{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Older Half: Spousal Age Gap\n", "\n", "Using the Indian electoral roll data, we estimate gap between the ages of husband and wife, and how the age difference varies across states, and by the age of husband and wife. \n", "\n", "On average, the husbands are XX years older than their wives. The difference is highly variable and systematically varies across states and by age of the husband and wife. The age gap is larger for older husbands.\n", "\n", "* [Research design](#research-design)\n", "* [Scripts for finding couples and analysis](#scripts)\n", "* [Underlying data that can be downloaded](#data)\n", "\n", "### Research Design\n", "\n", "We exploit the fact that for married women, electoral rolls have the husband's name. The basic analysis is as follows: within each household, we find all married couples (where both the spouses are alive). For each married couple, we calculate the difference between their average. Our final dataset has the following fields: `husband_age, wife_age, household_id, state, electoral_roll_year`. We next normalize ages so that all ages are using current year as 2017. Next, we do a density plot of the differences, and present mean, median, and standard deviation. Next, we check whether the difference is statistically significant from 0. Next, we present boxplots by states. And lastly, we plot difference as a function of age of husband and wife. " ] }, { "cell_type": "raw", "metadata": {}, "source": [ "# additional packages\n", "!pip install matplotlib\n", "!pip install seaborn\n", "!pip install statsmodels\n", "!pip install plotly\n", "!pip install scikit-learn" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:26:51.592859Z", "iopub.status.busy": "2021-08-09T12:26:51.592147Z", "iopub.status.idle": "2021-08-09T12:26:54.057547Z", "shell.execute_reply": "2021-08-09T12:26:54.058009Z" } }, "outputs": [], "source": [ "# import the necessary libraries \n", "%matplotlib inline \n", "import seaborn as sns \n", "import matplotlib.pyplot as plt\n", "\n", "import pandas as pd\n", "from glob import glob\n", "import os\n", "from functools import partial" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:26:54.077401Z", "iopub.status.busy": "2021-08-09T12:26:54.074241Z", "iopub.status.idle": "2021-08-09T12:28:35.984817Z", "shell.execute_reply": "2021-08-09T12:28:35.985329Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 1min 13s, sys: 3.82 s, total: 1min 16s\n", "Wall time: 1min 17s\n" ] }, { "data": { "text/html": [ "
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wife_agehusband_agestate
03943andaman
13247andaman
23434andaman
34347andaman
44048andaman
............
735426364959uttarakhand
735426372324uttarakhand
735426383843uttarakhand
735426393134uttarakhand
735426403031uttarakhand
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73542641 rows × 3 columns

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" ], "text/plain": [ " wife_age husband_age state\n", "0 39 43 andaman\n", "1 32 47 andaman\n", "2 34 34 andaman\n", "3 43 47 andaman\n", "4 40 48 andaman\n", "... ... ... ...\n", "73542636 49 59 uttarakhand\n", "73542637 23 24 uttarakhand\n", "73542638 38 43 uttarakhand\n", "73542639 31 34 uttarakhand\n", "73542640 30 31 uttarakhand\n", "\n", "[73542641 rows x 3 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "# Load data from CSVs\n", "fns = sorted(glob('../../finding-couples/output_lev_0/*_exact_match_lev_0.*'))\n", "adf = pd.concat(map(partial(pd.read_csv, usecols=['wife_age', 'husband_age', 'state']), fns), ignore_index=True)\n", "adf" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:28:35.992239Z", "iopub.status.busy": "2021-08-09T12:28:35.991587Z", "iopub.status.idle": "2021-08-09T12:28:38.219339Z", "shell.execute_reply": "2021-08-09T12:28:38.219990Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 779 ms, sys: 620 ms, total: 1.4 s\n", "Wall time: 1.41 s\n" ] }, { "data": { "text/html": [ "
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wife_agehusband_agestate
6242100113andaman
1823642103andaman
2526873102andaman
2550279104andaman
2697283102andaman
............
73539006343uttarakhand
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3892535 rows × 3 columns

\n", "
" ], "text/plain": [ " wife_age husband_age state\n", "6242 100 113 andaman\n", "18236 42 103 andaman\n", "25268 73 102 andaman\n", "25502 79 104 andaman\n", "26972 83 102 andaman\n", "... ... ... ...\n", "73539006 34 3 uttarakhand\n", "73539202 34 3 uttarakhand\n", "73540256 35 3 uttarakhand\n", "73540824 34 3 uttarakhand\n", "73541926 32 3 uttarakhand\n", "\n", "[3892535 rows x 3 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "# Filter for age range below 18 and above 100\n", "invalid_age = adf[(adf.wife_age < 18)|(adf.wife_age > 100)|(adf.husband_age < 18)|(adf.husband_age > 100)]\n", "invalid_age" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:28:39.202967Z", "iopub.status.busy": "2021-08-09T12:28:38.796823Z", "iopub.status.idle": "2021-08-09T12:28:48.431082Z", "shell.execute_reply": "2021-08-09T12:28:48.430614Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 3.49 s, sys: 2.27 s, total: 5.77 s\n", "Wall time: 5.77 s\n" ] }, { "data": { "text/html": [ "
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wife_agehusband_agestate
03943andaman
13247andaman
23434andaman
34347andaman
44048andaman
............
735426364959uttarakhand
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69650106 rows × 3 columns

\n", "
" ], "text/plain": [ " wife_age husband_age state\n", "0 39 43 andaman\n", "1 32 47 andaman\n", "2 34 34 andaman\n", "3 43 47 andaman\n", "4 40 48 andaman\n", "... ... ... ...\n", "73542636 49 59 uttarakhand\n", "73542637 23 24 uttarakhand\n", "73542638 38 43 uttarakhand\n", "73542639 31 34 uttarakhand\n", "73542640 30 31 uttarakhand\n", "\n", "[69650106 rows x 3 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "# Take out the invalid age range\n", "adf.drop(invalid_age.index, inplace=True)\n", "adf" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:28:48.437220Z", "iopub.status.busy": "2021-08-09T12:28:48.436590Z", "iopub.status.idle": "2021-08-09T12:28:50.151694Z", "shell.execute_reply": "2021-08-09T12:28:50.152278Z" } }, "outputs": [ { "data": { "text/html": [ "
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wife_agehusband_agestategap
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13247andaman15
23434andaman0
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44048andaman8
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69650106 rows × 4 columns

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" ], "text/plain": [ " wife_age husband_age state gap\n", "0 39 43 andaman 4\n", "1 32 47 andaman 15\n", "2 34 34 andaman 0\n", "3 43 47 andaman 4\n", "4 40 48 andaman 8\n", "... ... ... ... ...\n", "73542636 49 59 uttarakhand 10\n", "73542637 23 24 uttarakhand 1\n", "73542638 38 43 uttarakhand 5\n", "73542639 31 34 uttarakhand 3\n", "73542640 30 31 uttarakhand 1\n", "\n", "[69650106 rows x 4 columns]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adf['gap'] = adf['husband_age'] - adf['wife_age']\n", "adf" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:28:50.162576Z", "iopub.status.busy": "2021-08-09T12:28:50.161943Z", "iopub.status.idle": "2021-08-09T12:29:12.742269Z", "shell.execute_reply": "2021-08-09T12:29:12.742972Z" } }, "outputs": [ { "data": { "text/html": [ "
