5Oflcui3X1GpVNx5973iJsoO2fo7JDSMCZMmY7GY+fXAvraJqy5dCQ+PYNHDj+OsdaZrtx7S6yZNmYbBaODH77/l6nnXioRVB3GxnY9yhYJBg4dKZ2SkJCfxw7ffAFwycWUymXBwdGTqtBm4urqKHZV2rraulvT0NNRqDQsW3kjvPv0A63Xg1MnjnDx+nLMJ8ajUambPmcugwUPb+RML/w3R352bk5MTcrl14dG2LRvZvXM7Bfl5FBcX4eXtzTXXXk9VVSW/HTxAaUkpuTnZ0u76W2//R3t/fOFPiPju3ER8dz4H9u/l45YExrTps/40YSV0bK0TVlOmzeCGm24FLj6GEwRB+F8QSStBEOxWZmYGfn7+0gG9NmlpqSSfO4ebmzv3P/gw4RGR0u969OzF4nffpLysjLMJ8Zw4foxRo8YQFBzMgw8/xqsvPkd9fR0zr7paJKzsVOuSfSGhYUycPBXggsRVl67dGDBo8EVfN33GbIYNH4mHh6e4ke4AbJMWTY2N5OfnUVRYQGBQMBoHB/z9Axg6bARymQwskJLyx4mr6JhYwiMiUSqV0tl3gv0qLMgnLzcHpVJlPe8AaGhoYMnX1pXZDQ0N0nMXv/Mmjz/1nFRySOh4RH93Dpc63yIgMIhp02eyft1qEs7EA+DvH8C4CZOYd80CXN3csFgsJCedo7SkhMaGBnGv1oGI+O4cRHxf2f7ofKLWjh4+JCWspkybwfU33gy0PXdYsG9/ZZyUl5t78YSVGGsJgvD/SCStBEGwS0u/W8LuXdu5/oabGTV6bJubocyMdKqrqwgIDELn4yvdHJtNJqKiY7j/wUd46fmnKS8r49iRw4wZOx6AwMAgnn3hZeQKBb6+fu3VNOEvulji6vtvv+aGVqUCL8bDw1p+QiSs7Jvt4Pba2hoWv/Mmebm51NRUo9W64OjkyDXzr2PYiFEMGTYCWgbRf5a4stXTF4Mo+yeXW/vIaDSwb89uft2/j7zcHAoLC/Dy8mbmVVdTXVXFqZMnKCzI59TJ4/To2UvEdQcl+vvKZ5vAMptMmMxmqqoqcXZyxsnZGZVKxYRJUwgKDiYrMxNnFy3Dh4/CxdUVR0dHjEYj5WWl1NfVodFo6NGzV3s3R/gLRHxf+UR8X7nS01IJDAzCwdHxshJXpWUlwIUJDJGw6hi2bN6Ah7snffr1v6xyrEHBwUybPgsLFhbeeAsgElaCIPz/E0krQRDszvKfl7Jxw1oAtFoX6WbIdgNd31APWOvda7VaoGVbukKB2WwmOiaW62+8me+XfE3CmdPk5+cREBAoHQYq2JfzV+S13hlluxkOCQ1j/MTJgDVxlX2RM66EjkmuUFBfX8drL79AdlYmKpUKlUpFXV0tdXW1fPTBexSXFDNt+iyGDB0OFgvIkEoFymVyJk+1liO5nJWhQvuxXcMtFguWlmt2TGwc48ZPYueOrZw4fhQAXz9/xo6fyLz5C6TzUBLPJkjvISY4OwbR352P7e95s17Pd0u+Iic7m4yMNCKjohk0eChTp8/EW6djxKgxDB0+Uvrbn3g2geCQEPLz8lj9y3Ly8nKJioqha/ce7dwi4VJEfHc+Ir6vXN989TnHjhxmzrz5DB8xCo1G86eJq6nTZhIREUlcl26ASGB0JD8t/Z71a1cRGhaOSq2mR89eqP7gbCpb39p207V+TBAE4f+TSFoJgmBXlv20lLWrVwJwx133XLT8W3BwCABZmRls27KJiZOnIpfLMZvN0nM8PDyxWCwYDAaMBgMymUxMaNuh1ivy1q7+hREjR+Pp5YXZbMZisbRJZoWFRzBuwiTgwlKBInHV8bRerbt3zy6yszIJCwtn/KQp6HQ+HDp4gOzsLDLS01i57CewWJgzdz6Dhw7H3FJ2KCU5ie+WfIVao2HsuAnt3CLhUmx9bbsGy2QyZK3i9drrF6Lz8aG8vAwnRyeGjxyFp5c3jo6OmM1m6uvqMRqNODg40rVb9/ZqhnCZRH93TmazGYXCep7Nay8/T2pKMiqVCrPZTGpKCqkpydTX1zNv/gLg913QtskznY8PTY1N1NbW4OHpyd33PSDtmBbsh4jvzknE95Xr0G+/sn3rZgC2b9mETCZj6LARODg4XDJxZbsOiIRVx1NcXMS+PbsAyM7KZOXynwALPXr2vmTiSq5QtPkuWCwW0d+CIPwtRNJKEAS7cX7CylbW73w6nQ/u7h5UVVVy+NBBvLy96dd/IHK5XFoFqFAoUKlU+PsHiFKAdsx2w/vic0+TnJRIXm4O199wM+4eHtJzFr/zJkajgYcfe4rwiMiLnnF1w823ERsbJ26gOwjb4La2toZjR49w8vgxnLVa7rj7XsLDIwCI69KVswnxbNm0kfjTJ1m5/Gd8fP0YPmIUQ4eNQKFQUFdXR0V5GT169GznFgmXIq3Mbm5m145tZGdlkp+Xh4urCwMHD6V3n764ubkzc/YcjEajVNoxNycbN3cPSkuKWf7zUvLzcomJiSM6JradWyT8EdHfnZdcLsdgMPD+u2+RmpKMr58/V109j/KyMvbt3U1xUSGrf1mOTAZzr1mATCYjOekcx48dAaC0pAR3dw969OzFLbf9Az9//3ZukXA+Ed+dl4jvK5fRaASs5T1zcrLZsmkDwB8mrs4fb4nxV8fh6+tHTGwsR48cRiaTkZWZwaoVywH+MHHV+jsgFgILgvB3EUkrQRDswh8lrM4vHxcRGcX4iZNYufxnziWeRalUUltby+gx4zCZTJSXlbF180YMBgNBIaHIROkRu1ZUWEh2VgYAJ08cw2w2c/s//omjoyPvv/c2hw8dRK3WkJebS1Bw8EXPuFr6/RLmL1hIt27dxcCpA7CVBLzr9pulw9pjYuIIDgoGrEktlUpFz569kcnk1NfXkZ6WyoqffyQyKhp//wAGDx6KSqUiOiYOd3d3cfCzHbLtpNTr9bz1xqucTTjT5vcnTxxn+MjRDB8xip69eksTnN8t+Yotmzbg6+dPU2Mj1dVVeHh4ctc994uV2XZM9HfnZZvUPH7sCGcTzuDh6cn9Dz5MeEQkRw7/RnFRofTcVSuXI5PJuXrefGLjunDP/YuorqqkvLyciMgodDofqfSzYD9EfHdeIr6vbN2798TN3Z2a6mpARl5ujrTzypa4al26Xei4bGMud3frtdfV1Y36+noyMtJY/csK4OKJq8s540wQBOH/g0haCYLQ7n747hs2bVgHwD/+eR+jRo+Vftd6Inrb1k14eHgyYOBg5sydT0NDA5s2rONM/GnOJZ5l7+5dmIxGGhobKMjPw9PTi3nzF6DRaNqlXcKfs1gs+Pn78+yLr/L+u29RXFTIqZPH+ebLz2hsbOT4sSM4ODjy4MOPEhQcLN00S4krmYxDB38lIz2NjevX0qVLV5G06iA0Ggf8/PwpLCwAZDQ2NVJYWEBwSKh0Pp1coaBL125ERkWTnpZKY2Mj+qYmwJr4GjDQWj7UVrZGsC/ylhX577z5OmcTzuDp6UVkVBQNDY1UV1WSl5fLgX17aGxoQK1WEdelG8lJ50g4Ew9AcVEhbm7udOveg9vuuFuszLZzor87L9tkVlZmBs3NerqF9SA8IpLDvx1k8btvAtCjZy8aGhpIT0vllxU/YzIZueba66XdtYJ9E/HdeYn4vrI5OTnh5ORMfV0do8aMY+d26y5KW+Jq8JBhODk5tXmNSGJ0TLY+69OvH7t2biMiMpL+Awfz7ddfkJ6WyupfVmA2m+nVuy8qlYqK8nLc3d3F2FoQhHYjklaCILSrnTu2SQmroKBgevfpC1hvhltPRH/+yYfs2b2T/gMGSTsrFt54Cw6OjmxYu4bmZj3JSYkAqNUagoJDWPTwY6I0oB34o4GNTCbDbDYTHh7Bvfcv4qP336WoqJDfDh7AZDKh0Wh44unniImNk57fOnE1afJUGhsayMrM4Nbb/4HyDw6RFeyH2WRCqVTyxlvv8dILz5CWmkJpSTGrVi5n+qyriIyMsp5TZzKhVqsZMHAwu3dup66ulpycbMLOmwQRqz/tjy1Od2zbwpn40+h8fHjo0ScJDg5BLpeTk53F1s0b2b1rB8ePHcHNzY3omDiiomN48KHHyMrKoKmpidDQMHx9/dC6uLR3k4Q/IPq7czObzQBkZlh3TY8aM5bsrEw+WPw2AFOmzuCGm2/lwP69rP5lBYUF+axZtRKLBabPnIWzs9h5Yc9EfHduIr6vXGaTCbVGQ2xsHIUF+URFx9Cnb3/eeuM1KXElA8aMm8DJE8eorq5m5Kgx4r67g9NqXTCZTGRlZTJ/wUIWXH8jP/7wLelpqaxd/QsuLq6kp6VyYN8erllwPb169xVJSkEQ2oVIWgmC0K68vLzo2q07aakp5OXl8v67b/PP+x7Ay8tbSlh9+dnH7Nm9E4ARI0fj7u4uDaDnzruWuLiuFBTkkZGejkajISYmli7deuDpKcqOtLfWCaud27cSGhZOVHRMm+fY6uRHRkWz6NEneP7pJ9DrmwAZkVHRBAQGAUilKVrfNAeHhDJn3nzc3NzRarWiRJwdulhJEblCgclkQqlS8dwLr/DKi8+RkpLE6VMnsWBhxqw51sRVS18W5OdhsYCLiysBAYHt0QzhDzTr9ajP29Fqi9OMjHQA+vYbQGhoGEaDAblcTkhoGDfcdCsWi4U9u3eya+d2evTszaAhQwkIDCQgUPSzvRL9LZzPdo3vP2Ag0bGx9O7Tj6+//Exasb3g+hsAGD5iFKkpyRQW5COXK1i7eiUV5WXcdufdqNXq9myC0ELEt3A+Ed9XLtt9dlh4BOzeSWpyErf/45/cdc99fPrRB2RnZbJzxzYSzybw64F9+Pn5ExERSUhoWPt+cOG/EhYWTlhYOCUlJSiUSiZMmgIgJa4+/vA9SktKAKivq2vPjyoIQicnlkgIgtCuevfpx+w584iN64JSqeJcYgIff/AedbW1gDVhtWvnduRyBYseeZwBg6zlwGw7dAC69+jJxElT+cfd93LLbXcybMQokbCyE7aJjvffe5uvvviU9WtXk5mZ0eY5ppbziwA2rltDU1Njy28sZGak882Xn1FZWWHdedPS5/B7Xe7AwCC0Wi0Wi0UkrOzEmlUr2LBuDRaL5YJ+s1G0Slw98/xLxMTE0dTUSPypU2xYu5qc7CzMZjN5ubns37cHo9GAr58ffv4B7dAi4VJ+Wvo9Lz7/NHv37AJ+j0uzyURdXR0ZaakAOLecYaFUqaTnODg6Mm3mbCIiowA4fOggZrMZk8n0dzdDuEyivwXzef1l61+AseMnMnfetSgUCrKzMgFwc3dHqVKh1+sBMDQ3A9ZFS2q1hmkzZokJbTsh4lsQ8d05+bcsCEtJScZgMDBy1Bjuuf9BQEZGehq/HtgHwICBgwkJDWvzvRDsT+v+uVhfKVUqdD4+NDTUk5qSjFwuZ8TI0dxx1z0oFArKy8oAGDJ0OP0GDBK7rARBaDdip5UgCO3Gtgune4+e0mPnEhM5l3iWxe++hZu7OwcP7EMuV/DAokek82tszt+9YbuhEnW27UtFRQUJ8acBpIO7Z8+ZS3hEJICUaPpw8Tsc/HU/jo6OzL9uIVs2bqCoqJCTJ46jUCi49rob8PTykt73/D4WfW4fPv7gPQ7s30toWDgaBwfGT5gkJa7Oj9nzE1e/77g6QWFBPk7OzhTk51NTU42fnz8PPPQoWq1WHAhtJ0pLS6SyjQf27WHkqDFSHMoVCrRaLYFBQRQVFZKYcIbyMePw8ta1idXAwCB0Oh8y0tOoqChHLpeLyRA7JfpbsO1mbm5uZv/e3WRlZmIwGvDW6Rg6dAQ6Hx8UCgW1NTXU1FQD0FBfD4BGo6Gqqor09DS8vLy55fY7iYiMxtXVtT2bJLQQ8S2I+O48zh8rh0dE4uvnT31dHdVVVXjrdAwbPpKzZ+LZs3sncrkcV1c3fHx90ev1aDQaMd62YzKZDKPRiFKpvGB+xGwyIVcoiIyO4eiRw2SkpzF6zDicnJ2pralps9CguLiIxLNn6N6jl0g+C4LQLkTSShCEdtP6fKLzE1dnE6wHN1t3WD1Gv/4D/9L7CvbD09OTZ194mQ8Wv0Nebg5nWhJYrRNXK5b9xMFf9+Pk5My9DzxE7z59iY6O5f333qa4qJAD+/ditli465/3oVSKP132LCQ0DPbvJTsrk107toHFwviJky87cfXyi8+SmpJMTk4OYCEqOoar581n4OAhuLm5S4Mtof2p1Wp69+1HeloqffsNwGw2U1Zagq+fvzRR6eWtAyA/L48zZ+IZMnQ4mpbSU7YBtaurGwDu7h6AuIbbK9HfnZu5ZUJbr9fz5r9eIfFsQpvfnz55gj59+zF5ynTcPTwYOGgIWzdv5NjRw7z39r/x8vImIyON3JxsevfpR0xsF5ycnNqpNcL5RHx3biK+r1zZ2VnU1lRTUVFBdEwsbm7uODk5SffTZrMZuUyGk5MTxUWFpKel4q3TsWP7Vqk8v9lsoaqqkh3btyJXKBgyZBgOjo7t3DLhYn779QApKUnk5mTj7uFpLesZE4uXl7e1r1vGUNHRsQAUFRYAsH3rZr7/9mvAWgnnbEI8GelprFu9CoPBQN9+A6TKKIIgCH8XMfMnCEK7uljiymKxkHj2LGaziYDAQOmmSui4gkNCue+Bh1j87lsU5Of9nri6eh7h4RHMmXsNKclJTJoyjd59+mI2mQiPiOSBRY/w+qsvUltTw8RJU0TCyo7Z4nj6zNloHBz45svPrImrndsBLjtx9ezzL/PSC8+QlpqCRqPB3z+AiMgoa8LKbEYmdli1u6RzicTExuHm5s51C29CrVaj0WhYdN/dNDY28txLrxIcHALA7DnzSEw4Q15eLst/WopKqaRbj164u7ujUCioqKggPd1acsp23p1YvWtfRH8LYN1tYzAYeOfNf5F4NgGdzofo2DicnZ3ZvnUz6WmpVFSUU5Cfz5133UO//gPJyc7iXOJZjhz+DZABFtzc3bnh5lvFhLadEPEtgIjvK9X6tavZtXM7pSUlmM0mfP38CQoKZuFNt+Dr6yeV8XZydqZX7z5kZlhLuB/Yv5evv/gUgLnzF+Dj48vHHywmOyuT1SuXo1QoGD5ytIhtO/PLimX8suLnNo+dPROPn38At9x2ByGhYVIJUE9PT9RqDfn5eaxY9hOrf1kOwNxrrmXSlGkcPLCfn5Z+T0pKEqptanr16iOSVoIg/O1kFrFnXxCEv0F1dRVubu6XHLy2fjzhTDxrV/9CclIiRqORLl278c/7HsTLy/vv/tjC/1huTraUuHJwcKRHz55Mn3kV0TEXJiZtyY2szAxMZjORkVGiLJyda90/27du5puvPgcgNCycseMmMH7iZOk8uov1o600jdFgkBJXDg6O9OzVmxmzriIyKhoQk2Dt6bslX3HwwH6mz5rNtOmzkMlkmEwmdu7YypKvvgAgMCiY+x98mOCQUMwmE0eOHGLZjz9QXFyEq6sbsXFxdO3Wg5qaGs4mxJOSnERAQCBPPvuCuM7bGdHfAvx+zf31wD4+/eh93NzcWfToE4SGhqFUKvl1/16++OwTmpv1BAQE8tJr/8bJyYnTp05y4thRDh7cj85bh5e3jutuuAl/cTahXRDxLYCI7ytV6wSGi4srer2e5mbr2WNubu4seuRxYmLjpHvyrZs38u03X6LVulBXZz1bes68+cy5+hrkcjkHf93Ph4vfAeC9Dz7Fx9e3fRomXNS6tav4een3APQfMAitVsvJk8eprqoGLLi4uPL4U89K5w4CvPby8ySciZd+njNvPlfPnY9MJqOhoYFdO7excf1annj6eUJDw/7mFgmCIIiklSAIf4NlPy0l4cxp/nH3fQQFB1924mr92lWcS0zEaDTQpWs37rlvUZszjQT7cX6f/lFyqSA/n7f//RqFhQWo1Wp69e7DrKvmSjfRrd+r9fuIREXH8L9MXNnOuHJwcKRX7z7MnD1HKikp/P3SUlN47unHAevuyVFjxjJl6gxkMhmFBfns37eHXTu2U1NTTUBgEA8seoTgkFDq6+s4eeI4a1atpCA/74L39fL25qlnXpAOAhfsg+hv4Xw///g969asYtDgodz7wEMoFApKS4r59OMPOJd4Fk9PL154+XW8dTrpWg5QVVWFq4sLBqNRKicntC8R38L5RHxfOX49sI+P3n8XgJtvu4OYmDgswLrVv5CWmkJ5eRnOWi0PLHqE7j16AZCfl8srLz1HdVUVAHPmXsOcufPb3Ksf/u0gQcHBBAYF/91NEv5AZkY67771BmVlpdx4y21MnDgFuUJBWWkpK5f/xJn401RWVqBWa3juxVeIiIzCaDDw5eefsG/vbgCumjOPq6+5tk1/NzU2YjSZ0Gq17dU0QRA6ObFcXRCE/1fbtmxi7eqVZGdl8eMP35KXmyuVBDxf68e79+jJjFlz6NK1K0qlinOJZ/nog/eoKC//u5sg/InWyaTlPy8lJTnpDw/f9vT0xN3DE4Dm5mbOxFt31mVmpANtzz9ofeMsElYdg1wul0pPTJg0hVtuuxNAKhW4Y9sWqRyJ2Wy+4PXnn3EVHRNLU1MjCQnxLPtpKVmZGX9re4TfRUXHcOsddwHWXZO7d+5g88b1WCwW/AMCGTV6LGPGjsfV1Y2C/DwWv/sWOdlZODtrGTR4KI8+8TSDhw4nKioGJycnYmLimDBpCs8+/4qY4LRDor87N3Orw9htf8/LysoAaGhoQKFQUF5exofvv8u5xLN4e+ukCe09u3fy2Scf0tjYCICbmxtyhUIc5G5HRHx3biK+r0y2vkw6lwjAgIGDGTt2AiEhoYSHR3DDTbcybuIkfP38qa+rY/E7b0kl252dtRiNRuDiCSuAQUOGioSVHaqurqaysgJPTy+6deuBrGUs5q3Tce31NzJ02Ai8vL1pbtbz0vNPk56ehlKlYuz4icjlCqZOn8nc+Qsu6G8HR0eRsBIEoV2JnVaCIPy/Ki0tYfE7b5KRnoZaraZL125cf8Mt//GOq9CwcB594hk8PT3/7qYIf+KLTz9i964d6Hx8uH/Ro0RGRl3Qx7W1NXz28YecOH4UBwcHXF3dKCkpbikV2IvZc+aKnTQd0J+Vbdy2dZNUaug/2XH12isvkHQuEU9PL1589V+i5FA7aN1PO7Zvlc468A8IZNz4iUyZZl2hX1xUyJ5dO9m9a4e0Qv/+Bx8mpKWsiMViwWAwUFVZibe39VBopaiRb3dEf3duZpMJuUJBQ0MDpSXFhIaFA7D0uyVs3LCW0LBwrrn2OtasWklqSjLe3jqef/k1vLy8qays4PVXXiQvN4ennn1ROq9UsB8ivjs3Ed9XLltMvvT802SkpzFpyjRuuuV2aZGYXC6ntraGvXt2sXP7NoqLCnHWannokSfo0rUb6WmpnD59ktlXzRXl2DuQXTu38+VnH+Pk5MzzL71KcEgoFotFWiRYXV3FhrVrOHToV8rLynB21vLUcy8SHh5BcVEhOh9f0d+CINglcWUSBOH/jdlkQqfz4aFHniAqKobm5mbOJZ5l6fff