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wife_agehusband_agegap
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wife_agehusband_agegap
countmeanstdmin25%50%75%maxcountmean...75%maxcountmeanstdmin25%50%75%max
state
andaman36577.043.910.818.036.042.050.094.036577.050.3...58.0100.036577.06.45.2-50.03.05.09.059.0
andhra1146088.040.012.118.030.038.048.0100.01146088.045.7...55.0100.01146088.05.75.3-70.03.05.08.073.0
arunachal130331.041.611.818.033.040.049.0100.0130331.047.2...55.0100.0130331.05.76.3-72.02.05.08.065.0
assam185336.040.611.418.032.039.048.099.0185336.049.0...57.0100.0185336.08.46.9-62.05.08.011.074.0
bihar10903838.044.212.918.034.044.053.0100.010903838.048.5...57.0100.010903838.04.36.1-79.02.03.05.080.0
chandigarh112677.044.512.319.035.043.052.099.0112677.048.5...57.099.0112677.04.04.4-59.02.04.06.067.0
dadra11790.039.612.619.030.037.047.099.011790.043.4...51.099.011790.03.95.0-76.01.03.06.051.0
daman3803.039.712.618.030.037.047.091.03803.044.2...52.090.03803.04.55.2-30.02.04.07.042.0
goa161365.047.111.919.038.046.055.0100.0161365.052.7...61.0100.0161365.05.75.6-73.03.05.08.055.0
gujarat2573.044.712.618.035.043.053.088.02573.048.6...58.096.02573.03.94.9-44.02.03.05.043.0
haryana3581068.045.213.719.034.044.055.0100.03581068.049.0...58.0100.03581068.03.74.0-78.02.03.05.075.0
himachal667017.044.512.618.035.044.053.0100.0667017.049.7...59.0100.0667017.05.24.4-73.03.05.07.067.0
jharkhand3085472.041.413.718.031.040.050.0100.03085472.045.7...55.0100.03085472.04.49.1-82.02.04.07.081.0
jk28464.047.912.919.038.047.056.096.028464.051.2...60.099.028464.03.25.6-62.00.03.06.051.0
karnataka264920.040.614.319.029.038.051.0100.0264920.046.2...57.0100.0264920.05.58.9-75.03.05.09.072.0
kerala1818418.050.011.719.042.050.058.0100.01818418.056.1...65.0100.01818418.06.14.4-60.03.06.09.067.0
maharastra2769053.050.812.419.042.049.059.099.02769053.056.5...65.099.02769053.05.75.9-76.03.05.07.078.0
manipur309928.045.313.819.035.044.055.099.0309928.049.7...60.0100.0309928.04.46.2-68.02.04.07.078.0
meghalaya101413.042.311.619.034.041.050.0100.0101413.047.9...56.099.0101413.05.66.4-69.02.05.09.064.0
mizoram125789.043.012.718.033.042.052.097.0125789.046.9...56.0100.0125789.03.96.9-54.00.03.07.060.0
mp8842330.041.612.818.032.040.050.0100.08842330.045.3...54.0100.08842330.03.73.9-74.02.03.05.076.0
nagaland135358.049.213.819.039.049.059.0100.0135358.054.4...64.0100.0135358.05.28.6-76.02.04.08.078.0
odisha783776.044.213.018.035.043.051.0100.0783776.049.4...58.0100.0783776.05.26.0-72.02.05.07.073.0
puducherry169133.045.411.519.037.044.053.098.0169133.051.7...60.0100.0169133.06.34.9-68.03.06.09.065.0
punjab3011567.045.713.319.035.044.054.0100.03011567.048.8...58.0100.03011567.03.14.9-71.02.03.05.071.0
rajasthan10509054.044.714.618.033.045.055.099.010509054.048.4...59.099.010509054.03.74.1-75.02.03.05.078.0
sikkim6760.041.710.720.034.042.047.089.06760.045.8...53.087.06760.04.17.0-53.00.03.08.054.0
tripura359197.041.912.018.033.041.050.0100.0359197.048.6...58.0100.0359197.06.85.4-68.04.06.010.079.0
up18982011.043.213.318.032.042.053.0100.018982011.046.8...56.0100.018982011.03.65.8-77.02.03.05.079.0
uttarakhand1405000.041.512.718.032.040.050.0100.01405000.046.4...55.0100.01405000.04.94.1-65.02.04.06.074.0
\n", "

30 rows × 24 columns

\n", "
" ], "text/plain": [ " wife_age \\\n", " count mean std min 25% 50% 75% max \n", "state \n", "andaman 36577.0 43.9 10.8 18.0 36.0 42.0 50.0 94.0 \n", "andhra 1146088.0 40.0 12.1 18.0 30.0 38.0 48.0 100.0 \n", "arunachal 130331.0 41.6 11.8 18.0 33.0 40.0 49.0 100.0 \n", "assam 185336.0 40.6 11.4 18.0 32.0 39.0 48.0 99.0 \n", "bihar 10903838.0 44.2 12.9 18.0 34.0 44.0 53.0 100.0 \n", "chandigarh 112677.0 44.5 12.3 19.0 35.0 43.0 52.0 99.0 \n", "dadra 11790.0 39.6 12.6 19.0 30.0 37.0 47.0 99.0 \n", "daman 3803.0 39.7 12.6 18.0 30.0 37.0 47.0 91.0 \n", "goa 161365.0 47.1 11.9 19.0 38.0 46.0 55.0 100.0 \n", "gujarat 2573.0 44.7 12.6 18.0 35.0 43.0 53.0 88.0 \n", "haryana 3581068.0 45.2 13.7 19.0 34.0 44.0 55.0 100.0 \n", "himachal 667017.0 44.5 12.6 18.0 35.0 44.0 53.0 100.0 \n", "jharkhand 3085472.0 41.4 13.7 18.0 31.0 40.0 50.0 100.0 \n", "jk 28464.0 47.9 12.9 19.0 38.0 47.0 56.0 96.0 \n", "karnataka 264920.0 40.6 14.3 19.0 29.0 38.0 51.0 100.0 \n", "kerala 1818418.0 50.0 11.7 19.0 42.0 50.0 58.0 100.0 \n", "maharastra 2769053.0 50.8 12.4 19.0 42.0 49.0 59.0 99.0 \n", "manipur 309928.0 45.3 13.8 19.0 35.0 44.0 55.0 99.0 \n", "meghalaya 101413.0 42.3 11.6 19.0 34.0 41.0 50.0 100.0 \n", "mizoram 125789.0 43.0 12.7 18.0 33.0 42.0 52.0 97.0 \n", "mp 8842330.0 41.6 12.8 18.0 32.0 40.0 50.0 100.0 \n", "nagaland 135358.0 49.2 13.8 19.0 39.0 49.0 59.0 100.0 \n", "odisha 783776.0 44.2 13.0 18.0 35.0 43.0 51.0 100.0 \n", "puducherry 169133.0 45.4 11.5 19.0 37.0 44.0 53.0 98.0 \n", "punjab 3011567.0 45.7 13.3 19.0 35.0 44.0 54.0 100.0 \n", "rajasthan 10509054.0 44.7 14.6 18.0 33.0 45.0 55.0 99.0 \n", "sikkim 6760.0 41.7 10.7 20.0 34.0 42.0 47.0 89.0 \n", "tripura 359197.0 41.9 12.0 18.0 33.0 41.0 50.0 100.0 \n", "up 18982011.0 43.2 13.3 18.0 32.0 42.0 53.0 100.0 \n", "uttarakhand 1405000.0 41.5 12.7 18.0 32.0 40.0 50.0 100.0 \n", "\n", " husband_age ... gap \\\n", " count mean ... 75% max count mean std min \n", "state ... \n", "andaman 36577.0 50.3 ... 58.0 100.0 36577.0 6.4 5.2 -50.0 \n", "andhra 1146088.0 45.7 ... 55.0 100.0 1146088.0 5.7 5.3 -70.0 \n", "arunachal 130331.0 47.2 ... 55.0 100.0 130331.0 5.7 6.3 -72.0 \n", "assam 185336.0 49.0 ... 57.0 100.0 185336.0 8.4 6.9 -62.0 \n", "bihar 10903838.0 48.5 ... 57.0 100.0 10903838.0 4.3 6.1 -79.0 \n", "chandigarh 112677.0 48.5 ... 57.0 99.0 112677.0 4.0 4.4 -59.0 \n", "dadra 11790.0 43.4 ... 51.0 99.0 11790.0 3.9 5.0 -76.0 \n", "daman 3803.0 44.2 ... 52.0 90.0 3803.0 4.5 5.2 -30.0 \n", "goa 161365.0 52.7 ... 61.0 100.0 161365.0 5.7 5.6 -73.0 \n", "gujarat 2573.0 48.6 ... 58.0 96.0 2573.0 3.9 4.9 -44.0 \n", "haryana 3581068.0 49.0 ... 58.0 100.0 3581068.0 3.7 4.0 -78.0 \n", "himachal 667017.0 49.7 ... 59.0 100.0 667017.0 5.2 4.4 -73.0 \n", "jharkhand 3085472.0 45.7 ... 55.0 100.0 3085472.0 4.4 9.1 -82.0 \n", "jk 28464.0 51.2 ... 60.0 99.0 28464.0 3.2 5.6 -62.0 \n", "karnataka 264920.0 46.2 ... 57.0 100.0 264920.0 5.5 8.9 -75.0 \n", "kerala 1818418.0 56.1 ... 65.0 100.0 1818418.0 6.1 4.4 -60.0 \n", "maharastra 2769053.0 56.5 ... 65.0 99.0 2769053.0 5.7 5.9 -76.0 \n", "manipur 309928.0 49.7 ... 60.0 100.0 309928.0 4.4 6.2 -68.0 \n", "meghalaya 101413.0 47.9 ... 56.0 99.0 101413.0 5.6 6.4 -69.0 \n", "mizoram 125789.0 46.9 ... 56.0 100.0 125789.0 3.9 6.9 -54.0 \n", "mp 8842330.0 45.3 ... 54.0 100.0 8842330.0 3.7 3.9 -74.0 \n", "nagaland 135358.0 54.4 ... 64.0 100.0 135358.0 5.2 8.6 -76.0 \n", "odisha 783776.0 49.4 ... 58.0 100.0 783776.0 5.2 6.0 -72.0 \n", "puducherry 169133.0 51.7 ... 60.0 100.0 169133.0 6.3 4.9 -68.0 \n", "punjab 3011567.0 48.8 ... 58.0 100.0 3011567.0 3.1 4.9 -71.0 \n", "rajasthan 10509054.0 48.4 ... 59.0 99.0 10509054.0 3.7 4.1 -75.0 \n", "sikkim 6760.0 45.8 ... 53.0 87.0 6760.0 4.1 7.0 -53.0 \n", "tripura 359197.0 48.6 ... 58.0 100.0 359197.0 6.8 5.4 -68.0 \n", "up 18982011.0 46.8 ... 56.0 100.0 18982011.0 3.6 5.8 -77.0 \n", "uttarakhand 1405000.0 46.4 ... 55.0 100.0 1405000.0 4.9 4.1 -65.0 \n", "\n", " \n", " 25% 50% 75% max \n", "state \n", "andaman 3.0 5.0 9.0 59.0 \n", "andhra 3.0 5.0 8.0 73.0 \n", "arunachal 2.0 5.0 8.0 65.0 \n", "assam 5.0 8.0 11.0 74.0 \n", "bihar 2.0 3.0 5.0 80.0 \n", "chandigarh 2.0 4.0 6.0 67.0 \n", "dadra 1.0 3.0 6.0 51.0 \n", "daman 2.0 4.0 7.0 42.0 \n", "goa 3.0 5.0 8.0 55.0 \n", "gujarat 2.0 3.0 5.0 43.0 \n", "haryana 2.0 3.0 5.0 75.0 \n", "himachal 3.0 5.0 7.0 67.0 \n", "jharkhand 2.0 4.0 7.0 81.0 \n", "jk 0.0 3.0 6.0 51.0 \n", "karnataka 3.0 5.0 9.0 72.0 \n", "kerala 3.0 6.0 9.0 67.0 \n", "maharastra 3.0 5.0 7.0 78.0 \n", "manipur 2.0 4.0 7.0 78.0 \n", "meghalaya 2.0 5.0 9.0 64.0 \n", "mizoram 0.0 3.0 7.0 60.0 \n", "mp 2.0 3.0 5.0 76.0 \n", "nagaland 2.0 4.0 8.0 78.0 \n", "odisha 2.0 5.0 7.0 73.0 \n", "puducherry 3.0 6.0 9.0 65.0 \n", "punjab 2.0 3.0 5.0 71.0 \n", "rajasthan 2.0 3.0 5.0 78.0 \n", "sikkim 0.0 3.0 8.0 54.0 \n", "tripura 4.0 6.0 10.0 79.0 \n", "up 2.0 3.0 5.0 79.0 \n", "uttarakhand 2.0 4.0 6.0 74.0 \n", "\n", "[30 rows x 24 columns]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adf.groupby(['state']).describe().round(1)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "90.22462363517437" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# % of couples that have gap > 0\n", "len(adf[adf.gap > 0]) * 100 / len(adf)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:29:39.680598Z", "iopub.status.busy": "2021-08-09T12:29:39.679919Z", "iopub.status.idle": "2021-08-09T12:29:46.373028Z", "shell.execute_reply": "2021-08-09T12:29:46.372477Z" } }, "outputs": [ { "data": { "text/html": [ "
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wife_agehusband_agestategap
153066068andaman8
53275457andaman3
59443141andaman10
89655758andaman1
164334953andaman4
...............
730222787780uttarakhand3
730705135861uttarakhand3
723786474751uttarakhand4
731758115256uttarakhand4
733739383643uttarakhand7
\n", "

120000 rows × 4 columns

\n", "
" ], "text/plain": [ " wife_age husband_age state gap\n", "15306 60 68 andaman 8\n", "5327 54 57 andaman 3\n", "5944 31 41 andaman 10\n", "8965 57 58 andaman 1\n", "16433 49 53 andaman 4\n", "... ... ... ... ...\n", "73022278 77 80 uttarakhand 3\n", "73070513 58 61 uttarakhand 3\n", "72378647 47 51 uttarakhand 4\n", "73175811 52 56 uttarakhand 4\n", "73373938 36 43 uttarakhand 7\n", "\n", "[120000 rows x 4 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# FIXME: Population random sample\n", "#sdf = adf.sample(120000, random_state=21)\n", "\n", "# FIXME: Stratified random sample per state\n", "group_size = 4000\n", "lst = []\n", "for class_index, group in adf.groupby('state'):\n", " lst.append(group.sample(group_size, replace=True, random_state=21))\n", "sdf = pd.concat(lst)\n", "sdf" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:29:46.383744Z", "iopub.status.busy": "2021-08-09T12:29:46.383078Z", "iopub.status.idle": "2021-08-09T12:29:47.224187Z", "shell.execute_reply": "2021-08-09T12:29:47.224880Z" } }, "outputs": [ { "data": { "text/html": [ "
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wife_agehusband_agegap
count120000.0120000.0120000.0
mean44.048.94.9
std13.013.76.0
min18.018.0-73.0
25%34.038.02.0
50%43.048.04.0
75%52.058.07.0
max98.0100.077.0
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" ], "text/plain": [ " wife_age husband_age gap\n", "count 120000.0 120000.0 120000.0\n", "mean 44.0 48.9 4.9\n", "std 13.0 13.7 6.0\n", "min 18.0 18.0 -73.0\n", "25% 34.0 38.0 2.0\n", "50% 43.0 48.0 4.0\n", "75% 52.0 58.0 7.0\n", "max 98.0 100.0 77.0" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sdf.describe().round(1)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:29:47.239127Z", "iopub.status.busy": "2021-08-09T12:29:47.236296Z", "iopub.status.idle": "2021-08-09T12:29:47.592833Z", "shell.execute_reply": "2021-08-09T12:29:47.593350Z" } }, "outputs": [ { "data": { "text/html": [ "
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wife_agehusband_agegap
countmeanstdmin25%50%75%maxcountmean...75%maxcountmeanstdmin25%50%75%max
state
andaman4000.044.211.121.036.043.051.093.04000.050.6...58.098.04000.06.45.3-50.03.05.09.053.0
andhra4000.040.112.019.030.039.048.088.04000.045.7...55.094.04000.05.75.2-34.03.05.08.045.0
arunachal4000.041.612.118.033.040.049.089.04000.047.2...55.095.04000.05.76.1-27.02.05.08.048.0
assam4000.040.711.218.032.039.048.095.04000.049.0...57.098.04000.08.37.0-34.05.07.010.060.0
bihar4000.044.613.218.035.044.053.098.04000.049.1...57.0100.04000.04.56.1-58.02.04.05.264.0
chandigarh4000.044.312.519.035.043.052.094.04000.048.4...57.099.04000.04.14.5-57.02.04.06.045.0
dadra4000.039.512.519.030.037.046.089.04000.043.2...51.090.04000.03.84.9-26.01.03.06.043.0
daman4000.039.912.718.030.037.048.091.04000.044.3...52.087.04000.04.45.2-30.02.04.07.042.0
goa4000.046.711.921.038.045.054.089.04000.052.4...61.093.04000.05.75.8-66.03.05.08.038.0
gujarat4000.044.812.718.035.044.053.088.04000.048.8...58.096.04000.04.04.7-39.02.03.05.043.0
haryana4000.045.113.620.034.044.054.094.04000.048.9...58.096.04000.03.84.3-55.02.03.05.058.0
himachal4000.044.712.618.035.044.053.086.04000.049.9...59.099.04000.05.24.3-40.03.05.07.042.0
jharkhand4000.041.413.618.031.040.050.098.04000.045.8...56.097.04000.04.49.0-72.02.04.07.077.0
jk4000.048.013.019.038.047.056.095.04000.051.2...60.096.04000.03.25.4-26.00.02.06.050.0
karnataka4000.040.214.419.028.037.050.092.04000.045.7...56.096.04000.05.58.8-73.03.05.09.054.0
kerala4000.050.012.019.042.050.058.093.04000.056.2...65.096.04000.06.24.6-39.03.06.09.042.0
maharastra4000.051.312.620.042.050.059.098.04000.056.8...66.099.04000.05.56.1-60.03.05.07.053.0
manipur4000.045.814.019.035.045.056.092.04000.050.3...60.0100.04000.04.46.4-68.02.04.07.056.0
meghalaya4000.042.711.619.034.042.050.092.04000.048.2...57.098.04000.05.56.5-37.02.05.09.061.0
mizoram4000.043.112.618.033.042.052.088.04000.047.2...56.091.04000.04.06.9-33.00.03.07.053.0
mp4000.041.512.519.032.040.049.092.04000.045.2...54.095.04000.03.64.0-28.02.03.05.042.0
nagaland4000.049.113.919.039.049.059.097.04000.054.5...65.0100.04000.05.38.6-52.02.04.08.056.0
odisha4000.044.212.919.035.043.050.092.04000.049.3...58.0100.04000.05.15.8-66.02.05.07.061.0
puducherry4000.045.311.419.037.044.053.088.04000.051.6...60.095.04000.06.44.9-47.03.06.09.045.0
punjab4000.046.213.619.035.044.055.093.04000.049.1...58.096.04000.02.95.1-51.02.03.05.064.0
rajasthan4000.045.014.419.033.045.055.091.04000.048.7...59.096.04000.03.73.9-25.02.03.05.038.0
sikkim4000.041.910.820.034.042.047.089.04000.045.9...54.086.04000.04.17.2-53.00.03.08.054.0
tripura4000.041.811.718.033.041.049.098.04000.048.4...57.098.04000.06.65.2-48.04.06.010.066.0
up4000.043.313.719.032.042.053.093.04000.047.0...57.096.04000.03.85.7-46.02.03.05.055.0
uttarakhand4000.041.812.719.032.040.050.089.04000.046.8...56.099.04000.05.04.2-25.02.04.06.040.0
\n", "

30 rows × 24 columns

\n", "