/OUdV9269wCsuzVMJuPf2g7hz9XV1Uk1sUtLSnj/3TdJT0u1JiVaVnPW1dZKCStHR0defv1NXnjlXwQEBNLU1MiZ+NOsWbWSTLGTpkMxmUzI5XIaGhr47eABfvrhO9atXUX86ZPScyZOmnrBjqvt2zZf9o6rp555gZ69+vDI40+JhFU7kcvlGAwGAMZPmCT1Z2FBPjt3bJNW6Pv6+TN67Lg2K/Tff+9tcnOyAev1Xa1W463TIVcoUCiV7dYm4dJEf3deFosFuUKBwWDg2Scf5cnHHiIjPQ2A/gMHAdbr+KcfffD7hPZLr0rX5qrKSurr6ggKDmlzdoZgP0R8d14ivq9stpj09fUD4Ez8aSrKy5HL5dL42sXFlVGjxzJ+wu87rt5561/k5eYSGRUtElYdUHhEJJ6eXjQ36zmwby81NTXIZDJpjOXm5s70WbMZPGQYnp5e1NfX8dXnn1BaUoyvn7/ob0EQ7Ja4OgmC8P9GrlBgNpnw9PLigYcf/a8SV5OmTGPAwEG8+e4H6HQ+f3dThD9gsVjQarU8+8IrREXFAC2Jq/feIi01BblCQU11NZ9+/IGUsHr+pdcIDAzC3d2d+xc9QkBgkJS4stVbF+yfuWU3VG1tDW/+6xU++XAx69et5uel3/OvV19i29ZN0nPPLxW4e+eONomri10HWieunnj6OcLCI/62tgltmUwmVCoVjY2N/PjDtyQnJ0m/KyzIZ/euHX8+0ZmbI73GNkAWZT/tk+jvzslkMkmLTXbv3E5hYQEurq7SPVlkVDSTpkyTVus7ODhwz/2L8PLWYTQYKMjP58cfvqOysoKQ0DAxEWanRHx3TiK+r3y2RWBdunXHwcGB6qoqdu3cJiUxAClxNXL0GMaNn4iPjy/1dXV8/eWn1NTUiH7tAM4fM/n5+ePn74/RaOTIkUOcPnlcKt/ZJnE1czb9BgzEwcGBosICjh49fNH3EwRBsBeiPKAgCP/vbGUoysvLWPz2m6SlpfxHpQL1er044NdO2fq4rLSU9975t7Rq08fHl1vvuItdO7dx5NBvUsIqJDQMs8mErGXlX25ONovffUs61HvM2PHccvs/UIpVu3bLFpt1dXW8+tJzZGdl4uPji6urG41NjeTn5QKw8KZbmDptpvS67Vs3881XnwMQERHF4GHDmDZ9lpjssmO2vtbr9bz28vOkpiTj5u5OWFg4bm7u0iHOgUHBjBk7/pKlpdzc3XnmuZfEeQh2TvR352Tr96bGRn5ZuYzU5GQyM9O5f9Ej9Os/UHpeSnIS69as4uSJY1gsFqJjYtFqtchkcoqKCinIz8PL25tnn38FH1/fdmyRcDEivjsnEd+dS0VFBf961VrG0dfXj3ETJzFq9FhcXFylBIVMJqO6uop1q1exbesmXFxc+ed9D9K9R89LjssF+9DU1ISDg0Obx4oKC3nx+aeorqrCPyCQOVfPo2//gTg6OgK/l4UtLyvlrX+/TnZWJnFduvLM8y+LRKUgCHZLzAYKgvD/Tq5QYDab8fLy5oGHH5USV7YdV3+UuLKt/pPJZCJhZcdsu+q8dToefOgxKXFVUlLMO2/+i+ZmPU5OTjzz/MtSwkquUEivDw4J5YGHHuXVF5+jrq6WOfPmi4SVnZPJZBgNBn78fgnZWZmEhIRyz/2L8PH144dvv6EgPw+LxcIP336DXCZn8tTpgHXHFcA3X31ORkYazlpnxo+fhEPLoEqwP7azx7758jNSU5LR6Xy4/6FHCQkJRaVSER0bx1eff0J+Xi67dm7HYrEwZdoM6wr9ceORKxSsXb2S6qoqEdcdgOjvzqG8vKxNuVWZTIbJZOLhRfdSWVEByHDWOhMQGAT8fs5gTGwcU6fPwNnZmf379pCakiy9h1wuJyAwiIcffUJMaNspEd+dg4jvziE9PY3KigoaGupxdXWjd5++AHh6enLv/Yt4+cVnKS4uYuf2bQBtElcWiwU3N3emzpjJwV/3U1VVSeLZM3Tv0VMkrOzUvr27STqXyNkz8URGRePr58/VLWNmP39/br/zbr787BMKC/JZtXI5FqBfS+JKLpdjNpnw8tYxdfpMPvv4QwoLC6QSgYIgCPZI3GkKgvA/d35ColmvR92ScPLy8uaBhx5h8Ttv/aXElWD/LpW4MhoNyGQybrntTsLCIzAajShafT9sgoNDeO7FV3F0csTDw/OC75Fgf+rq6shIT0OtVnPNgoUEh4RaD3fesRUAb28dZWWlfLfkK4A2iSt9s56Vy37m9jvvxsHRUazqtHNGg4H8/DxARt/+A4iMjMLUcl7duPETAfjq808oyM9jz+6dANaJTl8/ho8chUKpYMiQYWJg3EGI/r6yffX5pzQ2NnDvAw+1eVyhUDBy1FjWrl4JWFfjn0s8i79/gFSuVaFQ0LVbD/z8A+k3YCC7dmynuVmPi4sLMbFdGDx0mDh70M6J+L6yifjuHNatWcXWzRuprKyQHuvbbwDTZ84mJDSMkNAwHlj0KIvfeZPiokIpcTVy1FhcXV0xm81YzGY8Pb3Q+fhQXV2FyWhqr+YIf2Llip9ZtWKZ9HNpaQkAyUmJzL1mAVHRMfTrPxC9Xs/3S76msLCA1SuXYzGb6dO3P1oXF2gZZ1WUl2M2m3BzdcPF1a1d2iMIgnA5RNJKEIT/KduAp1mvZ9PGdWRmpNPQ0ICffwDXXHsdzk7OeHnr/nLiSrAftj6+qJadcd46HQ8seoT33nmTzIx0AFauWIaPrx/RMbGXrJ0dEBgIXJj4FNqHrZSErT8MBgMqlUr6fWlpCTk52Tg4OBIaFsaxo4f57OMPALhqzjwioqLYsG4NyUnn+G7JV5hMJiZPnY5CoWD6jNnSDqs//E4JdqGxqZGiokLAgtlkPTNB0bKLVi6Xt5notK3Ql8llTJ4yHX//AGbOmiNW5Xcgor+vXFs2b2Dnjq3Mm38d8HvZMNt1fv6C69E4aFj+01Lq6+rYtWMbcrmc0WPGtZnY9vT0ZOCgIfQfMEiUFupgRHxfuUR8dw6/rFjGLyt+BkDn40NjQyONjQ2cOH6UysoKRo8dz5Chw+neoyf3PfgQH7z3jjVxtW0r+iY9I0ePkc6ILi4qpLamBqVSRUCQdeedGIvblw3r1kgJq9Fjx6NSqsjLyyUjPZWkc4l8t+QrZs2+mn79BzB4yDCp0kVhYQGrVi6ntLSEESNHo/Pxpay0lDPxpwAIDQsX13JBEOyauEIJgvA/Y24Z6Oj1et547SWSziVKvzubcIbCgnxuuPk2goKCpcTVe++8SXpaqpS4WnjjLQQGicSVvTK3Si5s27KJ2LguhIaFA9aVu8qWhEZNdTU6H18efOhRFr/zFhkZaRQXFfLh++9w/4OPEBkV/Yd9LBJW7c9isSCXy0k4c5q1q3/hnvsW4e7hQX19Hc7OWgCMRiMA116/EKPBIJ1VNWXqDOZda50wqa6upqiokOqqKpZ+v4Sc7CzGT5xMdEwsGgcHLBaLSFjZOYvFglKpxNnJmfq6OsrKSn9PYFosbSY683Jz2Lp5I0WFBaz+ZQUqpYoJk6aIQXEHIvr7yiaXWSegHZ2sJVltf4dlrSamZ181Fxkylv30AxnpaezYtgVAmti2fQfOJ+7d7J+I7yubiO8r36HffpUSVjffegd9+vajqqqKc+fO8svyn8nMSEff1ESzXs+oMePo2asP9y96hPfffYvi4iJ2bNtC/OmTTJw8lfq6Oo4eOUxxcRFBQcH06NkbEFVO7ElxUaG04/XmW+9g/MTJyOVyiouLOHXiOCuW/UhOdharf1mOyWxiwMDBDB02AqVSybdff0lxcREb169l984d+PkHUFlZQUF+Hp6eXsyZNx+1Wt3OLRQEQbg0sWxGEIT/GblCQXNzM2+98RpJ5xLR+fgwfuJkho8YhVKpIvFsAt98+Rl5uTmYWmoqP/jQo0RFxdDc3ExKchKff/oRBfn54mbZTtmSSY8/8iBLvv6CPbt2kpebCyAlrL749CO++OxjystKrYmrhx8jIjIKgNKSEt5/7y3S01KlcxUE+ySTycjKzODNf73K2YQzfPHZRxQW5PPc00/w8gvPAtClazdefOVfTJw0lezsLGpranB1dWPk6DHS+8TGdaFZr5d+PnHimFRSSCaTiVi3MxeLSZlMhrOzlnETJgFw8sQxVv+yHLBeE2xnZZhNJhrq61teI8diNksTIIJ9Ev3dedh2OLu4uiKTyfD29qG5uZlfD+xj2Y8/sOynH4g/fVJ6/qyrrmb+goUA0sS2beJMLpdL353Wk9viem5fRHx3HiK+O4/szExkMhkDBg5i3IRJ6Hx8iY6JZfqM2dz34COoVCoKCvLZtXM7e3bvoK6ujh49e/H4U8/i5eVNdXUVqSnJfPzBeyz5+gvOJsTj4enJokcex9PTs72bJ5zHlmSSyxWEhIZJj/v6+jF67Hhuue1OnJycyMvLZd3qXzhx7CgGg4FBg4fy6JPPEBQcgtFopLy8jLMJ8RQVFhAQGMTTz72Ir69f+zVMEAThMohlUoIg/E9t3byRswnx6Hx8eGDRo0RERrFt6yYO7N8HyEhJTuK7JV9x4823ERQcIu24+mDxO6QkJ1FaUoJGI1b82LOa6mppMLt3zy5MZhMzZs5G5+PLB++9zW8HD+DtraOpqQmz2XzBGVelJSV89P673HXP/cTExrVza4Q/YjabCQwKpqiwkJMnjpN4NgG9Xo9Go6GivBxPLy8iWxKSuTk5GI1GVCqVlMAEKCzIx2Aw0KdvP0JCwxkzdrxUS1+UnLEvtrJABoOB5CTrTllnZy3hEZEAdO/Zi15n+3D61EnWrFoJwLz51yGTyVAoFJSXlZKTk01UVAzTZswiPCJSHNZux0R/dy62Ceeg4BD+8c/76NuvP2//+zXiT5+SzjNat2YVC66/kTFjx6N1cWHWVVcDXHRHhlwuFzsv7JiI785FxHfnYDabycnJkpKUipbzhOUKBXK5nP4DBrLokSd4961/UViQz56dO1Cr1QwfMZqo6Biee+lVNm9cT1pqClmZmfj5+xMUHML8a68TZ9TZKb2+GQCtVouHpydyuRyj0YhSqUSj0TBo8FAAvvnqc/Lyclm7eiXOWi09evYiPDyC5154hePHjpCdnUWzXk9oWDj9+g/E08urPZslCIJwWWSWSx0sIgiCcAm2QczFBjPvvf1vjhz+javmzGPetddx6Ldfef/dtwCIioohJyeL5uZmunTtxg033UpQcAhKpZLSkmI+//RjbrzlNoKDQ9qjWcJfUF5exscfLOZcYgIODg6MHjuewoICTp86gYODI/cvepjeffoBv59PVVZaKiWuAOvg6cVXUbSs7BXsU0lxMR9/8B6pqcnIZDI0Gg1PPfeSdHC7rbTfgf17+fiD9wC46uprGDh4CIbmZn749htSUpLalLQQZ1jZH1uc6vV63nrjNTIz0mhoaECrdWHm7DlMnzkbsPbz1s0bSU9LBWDgoCEEBQejUqk5eeIYKclJDBo8lPseeEiU+bRjor87N6PBwJtvvMaZ+FN4eHjirNWiUCjIzsoEYO78BUycOMV6cDuwdvUvLPvpBwCiY2IZPmIUEyZNabfPL/wxEd+dm4jvK5fZbOaTDxfz64F9RERG8cLLr6NUKi+4rz518gTvvvUvDAYDoWHhXHvdDfTs1RuZTIbRYMAC5OflovPxQaFQ4uDg0H6NEv5QRXk5Tz72ELW1NQwYOIj7Fz3aJlkJ1pg/fOgg33z1OQ0NDcTExvHYk8/i5OTUzp9eEAThvyOSVoIgXDbbzVFdXR1arVZa5QPWRFZjQwOPP/Ig5eVlPPH08zg4OPDCs08CMHX6TGbPmceWzRtYv2YVBoOBmNg4Ft54C35+/mhdXMREdgdTUlzMF599xNmEM8jlCsxmExqNhkefeJqu3Xq02Ulj++6Ul5XyyovP0dTUxMuv/Rtvna6dWyFcSuvDux+47y7Ky8qkZHX3Hj2594GHcXV1la4DVVVVfPPlpxw9chgADw9PTCYTNTXVBAUF88wLr+Dq6trOrRL+SHNzM2+89jLnEhNQq9U0NzdLv5s9Zy7XXHs9YJ3oPLBvb5tSQyADLLi7e/Dci6/i5y9W7No70d+dk9ls5ucfv2fDujX4+vpxz/2LCAuPkMqIVVVVAnDNgusZP37SRSe2u3XvwaKHH8fJ2bnd2iH8MRHfnZOI7yuPbTxluy8/m3CGd996g4aGeoYOG8G9DzxkfV6rJAZYS3++9/a/MRgM9OjZmyeefk4qzS520nUMZpMJs8XCzz9+z45tW7BYLEycPJVrr7vhgsSVwWDgwP69fL/ka5qaGhk3fhK33XkX0PY8OtHvgiB0JKIujyAIl02uUJCWmsKdt97A7p3bUSqVNDU1kZOdZT2bRi7H0cmJ2XPmEhkVxfKflwIwdPhIFt54C1qtlhEjRxPXpSu2UoHvvvUGO3dss950iVJhdsVisXCpdQ1GoxEfX1/ufeAhXF3dkMtlgIzuPXri5eUNIA2IwPrdMbecY/bsi6/y+r/fwVunk0qWCPbHlrD65qsvKC8rw98/gMjIaJRKFQln4vngvbeoq61FqVRiNptxd3dnxKix9Os/ELDWYG9oaCAkJJTHn35OKgko2JfWMfjbr/s5l5iAr68f1153A5MmTyMqOgaANatWsuwn6zV9+IhRzF9wPdcsuB5XVzfUag06Hx3de/Tk2RdfEROcdkz0d+dxyXWJFguZGenI5QpmXz2PqOgYKivKOXbkMFVVlXh5W/+GL/9pKTu2b6G2tgawnoEze85cAG685XYxoW2HRHx3HiK+Ow/b+NiWaPDz92fAwEEolSoO/rqfLz//xPq8lrGWTZ++/bn5tjtRKlWciT/F9q2bL/p+gv3Q6/VUVlZQWloCWPtUqVTSf8AgfHz9MBgM7Nu7m+U/LcXUkrCy9blKpaJPn34MHjIUmUxGdlYmjY2NQNu+Fv0uCEJHIs60EgThslVVVfH1l58B8MVnHyOTy9m0YR15uTm88vqbRERG8fxLr+LsrKW4uIjcnBwAYludW+Th4Ym+SQ9YB1uVlRUMHDxElB2xA+evvLrYTa3FYsFsNks77L5f8jU1NdUtAyALZxPOsGnjesZPnExwcEib95ArFJjNZumQX7PZLHbW2Snbd0GuUDBl2gyUKiVXzZlHVVUl337zJakpKZxNOMPid9/k/kWP4OJi3UHVf8BAoqJjGDh4CLU1NXh4etKte09rwuq8FaBC+zO37G5tamoi4cxpSoqLcdZqufeBh4iMigbg6OFDbN+2mYQz8axdvRKZDK659nrCIyIJj4hk9JjxGAzNaDQOqFUqHBwd27lVwqWI/u4czr/WNjc3o1Zbzwo1m81UVlZwNuEMAE5OTlRVVrL85x85fuwIY8dNYPTY8axc/jPxp0+y/OcfMZnMjB0/AQ8PT6659nqmTJshXfMF+yHiu3MQ8d15JJ49Q15eLjnZ2YRHRBITG0dwcAheXt4MGzGSnJxssjIz2LVjGwC333m3lMSwfUd69upNRGQkKclJVFSUt2dzhD+xc/tW4k+fJDkpCQsWhg4dwYBBg+jarQdxXboyb/4CPv/0I2prati7Zxdg3TGpUCikajXuHh5Ex8SyZ/dO0tJSKCsrJSgoWCSqBEHosETSShCEy6Z1dpZ2UWRlZvD5Jx8C4OnphUqlwmw24+ysBaCmupr6+nrUajVGo1F6j9KSYioqyomJiWP21fPw8fHF3z/g72+M0EbrhFXCmXjy83JJOHMaFxdXunW33ix7eeukA7oB3nvn3xw59BsODo7cesc/2LNrB4lnE9i3ZxdyuZwxY8cTEhrW5t9pvZtO7KyzP7aSIbbvgtlsJiAwkJtuuR0AVzc3rrvhZn78/ltSU5I5m3CG9999i4cefRJHR0fycnMJCg5mxMjRF76vSFjZHblCQbNezwvPPEFOTjYODg74BwQSEBiE0WBAqVIxYNBgACwWOJsQz5pVK5HJ5MybvwAAV1dXEcsdhOjvK5/FYkGuUJCSnMTS75fw6BPPoNVqaWpsxMHR0XqAu8mEg4MDPXv1ITQ0nCNHfuO3gwcYPGQYt//jnwBMnDyFkuIiiooK+WXFMnKyMxk1Zjx9+/VHq3Vp51YKFyPi+8on4rvzWLNqBZs2rKeurlZ6rFv3HowcNYYRo8bQvUcvrrq6iZ9//IHCgnx27diGDBm33XkXcoVCKt3t4e6BSmVNalZVVrZXc4Q/sXL5T6xauVwqww6wdctGiouLAOjarQcDBg7GbDLz+acfUlNTzd49u7BgYf6ChW1KBcrlcpRKJf4Bgehaxu6CIAgdlUhaCYJwWcxmM0qViqvnzUehkFNYkI/BYMRsNjFxylSCQ0KlcnIymQwfX19cXFyorq5i755dKFUqHDQaDuzfS1lZKV27dadHz15ip40daJ2wWrn8J3bt2C7VvAfYs3sncV26cvud/yQgMBCAnTu2ceTQb6hUKh58+FF69upDXFxXPv7wPZLOJbJ180awwILrb0Ct0bRLu4S/xjbYaWho4PTJE2RkpFFZWUlYWDhBwSH07tMXgMjIKK674aY2iavXX3mB0WPHs3b1Snx9/Xjq2RfbvLeYBLNfCQlnqK2rRS6X09TUhIuLK44tq+vbTHS2jHnPJsSz+pflyOVyrp43X/RtByP6+8omk8koKS7m3bfeoLq6irf+9SqLHn2cF555EkcnJ157423pnBt3D0+8vb3Zs2snZrOFyVOnS+8THBxCQ0NDy08WzsTHs/CmW6V/Q7BPIr6vbCK+O4dVK5excvnPALi5u+Po4EhRUWHLDjoZQSGhhIdH0H/AICxmC8t++oHCwgJ27tiKXt/EXffcL1XEKC0tobamGrlcQWRLeVDBvmzasI5VK5cDMGbcBAAaGho4dPAAp04ex8/fn67degAwaMhQLFj48rNPqKmpZse2LZSVlnLrHXeBxUJjUyP79u7BaDSKRcGCIFwRRNJKEITL0noge+TQb+j1+pbdVSZ+Xvo9Xp5eDBsxCrDW1Hdzc+eaBdez7McfyMnOYul332AymTCZTLi7e3DV3GtEwsoOtE5Yfb/kazZvWg/ICAgMwkHjQH19HcXFRfTu009KWAH07NmLcRMm0bdff3r26oPFYsFbp+Oe+xfx9r9fJyszgyHDhouEVQdhS1jV1tbw7ltvkJWZQVNTEwAHD+xDJpMxZ+585sy9BplMRmRkFNffcBNLv/+WjPRU0lJTyM3JRq/X4+yspaGhAScnp3ZulXA5+vbrT33dQjZv2kBWZgbxp0+y4ucfmXftdShVKmm17oCBg6XXnE2I55cVP6NUKpl11dXt+OmFv0r095WvqamRiMhI0tJSSUlJYtF9/6SpqRGt1oXCwgL8/QOkXfNFhYXk5mTj5ORIc3Oz9B5lZWUYDM307tOPwMAgho8ajU7n015NEi6TiO8rn4jvK9uh336VElY333oH3Xv0wsnJia2bN7J2zS+cTYgnNTmJ8PAIACkJvXL5zxTk53Fg/15KSorpP2AQcrmc48