" ], "text/plain": [ " wife_age husband_age \\\n", " count mean std min 25% 50% 75% max count \n", "state \n", "andaman 4000.0 44.2 11.1 21.0 36.0 43.0 51.0 93.0 4000.0 \n", "andhra 4000.0 40.1 12.0 19.0 30.0 39.0 48.0 88.0 4000.0 \n", "arunachal 4000.0 41.6 12.1 18.0 33.0 40.0 49.0 89.0 4000.0 \n", "assam 4000.0 40.7 11.2 18.0 32.0 39.0 48.0 95.0 4000.0 \n", "bihar 4000.0 44.6 13.2 18.0 35.0 44.0 53.0 98.0 4000.0 \n", "chandigarh 4000.0 44.3 12.5 19.0 35.0 43.0 52.0 94.0 4000.0 \n", "dadra 4000.0 39.5 12.5 19.0 30.0 37.0 46.0 89.0 4000.0 \n", "daman 4000.0 39.9 12.7 18.0 30.0 37.0 48.0 91.0 4000.0 \n", "goa 4000.0 46.7 11.9 21.0 38.0 45.0 54.0 89.0 4000.0 \n", "gujarat 4000.0 44.8 12.7 18.0 35.0 44.0 53.0 88.0 4000.0 \n", "haryana 4000.0 45.1 13.6 20.0 34.0 44.0 54.0 94.0 4000.0 \n", "himachal 4000.0 44.7 12.6 18.0 35.0 44.0 53.0 86.0 4000.0 \n", "jharkhand 4000.0 41.4 13.6 18.0 31.0 40.0 50.0 98.0 4000.0 \n", "jk 4000.0 48.0 13.0 19.0 38.0 47.0 56.0 95.0 4000.0 \n", "karnataka 4000.0 40.2 14.4 19.0 28.0 37.0 50.0 92.0 4000.0 \n", "kerala 4000.0 50.0 12.0 19.0 42.0 50.0 58.0 93.0 4000.0 \n", "maharastra 4000.0 51.3 12.6 20.0 42.0 50.0 59.0 98.0 4000.0 \n", "manipur 4000.0 45.8 14.0 19.0 35.0 45.0 56.0 92.0 4000.0 \n", "meghalaya 4000.0 42.7 11.6 19.0 34.0 42.0 50.0 92.0 4000.0 \n", "mizoram 4000.0 43.1 12.6 18.0 33.0 42.0 52.0 88.0 4000.0 \n", "mp 4000.0 41.5 12.5 19.0 32.0 40.0 49.0 92.0 4000.0 \n", "nagaland 4000.0 49.1 13.9 19.0 39.0 49.0 59.0 97.0 4000.0 \n", "odisha 4000.0 44.2 12.9 19.0 35.0 43.0 50.0 92.0 4000.0 \n", "puducherry 4000.0 45.3 11.4 19.0 37.0 44.0 53.0 88.0 4000.0 \n", "punjab 4000.0 46.2 13.6 19.0 35.0 44.0 55.0 93.0 4000.0 \n", "rajasthan 4000.0 45.0 14.4 19.0 33.0 45.0 55.0 91.0 4000.0 \n", "sikkim 4000.0 41.9 10.8 20.0 34.0 42.0 47.0 89.0 4000.0 \n", "tripura 4000.0 41.8 11.7 18.0 33.0 41.0 49.0 98.0 4000.0 \n", "up 4000.0 43.3 13.7 19.0 32.0 42.0 53.0 93.0 4000.0 \n", "uttarakhand 4000.0 41.8 12.7 19.0 32.0 40.0 50.0 89.0 4000.0 \n", "\n", " ... gap \\\n", " mean ... 75% max count mean std min 25% 50% 75% \n", "state ... \n", "andaman 50.6 ... 58.0 98.0 4000.0 6.4 5.3 -50.0 3.0 5.0 9.0 \n", "andhra 45.7 ... 55.0 94.0 4000.0 5.7 5.2 -34.0 3.0 5.0 8.0 \n", "arunachal 47.2 ... 55.0 95.0 4000.0 5.7 6.1 -27.0 2.0 5.0 8.0 \n", "assam 49.0 ... 57.0 98.0 4000.0 8.3 7.0 -34.0 5.0 7.0 10.0 \n", "bihar 49.1 ... 57.0 100.0 4000.0 4.5 6.1 -58.0 2.0 4.0 5.2 \n", "chandigarh 48.4 ... 57.0 99.0 4000.0 4.1 4.5 -57.0 2.0 4.0 6.0 \n", "dadra 43.2 ... 51.0 90.0 4000.0 3.8 4.9 -26.0 1.0 3.0 6.0 \n", "daman 44.3 ... 52.0 87.0 4000.0 4.4 5.2 -30.0 2.0 4.0 7.0 \n", "goa 52.4 ... 61.0 93.0 4000.0 5.7 5.8 -66.0 3.0 5.0 8.0 \n", "gujarat 48.8 ... 58.0 96.0 4000.0 4.0 4.7 -39.0 2.0 3.0 5.0 \n", "haryana 48.9 ... 58.0 96.0 4000.0 3.8 4.3 -55.0 2.0 3.0 5.0 \n", "himachal 49.9 ... 59.0 99.0 4000.0 5.2 4.3 -40.0 3.0 5.0 7.0 \n", "jharkhand 45.8 ... 56.0 97.0 4000.0 4.4 9.0 -72.0 2.0 4.0 7.0 \n", "jk 51.2 ... 60.0 96.0 4000.0 3.2 5.4 -26.0 0.0 2.0 6.0 \n", "karnataka 45.7 ... 56.0 96.0 4000.0 5.5 8.8 -73.0 3.0 5.0 9.0 \n", "kerala 56.2 ... 65.0 96.0 4000.0 6.2 4.6 -39.0 3.0 6.0 9.0 \n", "maharastra 56.8 ... 66.0 99.0 4000.0 5.5 6.1 -60.0 3.0 5.0 7.0 \n", "manipur 50.3 ... 60.0 100.0 4000.0 4.4 6.4 -68.0 2.0 4.0 7.0 \n", "meghalaya 48.2 ... 57.0 98.0 4000.0 5.5 6.5 -37.0 2.0 5.0 9.0 \n", "mizoram 47.2 ... 56.0 91.0 4000.0 4.0 6.9 -33.0 0.0 3.0 7.0 \n", "mp 45.2 ... 54.0 95.0 4000.0 3.6 4.0 -28.0 2.0 3.0 5.0 \n", "nagaland 54.5 ... 65.0 100.0 4000.0 5.3 8.6 -52.0 2.0 4.0 8.0 \n", "odisha 49.3 ... 58.0 100.0 4000.0 5.1 5.8 -66.0 2.0 5.0 7.0 \n", "puducherry 51.6 ... 60.0 95.0 4000.0 6.4 4.9 -47.0 3.0 6.0 9.0 \n", "punjab 49.1 ... 58.0 96.0 4000.0 2.9 5.1 -51.0 2.0 3.0 5.0 \n", "rajasthan 48.7 ... 59.0 96.0 4000.0 3.7 3.9 -25.0 2.0 3.0 5.0 \n", "sikkim 45.9 ... 54.0 86.0 4000.0 4.1 7.2 -53.0 0.0 3.0 8.0 \n", "tripura 48.4 ... 57.0 98.0 4000.0 6.6 5.2 -48.0 4.0 6.0 10.0 \n", "up 47.0 ... 57.0 96.0 4000.0 3.8 5.7 -46.0 2.0 3.0 5.0 \n", "uttarakhand 46.8 ... 56.0 99.0 4000.0 5.0 4.2 -25.0 2.0 4.0 6.0 \n", "\n", " \n", " max \n", "state \n", "andaman 53.0 \n", "andhra 45.0 \n", "arunachal 48.0 \n", "assam 60.0 \n", "bihar 64.0 \n", "chandigarh 45.0 \n", "dadra 43.0 \n", "daman 42.0 \n", "goa 38.0 \n", "gujarat 43.0 \n", "haryana 58.0 \n", "himachal 42.0 \n", "jharkhand 77.0 \n", "jk 50.0 \n", "karnataka 54.0 \n", "kerala 42.0 \n", "maharastra 53.0 \n", "manipur 56.0 \n", "meghalaya 61.0 \n", "mizoram 53.0 \n", "mp 42.0 \n", "nagaland 56.0 \n", "odisha 61.0 \n", "puducherry 45.0 \n", "punjab 64.0 \n", "rajasthan 38.0 \n", "sikkim 54.0 \n", "tripura 66.0 \n", "up 55.0 \n", "uttarakhand 40.0 \n", "\n", "[30 rows x 24 columns]" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sdf.groupby(['state']).describe().round(1)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:29:47.599224Z", "iopub.status.busy": 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" ], "text/plain": [ " gap\n", "state \n", "andaman 5\n", "andhra 5\n", "arunachal 5\n", "assam 7\n", "bihar 4\n", "chandigarh 4\n", "dadra 3\n", "daman 4\n", "goa 5\n", "gujarat 3\n", "haryana 3\n", "himachal 5\n", "jharkhand 4\n", "jk 2\n", "karnataka 5\n", "kerala 6\n", "maharastra 5\n", "manipur 4\n", "meghalaya 5\n", "mizoram 3\n", "mp 3\n", "nagaland 4\n", "odisha 5\n", "puducherry 6\n", "punjab 3\n", "rajasthan 3\n", "sikkim 3\n", "tripura 6\n", "up 3\n", "uttarakhand 4" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sdf.groupby(['state']).agg({'gap': 'median'})" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from sklearn.linear_model import LinearRegression" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 5.35 s, sys: 314 ms, total: 5.67 s\n", "Wall time: 5.69 s\n" ] } ], "source": [ "%%time\n", "SCATTER_SAMPLE_SIZE = 120000\n", "\n", "plt.figure(figsize=(15, 9))\n", "\n", "lr = LinearRegression()\n", "X = sdf.husband_age.values[:, np.newaxis]\n", "# target data is array of shape (n,)\n", "y = sdf.gap.values\n", "lr.fit(X, y)\n", "plt.plot(X, lr.predict(X), c='b', label='husband (β=%0.2f)' % lr.coef_)\n", "rng = np.random.default_rng(seed=21)\n", "Xs = rng.choice(X, SCATTER_SAMPLE_SIZE, replace=False)\n", "rng = np.random.default_rng(seed=21)\n", "ys = rng.choice(y, SCATTER_SAMPLE_SIZE, replace=False)\n", "plt.scatter(Xs, ys, c='b', s=1, marker='.', alpha=0.5)\n", "\n", "\n", "lr = LinearRegression()\n", "X = sdf.wife_age.values[:, np.newaxis]\n", "# target data is array of shape (n,)\n", "y = sdf.gap.values\n", "lr.fit(X, y)\n", "plt.plot(X, lr.predict(X), c='r', label='wife (β=%0.2f)' % lr.coef_)\n", "rng = np.random.default_rng(seed=21)\n", "Xs = rng.choice(X, SCATTER_SAMPLE_SIZE, replace=False)\n", "rng = np.random.default_rng(seed=21)\n", "ys = rng.choice(y, SCATTER_SAMPLE_SIZE, replace=False)\n", "plt.scatter(Xs, ys, c='r', s=1, marker='.', alpha=0.5)\n", "\n", "plt.suptitle('population regression of gap ~ husband_age/ wife_ age')\n", "plt.xlabel('age')\n", "plt.ylabel('gap')\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 3.18 s, sys: 176 ms, total: 3.36 s\n", "Wall time: 3.36 s\n" ] } ], "source": [ "%%time\n", "fig, axs = plt.subplots(6, 5, figsize=(16, 16), sharex=True, sharey=True)\n", "fig.suptitle('state by state regression of gap ~ husband_age/wife age')\n", "axs = axs.flatten()\n", "for i, s in enumerate(sorted(sdf.state.unique())):\n", " #print(s)\n", " pdf = sdf[sdf.state == s]\n", " lr = LinearRegression()\n", " X = pdf.husband_age.values[:, np.newaxis]\n", " # target data is array of shape (n,)\n", " y = pdf.gap.values\n", " lr.fit(X, y)\n", " l1 = axs[i].plot(X, lr.predict(X), c='b', label='β=%0.2f' % lr.coef_)\n", "\n", " lr = LinearRegression()\n", " X = pdf.wife_age.values[:, np.newaxis]\n", " # target data is array of shape (n,)\n", " y = pdf.gap.values\n", " lr.fit(X, y)\n", " l2 = axs[i].plot(X, lr.predict(X), c='r', label='β=%0.2f' % lr.coef_)\n", " axs[i].set_title(s)\n", " axs[i].legend(loc='upper right')\n", "\n", "# add a big axis, hide frame\n", "fig.add_subplot(111, frameon=False) \n", "# Create the legend\n", "fig.legend(labels=['husband', 'wife'],\n", " loc=\"upper right\",\n", " borderaxespad=0.1,\n", " )\n", "## hide tick and tick label of the big axis\n", "plt.tick_params(labelcolor='none', top=False, bottom=False, left=False, right=False)\n", "plt.xlabel('age')\n", "plt.ylabel('gap')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:29:49.485239Z", "iopub.status.busy": "2021-08-09T12:29:49.484513Z", "iopub.status.idle": "2021-08-09T12:29:51.997314Z", "shell.execute_reply": "2021-08-09T12:29:51.996731Z" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 1.66 s, sys: 26.8 ms, total: 1.69 s\n", "Wall time: 1.7 s\n" ] } ], "source": [ "%%time\n", "plt.figure(figsize=(10, 6))\n", "ax = sns.kdeplot(data=sdf, x='gap', color='none')\n", "kde_x, kde_y = ax.lines[0].get_data()\n", "\n", "ax.fill_between(kde_x, kde_y, where=(kde_x <= 0), \n", " interpolate=False, color='#9A007F')\n", "ax.fill_between(kde_x, kde_y, where=(kde_x >= 0), \n", " interpolate=False, color='#FF9A00')\n", "sns.rugplot(data=sdf, x='gap')\n", "# plotting the zero line\n", "plt.axvline(x=0, color='#0000FF')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:29:52.004245Z", "iopub.status.busy": "2021-08-09T12:29:52.003637Z", "iopub.status.idle": "2021-08-09T12:29:52.012066Z", "shell.execute_reply": "2021-08-09T12:29:52.011605Z" } }, "outputs": [ { "data": { "text/plain": [ "88.65083333333334" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# % of couples that have gap > 0\n", "len(sdf[sdf.gap > 0]) * 100 / len(sdf)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:30:00.265365Z", "iopub.status.busy": "2021-08-09T12:30:00.264714Z", "iopub.status.idle": "2021-08-09T12:30:01.288027Z", "shell.execute_reply": "2021-08-09T12:30:01.288546Z" } }, "outputs": [ { "data": { "image/png": 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XQvP6NC0AWv3U6pYgrfkuxmh9TbRPW5g0aRJDhgype62KbfeqTwhmF1xwQaZc61l0MWYfT+ooVa62TWnq0Rw0+6qVNW1o/evTQNuSoJXRXgvN69O0AGj1U4yWIM25U2u3IcYce5pon086depU3nrrrWjWKi36hGCmlY9n8uTJmYcvhuzjAwYMKFuuhnwb6snnorX/r61px2aditWSoNlPGnVpWhI0M9pDfNenNbdo9pO2JUjDkpf0UalyNWjtNqTnyXrXmBg5+uijM+Vjjz225rq05s4Y8xr2CcFMKx9Pe3s7HR0dQP15vrQ0rD333DNTnjBhQs1t0sznorX/r61px2aditGSALr9pFGXplarmdEe9K4vTT3Xp9VXmv2kbZWIzeKptdvQ3t7O4MGDARg0aFBUUcMa7LLLLplxsNNOO9Vcl9bcGWNewz4hmGnl49HM86WlYWn6k2hnwtbIFdXqkaIx+pRo5/277bbb8N5z6623RqHVama01+orLT9Y0OsrzX5K7zbUe/+0LZ4aaO02zJw5k0WLFgGwaNGiKK5Nm8RqVo+1DHTnztjyGvYJwWz8+PEZ61StEUaaeb60NCxNfxLtTNgauaK0fdVis07F6N+gnfdPIwu9plarmdFeq6+0/GBBr6+GDx9etlxtm5LdhjFjxtR1/7Qtnhpo7TbEeG3a7LLLLtx+++11WctAN4tAbHkNmy6YOef6Oeced87dHMprOOfucM49G/5dvd7feOyxxzLWqccff7ymejQldC0NSzOiRDsDsobvjaalJEbrlKbfohaa/ZQf13fccUfNdWlEYIFuRnutvtI+l3KLLbbAe8+WW25Zcx3vvvtu2XI1pHcbOjs765oTtPtKA625M8ZrixXNLAKx+dQ2XTADDgeeTpWPBaZ77zcCpodyXZx88smZ8oknnlhTPZp+IFoalqbFRTsDsobvjaalJEbrlKbfohaamqhmFJZGBBboWdBBb0xpWqcAzj77bADOOuusmusYOHBg2XI1pHcbvPd1zQnaZ3hqoDV3ao+DVkYzi0BsPrVNFcycc2sDewOXpF7eF7g8/P9yYL96fyfZsy9VrhRNPxCtc9o0fTc0/dW6urqYNm0a3ntuu+22uq1mGvv/MUbfaJ9PqoGmJqr17Gn6vWlZ0EFvTL3zzjtly9Xw2GOPZfyUar0+rXsHulbYQw45JFM+7LDDaq5LC621QTvPV2xR6Jpo7Tp1dXVxyy234L3n5ptvrtunVmOearbF7Czge0D6kLJR3vu5AOHfuo9619JCNP1AtM5p0/Td0NZAlixZAsCSJUvqtppp7P/HGH2jfT6pBpp+i1oWM02/Ny0LOuiNKc3UDVrXp2nt1LTCPvDAA5ny/fffX1M9mnnMtNaGvKVtjz32qLlNEF8UuiZau06a1lyteappgplz7mPAy977x2r8/sHOuUedc4/Onz+/7Ge//e1vZ8pHHHFELT+puv+vpRl1dXUxZ84cAObMmVOXtK+Zx0zTt+imm25izz337CY41oKW9U1LE43R703Tb1FrnGv2k6YlCHTGlKalROv6NNukfapImlrHQr9+/cqWq0EzV2bSjn79+tU1pmI9LeOxxx5j4sSJdVmqQc+vb9q0aZnybbfdVnObtOapZlrMdgD2cc79F7gK2NU593tgnnNuDED4t2hve+8v8t5v673fduTIkWV/6Mknn8yUn3jiiZoarLn/r2lJWLZsGQDLli2rS9rXzGOmqW2fc845APzqV7+quY4ELeubliaq6beohaYvntY4iLFNCRpjSnNu0apL05dL+1SR2M4Z1syVufbaawOw9tpr1zWmYj0t4+STT2b58uV1WapB5sr0OKjVry/Z2SlVrgatsdk0wcx7f5z3fm3v/XrA54G7vPdfAm4EDggfOwC4od7f0tKwNG9g4pdSqlwp06dPz2ii9Vi5XnrppbLlatDS2m+66abM9WlYzepF039u/fXXz5Q33HDDutumEQmrFSmqZXXR9KXU3MLS4rOf/Wym/IUvfKHmurR2CDR9ufIW89tvv73murSsb5oWwRhzZcZ4WoaW/yPInJAoVQMGDIjCZ1hrbDbbx6wYPwP2cM49C+wRynWhJcWOHj26bLkaxowZU7ZcKZpWLs3jnbQ0yMRalqBhNasXrdxcAOeff36mnL/eWtqmEQmrFSmqZZ3S9KUcNGhQ2XIzuOaaazLlP/zhDzXXpbVDoOXLBayw6pcqV4OW9U3TSjl+/PgVc9y4ceOiyJUZ42kZ2v6dEyZMiMpnWMs/NwrBzHt/j/f+Y+H/Xd773bz3G4V/6w4n0ZJiNTPja0VlauYe0/S90dIgNZ2itdC0Umpq7eks+/VY8jS1dk1fSq08WNo+ZhpWSu0IyDS1Wkq06gHdca7lC/uxj30sU953331rbhPInDd06NAo8uJBnKdlxOjfqYmWf24Uglmj0ZJiNTPja0VlauYe0/Qp0dIgY0TTSqlJ2pJXTySsptauNaY0I6e00bBSalpvtCwlmhYXze1jrefvT3/6U6Z89dVX19wmkDnv+uuvrzsvnmY2e60odK3xqZ2nLTb/Tq1npk8IZlpSrKZ1SkuDzA+iVVddteY2aecHOuSQQ2hra6urHs3tVS20T0jQQsuPR1Nr/+IXv5gp77///k1vkyZakW9afmFAxnpQj4+gpq+hpuVb6/mLMWeYZvQq6FmUtPrq+OOPz5R/+MMf1twmLTTHgZYvbJ8QzLQi3zStU1oa5FVXXZUp16O1a/qUJPV57+uqZ8KECZnyxIkT62qTBlrRQKBrpdTy49HU2q+88spM+Yorrmh6mzTRinzT8gsDsSIkeO9rtibE6GsI+ieUaKFhOdXMIQh6Ueha+dW22WabjEVp6623rqtdGmjmjtPyhe0TgplW5Jtm5v9YfafS1OM7pRW5mNc4YvAl0Mw1pGVRAj3NT1Nr1/JN0bYkaKFlycvnTrr11ltrbtNjjz2WaVOtkW/pHIn1+vVp50RLE8NYSM939VhONXMIaqLV511dXZlyvbnVNKyUmuu6li9snxDMtCLfNDP/a+dS0kDTd0orcrG9vX3Fdu3w4cOjiLxpb29n8ODBAAwePLiuNmlZlEDPCquZc0rLf0OzTZpoWeM1BRetyLd0jsR6o481fcxiHAta/p2xWoa1+jzfL/X6impYKTXXdS1f2D4hmGlNejFm/v/qV7+aKR900EE1t0kzj5lW5OLMmTMzeW/qzTqtkb1as02aY0rLCqtpOdUa55pt0kRT29ZCK/JNM/pYc4dA81QRLbT6KlbLsNbzp+krquXfqTkHt0Lm/15DyzqlaeXS8i36/Oc/nyl/5jOfqblNmo72WtY3rfw56frqzV6t2SZNHzOtujQtp1r+G7FGwmpq21pozVOafa5pMWvl3QZtHzMttK5P0yKofbKBBit95v/e5Oijj86Ujz322Jrq0dxu0IqAfOyx7FGj9WRS1swxo5XzTVOb0cperdkmTR8zrdxxmlGnW2yxRaa85ZZb1lSPVt4/bTTHghZaZ0AmvjKlytWgaTHTzoWlgdYzo+1jpnWmr9b1aZ+ZGlukditn/ldnl112yUSC7LTTTjXVo6n1aUVAamZS1tRENXO+aaFl6dK0cmn6mI0fPz7jj1drPiXNqNOzzz47Uz7rrLNqqkfzODTN51g7L5MGeavknnvuWVM92ukktIixz7UiRbV9zLTO9NWaEzQtglo5w2L0f+wTghnAl7/8ZQAOPPDAmuuI0U9CU3vUnIg1T0nQQsu6oWWZ0mwTiHb89ttvA/D222/XFQmrdQad1vjUfPY064pReNGyUsYYOQ66QroWWlGLmhYlLR8s0ItE17QIap1soGmQ0PLF6zOC2c033wzAjTfeWHMdMfpJxHggM8RpMdPStMePH8+wYcMAGDZsWF2ZvjWtb1oRQe3t7Wy33XYAbLfddlFEwsY6zrV86DSvT8tKGWufa55ZrIWWJUgz4jQdVbts2bK6z8/ViETXimJO2pTsfu288841tynJO1aqXA1avnh9QjCbOXPmij3xefPm1exbFKOfRKxabYwWM81zGxcvXgzA4sWL69JEP/zhD2fK9UT13XXXXZmJuB5tNHlG6o2C1SJGh2/Qy7O3zz77ZMqf+MQnam6T1twSa5/HePKGliVI6/SOpE1a84FWJHqMUcxJrr5S5WrQymzQJwSzn/zkJ5nyj3/84+Y0pAFoOfpqE6PFTMu6cemll5YtV0P+fL68z1k1bL/99plyfhKslJkzZ66YnF588cUohLN0NnuANddcs0ktyfLaa69lyq+//npN9eQt+ddff32NLdKbEwYOHFi23CxizPyv9expbo1rtQn0/HPzOUTz1t1q6Orq4t577wXg3nvvrVlB1uxzLStznxDM8hpVDNYbLbSO4dEmRq1Wy7pxzz33ZMp33313rU2K0uKpnaJEg7zmGUtUplZf5e97kgagFvLfrbWuxCpcqtwsYjwNRItY53MtX9i8NerFF1+suU1aSX01SXx8S5UrpU8IZkbvs+2222bKH/jAB5rUkgL//e9/M+VaJ5cYHb6he2TvX/7yl5rqiTEFRKzE2FcxCvuaaFkpNXnwwQcz5XzUfTPQbNPYsWMz5bXXXrvmurTQTIAcGyaYGQ0hv/0Vw3aYVmoRTd+b1VdfPVOO4aBozYAELWJcGGIlRveGJHouoZ42xWjR3XXXXTNRi7U6teedxetxAdFMvZEPcKr1vOkxY8aULVdDjEmntZ49E8yqIN/JsTjDxoiWyVpTCNJyita0mOW1/3oCCbSuTyv5sSZJupuEr3zlK81pyEpAjNth+e3UetoUo5VSK3XD1772tUy5niP2NFNvPPLII5nyww8/XFM9+UPM8+Vq0DxCUIu8ApIvV1yPRmP6Cprh4lqpG2JMtqhJ3lKSL1eDlmOmZhoBTeuUVru0kh9ropmIV5MYj3vTItZ0GTHOee3t7SvSLHR0dNRs+dYc55qpN7TGp5b/I+geIajFoEGDypYrxQSzKtC0lGhZN2I8nkQTzaN4tHxvNH14NJPVxniIuRYxWkkADj300Ez5W9/6Vk31xOi3GKOwCPDOO++ULTeDrq6uFUdWzZ07N4oDtTWf4xh3G2Jc+7TaZILZSk6sk6cWmhpWjD5YWscoaRKj70aMVhKA559/PlOeNWtWk1qij2biTU1iDG5IJ3eO5UBtzec4xh2eVl77TDBbyYlR09ZE8/q06tL0werq6sokbqz3sGENYkwOHOMxPKCbEDQ2NA8x1yTGOS/GA7U1UxZppYHI51Kr9dxqiHMcaGGC2UpOrFpDjL43Mfpg5TXrejRtLW00xuTAMR7DA3E62ms9M7EKwzH6vmkdNaR5bZqJeLXG+bRp0zLlvB9cNcQYPa6FCWYrObFqDVrtivHwaq0D6KFwhmvCTTfdVHNdBx54YKb89a9/vaZ6NI8o0cKsN5UTY5s0iXErU+uoIc2jubQOVoc4+/yLX/xiprz//vs3qSX6mGBmNAQt642mRUJLG43VSpk/1ue6666rqZ4YF/YY2wTxjgWjd7ngggsy5fPOO6+mevJboPVsjWtGZcZIrJHaGphgZjSEGCOntLS+GKOBIN7IRQ1i1Nghzm01o/fRevY055YYo6s1aeX5zgQzoyHEuJDGGFmkSaztamW08hYZlROjlVLr2dMU9DWjMmNUQGIcB1qYYGY0BK2tJ83