eOkpOTTUBAIH379W/PpgkXUZCfz66d2wG48ebbmDhpCnKFAoPBgLe3NxvWrWHLpg0MHzGKiMgoAAYPGYZcLueHb7+hsrKCQ7/9SmZGOgqlEovFQmFBPh4eniy4/gZR4lUQhA5PJK0EQfhLjh09TE5ODr5+/vTrP4D406fIy83how/eA2DYiFFSMqp3n76YzWZWLvuJ6upqXF1d8fH15e577sfX168dWyHY2BJW69eubklYwe3/uJsePXqi8/ElOzuL6qoqevbqLb2mID+fgMBAbrvjrgvex8vLm4cfe5K6ujpCQ8OkcnOC/bKVm6mrq+P1V14kKzMDL29vvL11KJRKsrMysVgs/LLiZ5r1ehYsvBGAiMgoFt54M5s2rOPUyRPo9XpCQsN45LGncHJyuuCMNKH9XSoeR4wag9lsZtvWzWRmpLN61QoA60SnUtlmolMmk9PY0EBOThZ9+vb7u5sg/AWivzunkNAwbrntHyz9fglHjxzGaDSiVmt47Mln8PcPkPoXoLlZj8lkknbYKpUK1GoNa1atoLGxkdi4LiKRYadEfHdOIr6vbOmpqcjlcoaPHM3YcRNQqlQAzL9uIVVVlezds4sD+/YyfMQo1BqNFMsqlZqd27eQeDaBlOQkUlOSpTJznp5ePPzYk3h5ebdn04SLKCkppiA/DxdXV7r36CWVUlcqlQwZNoLDhw5SUV5OZWUF8Psiw4GDhuDk5MyuHds4E39aKiOo0WgIDgnlwYcexdfPv93aJQiC8L8iklaCIPyp1pPP/QcM4p77HyQmJhYvbx0b1q1h755d5OfltklcAXh4eDJu/ET69OlHYWEBrm5ueLh7oHUR9dLtSXFxEYcPHUQmk3HDzbcydtwEzGYzYC0hEtrqXKptWzaxedMGpk6fyYSJk4ELJ068vLzx8vK2JkNEwsruyWQyTCYTq1YuIyszg5CQUO554CG8PL1wcnZm25ZNHD70G+cSE1i/bjXOLlpmzpoDQHhEJAtvuoVpM2ZRXV1NZGQUWheXCw4KF9qf7ZBmg8HAucSz5OZko9VqcdZq6T9gEKPGjEOpUrFx3RqysjIvOdHZf8BA5HI5ISGheOt07dwq4VJEf3dOtvs1b52O7KxMzGYTYMFoNLDkqy94+vmXcHR0lL4fIaFhjB0/kV07trFxw1r27duNXCanuroKb28dw4aPbO8mCRch4rtzEvF9ZdPr9Zw4cQyz2YxGo5ESVrb+jIyOYe+eXdTW1oBMhrJlZ41MJqN3n77ofHxIS0lm3drV6JuacHJ2Jjw8gjnz5ovFonbKVo7fzdUNL29rUtE2rg4Pj8DDw5PSkhISExKkHZS2Pu/eoydBwSGUl5dx8sQxLGYLISGhRMfG4enp2W5tEgRB+F8SSStBEC7p/Inn6uoq3NzcGTJ0uPTY5CnTQAZ7d/+euFIolQweMoyM9DSMRiMxsXF4enm1RxOEy1BcVEhGehoajYaoqJg2yabWSacd27ey5OsvANi9czsKhYKx4yYgl8svuuJX7LLpOGQyGdlZmcjlCqbNmEVwcAgmkwmAiZOn4uHpidlsJjkpkQ1r19C1a3eiWmrju7m54+bmLr2X2WwWCSs7Y26Z8NDr9bz/7psknUuksbER68EmFkaPGcf4iZMZNnwkcrmc9WtWXXyis+VMFFFixr6J/u7czGYza1avpKioEA8PT0JCw0hNSSIjI42XX3iG5158FQcHB6l/R48ZR0N9PYd++5XamhqUSiV+fv488vjTIpFhh0R8d24ivq9cMpkMBwcHAAwGg/S4rYJJbGwcGo2G6uoqamuqcXJyQiaTSUmMwMAgAgODGDRkGM16PWq1GqVSKSW/BPuj1VoX8ubl5bJtyyZmXXW1dVzdMgfjrfMhJTkJg9H6fbCNr2zjbnd3d9zd3YlsKR0oCIJwpRFJK0EQLsq2qqtZr2fzpg1kZqaTmZ5OQGAg3jof5i9YiFarRalSMXnyNGTI2Lt7J3l5ubz/7lucOnmClKRzFBUV8srrb0p1mIX2ZTabkclkyGQy6YY3Py8PAGdnLf4BARdNNu3csY2vv/hU+jkrM4PtWzcjw3porNhRZd/OL9Vni2+wToAVlxRzLjERsEjPUSgU0ndkwMDBVFZUkJyUSF1dHQUF+VLS6nziu2B/5AoFzc3N/Pv1VziXmICHhyf+AYEoFApSU5LZs3snpaWlTJg0mSFDh2M0GNi6eRMZGWmsXrUCmULO3HnXiomPDkL0d+dju1bb/r6PGDkao8HAuPETaWhsZM0vKzh96gRZmRm89PzTPPfCK9JZF1HRMdx+59306t2H6ppqvDy96NK1u1hsZKdEfHc+Ir47B7VaTc+evcnMSGfPrh2MHTehzb22UqVCr9cDUF1djY+vn/SdAKTFZg4ODlLyS7Bv0TExxHXpStK5RBoaGqTHbckpL09rnDa2/M42npPL5dTV1WE2mXB1c5MeF6XZBUG40oiklSAIF2i9itM2KLYpLS0BIDUlmRtvvpXomDhUKhWTJk8FYP/e3eTkZLNvzy4A3NzdcXV1+/sbIVxAr9ezc8dW3FzdrCUcW2qdu7pZ+6epqZHkpCT69uvfZpfd4d8O8tXnnwBw1Zx5GE0m1q9dRXZWJhs3rEOuUDBq9Nj2aZTwp2yTHSnJSaSkJDF9xmwpvjUaDXKFAqVSiVarpaGhgdraWuvrWr4DttdPnDyVfXt3k5GeRmZGOiNHjRGDow7A1kdbNm3gXGICPj6+3HP/IgICAwFYu/oXNqxby9mEeNRqNf0HDGLEqDFYgK2bN5KVmcGqFctQKhTMnjOvfRsj/CnR352PbRGCyWSiuKiIkpIiXFzdmDRlGm5u7ngBM2ZdhUwm49TJ49aJ7Ree4aVX30CpVFJcVIi3zodRY8a1d1OEPyHiu/MR8d05SCXfevbiyOHf6N2n3wWLw9xc3XB396C6ugqFUtkmSVFVVcX6NavoN2AAcV26iQVkHYSbmzvde/aiV+++Fz1fzmyxluu3lRE0m80oFApqqqt5643XKC0r4ZXX35TOKxNjMkEQrjQiaSUIwgUTz7ZVnO+8+S/OJSag0/kQHROL1sWFUyeOU1dXS052Fku++oI7776XqOgYlCoVk6ZMw9XNjUMHD5CZkYGPry933nWvKD9hJxobG1m9cgU9evZi2IhRUlLK3z8AgIaGBg4dPEDffv2tyYqWFXsWLDg7axk7bgLzrr3Oet6VxcL6daspyM+jqrKy3dok/Dm5XM65xLO8/MIzqNVqHB2dGDpsBIvfeZN+/QcwYdIUKcZPnjjGsp9+oEvXboRHREqJK5PJhMlolN7TsWUFrxgc2T9bH2VnZQLWMwejY2IBKCstJSUpCbDg4eHJzbfeLk10jBw1BoDVK5dTU1NN334D/v4PL/xlor87F1OrRUafffIhmRnpFBcVAhAb15XJU6YxaMhQwsIjmDHrKgBpYvuZJx5hzLgJbNq4Dk9PL555/mVpB65gn0R8dy4ivjsPW2x37dadu+65X4rr1uXX1Wo1KrUKi8WCoVkvva66uorPPn6f06dOUlCQR3RMnEhadQC2+Zc5V18jPXZ+uX0nJ2fg9yoWCoWC6uoqPv3ofdLSUqzvY7YgCIJwpRJJK0Ho5Fqv4FMoFNIN1P69uzkTfwpvbx0PPfYkwUHByBUKcsdP5OjRw2zdtJG8vFy++uJTnn3hFZycnFAqlYwYOZohQ4ZRVVWFk7MzTk5O7d1EoYXJaEAul1NTUw1Yd9LI5HIiIqMYM3Y8u3ft5MD+vXh565i/4HopqdW7Tz9eeOV1AgODAOuN8/CRo9i3dzfV1VXI5CJxYe8yM9IBa7yvXPYTy39aSm1tDWq1msFDh+Hi4srgocPIycmivKyM9999iwceepSw8AjAOkgqKSmmvq4OJycnafWn2GnVMTQ3N5Obk93mseLiIj75YDEpKUl4e+t4/qVX8fLWcezoEcrKSpg8ZTojR41BpVQRGRWNj69vO3164a8S/d052FZc6/V6Xn/5BVJSklCrNWg0GvR6PRUVZWhanW0TGhYuTWyfPnWSnJxsViz7kYaGBswmM/X19bi6urZzq4Q/I+K7cxDx3fnYEha2hFXrM4bNZjMGo5GmxibAWh7Q+t8qPvnwfeJPn8TF1ZXrb7gFlSj92SFcrJzf+clGrVbb5ufz+/v5F18Ti4MFQbiiiaSVIHRi3379Jb8dPMDijz5Do9EAv6/0ympZxdmzdx9CQ8MwGo3IgeCQUJy1LljMFjZvXE92Vibr16xi/nULpRsvpUolbqDskFyhQKlSkp+fR3V1FW5u7tLvevTqTUJCPKUlJaxd/QsqlZI5c+cD1trotoSVLbmZl5tLY2MDAYFB9Os/EBAJDHs2dfpMHB0dWfL1F1RXVwHg4eHJTbfchouLdRKjV+++JMSf5uiRwxQXF/HCs09x/Y03o9VqMRgMbNuyieLiIuK6dCUmJg4QO606ArPZWlpEqbTe8pUUF1FTU8MnH7aa4Hz5Nby8vMnKzODTjxYjk8vp1asP/gGBDBk2vD0/vvAXif7uPORyOUajka+++JSUlCT8/Py59vob8PLWUVxUiEwmIy6uS5uzi0LDwpk+czZubu7s3rWD5uZm/P0DeOTxp8SEdgcg4rvzEPHd+ZyfsDj/HlutVuPk7ExtbQ0qlYr6+jo+/mAxZ+JPodW68PyLr0mlQoWO4c/GUSaztepJY0Mj5WWlfPHZJ8SfPin6WxCETkMkrQShk1r+81K2btkIwJn40/Qf0DbxkJebA0BTk3VFl22ADODp6cngIUM5evg3cnLqycvLBcQEtr3z8PAkODiUxLMJFBbk4+bmjtFoRKlUMnjIMIqKClm1YhlGo5GVy63/veba69u8h0KhoKS4mI0b1tLc3ExcXBe8va0JStH/9smWaBwxcjTLf/5RSloZTUaOHD7ElGkzAHB1dWX+dTdgNptJTEygsqKCb7/+ErPZhFKpxGg04ufnz733P4TWxeWCEhZC+7tYn8jlctRqNUOGjSArK5NfD+wj6Vwi5eVl6HQ+PP3cS3h5eWOxWKiqqqK5uZnYuC74B4iBsL0T/S2Ul5eRnpaKg4MjC66/kQGDBgMQGRnV5mxKgMSzCXTt1p2w8Ah8/fwZO2Ei1VVVBAQG4e7u3k4tEC5FxLcg4luwsV0LnJ2dkcvllJQUs33rFilh9cLLr4sExhVIpbQmpWtra/j4w/c5l5gg+lsQhE5FJK0EoRNa9tNS1q5eCcA/7r5XSljB70kr24q8yooK6urq0Gq1bQbQgUHBDBwylJycbPLzcqmprsbF1VUkLuyUre8Cg4KIP32Sndu3EdelG0qlUkpqzL5qLvrGJtatXYXFYmHNqpWUlpQwYtRooqJiaGxsIDc3l1UrlpGRnkZoWDhz51+HRqMRu6zsmK28zMvPP0N1dRVeXt7U1FRTW1PDurWrMJlNTJ8xG7AmpG+46VaOHDnE0cO/cS4xEbPZRFBQMEHBISxYeCMeHp4XTJYI7c8Wx0ajkcKCfIqLi5HJICo6BhetC9179CQkNIyc7CwqKytwdtbyxlvv4eDoiMlkoqK8jPVrV2M0GomMisZkMiGXy0Vc2ynR3wJATnYWhQX5ODo64uvnB/x+H9f6Gv3Zxx+QlZXJ408+i7uHh7SD2raLWrAvIr4FEPEt/M523200GjGbzaxasZy6ulqRwOggbHFrsVjPn7rca7GbuztyuYLS0lKKi4usO6xeFjusBEHoPETSShA6mZ9++I7161YDcMc//smoMePa/N6WlBowaAhHjxzmXGICa1atYOGNtyCXy7FYLFKd9caGBgB0Pj64urn9vQ0R/hJbvw4ZOpztW7fw28ED9O7Tl2EjRrU502z+dQvROGjYvm0LlRUV/HpgH/GnT6FSqdA367GYzTQ0NBAQEMijjz+Nu7u7SGB0ABqNhtHjxqPWqLl/0aMc/u1Xflr6HdVVVWxcvxYsMH3mbABc3dwYP2ES4ydMIj8/D5PRiK+fPzKZDLVaLfrbDplbHdb+yUeLyUxPp7S0BPi9XNCw4SMZOXoMq1euoL6+jvr6On5a+j2eXl40NDSQePYM6Wmp+Pr5M37CZHFgux0T/S3YuLtbJ6iVShUlJSWEhIZdMBmWmpLM3j27AMjJycbdw0MkL+yYiG/BRsT3lee/rVKg0WiQyWTU1dXi7KwVCQw7Zxsz2WLSYjb/5TGUuaVEoFbrwvMvvSqS0YIgdCoiaSUInUjrhNW119/AmHETLrlDpnv3ngwYOJijRw6xacM6FAol8+YvQKlUolAoKC8vIzUlGYCoqBjMZjMymUwMlOyYxWIhKDiEfv0HcPjQQU6eOE5UTCy+vn5tElez58zDy8ub06dPcfDAPmpra6T38PPzp2fvvtx40624e3iIBEYHYIvx8RMmMXTYCJycnJg0ZRoms4nlPy21Jq42rMVisUiHeJeWlqDT+RAYGNRmgG2xWER/2xlzywC49WHtDg4OODo60tjYSG1NDQ4ODgBMnTaTZr2e3bt2UFpSwvZtm9u8l07nw2NPPC3OJLRjor+F1tdklUqF0WiiqamGY0cO0bNnL9QtZ5Ta+AcE4u2to6yslMbGhvb4yMJlEvEtiPi+ckk7KA0G8vPzyMnOws3d3Vq+PST0D19ru/eOiIwiNSUZR0dHXnj5NZHAsGO2/m5ubmbTxnXk5eaSl5tDdHQsw0eOIjauy5++h87Hl6DgEMpKS3juxVcJDAr+Gz65IAiC/RBJK0HoJJb9+IOUsAI4fvQIgwcPw8fX96LPd/fwYOiwEVRVVZKaksz6tavIy83G188fhUJB0rlE0tNS8Q8IZPS48eJsmw5AJpPh4OBA3379OXzoIAd/3Y+vnz8zZl2Fg4MDCoVCSkKNGDWGQUOGMX7CRHJzcmhsasTBwYHu3Xvh6eWFg4ODSFh1ELZyFDKZDCcnJ6nfpk6bCSAlrrZs2kBTUxPdundn5fKfGTJsBBMmTm4T2yIpbX/kcjkmk4klX30uHda+8KZb8fb2prKykqamRrp16yE9f/aceQSHhBJ/+hQH9u1BqVTh6+tHRFQU06bPROdz8b8Jgn0Q/d35nP+3tlmvx8HREYCw8AimTp/BujWr2Ld3N07Ozly7YGGbie2iwgL0ej0eHp4EBYf87Z9fuHwivjsfEd+dw/k7KNNTUykvL0Ot1uDh4cFjTz2Lv3/AJV9vu4/v138g9fX1zJh1lUhg2LHW/f3Gay+RdC5R+l15WRk6H5/LSlqFhoZx3cKbCAoKFgsQBEHolGQWW2FVQRCuWK3PsAoNC6ewIJ/m5maiomO49/6HLkhctd599duvB9i/bw+nTh6/4H11Pj488dRz4oDnDqJ1v37/7dds3rgegJtvvYOJk6dKz7uc0hXiDKuOrXUfb9q4juU/LaW52QBYcHV1o6ammkGDh/LP+x5EpVK174cV/lRFRQVvvPYSJcVF3HnXvQwZNlz6Xeu+NplMJCclEtelG3K5nJrqagC0Li5YLBZRQqqDEP3deUgrtfV6tmzeSE52FqWlJURERhETG8egQUMoLS3huyVfcfKE9T5t1OixDB0+En//ACoqylm5/CcSzsTTrXtPFj38GE7Ozu3cKuGPiPjuPER8dw62MVOzXs/rr75EclIiTk7OmM0mVCo1Q4YN5+Zb77js92tubkatVv8/fmLhf6G5uZl333qD06dO4O2to2u37lRWVhAWHsmC62+44Pnnj63/21KSgiAIVwKx00oQrnCtSwLec9+D6Hx8Wf3LCs4lJpCWmsKH77/DfQ881GY1pkwmk26UhgwbTmhYOL379GXvnl00NTXh6elFREQk4ydNRqfzaa+mCX9R636dOXsOFeXlHD50kCVffwHA6DHjUGs00tllUv3tiySoRMLKPvynyUO5XC59F6ZOm4lcLmfrpo0UFxdRU1ONf0AgN9x8m0hYdRB5udnk5mSjVKqklZjSYe2tBryfffIhKUnnePr5l9DpfHBxdW0T50LHIPq7c7CdH3qxldqpKckc2L+XkyeOc9fd93L1vGsBGSdPHGPvnl2ciT8tlW2urKzAw8OT2+64S0xodwAivjsHEd+dh0wmw2wy8c1Xn5OclIifnz833nIbbm7u1NfX0b1HLwDq6+tQKJRSCdBLEQkr+2a7Xu/ds4vTp07g5e3NI48/RWBQsLSYwGwyceLEMdRqDc7OzkRGRbepjAGIhJUgCAIiaSUIV7TDhw5KCas77rqHYSNGATDrqjkAUuLqg8UXJq5aJy4CAgMJCAxk9NjxyGUylCqVWP3TQdn6zM3NnekzZ9PU1MTpUydY8vUX1NTWMGbseLy8vNskuESCyn7Z+ubA/r34+voRHRN72a9tnbiaPGU6QUEhFBcX0djYwPARo3F3dxclIDsIDw9PnJ21WCwWSoqLiI6JvSBu83JzObBvDwCZGenodD5tniPivOMQ/d05yOVyjAYD77/7FknnEvHx8WXAoMFoHBw4uH8fZWWlHNi3h4K8PF569V/MveZagkNCWLdmFTU1NRiNBtzdPejStRu3/+Of+Pn7t3eThMsg4rtzEPHdudTW1ZKenoZarWHBwhvp3acfYE1wnDp5nJPHj3M2IR6VWs3sOXMZNHhoO39i4T9lu/5mZ2YAEBERRVBQsDSeWr92NadOnuBcYgIqlQq5XM5d99zPoMFDxbVbEAThPCJpJQhXsKioaIYMHU7PXr0ZNWaclISK69JNes4fJa7Ov3FSKpVS0kPcVHV84eERzLpqDiqVimNHD7NqxTKqK6voP3AQvXr3aZPUEOzbjm1b8PTy/ktJK2ibuOreoyfde/SUficSVvbnUjsgbatuGxrqOfTbQXr16YdWq23zWm+dDl8/f4qLCtHr9X/vBxf+I6K/O4/q6irc3Nyln239nZSUSHLSOdzc3bl/0SOER0Qik8kIDg7hmy8/p6ammpycLOob6gmPiCQ8IpI+fftTW1tDeVkZUTGx6HQ+uLq6tl/jhIsS8d15iPgWCgvyycvNQalUSTshGxoaWPL1F5w4doSGhgbpuYvfeZPHn3qOXr37tNfHFf4LZrMZvV5PTk629FhmVibNej2rVi7nbEI8Go0GN3d3jAYj9fV1/PzjD8TExuHh4dmOn1wQBMH+iKSVIFzBvLx13Hn3vWhaDuxtve38chNXrbVOXoikVccnVyiIjeuKi4srTs7O7Nuzi507tnI2IZ7+AwdxzfzrsHBheQJxnlX7MplMF+yACwwMIj0tFaPRCFgTzJfrUklJkbCyL7azL8wmE0aTiaamJmmiytfPn9lz5rL0+yUcP3aE7775kptuvR1n598nOosKC2hqasTNzZ2QkND2aoZwmUR/dx5ffv4JJ44d5alnXyQoOBj4/R4rJzubhoZ6ogJiCAgIRCaTUVZaypZNG6ipqcbLy5sXXnkdFxdXGurrcXRyuqzD3YX2JeK78xDxLQDI5dZ7aqPRwL49u/l1/z7ycnMoLCzAy8ubmVddTXVVFadOnqCwIJ9TJ4/To2cvsXCwA5LL5Tg6OtKjRy/SUlM4euQQKSlJ1NfVYzQaiIyK5uZb78DTy4t1a1axdfNGKivKaW5ubu+PLgiCYHdE0koQrnC2hJXNf5u4EuzXpZJJf7RbSiaTERgUzF3/vI+AgEC2btlISUkJG9atITnpHAEBgQwaMhRHRyc0Gg3BIaHicO92tHXzRlJTkjFbLERFRzN12kwAAoOC2bd3N3V1dbi7uwOQePYM+fn5NDY0MGToMNzc3FGfdz0QOgZzywSnXq/nm68+pyA/D4PBQL/+A5h91VyUKhW9+/YjMzODgwf2cWD/XvT6JkaMGktAQCBVVZWsWbWC6qoqunTthpe3rr2bJPwB0d+dx769u9m1YxuAdMZoYFCw9He7uroagOZmPQ6OjlRXV/HB4rdJTUnG21vHcy++ipeXN9u3bubY0SMsvPFmgkUSw66J+O48RHx3TrbxmMViwWI2I1coiImNY9z4SezcsZUTx48C1gT12PETmTd/gXS+VeLZBOk9RMLK/v3RGHvQkKFUVJSzd8+ulut1d/r1H8CIUaNxcbEuUggLC0cmk+Hr5y92WQmCIFyESFoJQickEldXHlspN4PBgF6vpyA/D4VCQVh4hDTwuVRSy/b4zNlziOvSlazMDNau+YXcnBxSU5LZv28PZrOZqKgY7rj7HoKDQ9qhhcLS75awccNa6edDBw+Qk5XFnXffS1h4OCaTiYryMtzd3Tmwfy8ff/Ce9Nx9e3czcdIUho8YJQ7q7mAsFgtyhYJmvZ5XX3qOtNQU6XfZWZmUlpQwf8FCAgODmDBxMgAHD+zn6JHDpCQnYzQZUSqUVFdX4eHhyR3/uOeCUlOC/RD93bn4+fnTr/8AziUmkpOdxeJ33+KBRY8QGGTdkREcEoJcLqeyspL1a1dz9Mgh0lJT8PbW8fzLr+Hl5U1DQwOHDx0k8WwCRUWFYlLbjon47lxEfHcutrGYbawlk8mQtVrod+31C9H5+FBeXoaToxPDR47C08sbR0dHzGZzy04cIw4OjnTt1r29miFcJtuOWYPBQHJSIjk52Xh4eKLT+RAVHUNIaBi3/+OfTJwyDZPRSFR0jPRas9lMVVUVe/fswmKxEBUVjbzV/IwgCIJgJZJWgtBJ/Vni6uMPF3PXP+/D108c7GvvbIOkutpavv3mS3JzsqU62mFh4fTtP4DRY8bjrdNd9GZYJpNJK8ViYuOIiY1j8JBhVFdXEX/6FE1NTdTW1qBWq3FzdWuPJnZ6Z+JPs3HDWmQyGQtvvAUvb2++/eZL9u3dTUxcF3r36YdSqSQ1JRmFQsEnHy4GYPSYcRgMBpLOJbJy+c8olEpGjR6LotWgWrBfZrNZis/vv/2GtNQUvLy98fbW0djQQE5ONvv37cFkMnHdwpuIjeuCk7MzwcEhrFq5jMbGRpqb9Xh5edOte09uu+MucVi7HRP93fnExMZx1dXXIJOtJOHMafJyc9pMbAcFBaNUKqmtrWHd2lXU19Xh5e3NS6/9W9pVW1FeTnl5OTqdD5FRMX/8DwrtRsR35yPiu/OwJTCam5vZtWMb2VmZ5Ofl4eLqwsDBQ+ndpy9ubu7MnD0Ho9EolfHOzcnGzd2D0pJilv+8lPy8XGJi4v7yGbXC36v1jtn3332T5KRzNDQ0oFQq0Tg4cNMttzN8xCgUCgXh4RHS65Z+twSlSoVCISfhTDwpyUn4+vox++p5KFWqdmyRIAiCfRJJK0HoxC6VuEpJPkdy0jm+/vIzHnvyWVEOzo6ZW8pO1NXW8sqLz5KTky0d4q1SqcjKyqS8vJzMjAxuvOU2fH39Lpq4al3awGKx4Ormhqubm1jRaSeqKisAGDZiFFOmzQDAYDDw0fvvkpmRzuAhw3Bzd6estBR9hB6LxcLAwUO48+57aWpsJDExgU8/+oCd27cydNiIv3TmlfD3ssWnbQLENrmRk5OFh6cnDz78OMHBIeRkZ7F753Z279rBwV/3A7Bg4Y0EB4cQHBxCn779qK6upry8jMioaDzcPdC6uLRz64Tzif4WIiKjmDVnLsDvE9vvvMl9ix4hLDyC+QsW8v23X1NfV4eDgwMzZ1+Nu7s7jY2NlJWW8P23X1NcVEjffgNwcHBo59YIrYn4FkR8X/laJzDeeuNVziacafP7kyeOM3zkaIaPGEXPXr2le/DvlnzFlk0b8PXzp6mxUdpBedc994tScXas9Y7Z119+gZSUJNzc3fF3c6euvo7amho+/uA9zGYzI0eNkV63ZvXKNhUzwFoi8rEnnkan8/m7myEIgtAhiFkrQejkLkxcyfh56feUlBRz3Q03i4SVnZPL5TQ1NfHJR++Tk5NNSGgY02fORi6XU19Xx/Kff6S2toazCWdY9uMPLLzxFjy9vP7wPVsntFonuETJgvbj6OSEXC6ntKREesxWVqhZr8fJyYng4FDOJsQTEmpNNJaXlVFTXY2rmxvRMbEEBAaSkpxEQvxpBgwa3C7tEC6trLQUb51OWomvUChoamri4QfuwVunoyA/n6nTZxIZGQVAVHQMqpYEtTTRKZMxf8H1eHvrCAkNa8fWCH9G9LfQWmRkFLOuuhqZzLqzNi8vl8XvvMmDDz3GmLHjKSsrZfPG9TQ1NbFh3Wp279iGrOXvfElJMR4entxw0y04OTm1d1MERHwLbYn4vrLJW3ZYvfPm65xNOIOnpxeRUVE0NDRSXVVJXl4uB/btobGhAbVaRVyXbiQnnSPhTDwAxUWFuLm50617D267426xg9LO2RYifPft16SkJOHn589d99xPQGAQ333zJQd/PYDZbOLTj95HJpMxYuRoAOQyOf0HDCI9LRU//wAiIiOZOHmqSFgJgiD8AZG0EgThvMRVV6674Sa8vLzE4c524GKJovMPfc3OyiQjPQ0PT0/uue/BNrujunXvyXtvv0FeXi5J5xI5fvwoEyZO/sODY1tr/W+LhFX7iYqOJSoqhuSkRJ576nFcXF04eeI4AMNbBkM+vr7k5mTTp98AunTtxrnEs2zeuJ7R48ajkCtobGxEqVTiLM6/sDs/Lf2e3JxsZs+ZS0xsHHK5HJPJxKqVy6isrKCyZaedW0u5IFtJ0NDQMCZOmQa0THQe2IcMmL9gId46cf22V6K/O6fsrEx8ff1wcHRs87jt73xkVDSTpkwnIz2d5uZmCvLz+GDx29y/6BFmzJqDk5Mzv6z4mdKSEkpbXqvRaAgJDeOBRY+Ics52QsR35yTiu3Oy9e+ObVs4E38anY8PDz36JMHB1vPKcrKz2Lp5I7t37eD4sSO4ubkRHRNHVHQMDz70GFlZGTQ1NREaGoavr5/YQdlBVJSXkZqSjEaj4fobbyYmNo6jhw9xYP9eALRaF+rqavnkw8VYLBZGjhrDzNlzMJvNVFZW4OXlLe3AFQRBEC5NJK0EQQDaJq5iYuPa++MILWyJotW/rEDjoGHqtJnI5fI2Saf09FSqq6sICAjE08tLugk2mUwEBAbywMOP8cIzT1JVVcmhgweYMHHyZSWsBPvh7u7O3fc9wBeffkRqSjIGgwG5XMHd995Pj569AAgOCWX71s2UlZZw3Q0389lH77N2zS/s27sbhUJBWVkpQUHBBAWHtHNrhNZ27tjG+rWrkMlkaLVaZDIZ0TGxKBQKuvfoRVlpKYcPHcRisZCYcIbhI0ahVqsvOdH564F9NDU1cvNtd+Ll5d3OrRPOJ/q7c/rq8085cfwo191wE/36D2xT5sv2d76xsZG9u3dSXl6GXC5HrdaQm5PNB+++xX0PPszV8+YTG9eFhDOnKS4qQqt1ISY2lu49e4lSUnZCxHfnJOK7c2jW61FrNG0es/VvRkY6AH37DSA0NAyjwYBcLickNIwbbroVi8XCnt072bVzOz169mbQkKEEBAYSEBj4t7dD+O8VFxeRm5ONs7OWyMho4k+f4t233wBg0pRp+Pr5sWPbVgry8/j0o/cxm82MHjMOuVwuXcvFWFwQBOHPiaSVIAgSsZPGPn384WIO7NtDSGgYGo0D48ZPlFbuKlpqagMgk+HsbN1FYytHYzaZCAwM4robbuKbLz8nPS2VvNxcgoKD27FFwn/C19eP+x98hOzsLAyG5gtKBoWHR2CxWMjLy2X4iFE88NCjfLfkK5KTzuHsrKV7j57cdc8DuLq6XvZOO+H/X2hoGF26dudcYkJLSREzFouFmNg4evbqjUqlwmKxcOTwb1LJqDvvuueiE51yhYKd27dy/NhRbrn9rvZumnARor87n/jTp9i5YysAG9etQSaTSefT2K7FTY2NfPnZx/x28AAKhYJb77iLhPjTnDxxjJycbOkMnO49etK9R892bpFwKSK+Ox8R353DT0u/J+HMaSZOnsqo0WOlhZ5mk4mGxkYy0lIBpGoGypZYl8lkODg6Mm3mbHJysslIT+PwoYMMGDQYi8Uidtp0UGazGYCZs+egb9bz2ScfADB2/ERuuuV2AOrq6ti0fi1NTU18/smHFBUWMG7CJKkcoJh3EQRB+HMiaSUIgmDnfHysN7c52Vls37oZi8XC+AmTpIFOaFg4SqWSgvw81q1dxYyZV/2+G6vlOS4uLhiNBgCam/Xt0xDhv+bq5ibtrLKxWCyAtY/VajWF+fkABAYF8+QzL5CVmYGDgyNu7u44OjpKE2OCfYiMimbhjTfz4w/fcjbhDId+OwhY+zU2rgtdunaTJj4OHzrIwQP7AC460Tl23ARUKhVjx03E01OszLZHor87n4jIKGbPmcuWTRvJyspk3epfsFgs9O03AEdHRxoaGvj6i0/57eAB5HIFz77wCjGxcQQHh9Dc3MzZhHjy8nL54N23eOChRwkMCpYmw8VZk/ZFxHfnI+L7yldaWsLundupq6vlwL49jBw1RuoXuUKBVqslMCiIoqJCEhPOUD5mHF7eujZ9FxgYhE7nQ0Z6GhUV5VL/CvbtUjEYFRXDY08+Q+8+/fj1wD5qa2rx8PBk8pTp0nOGDh3B5g3rpJ83rl/LpJadtIIgCMLlEUkrQRAEO2W7UZ57zQIcHB358ftvycnOYsfWzQCMnzAJAE9PL1xd3aioKOfY4cPovH0YPHSYNXHVKkGhVmuspSgCRCmKK4ltMKXz8cXH14+UlCQMBgNKpRKZTEZYeIT0XIvFIhJWdsbWR9ctvOmCiU6A2LgudO3WXfr5ohOdLRNc4RGRBAWHoFKp/vZ2CJdH9Hfno9VqmTZjFjKZnI3r15KTk826NatQKBTExXVl6fdLOPjrfuRyBc+9aJ3QNpvNREXHMPvqechkMhLOnCYvL5fXXnmBZ557Cf+Wv+NiQtu+iPjufER8X/nUajW9+/YjPS2Vvv0GYDabKSstwdfPX0o82c6Bzs/L48yZeIYMHY6mpZSg0WhEqVTi6uoGgLu7ByD6197ZxtC23XS1tTUoFQp0Pr44OTvTu08/ANJSUzAaDajVatzc3aTX5+Zk09jYSHRMLIFBwUyeMk2U+hQEQfiLRNJKEATBTslkMmnyYvqM2QDWxFVONts2bwSsiavQsHBmzp7Dkq+/IC0tha1bNlJVVcmUaTNo0uspLy9j3ZpVNDfrrQcDi6TFFSs4OIS6uloMzc0XnegSA2T79L+c6BQTnPZP9Hfn4+ysZer0GYB1tXVuTjarVizDycmZlJSkCya0bSIjo5g1Zy5yuZwjh3+jsqJC/A23cyK+Ox8R31empHOJxMTG4ebmznULb0KtVqPRaFh03900Njby3EuvEtxyTuzsOfNITDhDXl4uy39aikqppFuPXri7u6NQKKioqCA93VpCMCo6Brj0Lh6h/dkSVnq9niVffU5WVia5OTkolQpGjR5Hrz596NtvAAC+fn6A9ZyrX/fvY+TosVRWVkhlQ0eOGsPI0WPF9VwQBOE/ILOIfcmCIAh2Szq3qrmZ2ppqPnz/PZKTEgEICQll3IRJTJg0BYBVK5excvnPLa+UERwSgslopLm5mbKyUvz9A3jmhZfx8PAUA6UrjK0/KysraGpslFbpCh2LxWIhKzNDmuiUyxUMHjKUCZOmEBvXBYDEswns2LaFw4cOSiWIHnjoUTEY7oBEf3c+9fV1bNqwno3r10qleuVyOU88/Rzde/TCbDIhk8sv+PucmpLMti2buOrqawgIFNf3jkDEd+cj4vvK8d2Srzh4YD/TZ81m2vRZyGQyTCYTO3dsZclXXwDWMtz3P/gwwSGhmE0mjhw5xLIff6C4uAhXVzdi4+Lo2q0HNTU1nE2IJyU5iYCAQJ589gW8vLzbuYXCpdjGVHq9nn+9+iLJSedQq9UANDc3A9Yx+NDhI5k5ew4F+fl88dlHJCedA6zfC31TE2Vlpfj6+vHsi6+KEq+CIAj/IbHTShAEwU6ZWxJWtbU1vPXGa2Skp2EymXBwcKSpqZGcnGx27tgGwIRJU5gzdz5Ozs6sXrmC+vp6cnOyAXByciI6JpYHFj2Kh4enONPoCmSbAPHw8AQPsXqzo/orK/TlcjkHf93PieNHqa2tFQPiDkj0d+cj7ciwWNiwfg0GgwGdjy8mk5mGhgacnJwu+rromFhCw8KliTPB/on47nxEfF8Z0lJT2LJpAwD79+5BLpczZeoMFAoFPXr0YvacuezasZ38vFwWv/sWDyx6hOCQUHr07IXRaGTNqpUU5Odx9Mhhjh45LL2vl7c3Dz/2pEhY2TlbgnLJV5+TnHQOPz9/5l+3EDc3d3Kys1jy9Rfk5uaw/OelqFQqpkybwdDhIzGZTKSlppCflwuATufDo088I67ngiAI/wWx00oQBMGO1dfX8frLL5KRkUZISChXz7sWv4AA4k+dZOn3S4CWHVcTJzNh4mTAOtgqLSkhIz0NjaMDERFRxMTEonVxEQkrQegALmeF/pn40xw8sI/pM2cTGBTczp9Y+G+I/u586uvr2Lh+LZs2rLeW7g0JZebsOfTrPxAHB4f2/njC/5CI785HxHfHt2P7Vr7+4lPAunNmzNjxTJk2A5lMRnFRIXt27WT3rh3U1FQTEBjE/Q8+TEhoGAaDgYqKcpb9tJSykhIKCvIICgohNDycadNn4ePr284tEy5HRUUFb7z2EqUlxdx97wMMGDgYgKamJp5+4hEKC/Lx8PDkpVf/JZ1nlpaaQmpKMiXFxfgHBNC33wC8dbr2bIYgCEKHJ5JWgiAIdmzf3t18/slHuLq6cu8Di+jarYf0u/VrV/PT0u8ACAkNY+z4CUycNPWS72U7I0EQBPt3qYnOiZOnEvN/7d13mFTl/f7x95mynWXLbGMrsPTeRIqi0ntRFEs0JkaTmMREY/KLiV1M/ZpoYq/EFgsCShHpvQpIZ9nC9r6U7bMzc35/LDvuAiomyCxwv67LC2bnnDPncw3HnWfu83yeLl0BcNbX43dyoW+5sOn9vvSc2kosKSmZKdOvpf+AQfpi+yKj6/vSo+v7wtR8rNQ8uIprF8/IUWPOKriCxmu+oaGBY0eP4nA48Hg82NT284Kx+4td/Gn2owQEBPLwY7NJTmlPcXERz//zadLSDuJwRPHgo08QFRXN4bRDtIuPJzg4xNenLSJy0dG3lyIirVhuTjYejxuA6OjGhV497sbHk6dO58abbwUgJ/sIK5d9xvJlS737Nm3XdG+CAiuRC0fz1lI9evbC43GzfdsWFsybS/rhNAB9wXkR0ft96WlqJTZx0hT8/PzJycnm43lz2bljO3W1tb4+PTmHdH1fenR9X5gsFgsNDQ0AjBo9ltt/eCcAhQX5rFj+GUsWfYJpmsTExnHVNSO5+ppRhIa2pSA/j2f+8X/e1uyGYeDn54cjKgqL1YrVplU5Wiv3KeNlgNDQUIKCgrFYDMrLyyktLWkRWD38+JNERUWz+4udPPHogyz9dHGLY2pegIjIuaFvMEVEWrGgoGAAAgMDqa07Ocg1DDweD9AYXN30vdsAyMnJZvlnn7Jk0ScA3jaAWttI5MLU/IvOXr374nQ6ST+cRoTWQ7go6f2+9AQHhzBh8hQmTp7q/WL7nTfnsHv3Ln3pdZHR9X3p0fV94XG73djtdmpra3nnrTkcOnTQ+1xhQT6rVi7/5uAqN8e7T9MNgxqLtU4ejwer1UpNdTXP/fMf3vWobDY7Ho+bmpoa1q5eyTN//9uXgdVjs4mMdNDQ0MC+PXtoaGigqrKyxXH1fouInBsKrUREWrF27eIBKCwsYNOGdcCXA6CmmVT9+w8iKCgIm81OTvYRtm/bQl1dnW9OWETOqaYvOmfecCMDBg7igYce1aLOFzG935eephkZk6ZOA6C8vIzklPb60usipOv70qPr+8JhmiZWq5X6+nr+NPtRFn48n317d9Onbz+uHHE1APl5uV8bXOXn5fLk4w97ww9pvZpaQbpcLl58/l9sWL+W/7zzFk6nk4TERMZPnALA1i2byEg/TKTDwUOPzibSEYXb7eb4sWPs378Xm81Ot249AM2wEhE51zRPWUTExzxut3dW1Kl69enL5UOGsXnTBuZ/9CFt2oQyfuLkFq3+iooKqampoUvX7pimh5/cfQ8BAQGYpqlBschFwDAMOqZ24he/uh+71kS46On9vvQEB4cwbvwkbDYbgy67nJiYWF+fknxHdH1fenR9XxiMk50sXn/lRQ6nHSIqKppf3Hs/SUnJ2O12OnXpyqsvPU9+Xi4rVyzDNE3GT5zcGFyNHIXFamXBvA85fuwYNrUDbNVcLhc2mw1XQwPbtm3hcNohoqNjmDr9Wvz8/ADo138A6YfT2LN7FwDduvWgurqK2rpaCgvyWbZ0CRnph+mY2olOJ9cm1LhbROTc0m9TEREfcrvdjW0JamrYtfNzsjIzCA4JITk5hX79BxIUFMSgwZdTXFxEVmYGb855jaqqKoYOG05QcDDlZWXMn/sBALfe/kMSEhKx2+1fG4SJyIXHMAx9wXkJ0ft96QkJCWHK1Blaf/ISoOv70qPr+8LgamggPz8PMOg/cBAdO6Z61zwaOWoMAK++9DwF+XmsXrUCoDG4ioll+JUjsNqsDBkyjJjYOF+VIGfBZrNRW1vL44/8gdraWo4dO8rkKdNJ7dTZOzZP7dSZa0aNxul0cujgftavW8MXu3bi8Xhwu93U1dUSFhbOT3/+S8LCwnxdkojIRUmhlYiIj3hOfiiurDzBU3/9Exnph3G5XN7nb7ntdiZMnMKQocOpqqrCwCAzM515c99ny6YNOJ1OAMrKSklOaU9UVDR2ux3TNBVYiYiIXGD0hbbIxUvXd+tXW1dLUVEhYOJxN64fbLVava3kmgdXTTOuDIvBuPGTiItrx5SpMzTLqpVZsWwp/QcOIjy8ZSvWxQs/5khWJtaTY+am69NqtXqDq8GXDyUgIJDtW7ewYvlSamqqcbvdRDocdOrchdt/eCexcQooRUS+K/qNKiLiA03BUlVVFU8+/gjZR7KIjo6hbVgYtTU15OXl8tac12lwNjB1+rWMHjOO0DahbN2yiU0b11NQkA80fsCOT0jk1799gJCQEO+gSkRERERERL6ZaZrYbDaCg4KprqqirKyUhoaGxlmRptkiuMrLzWHpkkUUFRYwb+4H2G12Ro8dr8CqlXn37TdZsuhjRlx1zWnPXTvzBsrLy1i9cjlgcGD/PnZ8vo3+Awa1CK769O1Hn779GDr8CqoqKzl2/BhdunQlIiKSkDZtzn9RIiKXEP1WFRH5jpwaIDV/bBgGroYG3nlrDtlHskhKSubuX/yKmJhY3nrzDfLz8zBNk/fefQuLxcLkqdMZPGQoffr2Y+BlgynIz6eqspLE5GT6DxhEWFiYWgKKiIiIiIh8jTPd5GcYBsHBIYwcPZZ33/43O3dsZ97c97l+1s1YrFZM08TtdmMANdXVJ/exYHo89Ord9/wXIV/JNE3ycnP4ZMFHhIa2xe3xYGk2Tm4aM9/547sxPR7WrF7J4cOHWLJoIYA3uGo+tu7WvYfP6hERuVQptBIR+Q6YpukdDB06eIAuXbthsVhaDJKqqqvJzEjHbrczc9ZNJCYls2b1SpZ/9ikAUVHRlJaW8O7b/8YwDCZNmUZAYCBDhg4/7fUUWImIiIiIiHy1phk0DQ0NHDq4H4Dg4BDad+gIQM/efeizrx9f7NrJ/I8+BGDmDTdhGAZWq5XyslJycrJJTe3MxMlTad+hI9ExMT6rR05nGAYxsXHEJyTi7++Pv78/HrebutpaamprCfD3Jyg4GIC7fvpzDMNg9aoV7N+3x3uM/gMGecNKwzB8VYqIyCVNoZWIyHeg6cPtC8/9k7WrV3LHXT/lmpGjWwRXZaUl5GQfISAggOTk9mzftoUXn/snANOvvZ6OqZ1Y+PE8Dh7YzztvzcFjepg0aeoZwykFViIiIiIiImfWtJ5wfX09f/vzk2RlplNTU0NISBumTJvBpCnTaN++A8OuGEFVVRUZ6YeZ/9GHFOTnk5CYiN3ux84d28k+ksXgy4cy6LLBGoO1UhbDICSkDb379MXlcvHmG6+RlZVBWWkpQcHBfO+2H9CtW3f8/P258yc/AzhjcGUYhtrvi4j4iEIrEZHvyN49X7Bj+zYAXnnxOQBvcNXcrJu/h9vj5o1XXwZg/ITJzLzhRgBOnDhOUWEhx44d5T9vv0lOdjbjxk8ktVPn81iJiIiIiIjIhctiteJ0OvnLH5/gwP69+Pn5AVBVVck7b82hpqaa62fdzPArRgCwfu0adn+xk61bNrF1yybAAEzCwsK54cZbFFi1Uk0dT37683uIjIjkz398nD27v/A+f+zYUZ5+6i/cdvsdXHb5UAIDA88YXBmGQb/+AxVYiYj4iEIrEZHvSPcevZg24zpWr1pBXm5Oi+AKILVTZx6b/WdSO3Vm29bNnDhxnDahoQwfcZX3GF26dMXprPc+/mLnDm697QfntQ4REREREZELUVNLQIBNG9ZxYP9eYmJiGTt+IsVFRWRkHCb9cBrzP/oQ04QbbmwMruLjE+javTufLlpIXV0dbcPaEhMTy+133EVsXJyPq5KvYhgGhtVKWFg4/3jqr+zZ/QUxMbFcdc0onE4nW7dsIj8vl9dP3jA6+PKhBJwSXB06eICammosFit9+vbzZTkiIpcshVYiIt+BpjYC4yZMAmDlimUU5OedFlylpLQHIDc3B5fLhd1mx89u9x6noCAfp9NJv/4DSGnfkRFXXUNo27ZqUyAiIiIiIvI1mloC1tXVsXfPF5QUFxMcEsLP7rmXjqmdANi2ZTPLPlvC3j27WTDvQwwDrp91M+07dKR9h45cdfUoGhqc+PsH4Ge3ExAY6OOq5Os0rUO1a8fn7Nm9i4iISO/7nZuTzRc7d2AYBk5nPW+89jIYBpcNHuKdcWWxWFi5YhmlJSXExyf4uhwRkUuWQisRke9A87Wrvi64sp0MqGJjG+/Wq6goZ/3aNQweMhSXy8Un8+fhcrno1acvY8dNxDCMFncLioiIiIiIyOksVivO+noe+cP/Iycnm4CAAOLaxdMuPgFXQwM2u51Bgy8HwDRh397dzP/oQwzD4m3XHhoaqpsFW6GmcApazqZr+ln64TTq6+vp0rU7HVM7UVRYyEcfvk9mZjo9evampqaarMwM3nj1JTBNBg0eQlBQEHfc9VOsNhvXjByNIyrKZ/WJiFzqFFqJiHxHzja4AujWvQeXDR7C1i2bWDB/LmtWr8TtcVN54gTxCYkMHXqF9wO4AisREREREZFvtnfvHiqrKrFYLNTV1dGmTSiBJ2dLtQiuGoda7Nu7m3lz38disXDtzBsUWLVCTWPs4uIiYmJiTxsfezweKqsqAUhOTqGiooIliz9hy+aNjBw1lh/e+WO2bdnMB++/S15uDq+/+jINLhedO3chKTmF2394py/KEhGRZvTbV0TkO2SxWLyLwY6bMImrrxlFu5NtBl558TlWrlgGQHh4BMOvHMGgyxrv9Dt27Ci1NbUkJSXz/37/kLcloIiIiIiIiJyd/gMGMuvGW0hKTgFg9xc7+eA/7wBgs9txuVwADLrscsaMG0+Pnr0BmPvBf1gwb65Pzlm+nsViISszg1/9/Cf88YlHvT//dMlC7/ORkQ569e7LiKtHUlJcxNbNm+jeoyff/+GPAOjbfwBdu3UHwOms57WXX2Dxok+or6/HNM3zX5SIiLSgmVYiIueQx+3G0uxOr5qaGvzsdmx2OxaLhfETJ2OaJqtXrfDOuDI9HkaOHsvAQYNp36EjQ4YN52hFBRERkXTv2ZM2bUJPO66IiIiIiIh86avW/b1ixNV4PB4+W7qErMwM5n30AQAzZ92EzWbD5XJhs9kYdNnlGIaF2poacnKO0K//gPNdgpyF2tpaPvrwfQD27N7FU3/9ExXl5WRmpuN0OpkydQbXzryB0pJioqJjmDf3fY4fP8Zlg4dgtVrxeDzY7XacTicAwcEhVFdXMXnqdPz9/X1ZmoiInKTQSkTkHGnqpV1dXcWnixeRmXGYsrIyrFYrQ4YOp2u37nTq3IUJEycDeIOrV19+AYCRo8cSGekgcoijxXE9Ho8CKxERERERka/QNBZraGjgwP595OZkExISQnBICAMHDWbE1SOx2e0s+ng+R45kfWVwNXDQZVgsFpKSkrWmUSsVGBjI1SNHYbFY2PH5NrZv2wJAXFw7Bg0a7A0vo6JjAKivrwcM3G4Xzvp6/Pz9KS8vIyszg5iYWH792wcIDAwiIjLSh1WJiEhzCq1ERM4Bz8lBUmXlCf48+3EyM9NbPF9UWEhERASzbr6VgYMuY8KkKWDA6pVfBlcWi4WrT65x1Zz6qIuIiIiIiJxZ01isvr6eZ/7+Vw4e2E9tbS2NC1WZXHX1SEaNGcew4VdisVj4ZP5HZw6uTq5x1X/AQJ/WI1/NNE0Mw6D/gEEA7N+3l+rqKgAcUdHEtYsHvgwxobEVP5isXLEcq9WGn78fmRkZ5OZk07tPPyIjHQScXOdMRERaB8NUs1YRkXOiprqav/55NocOHqBdfAJdu3bDarNxYN9e8vJyAWjbNoy7fvoz+vYbgMfjYcmiT1i9agX5J5+/++e/ZNgVI3xZhoiIiIiIyAXF6XTy5ycf58D+vYSHRxAeEYHVauVw2iEAevTszeix47hs8BDWrVnF0iWLvTcazph5A9fNnOXL05dvye12M/uxhzh4YD8BAYE0NDhxu91cNngIv7zvNwDeEDI/L5fXXnmJA/v30hRkQuPY/OHHniQ2Ls53hYiIyBlpppWIyDmyds0qDh08QHxCIvf86n4SEhMBqKur4/VXXmT7ti0cP36MuR+8R3hEJMnJKUyYNAWr1cr8jz7E7XbTuWs3H1chIiIiIiJyYWiaefPp4oUc2L+X6OgY7v7Fr2gX3zjjZsG8uSz8eAH79u7Gz8+PgYMGc8WIqzGBpUsWcSQrk48+eA+b1cq0GTN9W4x8o6b3uyA/j5rqapKSUxg9Zhw7Pt/Gnt1fsHXLJv7x1F/45b2/wWa34/F4iImN49qZN7BkURD79u4hPCKCmJhYvnfb7QqsRERaKYVWIiLnSNqhgwB0697DG1i53W4CAgK4/Yd34vF42LB+LUWFhWQfySI5OQXDMBgzbgJ2Pz/6DxhIeHhEi1YGIiIiIiIicmaGYQCQfSQLgGFXjKBT5y4AlJWWknbwIGASHh7B939wh7f1+pUjrgZg3ofvc+LEcW+7OWmdPG43FqvV+34nJiVz328fwGqxEhEZiSMqGo/HZN/e3Wzd/GVwZbFYsFgsdO/Rk+49epKdfYTIiEisNhuBagkoItJqKbQSETkHnPX1HD16FIA2bUKBL3urezweAgIDueOun5KTk01uTjarVy5n+PArAbBYrYwcNabFPiIiIiIiIvLNnE4nuTnZLX5WXFzE8/98mrS0gzgcUTz82GwiHVFs37aVsrISxo2fxJUjrsZus9MxtRPRMTE+Onv5Jk03dTqdTjZuWEd2VhZHj1XQs1cfUlLaExEZSZ++/bBaGwPJpuDqmb//jR//9OdkZmZwOO0Qk6dOJzk5xbfFiIjIWVFoJSJyDtj9/PDz8wNgy6YNjB03gdC2bTFNE4vFgtvtxt/fnz59+5Gbk43L5cLt8WC321scx6LASkRERERE5Kx4PB4AbLbGr7dKios4ceIEz/+rWWD1+JNERjo4kpXJC88+jWGx0KdPP+LaxTNk2HBfnr58g6abOuvr6/nbn5/kwP693vd86+ZNXHX1SMLCwnFERdGzVx/vfvv27mbzpg0UFRbgbGigID8Pf39/xoyb4KtSRETkW1BoJSLyLTT10G7+96Y/Bw2+nIz0NEpKivnwg/9w/Q03EdKmTYvZUy6XC4DQ0LanBVYiIiIiIiJyZh6Px9ver4nFYsHPz48hw67gyJEsNqxfy8ED+ykvLyMqKprfP/QYkZEOTNPk2LFjOJ1OunTtRly7eB9VId+G5eQMq7/88XEO7N9HREQkkQ4HFouVgvw8evbuQ2hoqHf7nr364PGYWK1Wdn+xiyMn20aGR0TQp28/X5UhIiLfkkIrEZFTNA+m4MvBUVMfbWd9PXV1dZSWlhDXLh673Y7dbqdz5y60aRNKcXEROz/fjs1mY9qMmYSGhuLxeCguLuLg/n0AdO7S9YyvJSIiIiIiIi01tYhzuVwUFuRTXFyMYUBqp860CWlDz169SUpOISf7CEePVhAcHMKf//YPAgIDcbvdVJSX8cmCebhcLjqmdsLtdmOxWDQWa8WaxsqLFy7gwP59REVFc8+999MuPoGAgAByc3OIiorGz9+/xfa9+/QlODiY1M6d2fX550Q4HMy8fhYxsXE+rkhERM6WQisRkWaah0jbt22lS9eutGkTiquhAZvdTmXlCV56/l8UFBRQWJBPUnIKUVFR3Hr7HSQlp3DXT3/G7Mcepry8jFUrlrFv7x6GDb+S0pISMtLTOHIki+SU9lx19UgADZJERERERES+RvMWcc8/+zRZGRmUlpYAkJzSnklTpjFs+JVcedXVzPvwA6qrq6iuruLdt98kIjKSmpoa9u/bQ0b6YWJi4xg1epzWEb4ANI2Vc7Ib1ysbPGQoHTqm4na7AUhMTGqx/eKFH5OUnEKv3n3omNqJjqmdmDBxCoC3lb+IiFwYFFqJiDTT9MH4X08/xefbtzJuwmQmTppCSJs2nDhxgtmPPURuTjYWS+MgJyf7yMn/srn9jjvp228ADzz4KM/96x9UVVaSm5PNe+++hWmaACQkJvHr3z5AaNu2Z2xvISIiIiIiIo08Hg+Wk4HVHx9/hLS0gwQEBBAYGEhtbS2VJ04QEBAAwISJU3DW17Nq5XJKS0pY9tmSFseKiormN//v9ziionxRinxLHo8Hp9NJRvph72PgjIHjP//xf2zauJ5ZN3+PXr2/XNtKYZWIyIVJoZWIyCmKCgvZuGEdAJs3bQDTZPykKaxc8Rm5OdkkJCYxaNBg2oSGsn3bFvLz8ygtLeHVl17g9jvuov+Agdx7/+/Yt2c3n2/fSn1dHW1C29Kpc2dGjRlPWFiYt9WgiIiIiIiInJnFYsHtdvPGqy+RlnaQ2Ng4brntBzgcDo4ePUpdXS09evTybj9txkwSk5LZ/cUu1q9djc1mJyYmlg6pqUycNIWo6BgfViPflp+fH9ExMZSWllBaUsKJEydarGHVxOmsB+DwoYO4Ghqw2mzqaiIicgFTaCUicorYuDgefOQJnnz8YYqLCtm0cT0Wi4X9+/fStm0YP//lfSQkJGIYBgMHDWb79i0s/uRjyspKmfPayyQkJNK+fQfat+/AhImTqauvJygoyHt8BVYiIiIiIiJn5/jx42RmZuDv78/MG26i/4CBACQlp7ToXuF2uzl0cD/9+g9kwMDLuPa6GwAIadMG0zTVErAVO1MXkqbH3br3YN/ePWzbuplOXbowafI07zZNa535BwQCEBgUjM1uP2/nLSIi3w31pRIROYXH46Fb9x488OCjGIZBSUkxa1av5NDBA3RM7URiYpK3j7YjKorhw0cwaeo0wsMjKC0tYc7rL+N0OjFNE4vV2iKwAhRYiYiIiIiInKW83Gxyc7Jxuz3e1n5N7debBx0vPv8vXnr+WcrLywBoExpKaNu2WCwWtWVvxdxut3dGXWFhAQcP7CMrM4Pq6ioAxoydQK/efQF45805LPxkvvc5q9VKRXk5RQUFWCwWOnXuAnz570NERC5MmmklInKKpg+43br34KFHZ/PYw7+noqIcgLq6WhoaGrDb7d4ZUyFt2jBgwCB2fr6do0crKC0tpb6+Tv2zRURERERE/kfh4REEB4dgmiYlxUV06tzltNZvebm5rF+7GoCszAyioqJbbKNWca2T5+RMqfr6el5+4Vky0g9TXFwEGPTr359evfsybsIkxo6fSE1NNRnph3nnzTlkZ2URn5CA3e7Htq2bycxMp127eO8sPL3fIiIXNt1qIiLSTNOH5mPHjrHj82106dqNBx953Puht7CwgHlz36eqshKL1epdDDbSEcXAyy4HIC83h/y8PN3dJSIiIiIicpaaj5+a/73pZsCammo2b9pIVVXVafs6oqKIiY0DoL6+/js+UzkXmjqTOOvr+dPsx9i4YR0nThwnPCICMNm1cwf/fuNV3vr36/QfMJAZ111Pn779ANiwfi3v/+cd3n7zDdIOHcThiOK+3/yOyEiHb4sSEZFzQjOtREROavrQXFNTw4MP3E95WRm/+d0f6NtvAH94+HGeePRBjlZUsHH9OtNuQt4AABlLSURBVEyPycTJUwlp0waXy4XNZqO6ugqbzUZ4RATR0TG6u0tEREREROQsNK1N5HG7cbnd1NXVERoaCkBMbBzTZlzH22++wefbt/Lv11/hth/cQXBwiHf/osIC6upqads2jKSkZF+VId+CYRh4PB7efnMOhw7uJy6uHbfcdjvx8YmkpR1k4YJ5FBQUsHjhx1itNmbddAvt4hNYs2oFO7Zvo6Kignbt4klKSWHylGlERcf4uiQRETlHFFqJiPDlIMnpdLJ50wbKy8qIiYnF4YjGNE26de/hDa5KSorZtHE9hsVgxrXXY7PbKSosZOvmTbhcLqKjYwk8ZR0rEREREREROV3zFnGvv/oSBfl5NDQ0MGDgIKZNvw6b3U7f/gPIyspk4/q1rF+3hvr6Oq4YcQ3t2sVz7NhR5n/0AcePHaNb9x5EOqJ8XZKcpbraWrKyMrBarUyZNoN+/Rvb+wUEBrJg3lxcrgYiHQ6uGTUawzCIiYnl+lk3M2nyNFxuN6Ghod6bSEVE5OKh/6uLyCXPNE2sVivHjx9jzuuvkp+Xi8Vi5eZbv09CYiKmaeLxeE4LrtasXsnhtEMEBASSmZnO0YoKYmLj+PHdPycwMBDTNDXbSkRERERE5Cs0bxE3+7GHSD+c5n0u+0gWpSUl3HDjLcTHJzB6zDgANq5fx7atW0g7dAiX24XNauP48WOEh0fwo7vuJiQk5KteTnzgzTmvER4ewaQp0057rqSkmCNZWVitNmLj2gFQXFTI888+Q35eLpEOBw8/+iSOqCgO7N+Hn78/HTumEhAYiMXSuOKJ1Wo9n+WIiMh5oNBKRC55hmHgdDp57KHfU1hYABiEhISQkJAEgOnxYFgspwVXRysqOFpRgc1mo0PHVIZfcRXjJkwkPDwCj9uNRR+eRUREREREzsjj8XhbxL0553XSD6cR6XDgcERRW1NDTk4269auxu12c9Mtt9GlazeCgoNJTEziow/fo7a2FqeznshIBz169uaHP/oxsXFxvi5Lmvl4wUcsWfQJAP7+/oweO77F88EhIQQEBFBVVXlybSoHzz/7jHedqocff5LISAcHD+xn9mMPc/XIUbRPad9irK0bRUVELj4KrUREaFzcd8TVI5k3933q6+sbF/ndvIFp06/DYrXi8XiwNAuufv/QY8x+7CFM0yQ4JIQZ111Pj569vX3YFViJiIiIiIi01NSNoqk9e1Nrt5ycI4RHRPDL+35LYmISOdlHWLViGatWLmfjhnUA3HjLrSQmJpGYmES//gM4fvw45eVldEztRHhYOCFt2vi4OmnO7XZTefwEUdHRlJaU8PqrL2FiMmbsBKDx34Kfnx8xsbFUpVey4/NtrFuziry8XByOKB56dDaRkQ5cLhcZ6YfxeNzU19drrC0icglQaCUil6xTB0xTps3Az8+Pd96ag8vlYsVnS7FarEyeOt0bWDX92b1HT/7w8OM8/sgfOH7sGCkpHbxtCfQhWkRERERE5EtlpaU4oqK8M6usVit1dXXcd8/dOKKiKMjPZ8KkKXTsmApAaqfO2P38AL4MrgyDG268GYcjiqTkFB9WI2fDarVy3Q03EhgUyLo1qykuLuKNV18GYMzYCRiGQdu2YQwZOpyM9MMcOngAgLZhYTz82GwiHVG43W6OHzvKti2bAejeoyeAWvGLiFzkFFqJyCWnaSZU04dc0+OBk0HTuAmTAHj7zTcoLy9j6ZJFAGcMrrp178Fjs/9MWFg4oW3bep8TERERERGRRu++/Sa5OdlMm3Ednbt0xWKx4Ha7+ejD9zh6tIKjRyuAxrACvhyvJSenMGb8ROBkcLV+LQZww4234IiK8lE1crY8Hg/+/v5MnDwNj2myfs1qSkqKWwRXAKNGjyU3J5s1q1cCkJSUwv59e2mXkEhO9hE2rFtDWtpBkpJT6N2nH6CWgCIiFzuFViJySWmaVVVTXc26tavJzc2hprqaQYMvp1evPoS0adMiuKqoKP/K4Mo0TVI7dQZQS0AREREREZFTrFj+GZ8s+AjDaFw32DAMOnXugtVqpWevPpSVlrJl80ZM02T/3j0Mv2IEfn5+XxlcbVi/lrq6Wr7/wzuJjHT4uDr5Ok1jZ39/fyZPmQ6myYZ1a70zrkyPydjxE/E7GWw1NDSwccM69uzexZ7duwgICKS+vg7TNAkPj+CeX/2aiIgIX5clIiLngUIrEblkeE4GVpWVJ/jLH58gI/2w97nNmzYwcdJUrho5ivj4hLMOrpoosBIREREREWkpOTmFbt17cmD/XjZuWI/H48E0TTp36UrvPn2x2+2YpsnWLZu8LQDv/PHdZwyuLFYrK5Yt5fPt27j9jh/7ujQ5RWXlCdq0CW3xs+bB1bQZM3G5XCz/7FNqamqY8/orAIwdP5GExERuuuU2omNiWLb0U5zOeurqaomJiSUpOZmbbrmNmNg4X5QlIiI+oNBKRC4JpmlisVqprq7iT7MfIyszg7i4drSLT6CurpZ9e/ewaOECXC4Xo8aOO2NwtXzZp9TX13Hd9TeqDaCIiIiIiMg36JjaiVtu/T7vvDWHfXv3sHnTRqBxfNalaze6de/hXZ9oy+aNbFy/FuCMwdU1I0djt9u5ZuQYzbhpZf7zzptUV1czcdJUYuNahktNY2er1UpxURE1NTVYrVbcbneL4CoiMpLrZ93M5UOG4XQ6OVpRQUr79oS0CSUwMPC81yQiIr6j0EpELgmGYeB2u/nwvf+QlZlBYlIy9/zqfmJiY1n48Xz27d0DwNJPF2GxWLhm9JgWwdV/3nmL0pISdu3YwcTJ0/ShWURERERE5BsYhkFK+w7cdMttpwVXAF26dqN7j57ex2cMrk52uWjfoSMJiUnY7fbzXod8taVLFvHx/MYWkEFBwVwzcpR3VlTTe1dXW8vLLz7Hls0bsVisXHHlVRw6eIDCwgLmvP4KhmEwZlzjGldJySk+rEZERFoDTRUQkUuG6fFw5EgmhmEwdfq1tIuPZ+2aVbz37lsAxCckArBk8SesWLaU/LxcAMZNmMT0a2ficETxy/t+Q2BgIKZp+qwOERERERGRC0Xz4KpHz154PG42b9rIsqVLOHTwAADde/Rk1JhxDL58KIZhsHH9Wl564VmcTqe3xRygwKqVcbvdhISE0L5DR0zTZPHCBaxY/hlFhYVA4yyrmpoaXnnpeTZtXI/FYuWJP/6FO3/yMy4fOpzo6BgA3njtZT5butiXpYiISCuimVYicsmoqKjwDoqSklLYtfNzXn7hWQCmX3s9o8eM443XXmbrlk18unghbreba0aOJjmlPVOnX8vYcRMICAz0tqgQERERERGRb/bfzriqq63lnnvvV1jVSlmtVgZddjl+fv4smD+XzIx0liz6BNM0GTNuAm3bhvHaKy+yccM6LBYrDz36BCntOwCN60UbFoMNa9dQXFzEG6++jNPpZNLkab4tSkREfE6hlYhcMkxMQkLaMHPWTQQFB/Pm314DYPTY8cy84UYAps24joKCfPJyc1ixbCkZ6YcZN2ESw68YgX9AgHdtLBERERERETl73ya4slgsbNywjh2fb6OyslJrWLVifv7+9OnXHxOTj+d/RGZGuvcm0OKiInbu2I7FYuXBRx6nc5eujbPmTJOAgAAmT5kOwKYN6yksyOfD997lqqtHERIS4uOqRETElxRaicgFq2nB3q96fKqYmFgeePARUtp3IO3QQcrKSgkMDGTw5UO82wSHhHDi+HGgsf/20YoKevTsBfC1xxYREREREZGvd7bBldvtxm63M2nKNAVWFwA/Pz/69hsA4A2uli5Z1HjTp8XKI48/SWqnzrjdbqwnbwL1eDz4+/szZcp0nPX17N3tx09+do8CKxERUWglIhem5gHV0iWL6Nq9B8nJKV8ZXDUtANvUiuBoRQUNDQ0YhoXKE5Xe7crLynC5XAwZOpz4xESGDx9BeHiEWgKKiIiIiIicA18XXBmGQecuXenVuw9dunTFz9/fx2crZ6t5cDX/ow85kpUJGAwZOsy7frS12Zi6aa0yP39/rps5i0lTphMaGuqLUxcRkVZGoZWIXJCagqkXn/sna1avpHeffnzvttuJT0g8Y3BlsVhaPA4+efeW01nPzh3bcbldtG0bxgfvvUNNTTXJKe2ZMm0GQIu7wUREREREROR/c6bgavu2LdTW1jL92pmkduqswOoC1CK4mvsBR45ksXnTBsLCwrlm9Bji4tq12L55cKX3W0REmli+eRMRkdapurqKgwf2A5B26ABv/ft18nJzMQwD0zS/dt+evXozeux4ANauWcWLz/2Lp5/6K4fTDtGuXTxXXnWNd1sFViIiIiIiIudW8+CqV+++OJ1O0g+nERHp8PWpyf+gKbiadu1MOnRMxe128+mShaxasYziosLTtj/1BlMRERHD/KZvdkVEWqGm2VTl5WU88/e/cTjtEH5+fnTr3oObv3c7CYlnnnHVfN+y0lI+WTCPZZ8tASAoKJjY2Dh+df9viYx0qCWgiIiIiIjId8w0TTLSD7Ng3odcd8NNJCen+PqU5BxwOp3s2vm5d40rq9XK+ImTGTlqDDGxcb4+PRERacUUWonIBaspVCovL+Pp//sr6elpZx1cNbd/3x5qa2sJDg4hMSmJ4OAQBVYiIiIiIiLniWmauFwu7Ha7r09FzqFTgys/P39GXHUNEydPJTomxtenJyIirZRCKxG5oP0vwdVX/dzj8ahFgYiIiIiIiMj/qCm4WvTJAg6nHaJNaCh/+b+nads2zNenJiIirZRCKxG54LndbqznYMaViIiIiIiIiJxbTqeTbVs3s3rlcr532w9IUgtIERH5GgqtROSC83UzoRRciYiIiIiIiLQuTqcTt9tNYGCgr09FRERaOYVWInJBaWoHWFdXR0F+HqWlJfj5+dGv/0DvNuVlpTz91N8UXImIiIiIiIiIiIhcQBRaicgFoymwqqw8wb+e/jvZR7I4ceI4AL169+V7t/2AuHbtGlsFlpXyj6f+Skb6YQVXIiIiIiIiIiIiIhcAhVYickFoaglYVVnJ448+SG5Otnfh1traWpzOerp07cb3f/AjEhKTvMFV8xlXPXr24vobbyFZ/bNFREREREREREREWp0zLwojItLKWCwW6uvreemFZ8nNySYpOYX7fvM77vvN7+jdpy+GYXDo4AHeeO0V8nJzcLvdRDqiuOfeX5Oa2hmn08nOHZ+zcME83G63r8sRERERERERERERkVMotBKRC0ZBQT5ZWRm0bRvGnT++m9ROncnPy2X7ti2YponVauXQwf38+41XWwZX991PTGwcwSEhzLrpFqxWq69LEREREREREREREZFTqD2giLQaTS0AvY/dbgyLxbv+1OpVK3jp+X8RGeng6WdfZPOmDfzr6acAGDt+Im3Dwpg/9wOcTiddunbn1u//gITEJOx2OxXl5VisVsLCwrxrY4mIiIiIiIiIiIhI66GZViLSKpimicViYc/uL9iwfi0AFqsVt8sFNAZaNdXVAMy66RZyc3N48bl/AjB5ynRuu/0OrrjyKkaOHuudcTXn9VdYtXIZx44dIyIysjGw8ngUWImIiIiIiIiIiIi0QjZfn4CICIBhGGSkH+aPTzwCQFBQEP36D+T3v7uf7912Oz179eGywUPwDwhg2BUj+OTk2lSpqZ2ZNHUaAJGRDjp06Ijb7cZqtZJ26CAet4dhw6/0vk7zmVwiIiIiIiIiIiIi0nootBKRVuPggf1ERERSUVHOX/80G4cjirKyUt579206dOyEIyqKkaPGAJCVmYHH48HZ4MT0fNnltLKqEoDuPXpRVlbKz+65l+DgEEzT9LYZFBEREREREREREZHWR6GViLQaI0ePJTAoiEWfLKCwIJ+KinJiY+P43e8fJigoyBs8eU7OpAKor6+nsLAAj8dDQ4OTtatXYbFYue76WXTomIrVavXOvBIRERERERERERGR1kuhlYi0Cm63m4CAAPr27c9777wFNK5jVVRUyO7du7h8yDBvYGWxWhk5eiy7du2guKiQF559Bn9/fxpcLgoL8unUuQtx7eK9QZUCKxEREREREREREZHWT4u7iEirYLVaqa+v5/VXX6Ky8gRhYeHExsYB8Mzf/8aG9WsBsFiteNxukpJTmDrtWoKCgiguLiInJ5vCgnzi4trxi1/9mpCQEDwejy9LEhEREREREREREZFvwTBN0/zmzUREzo8F8+aSk32E6ddez949X7Bi+Wfk5+UCcPcvfsWw4Vd6t62pqSEnO4uVy5fh7x9ApCOSq64eRVh4uHdGloiIiIiIiIiIiIhcGBRaiYjPeDweLJbTJ3w66+vx8/fH6XTy2dLFrFm18svg6ue/ZNgVI/B4PNTW1hAcHHLamlUKrEREREREREREREQuPAqtRMQnmoKl+vp6so9kkZ19BIthEB4RSd9+/b1hlquhgU8/XcTaVSvJOxlcff+HPyIsLJz5cz9gxsxZDBx0GQCmaWIYhs9qEhEREREREREREZH/nkIrETnvmgKrysoTvPDsMxzJyuLo0QoAbDY7Ke3b84M77iIhIRGb3Y6roYGlny5mzaoV3uAq0uGgvKyMPn37c99vfofNZvNlSSIiIiIiIiIiIiLyP1JoJSLnVdNsqKrKSmY//jDZR7IICgrC7ufH8WPHsNlsuFwuEhISufX2O+jeoycWiwVXQwPLly1l08b1HE47BEBcu3geePARIiMdPq5KRERERERERERERP5XCq1E5Jw7da0ql8vVYiaU0+nkxef+yaaN60lJac/Nt95ObFwchQX5bNm8ia2bN1FZeYKExCTu+83viImJBcDtdlNQkM+B/XsxDAuDLrucsLAwrWElIiIiIiIiIiIichFQPy0ROadM0/QGVp8smMfoseMJCAhosc3x48fIzj5CcHAIN95yGz169gIgMtJBXFw7oqKiWfjxfPJyc3j9lZf47QMPYhgGVquVxMQkEhOTvMdSYCUiIiIiIiIiIiJycbB88yYiImenqfUfwL/feJV33/43jz38ezweT4vtMjPSKcjPwzQ9REREePcFiHREMXTYFQweMhSr1UpO9hEyM9JbbNOcAisRERERERERERGRi4NCKxE5J5oHVm+89jKfLl6IxWJl7PiJLVoFAoSGtsXf3x+rzUZZWZl3/yaOqCiGDB2G2+3m2LGjlJQUA3iPLyIiIiIiIiIiIiIXH4VWIvI/OzWw+uzTxQDc/YtfMuKqa07bPjAwEJfLReWJE2zbsgkAi8WCx+32hleJSck4HFEAuBoazkcZIiIiIiIiIiIiIuJDCq1E5H/SPLB69aUXvIHVPffez5Chw8+4T0r7DoybMAmAlSuW8Z933gQaW/01HauosJC6ujrCIyJISk75jqsQEREREREREREREV+z+foEROTC1Tyweu2VF1mxfCkAce3i6dS569fu26dvPzIz0jmwfx8fz/+Impoahg4bTtu2YZSWljD3g/eoqqqkb78BRMfEfue1iIiIiIiIiIiIiIhvGWbzhWRERM7SV7UE9PPzw+l0ktqpMz/7xb1Ex8R85TE2rFvD8mVLOXTwAADhERE4650YhkFVVSWxsXH84ZEniIiIaPF6IiIiIiIiIiIiInLxUWglIt9a8wBpzuuvsHTJIgCunTmLzIzD7Nu7xxtc/fyee4mKjvnK/b/YtZOdO7bz2aeLsdlsuFwuIh0OEhKS+NFdPyUiMhKP243Faj2/RYqIiIiIiIiIiIjIeaXQSkT+a/9+41U+XbwQwzD42T33MmTocG+7vwP79551cAWQfjiNEyeOc/z4cVJTOxHpiCIoKEiBlYiIiIiIiIiIiMglQmtaich/paa6mvy8XKxWKz+++xcMGTocgG7de9CURR3Yv5f0w2n88+mnTguuTm31l9qp82mvYZqmAisRERERERERERGRS4RmWonIf62iooKK8jJv4NR89tTBA/tYMO+bZ1yJiIiIiIiIiIiIiIBCKxE5xxRciYiIiIiIiIiIiMh/w+LrExCRi4thGDRl4V279WDq9Bl0694TPz8/b6vA0pJiH5+liIiIiIiIiIiIiLQ2Cq1E5JxTcCUiIiIiIiIiIiIi35baA4rId+brWgXGxbXjgQcfIdIR5eOzFBEREREREREREZHWwObrExCRi1fTjCvDMOjarQcAVquVHZ9vo7i4CJvd7uMzFBEREREREREREZHWQqGViHynTg2uXC43QcHB3HDjzbRtG4bH48FiUadSERERERERERERkUud2gOKyHnRvFWgq6EBm92Ox+3GYrX6+MxEREREREREREREpDVQaCUi503z4EpEREREREREREREpDn15BKR80aBlYiIiIiIiIiIiIh8FYVWIiIiIiIiIiIiIiIi4nMKrURERERERERERERERMTnFFqJiIiIiIiIiIiIiIiIzym0EhEREREREREREREREZ9TaCUiIiIiIiIiIiIiIiI+p9BKREREREREREREREREfE6hlYiIiIiIiIiIiIiIiPicQisRERERERERERERERHxOYVWIiIiIiIiIiIiIiIi4nMKrURERERERERERERERMTnFFqJiIiIiIiIiIiIiIiIzym0EhEREREREREREREREZ9TaCUiIiIiIiIiIiIiIiI+p9BKREREREREREREREREfO7/AzYSuND5d+YfAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "msno.heatmap(fuego)" ] }, { "cell_type": "markdown", "id": "f58eb3e7-2169-45b8-afca-1437c8d4fa87", "metadata": {}, "source": [ "### Por último, podemos analizar la existencia de valores perdidos a partir de dendogramas" ] }, { "cell_type": "code", "execution_count": 150, "id": "06aeaec3-d2a8-40b9-9396-575dd1f27666", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 150, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "msno.dendrogram(tempe)" ] }, { "cell_type": "markdown", "id": "1e5117a5-dffc-4525-9dd1-3491b20f6ccc", "metadata": {}, "source": [ "### Sabiendo la ubicación y cantidad de valores perdidos..." ] }, { "cell_type": "code", "execution_count": 169, "id": "19611038-895e-4aa9-9033-af95fe82166e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "CCAA 0\n", "país 0\n", "superficieTotal 0\n", "superficieTotal HA 0\n", "Total Forestal 3\n", "Total desarbolada 0\n", "Total arbolado (G+H+I+K+L) 2\n", "Estado/CCAA 0\n", "Local 0\n", "Privado 0\n", "% total privado 2\n", "Vecinales 0\n", "Descon 0\n", "Incendios 2004 0\n", "Hectáreas2004 0\n", "Incendios 2005 2\n", "Hectáreas2005 0\n", "Incendios 2006 0\n", "Hectáreas2006 0\n", "Incendios 2007 0\n", "Hectáreas2007 0\n", "Incendios 2008 1\n", "Hectáreas2008 1\n", "Incendios 2009 0\n", "Hectáreas2009 0\n", "Incendios 2010 0\n", "Hectáreas2010 0\n", "Incendios 2011 1\n", "Hectáreas2011 0\n", "Incendios 2012 0\n", "Hectáreas2012 2\n", "Incendios 2013 0\n", "Hectáreas2013 0\n", "Incendios 2004 - 2013 2\n", "Hectáreas 2004 - 2013 2\n", "dtype: int64" ] }, "execution_count": 169, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Eliminamos aquellas columnas algún elementos nulos.\n", "fuegoSinNa = fuego.copy()\n", "fuego.isnull().sum()" ] }, { "cell_type": "code", "execution_count": 178, "id": "1e62c2a4-d940-466e-be4f-9fb17f776241", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "CCAA 0\n", "país 0\n", "superficieTotal 0\n", "superficieTotal HA 0\n", "Total desarbolada 0\n", "Estado/CCAA 0\n", "Local 0\n", "Privado 0\n", "Vecinales 0\n", "Descon 0\n", "Incendios 2004 0\n", "Hectáreas2004 0\n", "Hectáreas2005 0\n", "Incendios 2006 0\n", "Hectáreas2006 0\n", "Incendios 2007 0\n", "Hectáreas2007 0\n", "Incendios 2009 0\n", "Hectáreas2009 0\n", "Incendios 2010 0\n", "Hectáreas2010 0\n", "Hectáreas2011 0\n", "Incendios 2012 0\n", "Incendios 2013 0\n", "Hectáreas2013 0\n", "dtype: int64" ] }, "execution_count": 178, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fuegoSinNa.dropna(axis=1, how='any').isnull().sum()" ] }, { "cell_type": "markdown", "id": "0a10dfa0-bef1-486a-b83b-25e48ab6ab06", "metadata": {}, "source": [ "### En algunos casos, puede que los valores perdidos, no lo estén tanto. Comprobamos." ] }, { "cell_type": "code", "execution_count": 179, "id": "34a1d6a3-8da8-4452-a72d-b8b33d54f51b", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Male 42\n", "Female 14\n", "? 4\n", "Mle 2\n", "Name: Sex, dtype: int64" ] }, "execution_count": 179, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult['Sex'].value_counts()" ] }, { "cell_type": "code", "execution_count": 196, "id": "31da0934-4687-4c1a-b95f-8e596e5bd999", "metadata": {}, "outputs": [], "source": [ "# Ojo al tener que copiar un dataset. Si no lo hacemos con copy, crea sólo un enlace al objeto original y cualquier transformación en la copia, se refleja en originial.\n", "adultBien = adult.copy()" ] }, { "cell_type": "code", "execution_count": 199, "id": "133443f5-4b27-46a9-a5e7-17e2451f5eb6", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Male 42\n", "Female 14\n", "Mle 2\n", "Name: Sex, dtype: int64" ] }, "execution_count": 199, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Podemos sustituir los ? por NAN puesto que no tenemos conocimiento a priori de su verdadero valor.\n", "adultBien.Sex = adultBien.Sex.replace('?',np.NaN)\n", "adultBien.Sex.value_counts()" ] }, { "cell_type": "code", "execution_count": 200, "id": "a425801c-ae02-4f32-a58f-69e48a0e7fa3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Male 42\n", "Female 14\n", "? 4\n", "Mle 2\n", "Name: Sex, dtype: int64" ] }, "execution_count": 200, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult.Sex.value_counts()" ] }, { "cell_type": "markdown", "id": "b289e3fc-304e-4dc8-941e-8fdb3440f01a", "metadata": {}, "source": [ "### En otros casos podemos necesitar comprobar la consistencia de los datos. Miramos el datatset adult. Tenemos 2 columnas que parecen mostrar la misma información, education y education-num" ] }, { "cell_type": "code", "execution_count": 242, "id": "6b39b9a8-2a80-4fa9-8de5-525a3a81a02a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "education education-num\n", "HS-grad 9 14\n", "Bachelors 13 11\n", "Some-college 10 9\n", "11th 7 4\n", "Assoc-voc 11 4\n", "Masters 14 4\n", "9th 5 3\n", "Assoc-acdm 12 3\n", "7th-8th 4 2\n", "Bachelors 9 2\n", "5th-6th 3 1\n", "? 9 1\n", "Doctorate 16 1\n", "HS-grad 12 1\n", " 13 1\n", "Prof-school 15 1\n", "dtype: int64\n" ] } ], "source": [ "print (adult [['education','education-num']].value_counts())\n", "tmp = adult [['education','education-num']].value_counts().to_frame().reset_index()\n", "tmp.columns = ['education','education-num','total']" ] }, { "cell_type": "code", "execution_count": 230, "id": "77dd61a9-d0f6-498e-8e2a-c823abe591cb", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " education education-num total\n", "0 HS-grad 9 14\n", "1 Bachelors 13 11\n", "2 Some-college 10 9\n", "3 11th 7 4\n", "4 Assoc-voc 11 4\n", "5 Masters 14 4\n", "6 9th 5 3\n", "7 Assoc-acdm 12 3\n", "8 7th-8th 4 2\n", "9 Bachelors 9 2\n", "10 5th-6th 3 1\n", "11 ? 9 1\n", "12 Doctorate 16 1\n", "13 HS-grad 12 1\n", "14 HS-grad 13 1\n", "15 Prof-school 15 1" ] }, "execution_count": 230, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tmp" ] }, { "cell_type": "code", "execution_count": 248, "id": "a293f4bb-7f04-4db1-996f-356c16bf70df", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "education-num 3 4 5 7 9 10 11 12 13 14 15 16\n", "education \n", "11th 0 0 0 4 0 0 0 0 0 0 0 0\n", "5th-6th 1 0 0 0 0 0 0 0 0 0 0 0\n", "7th-8th 0 2 0 0 0 0 0 0 0 0 0 0\n", "9th 0 0 3 0 0 0 0 0 0 0 0 0\n", "? 0 0 0 0 1 0 0 0 0 0 0 0\n", "Assoc-acdm 0 0 0 0 0 0 0 3 0 0 0 0\n", "Assoc-voc 0 0 0 0 0 0 4 0 0 0 0 0\n", "Bachelors 0 0 0 0 2 0 0 0 11 0 0 0\n", "Doctorate 0 0 0 0 0 0 0 0 0 0 0 1\n", "HS-grad 0 0 0 0 14 0 0 1 1 0 0 0\n", "Masters 0 0 0 0 0 0 0 0 0 4 0 0\n", "Prof-school 0 0 0 0 0 0 0 0 0 0 1 0\n", "Some-college 0 0 0 0 0 9 0 0 0 0 0 0" ] }, "execution_count": 248, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Vamos a darle formato ancho a la tabla previa para verlo mejor\n", "# Formato ancho\n", "tmp2 = pd.pivot_table(tmp, index= ['education'], columns = ['education-num'], values = 'total', aggfunc='sum')\n", "# Remplazo de nan's\n", "tmp2.replace(np.nan, 0).astype('int')" ] }, { "cell_type": "markdown", "id": "9da89005-2289-43bf-9714-c496cb61c03c", "metadata": {}, "source": [ "### ¿Y entre Relationship y Sex?" ] }, { "cell_type": "code", "execution_count": null, "id": "abc00b9e-8663-46d4-87e3-e4e9cd06ef7f", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "4f556cf2-e566-4c0f-bb9e-76bbd8a9c725", "metadata": {}, "source": [ "### Hemos visto previamente que la variable Sexo tiene algunos problemas de calidad. Los corregimos." ] }, { "cell_type": "code", "execution_count": 252, "id": "25a458cc-f65d-463a-9070-1b4944d32043", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Male 44\n", "Female 14\n", "? 4\n", "Name: Sex, dtype: int64" ] }, "execution_count": 252, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult.Sex.value_counts()" ] }, { "cell_type": "code", "execution_count": 253, "id": "3e10cd45-25db-40ec-a942-3f37a98adc2d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Male 44\n", "Female 14\n", "? 4\n", "Name: Sex, dtype: int64" ] }, "execution_count": 253, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult.Sex = adult.Sex.replace('Mle', 'Male')\n", "adult.Sex.value_counts()" ] }, { "cell_type": "markdown", "id": "24ae6192-2ff7-4822-bd26-89a16e6514f7", "metadata": {}, "source": [ "### Usaremos ahora una lista de términos correctos que deberán aparecer en la columna Relationship. De esta manera modificamos de una tacada toda la serie. Para ello usaremos el concepto de distancia (entre palabras) de la librería Levenshtein. La distancia Levenshtein, es el número mínimo de operaciones requeridas para transformar una cadena de caracteres en otra." ] }, { "cell_type": "code", "execution_count": 283, "id": "994749a5-6f69-4404-8a0e-e9daa326de8b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Collecting stringdist\n", " Downloading StringDist-1.0.9.tar.gz (7.4 kB)\n", "Building wheels for collected packages: stringdist\n", " Building wheel for stringdist (setup.py) ... \u001b[?25ldone\n", "\u001b[?25h Created wheel for stringdist: filename=StringDist-1.0.9-cp38-cp38-linux_x86_64.whl size=25141 sha256=a58d8e108bb284d54fe7e71fcb71f5b8067a854ee0e08842f398def26b8165c0\n", " Stored in directory: /home/mydoctor/.cache/pip/wheels/7a/64/e2/16f6a25a62a78f951c1715adb24ba2271ae9d7872f42378c3a\n", "Successfully built stringdist\n", "Installing collected packages: stringdist\n", "Successfully installed stringdist-1.0.9\n" ] } ], "source": [ "#!pip install stringdist" ] }, { "cell_type": "code", "execution_count": 258, "id": "64facdbb-8bd6-4e85-a4f5-812e3c16ce7c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Collecting python-Levenshtein\n", " Downloading python-Levenshtein-0.12.2.tar.gz (50 kB)\n", "\u001b[K |████████████████████████████████| 50 kB 1.7 MB/s eta 0:00:01\n", "\u001b[?25hRequirement already satisfied: setuptools in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from python-Levenshtein) (58.0.4)\n", "Building wheels for collected packages: python-Levenshtein\n", " Building wheel for python-Levenshtein (setup.py) ... \u001b[?25ldone\n", "\u001b[?25h Created wheel for python-Levenshtein: filename=python_Levenshtein-0.12.2-cp38-cp38-linux_x86_64.whl size=185063 sha256=900b8a0fecef3abb0988c1f0948db68525077248460b778226cf3c78370b8619\n", " Stored in directory: /home/mydoctor/.cache/pip/wheels/d7/0c/76/042b46eb0df65c3ccd0338f791210c55ab79d209bcc269e2c7\n", "Successfully built python-Levenshtein\n", "Installing collected packages: python-Levenshtein\n", "Successfully installed python-Levenshtein-0.12.2\n", "Note: you may need to restart the kernel to use updated packages.\n" ] } ], "source": [ "!pip install python-Levenshtein" ] }, { "cell_type": "code", "execution_count": 273, "id": "34ff1cfa-206a-4e50-a9af-731f2ca96f65", "metadata": {}, "outputs": [], "source": [ "from Levenshtein import distance as lev\n", "import operator" ] }, { "cell_type": "code", "execution_count": 277, "id": "c51cf445-c500-4c02-b080-d45d3d4f422b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1\n", "1\n", "1\n", "3\n" ] } ], "source": [ "# ¿Cómo funciona?\n", "print (lev ('banana','Banana'))\n", "print (lev ('banana','banan'))\n", "print (lev ('banana','banano'))\n", "print (lev ('banana','Bananos'))" ] }, { "cell_type": "code", "execution_count": 278, "id": "fc5b40a2-9d07-4f8c-acb6-03bf9d06856e", "metadata": {}, "outputs": [], "source": [ "# Creamos la lista con los términos correctos que deberían aparecer en Relationship\n", "correcto = [\"Husband\",\"Not-in-family\",\"Own-child\",\"Unmarried\",\"Wife\"]" ] }, { "cell_type": "code", "execution_count": 301, "id": "e2586805-bfdd-41c8-95bd-b51a6404e158", "metadata": {}, "outputs": [], "source": [ "# A través de esta función podemos ver cuál es la palabra más similar (de una lista) a las palabras de nuestra serie de datos.\n", "def similaridad(x):\n", " l = {} \n", " for i in correcto:\n", " l[i] = ratio(x,i)\n", " return max(l.items(), key=operator.itemgetter(1))[0]" ] }, { "cell_type": "code", "execution_count": 295, "id": "3db6c593-8d80-45ba-a972-575dc25b06ce", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 Not-in-family\n", "1 Husband\n", "2 Not-in-family\n", "3 Husband\n", "4 Wife\n", " ... \n", "57 Wife\n", "58 Husband\n", "59 Wife\n", "60 Husband\n", "61 Not-in-family\n", "Name: Relationship, Length: 62, dtype: object" ] }, "execution_count": 295, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult2 = adult.copy()\n", "adult2['Relationship'].map(similaridad)" ] }, { "cell_type": "code", "execution_count": 296, "id": "9d9c08c0-2f60-40b9-ae08-6e2bb7d79415", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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RelationshipRelationship2
0Not-in-failyNot-in-family
1HusbndHusband
2Not-in-famiyNot-in-family
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.........
57WieWife
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62 rows × 2 columns

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" ], "text/plain": [ " Relationship Relationship2\n", "0 Not-in-faily Not-in-family\n", "1 Husbnd Husband\n", "2 Not-in-famiy Not-in-family\n", "3 Husbaand Husband\n", "4 Wife Wife\n", ".. ... ...\n", "57 Wie Wife\n", "58 Hband Husband\n", "59 Wie Wife\n", "60 Huband Husband\n", "61 Not-in-famiy Not-in-family\n", "\n", "[62 rows x 2 columns]" ] }, "execution_count": 296, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult2['Relationship2'] = adult2['Relationship'].map(similaridad)\n", "adult2[['Relationship','Relationship2']]" ] }, { "cell_type": "markdown", "id": "2276487d-1192-4ead-bf59-60a73d4e013d", "metadata": { "tags": [] }, "source": [ "### Veremos durante el Bootcamp diferentes métodos de imputación. Para este caso, usaremos la librería FancyImpute que tiene la librería llamada IterativeImputer (comunmente conocida como MICE)" ] }, { "cell_type": "code", "execution_count": 37, "id": "41cd88d3-da1c-48f9-85ba-185e015a041a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Collecting miceforest\n", " Downloading miceforest-5.1.2-py3-none-any.whl (69 kB)\n", "\u001b[K |████████████████████████████████| 69 kB 1.2 MB/s eta 0:00:01\n", "\u001b[?25hCollecting lightgbm\n", " Downloading lightgbm-3.3.1-py3-none-manylinux1_x86_64.whl (2.0 MB)\n", "\u001b[K |████████████████████████████████| 2.0 MB 4.5 MB/s eta 0:00:01\n", "\u001b[?25hRequirement already satisfied: numpy in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from miceforest) (1.20.3)\n", "Requirement already satisfied: scipy in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from lightgbm->miceforest) (1.7.1)\n", "Requirement already satisfied: wheel in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from lightgbm->miceforest) (0.37.0)\n", "Requirement already satisfied: scikit-learn!=0.22.0 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from lightgbm->miceforest) (0.24.2)\n", "Requirement already satisfied: joblib>=0.11 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from scikit-learn!=0.22.0->lightgbm->miceforest) (1.0.1)\n", "Requirement already satisfied: threadpoolctl>=2.0.0 in /home/mydoctor/anaconda3/lib/python3.8/site-packages (from scikit-learn!=0.22.0->lightgbm->miceforest) (2.2.0)\n", "Installing collected packages: lightgbm, miceforest\n", "Successfully installed lightgbm-3.3.1 miceforest-5.1.2\n" ] } ], "source": [ "!pip install fancyimpute\n", "!pip install miceforest" ] }, { "cell_type": "code", "execution_count": 38, "id": "3d3a0760-d68c-45c2-b69f-7b4bbd404b9a", "metadata": {}, "outputs": [], "source": [ "from fancyimpute import IterativeImputer \n", "import miceforest as mf" ] }, { "cell_type": "code", "execution_count": 47, "id": "d4753a46-3d9a-4161-aea3-a90b89f5c807", "metadata": {}, "outputs": [], "source": [ "tmp = mf.MultipleImputedKernel(\n", " tempe,\n", " datasets=1,\n", " save_all_iterations=True,\n", " random_state = 123)" ] }, { "cell_type": "code", "execution_count": 48, "id": "a1bf89d7-62a3-4585-a0a0-1b7bde395b03", "metadata": {}, "outputs": [], "source": [ "# Ejecutamos el algoritmo MICE 3 veces\n", "tmp.mice(6)" ] }, { "cell_type": "code", "execution_count": 53, "id": "25b11671-ee08-4dfc-b535-fd9aee364045", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FechaT exteriorT impulsionT retornoTen. L1Ten. L2Ten. L3Int. L1Int. L2Int. L3
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125/10/2015 0:0217.507.3010.10405.00405.00405.001.6001.60
225/10/2015 0:0317.407.3010.20405.00405.00405.001.6001.60
325/10/2015 0:0417.507.4010.30405.00404.00404.001.6001.60
425/10/2015 0:0517.407.5010.40404.00404.00404.001.6001.60
525/10/2015 0:0617.407.6010.40405.00404.00405.001.6001.60
625/10/2015 0:0717.407.6010.40405.00404.00405.001.6001.60
725/10/2015 0:0817.507.5010.40405.00404.00405.001.6001.60
825/10/2015 0:0917.507.5010.40405.00404.00404.001.6001.60
925/10/2015 0:1017.507.5010.30405.00404.00405.001.6001.60
1025/10/2015 0:1117.507.4010.30405.00404.00405.001.6001.60
1125/10/2015 0:1217.507.4010.30405.00404.00405.001.6001.60
1225/10/2015 0:1317.507.4010.20405.00404.00405.001.6001.60
1325/10/2015 0:1417.507.3010.20405.00405.00405.001.6001.60
1425/10/2015 0:1517.507.2010.20407.00406.00407.001.6001.60
1525/10/2015 0:1617.507.3010.10406.00406.00407.001.6001.60
1625/10/2015 0:1717.507.3010.20405.00405.00405.001.6001.60
1725/10/2015 0:1817.407.4010.30405.00404.00404.001.6001.60
1825/10/2015 0:1917.407.5010.40405.00404.00405.001.6001.60
1925/10/2015 0:2017.407.5010.40406.00405.00405.001.6001.60
2025/10/2015 0:217.407.5010.40406.00405.00405.001.6001.60
2125/10/2015 0:2217.407.5010.40406.00405.00406.001.6001.60
2225/10/2015 0:2317.407.4010.30405.00404.00405.001.6001.70
2325/10/2015 0:2417.407.4010.30405.00404.00404.001.6001.60
2425/10/2015 0:2517.407.4010.20405.00404.00405.001.6001.60
2525/10/2015 0:2617.407.3010.20405.00404.00404.001.6001.60
2625/10/2015 0:2717.407.3010.10405.00405.00405.001.6001.60
2725/10/2015 0:2817.402.3010.10407.00406.00406.001.6001.60
2825/10/2015 0:2917.407.3010.10407.00406.00407.001.6001.60
2925/10/2015 0:3017.407.3010.20405.00405.00405.001.6001.60
3025/10/2015 0:3117.407.4010.30405.00404.00405.001.6001.60
3125/10/2015 0:3217.407.5010.40405.00404.00404.001.6001.60
3225/10/2015 0:3317.407.5010.40404.00404.00404.001.6001.60
3325/10/2015 0:3417.507.6010.50404.00404.00404.001.6001.60
3425/10/2015 0:3517.507.6010.40405.00404.00404.001.6001.60
3525/10/2015 0:3617.507.5010.40405.00404.00405.001.6001.60
3625/10/2015 0:3717.507.4010.30405.00404.00404.001.6001.60
3725/10/2015 0:3817.507.4010.20405.00404.00405.001.6001.60
3825/10/2015 0:3917.607.4010.20405.00404.00405.001.6001.60
3925/10/2015 0:4017.607.3010.20405.00404.00405.001.6001.70
4025/10/2015 0:4117.607.3010.10405.00405.00405.001.6001.60
4125/10/2015 0:4217.607.3010.20407.00406.00407.001.6001.60
4225/10/2015 0:4317.607.2010.10407.00406.00407.001.6001.60
4325/10/2015 0:4417.607.3010.20405.00405.00406.001.6001.60
4425/10/2015 0:4517.707.4010.30405.00404.00405.001.6001.60
4525/10/2015 0:4617.607.5010.40405.00405.00405.001.6001.60
4625/10/2015 0:4717.707.5010.50405.00404.00405.001.6001.60
4725/10/2015 0:4817.607.5010.50405.00404.00405.001.6001.60
4825/10/2015 0:4917.707.5010.40405.00404.00405.001.6001.60
4925/10/2015 0:5017.607.5010.40405.00404.00405.001.6001.60
5025/10/2015 0:5117.707.5010.30405.00405.00405.001.6001.60
5125/10/2015 0:5217.607.4010.30406.00405.00405.001.6001.60
5225/10/2015 0:5317.707.4010.20406.00405.00405.001.6001.60
\n", "
" ], "text/plain": [ " Fecha T exterior T impulsion T retorno Ten. L1 Ten. L2 \\\n", "0 25/10/2015 0:01 17.50 7.30 10.10 407.00 406.00 \n", "1 25/10/2015 0:02 17.50 7.30 10.10 405.00 405.00 \n", "2 25/10/2015 0:03 17.40 7.30 10.20 405.00 405.00 \n", "3 25/10/2015 0:04 17.50 7.40 10.30 405.00 404.00 \n", "4 25/10/2015 0:05 17.40 7.50 10.40 404.00 404.00 \n", "5 25/10/2015 0:06 17.40 7.60 10.40 405.00 404.00 \n", "6 25/10/2015 0:07 17.40 7.60 10.40 405.00 404.00 \n", "7 25/10/2015 0:08 17.50 7.50 10.40 405.00 404.00 \n", "8 25/10/2015 0:09 17.50 7.50 10.40 405.00 404.00 \n", "9 25/10/2015 0:10 17.50 7.50 10.30 405.00 404.00 \n", "10 25/10/2015 0:11 17.50 7.40 10.30 405.00 404.00 \n", "11 25/10/2015 0:12 17.50 7.40 10.30 405.00 404.00 \n", "12 25/10/2015 0:13 17.50 7.40 10.20 405.00 404.00 \n", "13 25/10/2015 0:14 17.50 7.30 10.20 405.00 405.00 \n", "14 25/10/2015 0:15 17.50 7.20 10.20 407.00 406.00 \n", "15 25/10/2015 0:16 17.50 7.30 10.10 406.00 406.00 \n", "16 25/10/2015 0:17 17.50 7.30 10.20 405.00 405.00 \n", "17 25/10/2015 0:18 17.40 7.40 10.30 405.00 404.00 \n", "18 25/10/2015 0:19 17.40 7.50 10.40 405.00 404.00 \n", "19 25/10/2015 0:20 17.40 7.50 10.40 406.00 405.00 \n", "20 25/10/2015 0:21 7.40 7.50 10.40 406.00 405.00 \n", "21 25/10/2015 0:22 17.40 7.50 10.40 406.00 405.00 \n", "22 25/10/2015 0:23 17.40 7.40 10.30 405.00 404.00 \n", "23 25/10/2015 0:24 17.40 7.40 10.30 405.00 404.00 \n", "24 25/10/2015 0:25 17.40 7.40 10.20 405.00 404.00 \n", "25 25/10/2015 0:26 17.40 7.30 10.20 405.00 404.00 \n", "26 25/10/2015 0:27 17.40 7.30 10.10 405.00 405.00 \n", "27 25/10/2015 0:28 17.40 2.30 10.10 407.00 406.00 \n", "28 25/10/2015 0:29 17.40 7.30 10.10 407.00 406.00 \n", "29 25/10/2015 0:30 17.40 7.30 10.20 405.00 405.00 \n", "30 25/10/2015 0:31 17.40 7.40 10.30 405.00 404.00 \n", "31 25/10/2015 0:32 17.40 7.50 10.40 405.00 404.00 \n", "32 25/10/2015 0:33 17.40 7.50 10.40 404.00 404.00 \n", "33 25/10/2015 0:34 17.50 7.60 10.50 404.00 404.00 \n", "34 25/10/2015 0:35 17.50 7.60 10.40 405.00 404.00 \n", "35 25/10/2015 0:36 17.50 7.50 10.40 405.00 404.00 \n", "36 25/10/2015 0:37 17.50 7.40 10.30 405.00 404.00 \n", "37 25/10/2015 0:38 17.50 7.40 10.20 405.00 404.00 \n", "38 25/10/2015 0:39 17.60 7.40 10.20 405.00 404.00 \n", "39 25/10/2015 0:40 17.60 7.30 10.20 405.00 404.00 \n", "40 25/10/2015 0:41 17.60 7.30 10.10 405.00 405.00 \n", "41 25/10/2015 0:42 17.60 7.30 10.20 407.00 406.00 \n", "42 25/10/2015 0:43 17.60 7.20 10.10 407.00 406.00 \n", "43 25/10/2015 0:44 17.60 7.30 10.20 405.00 405.00 \n", "44 25/10/2015 0:45 17.70 7.40 10.30 405.00 404.00 \n", "45 25/10/2015 0:46 17.60 7.50 10.40 405.00 405.00 \n", "46 25/10/2015 0:47 17.70 7.50 10.50 405.00 404.00 \n", "47 25/10/2015 0:48 17.60 7.50 10.50 405.00 404.00 \n", "48 25/10/2015 0:49 17.70 7.50 10.40 405.00 404.00 \n", "49 25/10/2015 0:50 17.60 7.50 10.40 405.00 404.00 \n", "50 25/10/2015 0:51 17.70 7.50 10.30 405.00 405.00 \n", "51 25/10/2015 0:52 17.60 7.40 10.30 406.00 405.00 \n", "52 25/10/2015 0:53 17.70 7.40 10.20 406.00 405.00 \n", "\n", " Ten. L3 Int. L1 Int. L2 Int. L3 \n", "0 407.00 1.60 0 1.60 \n", "1 405.00 1.60 0 1.60 \n", "2 405.00 1.60 0 1.60 \n", "3 404.00 1.60 0 1.60 \n", "4 404.00 1.60 0 1.60 \n", "5 405.00 1.60 0 1.60 \n", "6 405.00 1.60 0 1.60 \n", "7 405.00 1.60 0 1.60 \n", "8 404.00 1.60 0 1.60 \n", "9 405.00 1.60 0 1.60 \n", "10 405.00 1.60 0 1.60 \n", "11 405.00 1.60 0 1.60 \n", "12 405.00 1.60 0 1.60 \n", "13 405.00 1.60 0 1.60 \n", "14 407.00 1.60 0 1.60 \n", "15 407.00 1.60 0 1.60 \n", "16 405.00 1.60 0 1.60 \n", "17 404.00 1.60 0 1.60 \n", "18 405.00 1.60 0 1.60 \n", "19 405.00 1.60 0 1.60 \n", "20 405.00 1.60 0 1.60 \n", "21 406.00 1.60 0 1.60 \n", "22 405.00 1.60 0 1.70 \n", "23 404.00 1.60 0 1.60 \n", "24 405.00 1.60 0 1.60 \n", "25 404.00 1.60 0 1.60 \n", "26 405.00 1.60 0 1.60 \n", "27 406.00 1.60 0 1.60 \n", "28 407.00 1.60 0 1.60 \n", "29 405.00 1.60 0 1.60 \n", "30 405.00 1.60 0 1.60 \n", "31 404.00 1.60 0 1.60 \n", "32 404.00 1.60 0 1.60 \n", "33 404.00 1.60 0 1.60 \n", "34 404.00 1.60 0 1.60 \n", "35 405.00 1.60 0 1.60 \n", "36 404.00 1.60 0 1.60 \n", "37 405.00 1.60 0 1.60 \n", "38 405.00 1.60 0 1.60 \n", "39 405.00 1.60 0 1.70 \n", "40 405.00 1.60 0 1.60 \n", "41 407.00 1.60 0 1.60 \n", "42 407.00 1.60 0 1.60 \n", "43 406.00 1.60 0 1.60 \n", "44 405.00 1.60 0 1.60 \n", "45 405.00 1.60 0 1.60 \n", "46 405.00 1.60 0 1.60 \n", "47 405.00 1.60 0 1.60 \n", "48 405.00 1.60 0 1.60 \n", "49 405.00 1.60 0 1.60 \n", "50 405.00 1.60 0 1.60 \n", "51 405.00 1.60 0 1.60 \n", "52 405.00 1.60 0 1.60 " ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Extraemos el dataset con la imputación de datos realizada.\n", "tmp.complete_data(0) # Devuelve el dataset creado con la imputación de na's realizada" ] }, { "cell_type": "code", "execution_count": 54, "id": "0f37ee08-3584-42c3-ba36-0bc4394e5b46", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Fecha 0\n", "T exterior 0\n", "T impulsion 0\n", "T retorno 0\n", "Ten. L1 0\n", "Ten. L2 0\n", "Ten. L3 0\n", "Int. L1 0\n", "Int. L2 0\n", "Int. L3 0\n", "dtype: int64" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tempeMice.isna().sum()" ] }, { "cell_type": "code", "execution_count": 55, "id": "73d40c25-2361-49a3-8118-0a15288fb5f3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Fecha 0\n", "T exterior 0\n", "T impulsion 0\n", "T retorno 0\n", "Ten. L1 12\n", "Ten. L2 8\n", "Ten. L3 4\n", "Int. L1 0\n", "Int. L2 0\n", "Int. L3 0\n", "dtype: int64" ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tempe.isna().sum()" ] }, { "cell_type": "markdown", "id": "51776e8d-11c0-406d-ab39-bfa107a846d2", "metadata": {}, "source": [ "### Comprobamos la existencia o no de Outliers y de existir los marcaremos. Existen varias maneras de detectar outliers que veremos en el módulo 4.\n", "### En este caso, vamos a ejecutar un análisis univariante para localizar los outliers respecto de la columna Age.\n", "### El criterio para decidir si un elemento se considera Oultier o no es: media +- 3* desviación estandar" ] }, { "cell_type": "code", "execution_count": 308, "id": "39208841-03b0-4db1-8f5b-9f3d8b9eda46", "metadata": {}, "outputs": [], "source": [ "# Trabajamos con el dataset adult\n", "media = adult.Age.mean()\n", "desv = adult.Age.std()" ] }, { "cell_type": "code", "execution_count": 310, "id": "e2a1445f-ebb1-470d-aeb0-92ebc46e0bc7", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(38.435483870967744, 19.31840281873604)" ] }, "execution_count": 310, "metadata": {}, "output_type": "execute_result" } ], "source": [ "media, desv" ] }, { "cell_type": "code", "execution_count": 311, "id": "2e6ec48c-e622-4a6d-b80d-dc6818343229", "metadata": {}, "outputs": [], "source": [ "adult['OutlierAge'] = 'Normal'\n", "filtroSuperior = adult['Age'] > media + 3 * desv\n", "filtroInferior = adult['Age'] < media - 3 * desv\n", "\n", "adult['OutlierAge'][filtroSuperior] = 'Alto'\n", "adult['OutlierAge'][filtroInferior] = 'Bajo'" ] }, { "cell_type": "code", "execution_count": 313, "id": "ab685b97-5ed9-4dcc-a3cb-9bfcd5ecba80", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Normal 61\n", "Alto 1\n", "Name: OutlierAge, dtype: int64" ] }, "execution_count": 313, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adult.OutlierAge.value_counts()" ] }, { "cell_type": "markdown", "id": "f872e0bb-dc7a-426c-8813-94f1fb8f48fb", "metadata": {}, "source": [ "### Ya tendríamos localizado el outlier (en cuanto a edad) en este set de datos. Lo pintamos." ] }, { "cell_type": "code", "execution_count": 315, "id": "55cbc35f-ebf3-489b-bd03-69b05d2b36e3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 315, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.scatterplot(data=adult, x=\"Age\", y=\"fnlwgt\", hue=\"OutlierAge\")" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.12" } }, "nbformat": 4, "nbformat_minor": 5 }