jZbTa9O6775YtNwstZ+1WnvC0idV62srkfaXyflnNQCtqUVOh1cyMr5XRXpNY3Rs0aH7vGkYZ9tprr0w579BaDfmopD322KOmegYOHFi23Cy0Ihc1T1todcxK2fvkfaXyvpXNIMboXM3M+DFazFq5TSaYGVGTX+hWXXXVmutaf/31M+VaD+KN1UqipSHnozBjiYCMkVitp61MjJaSGF03NOcp6/PK0GqTCWZG1Fx11VWZcj15vs4///xM+ZxzzqmpnlitJFoacn7SjSV/VYzEaj01DM15qpWtUzFigpnRZ9DS+mJNvBmrJa+VsT43YkUzMr6VrVMx0jTBzDm3jnPubufc0865fzrnDg+vr+Gcu8M592z4d/VmtTGPOUVXTiv3lWYWek2tNlZLXivTylp7rFifV4am4NLK83mMNNNithQ40nv/XmA74JvOuU2BY4Hp3vuNgOmhHAUx7rPHilYUT4yTsGZm/LyFZfHixTXXFWPuuFanlbX2WLE+r4wYzxk2KqNpYq/3fi4wN/z/Defc08BYYF/go+FjlwP3AMc0oYlGHQwcODDjCB2D783w4cMzglCtFqVGTlIxHDllGMbKj3MuMwfUo9TWW9f555/PrFmzir531FFHseGGG3LooYfW3L5WIwofM+fcesDWwMPAqCC0JcJb0ax4zrmDnXOPOucenT9/fq+11agMLd8bTWHjrbfeKlte2TGt1jCMhBjPGR4yZEimPHTo0Jrb1Mo0faPYOTcc+DNwhPd+YaWSuPf+IuAigG233dZMA5Ghqa1pEWOuIU1i7HNj5SN264aN88oYN25c5piicePGNa0t6fGy5557rvj/9ddfX1U95cYmxDE+NWiqxcw5NwARyqZ4768NL89zzo0J748BXm5W+4zasW213sf63OgL5DP9f+ITn2hSS+Im1n5KrGYf/OAH66onf/zZ4MGD66ovJppmMXOi5lwKPO29/2XqrRuBA4CfhX9vqKX+niTr888/f6WXqg3DqAxNTbvV55ZS1o3bb7+9Gc3pRv5w7ttvv51DDjmkSa3RoRFWyssuuyxTvuSSS+o6OUWLjTbaCICTTjqp6u/m+yA9PmM4AUKLZlrMdgD2B3Z1zv0j/E1CBLI9nHPPAnuEcl3YvrZhGAnDhg3LlOtJKzJixIhMebXVVqu5rpjJ91kzaeXcce3t7ZnymmuuWXNdrdxPCYnVbLPNNmtyS3RpZlTm/UAp54Dd6q2/nGRd7b62Fr2ltbfKPrthaFFuPrj22mvzH6+5rmuuuaaG1sXL+973PgBOP/30qr8bqz9QjHNnKSvllVde2avtWNnYZJNNgNrGZ8xEEZXZG2jtaxuGJmuvvXamvO666zapJX2LxAK044471l1XYjWLYZsoVvL+P/ldDKNAYjWbPHlyk1tiNIumR2X2FvXsa2tRTtOu1n8jdj8QozJefPHFTPmFF15oUkv6FskB9j/60Y/qriuJdjviiCPqrquVKDff3XBDTa7DKsQ+d44dO5axY8dywAEHNLspRpPoMxazmInJf8MwDKMRJFazrbbaqrkNKUI+ws8wmkmfsZjVQ6N8Eurx32hEPUZ5YvRNaXWsz1uHjTfeGICf//znTW5JAZs7jRgxi1kVDBgwIFOO4Zgho/fJH+CbHxeGPuajZBhGX8EsZhVQyifh5ptvbkZzjCrQjAwrNQ5uueWW+hrZYvRGnzfTRylGYo2AbGWsz41GYRazKkmsIxtssEGTW2JUi2Y+u8RqZlGUvUfMPkqGYRhamMWsSt773vcC5pPQaLR8ixqVz27TTTcFWmsc9Eaf1xP5FqOPUr3E3udGaazPjUZhFjMjarT9uSyfnWEYhhEzZjEz1NA8Q7BR/lwx5LOLlUbld7LIt9JYn7cO1ud9k0b4GprFzIge8+dqHhZx2vtYXkPD6NuYxcxQo1E+F63ozxU7pv33PtbnhrHy0Yh1zyxmRsOxrNqGYRhGX6KeXItmMVtJKLePnbx+1FFHlfx+qT3uRubiMQuAYRiGUSs9rU89rX3NyCOnse6ZYLaSMGvWLJ791wzGjuhu5Oy/bDkAb855quh35yxY3tC2GYZhGIY2s2bNYua//sO6q44p+v7Apf0AePfFN7q998LCuQ1tWyNpGcFsZZSsq2XsiDa+s2P124K/vv+dku9ZLp7eR9NKqRkJ22rUY2VO93+rzy2NssZr0mrjfGXYAYmlz9dddQzHb3dw1d87+aGLyr4f8zm8LSOYzZo1i5lPP824EWsUfX/gMg/Aks553d6bveDVhrbNMIzeZ9asWcz499O49tW6vee9WJGfnN9dq/Zdr5eop/jc4r0PdXWfW3xX/HOLXN8ztLWP7vbeci8W+qfmLyj63eVdLzW0ba3KrFmzeObpmYxaY1y399q8nMH8+rwlRb8779XZDW2b0XxaRjADGDdiDX7wkQlVf++kv0zLlLW0mZVR0za/sAKN0mo1rZRm8SyPa1+N/vvsUtV3lt54d5F61mDAxydW/ftLbrqt6u80g7b20QzZ54Cqv/fWjZc3oDXdqWecx2oRHLXGOCZP/EHV35tyW+kcjLHMLbH2eZpG5RDUoKUEMy3E+vYv1h2xarf3Bi5bCsC7nS8W/e4LCxZm6nn2X0+x7ojBRT87cNm7ALwzZ2aRet6uut2GLrNmzeJfT89g1SKGkqViJOHFeTOKfndh/IYSw+gTzJo1i3/9eyYj1uyeB3EZYp2a88q7Rb+74JUXGtq2VkV8w55l3VXW7vbewKWSG/Hd/71V9LsvvFF8be1LmGBWgnVHrMoPdtq+6u+ddN+DuXoGc9yO1R94fur9z2XKnZ2dLFqwvKy/WCleXLCc4a6z6u+tjGhbKVddA7af6Kpux4O3+Yo/q2mlrKauvmwZbhat3udafn09Ue0zM2LNddlx3+Mr+mya+284ecX/Y+3zcjRrbgFYd5W1+f4Hvlv175zyyJlVf6deYtspMsHMaClmzZrF00/PYPXVi7+/PASovvRSd0vXa681sGERIr5FT8GaxQJKxIIw45Vni3/5lYKCIPX8E9YcXuKXloS6ivjGvLKoihav/Ehf/RvX3t7tvYKv2vyi3/VdXbl6nqGtfWTRzy73okw8Nb+76XZ5V/H6NZB2/Yd+7R1F2iQRdP+c3/2eL+uKX3GcNWsW//73TNrbu/uFAfjgGzZ/fnffsK4u8wszKscEs5WEjo4O3vSv1hyVObSj+0RZL5oapKZPwuqrw2579Nz+PNPvqP47Kz1rDqLfJ7pvN/TEsuty2w1rDqf/vltWXc/SG57IlGP0Tens7MQvXFCTv5jvepXOJcsyr7n2dgZ+fN+q63r3phsy5bb2kQz6+Gerruedm66p+jvV0K+9g+H7HFbVdxbdeF6DWqNLe/s49v34D6v+3g03nZgpd3Z28saCN8v6i5Vi3quzeXPZ0Kq/tzLS2dnJ4oWLeoywLMbshXMZ1tk9jYYGjbYMm2DWB9EaVBJZNIORqxX/HResU6/O7W6dmv9699/999MzaC9i6QoBdMwvYuUC6Opjlq5WRiwu/8K1d/fv9F78O5+cX9wHxXctLPq6YRiGJuJD92/WHdHdYj0w6GHvzunq9t4LCyqzVlcsmDnnBgLvATzwjPe+uLdkk+js7OTN1xd0i7CshNmvv8pQClptZ2cni19f2M1frLK6FjKMzkI9C97u5i9WCS8seJthOb+wOSV8zOYvFsll5LDiJ2zNWbCcjcYWyrNmzeI/T89g9IjuvlNtIa3Iws4nu7330oLuflMjV4PP7Vq9fH/1XUu7vda+Onx8t+pPCbtpemMS6HZ2drJwQXX+YgkLX4XOZYX7F2NOrc7OTlj4TnfrVyW88g6d7zZm+8m1r0r/fav371x6Q/Z5TSxdxaIsy+G7XqdzSeGed3R00DWgX81RmR0jR+XatLCb9auydnXRuaR4CoV66OzsZPnCN2qKsFze9RKdSxartylGf67Ozk4WLnyzm/WrErq6ZrNkScHK1dHRwev9ltQclbnaqAEryjHOLVp0dHTw7vI3as5jNrBjlRVlbWv8uiNG8oMdP1lVm066/9qKPlfRiuqc2xu4AJgFOGB959w3vPe3VtUqo2Y23HDDku8tDYNq6Njin9lobPfvjx7hOPCjA4p+vhSX3aO/KPQVZs2axT//PYNhRSI8Exngvy93twguzrkIzZo1iyf/PYMBaxb/nUTc/fcr3eta8koVDTaMJjJr1iye+vezDCoSSQnwboimfPaV7orqO30sklIU7Zl0rNa9r/otl35aNLe7HaXz9Ww/SRaBmayzavE+H7BU6nr7xe51/W9h/H0uVq5nWHfVUd3eG7hUDALvvvh60e++sLB7jsJGUqmp4wxgF+/9TADn3IbALUA0gllHRwdL6FdzHrMBHYWb1dHRwbssrzkqc2Dw5+ro6OAd/2bNUZmDUn5h5TSRRMqvNKKks7OTN173VQtac1/3LKJgJUksSsWsXz3x8uvwtte3uHR2drJgQW3+Yq+9BsuXF9rU0dHB8n6v1ByV2TEq69c3bA3Y/GPV1fXUzd2tdQPWhJH7Vm9ZnH9D1rLY0dHBKwMX1+xj1rGmXJ9Y3hZ18xeriFcWNczyJpYuV1Mes46RxY+A0WnTgJp9zDpGytaJWLkW1uQvtrzrZTqXFNLxdHR08OqABTXnMesYOaLq71XCoDXXZdy+36v6e7Nv+Hmm3NnZyYKFizMRlpWy4JXZuHeHAdJPAwYsqdnHbOTI6hThauhYbV2+sUt11rcL7+7u37bOquty1Hbfr/r3T3/olKq/UykvLJxb0sds3mLZLhw1rHswzQsL5zKeVTKvrbvqKI7f/ktVt+HkB3+fKctu2MKKLWAJsxfMZ5jrObNCpYLZy4lQFngOeLmqFhmGYRiGYVRIuZ0igHdniRgycO1Vur03nlV6/H6sVCqY/dM5NxW4BvEx+wzwiHPukwDe++rExgYxe8GrJX3MXlok0Rmjh3e/gbMXvMr4jqx584UFxX3M5i0Sf4pRw4cV/Z0XFixkvH4ApCodHR0spKumrcxVU1a8jo4OBrtXavYxW2NMoa7E+laLv1jXa7AkWLo6Ojpoa3ul5qjM0aOzN2/hq8V9zBaHYJ9h3YfTiu+RGlKiYRW3gJVjcRd0Ls1aKZcs7G79qoQlr9DdOvVKCR+zBWG7YsTA4pW98g6E7VSxvC2pOSozsbw1At/1elEfM79AUja4Ed1TfPiu1yFnMfNdr5aMyvQL3gh1dR8MvutVGDkq91pXUR8zv2BBqKe4Bcp3dUGwmImVa3DNUZkdI4sfL1UvnZ2dLFu4qOooy2VdnXQuKdyLzs5O3lm4uJv1qxLeeeUFOt8tzM8dHR34ge/WnMesY80Sz0CdzHt1dtGozNfekGOuVl+l+xFZyfdWGzV+RVlyXC4uagErR+frsxnuC/0kEZCLa7J+/W/hbIZ15up6Y3FNOclmv/Hiirp68lmrZrdIru+Nbtavitq0cB7DOt9cUe7o6OBdP6gmH7OBHd2te3kqXVEHA/OAnUN5PrAG8HFEUGu6YNazZC0T8YCO7vvL4ztGZb5frq53gz/XwI7i2z/jO3pui7FyUO4+zlok42DtUSU+Myr+cVD2+hbI9W24ZonPrLmSX9/CcH3FtixHjql4PpC6FoW6us8tjKx8bpm1cGGop3huMkaOjL7Pjcoodx+7FolSlHbwT7PaqPE2DlqcigQz7/2BjW5IvWhK1pr+XC+Uicp8ebE8gGsN666RvbDg7UwkpTYvLSjuY9a1SCw67cO7+0K9tMCzas64Mf/10j5mr4c8kqsVyTs6/3VYI7UmdnR0MKDtlZqjMkemLF2vvVbax+yNYOlapYil67XXYHRKSdUcBx0dHby2sLj3/dshy8Pg7hkiwMl30/V0lagHYGk4a7p/Cbefjgb5LfJKGR+zBeHolRFDin6PVCBDErWYj7CsBN+1kM4lBYug1vXFOrcs75pf0sds+YLXAWgbsVrR75GzmC3veqloVObyBa+Geopb2JZ3vQQpH7OOjg5eG7CopjxmHSMLE0VHRwevLiyR3Bh4d0HYwhqxVtH30+Mc5GilYj5mixeIU/ewEUWE6vC9sWsWrFNdXbNLRmUuWCCWrhEjulu6urpmM3JkoR7tueU/C7of6wfwyiK5vjWHF7s+121uefb14vUAvLxY6lprWGV1vbvsrZoz/w/sKDJX1ElHRwczX3+m6HvzFkvOpVHDimcmd3QfUy8smF/Ux2ze4tdDXat1e++FBfMZP1bJYuacGwx8DdgMsZ4B4L3/aiXfrwXn3ETgV0A/4BLv/c8a9VuNomcrnmjtg4pEUxaLpOyNds0PbVq1o/tnVs1ZA3tq32uhrjXGdP/cGmMac3091bl4sbRp9Ojunxs9ujl9PusNadN6axX5zFrV9XlZS1eDrFyVt6lIxvSVwPIWIz1b8WSh2bDYluXINaqw4r0S6ikh6Y8c0aQxJUrthsVOrVhzo8qvL9QztsR25dg1C9apntq0cKHUVczJf+TIxlm5ytU7b5a0afiY7te38ZjxVc0tS0Jdg9fuXtdGxG/FK78TJkEEA9derej741mtil2116WuIgLY+LHtFfVTpVuZVwD/BiYAPwUmA09X+N2qcc71A84F9gBeRPzZbvTe/6tRv9kINDVtTWK0JID4ihXzMQsuPBRx4VnxvZGjG9MmLWLtcw002yRRi8trzmPWMTJyB08lYrXiaRHj9cX47EHrX58WmuO80c9MpYLZeO/9Z5xz+3rvL3fOXQlUn8m1cj4IzPTePwfgnLsK2BdYqQQzo3LKaRELg5VrZBErl7xuVhfDMAyjNahUMEuckV53zm0OvASs15AWCWOB/6XKLwIfauDvGU0mRq3daA6+q7iPmV8gEdFuRPGIaN+1EEr4zRu9x7KuzqJRmcsXyLZo24ju2ZGXdXXCyI0b3jaj93jhjReLRmXOe1OOJRo1tPjD+sIbLzKejRrattipVDC7yDm3OvAD4EZgOFB9lr3KKZaFM5NnwDl3MHAwwLrrFs9UbBjGykVlkZQlEuKONMtpsyl//8R5fMOUk/8KRm5s966FKO+DJXaegesUd/Afz0Z9fixUKpiNAJLIzHPDv0udc1t57/+h3iqxkK2TKq8NZBIwee8vAi4C2Hbbbas/zNAwjOgwy+nKjd0/A2wc1EuluQm2AQ5Bthg7gIOAjwIXO+eqPzOjZx4BNnLOrR8OT/88YqkzijBjxgxmzJjBF77wBbW6Jk6s/sBmozaSPt933+qP6WlkXYYRK0899RQzZszgy1/+crObEjXJfLDnnnuq1dWKc0tybfvss0+zmwJUbjFrB97vvV8E4Jz7MfAnYCfgMaD69Mxl8N4vdc59Cwkw6Af8xnv/T83fWNk5//zzmRXSUSR0dXWt0EY23HDDHqNsStUDsHz58qrrMiqjVJ+/9dZbavcvqcvundEK5Mf58uUSvf3SSy/ZOE9Raj4AbG7JUez63n777SjWvUotZusC6SPllwDjvPdvAT2fyFkD3vup3vuNvfcbeu+rP322jzBjxoxM+cknn1SrK1829NHsc826XnrpJWbMmMEf//jHmuswqmP27NnMmDGDs846q9lNiZqnnnoqU/7nP01nL0asc0tsxHhtlVrMrgQecs4lB7x9HPiDc24YlsKiKSSSfN5E7b2vau8+rREUM3ebH4A+mn3eU13VaHxpDfLllyWz+sUXX8zDDz8MmOW0EaT7fEE4K3Pq1Km8+KKcX2p9LpQb58uWLbM+CsQ6t8RIqTUUmr/uVWQx896fiPiVvQ4sAA7x3v/Ue7/Yez+5ge2Ljjlz5jBjxgwuv7z78SVGlieffJIZM2YweXLrDZFWHgcvvfRSpjxv3rwmtaTvMHv27Ez5hRdeaFJLDMOoh/nz5zNjxgymTp1acx2VWszw3j+G+JP1OdJabVeXHN0wZcqUFduGptUK+T177yVYdv78+S3nk9CK46CUBjlv3jyuuOKKZjSp5SnV56+//jrXXFP8HEzDMOIhv+7NnTsXgLPOOou77roLqH5tqP7E6D7MnDlzMuXOzs4SnzTyvm55v5BmkUTfTJo0qeY6bBxURytbTmMltiizvoCGpcSojoULFzJjxgwef/zxZjcFkDGQ5pVXXqmpnootZn2ZUlrtK6+8wpVXXtmMJkVJOZ+E5cuXN8WaVCqyaOnSpVVH39g4qIyeLKew8lsXY6PUOI8lyqwVaYSlxChPvs//+9//AnDcccex+eabA73f5+nfmjBhQua9uXPn8tvf/rbqOvuMxcy0mZUXrWi1GKNvWp1YLafPPPMMM2bM4Lvf/W6zm6KOjfPeR8tSAvDmm2/y1FNP8dxzz9XbrJZm4cKFK/6/fPly3njjjSa2RkiU0FLlSmlZi1lP2oxpMnGjFa1mUae9T0+W02b0eX4+eOcdyfLzz3/+s+78Tsn/m2mZsnHe+2haStJjatasWXjvOfzww9lkk00As7wlpPvgk5/8ZOa9+fPnc+GFF/Z2kxpCn7CYaWozmsyaNYsZM2bw05/+tNlNiRaLVjO0eeaZZzLl//znP3XV169fPxYvXhyFxm5Uh9YJAlqWkjfffHPFd9955x3eeuututrVyixatKhseWWmZS1mPWkzMfg7LV68GID777/f/EByWLSaoUk5i9Lbb79dc34nKGjuraSxtzLpeTh/ggA01+J50EEHZV5/9913Offcc4t9xYiQcePGZYwJ48aNq6mePmEx09JmNMk76po/gWGsfDz22GMrNPVFixZFEx2mRSv74sV4gkB+hyBfbhbvfe97M+XNNtusSS2Jm0MOOSRTPuyww2qqp2UtZjFSTmtftGiR+YEYUeCcyygvzrkmtiZuTj45e1rciSeeyLXXXtuk1uiQtijV44sXK6Ws8cuWLWv6HNy/f3+WLl2aKcfA008/nSnHIMTGyAMPPJAp33///Wy99dZV19MnLGb5wR3LYDeMGGlraytbbhYxniXZyn4u2r54Rs+khbJiZSNukjQpCdOnT6+pnj4hoYwdOzZjEh47dmwTW2Os7LS6RSl/Pc28vtjPkhw+fHhGGBs+fHhT69GglEWpWl+8voTW/dO0mLX6PBUju+66KzfffPOK8m677VZTPXGowg0mf/ZfvlwpMVreBgwYULbcLGK1umigeW3bbLNNpvzBD36w5rq0iFFrjzU697Of/Wym/IUvfKGmenbYYYdMeaeddqq5TbHy/PPPM2PGDE477bRmN0Wdd999t2y5UjSfvbxgvddee9Vc17777psp51NVGEL+Od5xxx1rqqf5kkUvMGDAgBW+Ekm5FgYPHpzRigYPHlx32+plwoQJGQl94sSJTWxNgba2thURT0m5VUhfV7FyNTzxxBOZ8t///vea62pFYo/OzbfhD3/4A5/5zGeqrmfatGmZ8tSpUzniiCPqaVrTyUehJ+lEpk+fviKFUbMtnloMHDgwI4wNHDiwpno0Laf5bbTbb7+95jG1bNmyTHnJkiW1NkuNGC2CF1xwQaZ83nnncfHFF1ddT+uslmXQ8gOJ0Z9k8uTJK4Sefv36RXMeYYxWFy00o3xbuZ/6AjHOCTHy/PPPZ8rJUTq1EOPOhdY40LK8ge7ccscdd2TKt99+e811aRFjtgWtqNrmj+heQGvfPiY/kIT29nbWWWcdZs+ezdprr80aa6zR7CYBcWozWsQaOaXVrlivL0Zi7KtY2lQuCn3hwoU1+6u1ss+wluVNm7zFLF+uhpdeeomXX36ZP/7xjzVZlxNiXI+12tQnLGZamoOmNqNFV1cXnZ2dAHR2dvLqq682uUVCjNqMFvmtl29961tNakmWo48+OlM+9thja6qnX79+ZctGgRh9KTW32mNk3rx5ZcsrM7FaYDWtby+//DJATVt8aWJcj7X6qfmzSC+Ql1prlWJjXLCmTJmyYuJdvnw5U6ZMaXKLBK2+iilCMCG/LZNPFlwN+czQtWaKBlh11VUz5VVWWaWmevbYY49MudjZi4YwZsyYsuVm0OqC2ahRo8qWm4HWPKU5H2hS7/Wdf/75HHXUUXzpS1/KvL7//vtz1FFHcf7551fdphgD33bfffdMOT+XVkqfEMy0pNj8uWUxnGN21113rTArL1u2rOa8Kdpomb5jtLxp5aoBOOaYYzLl4447rua6iiU7rYXJkyev2P7q379/NH6LMZJo/6XKhj4x9rmWYKY5H2j64mnNw/l7VY+1MznSsFS5GUyePHmFgDhgwICa584+IZjlQ1Y/8pGPNKkl+my//faZcj5ct1loTVRDhgzJlIcOHVpzm7TIp7j4wAc+UHNd48ePX6EVjxs3jg022KDmurS2Qdrb25k4cSLOOfbaa69o/BZjZLfddlsxtp1z3TRmQx+tlASaaM13q6++eqa82mqr1dqkbhH69aTLqJdDDz20pE/h6aef3hKRuSBz58477wzARz/60Zrnzj4hmGmRFwpiEBJiJT9Z1pqXKb8dV4+Dp5bpO3+uaT1bmSBa8tChQ+vSjkFvyx5E89t8883rtpbFuP2vSdq6WI+GbKzcjB49OlOudUs774pSj2tKfizWMzbzxowY8uzllfZ8eWWmTwhmxc6vqoV87pZ6crnkF6hazcz5a/nLX/5Sc5s0ySfarDXxpua2xU9/+tNM+aSTTqqpnjlz5mTKSRb6Whk/fjzXX399XdYygOOPPz5T/uEPf1hXfRpoRnPFSHt7OxMmTMA5x4QJE8y62As8+OCDmXJ+fm8G+aCrrq6umuq58847M+V8mopqSYJR6g1KyR/GXevh3JrE6FrU1dXFfffdB8C9995bczBenxDM1lprrbLlStGMTMkvULXWpelHoFnX1KlTM1s8t9xyS031aDrD5rcgazlcVrtNmmyzzTYZ37Barw9EU3/qqafqDiaJMXhDGy3rohat3ue77rprZpzXeuyNJvk21LqlrTkHawaGtbe3r7ACjhkzJgoFRHOHQAutPu8TgpmW1SVGR3TN8GpNwfOuu+5a0T/e+5od5DWdYWfOnJkp57ckm9EmkHbtt99+NbcnoaurKzMma9XWurq6mDZtGt57brvttrpSsMT4zGjT3t7OGWecEcViBa3f5+mk2m1tbVEIxFpO35rzuab1rauri1deeWXF/2NIyxRjcu677rprRTuWLl1a87rXJwQzLW1GEy2tVlNr0KxLS6vVdI7Pn9F36qmnNr1NSbvefPPNmtuTMGXKlMw4qlVbmzJlyopt+iVLlkSRgqXVrUCaxGhJ0KS9vZ0999wzqu3j9Jb2xIkTa25TrDsgU6ZMWSHg12MJ0myTVmoKzbll1113zewU2SHmZZg0aVKmvPfeezepJQXySUkPP/zwmurR1BrS54kWK1eDplar5RyvdVwGwCGHHEJbW1vdvhYzZ85c0Y7Zs2fXZTXT0ta0/Vw00LQCxZgUVhNNX9hY2WGHHXDORRGRmaCxpa05n2ta37TmFk0hSGtd15xbJk2alNkpqrVNrTUjlUDL30lT2v/4xz+eKecHWaVoaQ2gO0A1tVot53hN37AHHngA733NgSQJWlY80LNSxngWYYw5mWIlHyGYL7cCF1xwAcuXL+e8885rdlNWoLGlrTlHadalNbcMGjSobLkapk6dminXuq5rWpi1ZI0+IZhp+TtpSvv5qJ1a9+w1w/W19+y1nKIfe+wxJk6cyOOPP15XPVq+YV1dXdx+++1475k2bVpd/haaVrzJkydnJoUY/Fy00Hz2tAWzrq4ujjzyyCj8bkDOIixXXtnRtDLHhqb/6iGHHJIp12Pd19oB0Zxb8ut43tJfKZo7RVqyRp8QzLT2fTWlfa18NelkoPX4NoC+pUTLKfrkk09m+fLlNWeyT9DyDdOMdtLUatvb2+no6ACgo6Oj5n6PMepU89nT9lfTimDVQitfX6x+fZpW5tjQ9F/VShMFejsgmtYprWwLmoqalmWxTwhmWvu+sUbMaFmmtCdiDUvCY489tqKfFy1apGI1q9dfTcvfImlPmnrapXWgvaamrYXms6fpY9bV1cVtt92G955bb701CquZVl/FuuWraWXWRMtyquVTq3l0HOj49b399ttly9WgZRnW3CnSsiw2RTBzzv3COfdv59wM59x1zrnVUu8d55yb6Zx7xjk3QeP3tPaiNS0JmtYpLcuU9kSsYUnQOv8xQcNfTTOPkqaGPGXKlIzAWGu/a2raWmhq2pqHfGv1eYzEOt/F6AMJepZTLZ/aXXfdNVOuN9+bhl+fZsLpGC3DWpbFZlnM7gA2996/D/gPcByAc25T4PPAZsBE4DznXN1nuGjtRWtaEjQtAFqamqbmoOWHFaO/U9qXSyOPklaE5/Tp0zOW4VrHubamrYHm2NRUQGKMYNXii1/8Yqa8//7711yX5tFcMeav0vQ71ZrPNc8U1fLr03z2YrUMa+xgNUUw897f7r1PnqaHgLXD//cFrvLev+O9fx6YCXyw3t/T2ovWtCRoWgC0NLUYs07HqB2nfbk0smBrRXhqjfMYM6trRh9rojU+Nce5lgXgyiuvzJSvuOKKmtuUv1977rlnzXXF6AOp6XeqNZ9fcMEFmXI9lq4Y/fq0xoG2C4/GDlYMPmZfBW4N/x8L/C/13ovhtW445w52zj3qnHt0/vz5ZX9AK/O/piVBS+vT1NQ0fW+0/LC0D8HWyLKv5cuV1KXlo6Q1zmPNrB7jYeFaWvuhhx6aKefzHFaDlpCn6culmUtS05KnhdZ8F2vEd4x+fVr+uTH6UjZMMHPO3emce6rI376pzxwPLAUS1aCYqFq0l7z3F3nvt/Xebzty5Miybdltt90yUZm1Zv7XtCRoWQA0NbXkLLRS5WrQ6itNTRt0suyns2B77+vWjrV8lLTGeayZ1bWijzXR0tqff/75THnWrFk1tymx5pYqV4qmZUorvxPoWfI0rZRa812sEd8xWim1/HNj3JVpmGDmvd/de795kb8bAJxzBwAfAyb7goj6IrBOqpq1gc5626KlbWv6Fmm1STNCcO7cuWXL1aBldUn3U//+/evqcy0/Cc0+147O1eqr2A7mhjjbpKW1a46DefPmlS1XimbEsFZ+J9Cz3mhH42nkENScWzR9orXPB9ZCI4I1xpNAmhWVORE4BtjHe/9m6q0bgc875wY559YHNgL+Vu/vpc8xq8cCoOlbpGUB0Iy80YxW07K6pPtpr732qqvPtfwktPLigX50rsZ5fUldMR3MDXG2KUatfdSoUWXLlaIZMaz5zMToW6SVQ1BzV0bTJ1r7fGAtNCJYBw4cWLbcDJolGp4DrALc4Zz7h3PuAgDv/T+Ba4B/AbcB3/Te1x5Pm0JD29b0LdJqk2bkTayZ/7Xq0dK0tfLigX7UaYxWJS1iy7CfoKG1a44DLV9D0IsY1nxmYvQt0lobNP07tSOGNcZ5jNuGMUb+Nysqc7z3fh3v/Vbh75DUeyd77zf03m/ivb+1XD3VoKFta/oWabVJM/JGM1IU9CwcWvVoadqa/jLavhsxWpW0iC3DfoKG1q65YOWtLLX6GoJexLDmMxOjlVLLV1TTv1NbCNIY52PHji1bbgYx+s81fzN1JUJz/18LzWiZAw88MFP++te/XnNdMaKlaWv6y8SYZT9GNKPVYkTTWr3++utnyhtuuGFN9Wj2ueYzAzqWPM2Ib60cgiDWxSFDhtRlVQR9S5CGxVrTmquFtv+cRj+ZYFYF2pmUNdCU9m+88cZM+brrrqu5rhjR0rRj9QOJES0/Hs1otRjRtFaff/75mfI555xTUz2afa49d2pY8jQjvrVyCIJYF9966626rIqgbwnSsFhrRY5rMn78+BXP2/Dhw+v2n9PoJxPMqkBLE9VE0+ISY64a0Mk9lqDhJ6HpBxJjln1NtPx4YrRWa7JkyZKy5WrQsr5p9rmmL2xXVxfTpk3De89tt91Ws2VCcz7XsgRpWinf8573ZMqbbbZZzXVptSvGfIRdXV0rzux8++23685LqdFPJphVgZYmqommxSXGvXbQyT2WoOEnoekHEmOW/RjRjOqLkdGjR5ctV4OWlVJzbGr6wmr5c2nO51qWIE0r5bRp0zLl/JnRzWiXVoYETfLXUm9eSo1+MsGsCrSjFjUsQVrngEKc/k5auce00Yw4TT/IMWiQMaIZ1aeNhk+JVu4x0DvcWdMyrGmN1/Ln0s5jppFDMFbLsGa7Yosc17w2rbpMMKsC7TO1NCxBmr4NMfo7xXhGG+hGnKYXmRg0yBjRjOrTRsOnRCv3GOid4KFpGdb0odOc87TQyiEYqwVds12xRY5rXptWXSaYVYGWJgp6liDNKJcY/Z1i9XvT4u67784IZvfdd1+TWxQn2lF9WqT9nerxKdF8jl966aWy5WrQsm5o+tDFGNkHOtGUMZ5TC/G2SwOtUxuSujT6yQSzKshH7UyYMKHmurQsQZpRLjFqa7H6vWnxi1/8IlP+2c9+1qSWxE2MYxOy/k5Lliyp2WqmmXtMU4HUsm5o+tBp9pUmGtGUMZ5TC/G2SwOtUxuSujT6yQSzKpg0aVKmXI9mpGUJ0j4fUVMr0vC9ifWMNi20/RZblVg1di1/J825JcZM5ppWLs2+0kIzmjI2H6yEWNtVL+lTG+bOnRvFiT4mmFVBjBnftc9H1NSKNHxvYj2jTYsYjyiJkVg1di1/p3zEXAxziyaalv0Y/Q01oylj88FKiLVd9ZI+0UcjR6JGP5lgVgWafi6aliCtTNGadWlqkBq5x9Ltium8xaOPPjpTPvbYY5vUkixa/aSZXT1GjV3LEqR5rmGM0dWa+ati9DeMNZoyRjTnYI26Yrx3JphVgWYuJU1LkFamaM26NDVIjdxj6XbFdN7iLrvsktmK3mmnnZrcIkGrn9Zee+2y5WrQ0tg1o6u1LEGaltMYo6s181dp+RtqWhZj9YGMEc05WKOuGO+dCWZVoJ1LScMSpGmZ0j4bLzYtJNbzFhOrWUzWMq1+mjt3btlyM9A6jQD0fDw1/cI0cxtqopn7T8PfUHPXIh3ZF5MPZGzEuF7FeO9MMKsCbd8GDUuQpmVK+2y82LSQWM9b3GWXXbj99tujspZp9VNST6nyyo6Wj6em9SbGPF+gm/tPw99w/Pjxmfm83tNAksi+MWPGROGHpZ13U4MY16sY750JZlXQ6r4N2tmdY9NCNK8vNl81TTT7qS9EnWpYgjT9wjTzmMU6zjX6/LHHHsvM548//njNdaUj+zo7O6PorxgDi2Jcr7q6upgzZw4Ac+bMieLemWBWBTGe1xdj1mKIUwvRvL7YfNU0idHaGTMaliBNvzDNPGaxjnONPj/55JMz5RNPPLHmutKRfd77KPormX9LlZtBjOvVlClTWLZsGQDLli2L4t71GcFMQ/OL8by+GLMWQ5wapNb1xeqrpkWsOcO0SK6tVLkZaPqFafmraY/z2Kxvmn59MfrUap6/qoXm3KJVl1YuQk2aPyP1EhqaX4z5c2LMWgxxapBa1xerr5oWmuMgxu2UGAUzTb8wLX817XEem/VN8/zOGK3MmuevaqE5t2jVFaNPZvNnpF5AS/OL0ccsvT+uYZnSipyKUYMEneuL9do00RoHMQpBMfq9aWbG14o21PbJjM3KfPzxx2fKP/zhD2uuK0Yrc6xnimrmI9SoK8Z+av4s2QtoaX4x+pil98eXLl0aRdZiiLOvQOf6YtSOtdEaB2PGjClbNgTNzPhaORK1fTJjszJvs802K6xkw4cPZ+utt665rhhPptAcU5poniCgUVeM/dQnBDMtzS9GH7MY98chzr7SIkbtOFZi1EZjZPLkyStORaj3zFvQyZGoGVkdq5X5+OOPp62trS5rWUJsJ1NonqPcysTYT31CMNPS/GL0MYtxfxzi7CstYtSOYyX/rMWgjcaY36m9vZ2xY8cC9fuKgk6ORM3I6litzNtssw233XZbXdayhNjOktQ8R7mV0fTT1qJPCGZaFo4YfcxitUjE2FeaxKYdx8qkSZMy5Rgsp5qZ/7VIRzHPnTs3ighIzcjqWK3MsZ3bqN2mVp+ntMa5pp+2Bn1CMNOycMSo9cW4Pw7x+phpEZt2HCtTp07NlFvJcqpJOoo5lghIzcjqWK3MsZ3bqN2mVp+ntMa5pp+2Bn1CMAMdzSFGrS+9Pz5gwIAo2gSt7WNmVE6s5zbGRowRkNp+YbFZb2I8tzHG6NVY0eqrGP20+4xgpqE5xKj1pf0IYmkTtLaPmVE5sfpAxkaMEZDaVu/YrDcxntsYY/RqrGj1VYxzVJ8RzLSITeuDONvU6j5msWUxjxXNcxu1iDG3mqY1vpWj0DWJ8dzGWKNXY0Srr2L0027+jLSSEZvWB3G2KUZ/PE1iy2IeK5rnNmqxzjrrlC03A01rvJalq9Wt3poWQa35rtXnTU207l+MftommBkNIUZ/PC20/UBmzpzJfvvtx3PPPafUwnjQPI9QC20NWct6qmX51rJ0tbrVW9MiqDXftfK8maD1vGjdP8tjZvQZYvTH00LbD+S0007jzTff5NRTT9VoXlRonkeohXZuNS3rqZblW8vS1erWG82IYa35rpXnzQSt50Xr/sWY762pgplz7ijnnHfOrZl67Tjn3Ezn3DPOuQnNbJ9RHzH6vmmg6Qcyc+ZMZs+eDcDs2bOjsZppabUxnkupmVstxig6LUtXq1tvtCOGtea7Vp03Qfd50bx/sfV50wQz59w6wB7AC6nXNgU+D2wGTATOc871a04LjXqJ0fdNA01LwmmnnZYpx2I109Jq89aoPfbYo676NNC0lMQYRac1PlvdeqMdjac137XqvAm6z4vm/Yutz5tpMTsT+B6QTru9L3CV9/4d7/3zwEzgg81onGGUIn2GoHOuLi0rsZaVKjcDTa02xsz/mpp2jFF0mpau2CwJmsybN69s2dBH83mJMZpSi6YIZs65fYA53vsncm+NBf6XKr8YXjOMaNA8W23cuHFly81AU6uNMfO/pqYdox+WpqUrNkuCJqNGjSpbNvTRjISNMZpSi4YJZs65O51zTxX52xc4HvhRsa8Vea3oQXbOuYOdc4865x6dP3++ZtMNoyyaZwgec8wxmfJxxx1XV9s00NRqY8z8r6lpx+qH1cqWLi1a2eISK9qRsFqn3sSWl7Jhgpn3fnfv/eb5P+A5YH3gCefcf4G1gb8750YjFrJ0UqG1gc4S9V/kvd/We7/tyJEjG3UZhtGNKVOmZASXeixK48ePX2ElGzduHBtssIFKG+tB0woUY1ZtzajMWP2wWtnSpUUrW1xiRTM3nuapN7Hlpez1rUzv/ZPe+7W89+t579dDhLH3e+9fAm4EPu+cG+ScWx/YCPhbb7fRMMqhfbbaMcccw9ChQ6OwloGuFShGq4S231uM1qnYLAAxop2/yvq8Z7Rz402aNIkhQ4a0XGR1VHnMvPf/BK4B/gXcBnzTe7+sua0yjCzaVqDx48dz/fXXR2EtA10rUIxWCe2M9jFap2KzAMSIpq8oWJ9XgrZP5tSpU3nrrbdaLrK66YJZsJy9kiqf7L3f0Hu/iff+1ma2zTCK0ReiuTRzMsWWVbvVM9rHaAGIEU1fUevzytC0xmv1eYyR1U0XzAxjZaMvRHNp5mTStEpooBkZFiMxWgBiZMqUKRkBvZ5+sj6vDE1rvFafxxhZbYKZYVRJjH5TsaJpldBCMzIsRmK0AMSIZj9Zn1eOljVeq89jjKw2wcwwqiRGv6lY0bRKaBFjbjVNYrQAxMiuu+6aKdfTT9bnlaNljW/lEy5MMDOMKonRbypWYrQk5KNo77jjjia1JItWVF+MFoAY2WGHHTLlHXfcsea6NE8D0aSVI0U1x7lGdKcmJpgZRpXE6DcVKzFaEpL2lCo3C62ovhgtADFywQUXZMrnnXdezXXFOie0cqSo5jjXiO7UxAQzw6iSrq4u5syZA8TjN5UQm4Yco/Vm0aJFZcvNoKuri2nTpqlF9cWYWy02NM+pTftSzp07t+4IT41nWHtMaaE5R2mM8xgjak0wM4wqmTJlCsuWSXq9ejP/axObhhyj9SZGi1n6NIklS5aoWM1iy60WG5rn1KZ9KeuNytR6hrXHlBaac5TGOI8xotYEM8OoEu3M/1rEqPlBfP4byWJVqtwMYh1TrYzmObVavpSaz3CMY0rbijdz5kz2228/nnvuuZrriNEP1gQzw6iSGM9/hDg1P4jPfyNGi1msY6qV0TynVis3nuYzHOOY0rbinXbaabz55puceuqpNdcRox+sCWaGUSWx5jGLUfOL0YoXo8Us1jHV6midU6uVG0/zGY5xTGla8WbOnLnCL3D27Nk1W81i9IM1wcwwqiSvUcWSxyxGzS9GK16MFjPLjdcctM6p1cqNp/kMxzimNK14p512WqZcq9UsRj/YPiOYxRatZqy8TJo0KVOOxXcqRs0vRitejBYzy423cpMf17VagjSf4XRd/fr1i2JMaZ4zrBlVG1sUc58RzGKLVjNWXmLNHB+j5hejFS9Gi1l7ezsTJkzAOcfEiROjuHdG5WhZgjSf4fb2doYMGQLA4MGDoxhTmucMa0bVxhbF3CcEsxj9XIyVFy3tuBHEpvmlM6LHYsWL0WIGuvfOdgh6F01/Lq1xMHPmzBU5+hYtWlRX5KIWmv2kGVUbG31CMIvRz8VYeYkx2ikhNs0vnRF9zJgxUbQrRosZ6N472yHoXTT9ubTGgZYPliaa/aQZVRsbfUIwi9HPxVh50fSTaHXSGdFjOSUhVouZFrZDUDma55PG5iOo6YOlRbqfBgwYUHc/aUXVxkafEMxi9HMxVl40/SRanXRGdO99FBac4cOHly2v7NgOQeVonk8am49gjOM83U8afrBaUbWx0ScEsxij1YyVlxjzA8VKjNbqVreYxdjnMaJtWYzNvzPWcb7DDjvgnGPHHXdsdlOipU8IZjFGqxkrLzHmB4qVGK3V+fu1xx57NKkljSHGPo8RbctibP6dsY7zCy64gOXLl3Peeec1uynR0icEM4hPmzFWXiZPnky/fv2AePIDxUqM1mptPxctNP2dYuvzGGl1y+LkyZMZMGAAEM8418rW3+r0GcEsNm3GWHlpb29n8ODBQDz5gWIlRmt1e3s7EydOjMofCHT9nWLr8xhpdctijH5vMUaKxkifEcwMQ4sY8wMlxJi/KkZrdWx+Lq3u7xQjfcGyGNs4iDFSNEZMMDOMKolZ64sxf1WM1upzzjmH5cuXc/bZZze7KUDr+zvFSF+wLMY2DjSz9bcyJpgZRpXEqvVZ/qrKmDlzJnPmzAHgxRdfjMLi2er+TrESm0Wp1WnlbP2amGBmZNDcCotxW02DYcOGlS03C8tfVRknn3xypnzSSSc1qSUFWt3fKVZisyi1Oq2crV8TE8yMDJpbYTFuq2nw1ltvlS03C7O6VEZiLUt48cUXm9SSAn3B38kwoHWz9Wtigpmxgq6uLqZNm4b3nttuu60uS1crb6slC2ipcrOI1eoyc+ZM9ttvvyi2DGOlL/g7GQa0brZ+TeJYUYwomDJlSsbiUo+lq5W31T760Y9myrvssktzGpIjVqvLaaedxptvvhlNkMTQoUPLlpuF+TsZhgEmmBkppk+fnjnX8M4776y5rlbeVvva176Wyfz/ta99rcktEmK0usSYUPLNN98sW24W5u+0cmOWYUMLE8yMFay11lply9UQ67aaBu3t7RnLVEwLaWxWlxhTiyTjslTZMGohNsuwsfJigpmxAs3DuWPdVtPgscceY9myZQAsW7aMxx9/vMktKhCb1SXG1CKxHu7cqlHMfYEYLcPGykvTBDPn3Ledc8845/7pnPt56vXjnHMzw3sTmtW+vojm4dwxbqtpkU+3cOKJJzapJfEzfPjwsuVmEGuSy1aNYu4LxGgZNlZemiKYOed2AfYF3ue93ww4Pby+KfB5YDNgInCec65fM9rYF9E+3Dm2bTUtkuOYSpWNAjFapw455JBM+bDDDmtSSwq0chRzXyBGy7Cx8tIsi9mhwM+89+8AeO+TPbN9gau89+94758HZgIfbFIb+xzpQ281rFyxbatpEaMVKFbyVtc99tijSS0p8MADD2TK999/f5NaUqCVo5j7ArFaYY2Vk2YJZhsDH3HOPeycu9c594Hw+ljgf6nPvRhe64Zz7mDn3KPOuUfnz5/f4Ob2HVrVyqXJ8ccfnyn/8Ic/bFJL4idthe3fv38U4yofIVxP9LEWrRzF3Bewo4YMTRommDnn7nTOPVXkb1+gP7A6sB1wNHCNE+cmV6QqX6x+7/1F3vttvffbjhw5slGX0edoVSuXJttss80KK9nw4cPZeuutm9yieGlvb2fixIk459hrr72iGFea0cdatHIUc1/AjhoyNGmYYOa93917v3mRvxsQS9i1XvgbsBxYM7y+TqqatYHORrXRMGrl+OOPp62tzaxlFTBp0iSGDBnC3nvv3eymALrRx1q0chRzX8GOGjK0aNZW5vXArgDOuY2BgcArwI3A551zg5xz6wMbAX9rUhsNoyTbbLMNt912m1nLKmDq1Km89dZb3HLLLc1uCqAbfaxFK0cx9xXsqCFDi2YJZr8BNnDOPQVcBRwQrGf/BK4B/gXcBnzTe7+sSW00DKNOYow2jNHvDcy/0zAMoSmCmff+Xe/9l8LW5vu993el3jvZe7+h934T7/2tzWifYRg6xBhtmI4+njhxYjTWKfPvNAwDLPO/YRgNJNZoQ7NOGYYRKyaYGYbRMHbddddMOZZoQ7NOGYYRKyaYGUYN2LmGlbHDDjtkyjvuuGOTWmIYjcXmBEMLE8wMowbsXMPKuOCCCzLl8847r0ktMYzGYnOCoYUJZoZRJTFGGsaKnSFo9AVsTjA0McHMMKokxkjDWEnyhZUqG0YrYHOCoYkJZoZRJbFGGsaI975s2WgM5u/Uu9icYGhigplhVImda1g5ST+VKhuNwfydehebEwxNTDAzjCqxcw2NmDF/p97H5gRDExPMDKNK7FxDI2bM36n3sTnB0MQEM8OoAcscXxmJ302psqGP+Ts1B5sTDC1MMDOMGrDM8ZVhUZm9j/k7NQebEwwtTDAzDKNhWFRm72P+ToaxcmOCmWEYDcMsZr2P+TsZxsqNxa4bhtEwzGLWHCZPnszs2bPNWmYYKyEmmBmG0TCGDx/OokWLMmWj8ST+ToZhrHzYVqZhGA3j29/+dqZ8xBFHNKchOSwzvmEYsWKCmWEYDePJJ5/MlJ944okmtSSLZcY3DCNWTDAzDKNh3HXXXZlyDDm1LDO+YRgxY4KZYRgNI8acWpYZ3zCMmDHBzDCMhhFjTi3LjG8YRsyYYGYYRsOIMadWjFY8wzCMBBPMDMNoKLGdIRijFc8wDCPBBDPDMBpKbGcIxmjFMwzDSLAEs4Zh9DksM75hGLFigplhGH0Oy4xvGEas2FamYRiGYRhGJJhgZhiGYRiGEQkmmBmGYRiGYUSCCWaGYRiGYRiR0BTBzDm3lXPuIefcP5xzjzrnPph67zjn3Ezn3DPOuQnNaJ9hGIZhGEYzaFZU5s+BE7z3tzrnJoXyR51zmwKfBzYDOoA7nXMbe++XNamdhmEYhmEYvUaztjI9sGr4/wigM/x/X+Aq7/073vvngZnAB4t83zAMwzAMo+VolsXsCGCac+50RDjcPrw+Fngo9bkXw2uGYRiGYRgtT8MEM+fcncDoIm8dD+wGfNd7/2fn3GeBS4HdAVfk875E/QcDBwOsu+66Km02DMMwDMNoJs77onJPY3/UuQXAat5775xzwALv/arOueMAvPenhs9NA37ivf9rD/XNB2ZX8NNrAq/U13rVejTrirFNmnVZm3q/LmtT79dlber9uqxNvV+XtQnGee9HFn3He9/rf8DTwEfD/3cDHgv/3wx4AhgErA88B/RT/N1HY6qn1dvU6tcXY5ta/fpibFOrX1+MbWr164uxTa1+fTG1qVk+ZgcBv3LO9QfeJmxJeu//6Zy7BvgXsBT4preITMMwDMMw+ghNEcy89/cD25R472Tg5N5tkWEYhmEYRvPpa5n/L4qsHs26YmyTZl3Wpt6vy9rU+3VZm3q/LmtT79dlbSpDU5z/DcMwDMMwjO70NYuZYRiGYRhGtJhgZhiGYRiGEQkmmBmGURPOuY5mt8EwDKM3cM4N6q3fMsFMGefcBs65K3rzJlZKSOZrNBjnXFvq/wOa2ZY0zrmNnXMTlOraFLjFOfdJpfpsLqoBe6a745zbzjm3YbPbYbQOzrmxwGnOuR164/dsMtTnFeATwBTn3MBmNybBOdfPe++dc/2cc4NrrMM55/oVe73G+tTGX74urQWrlnq898udc0Odc+O990ucc5s658ZrtKdOJgC3Ouf2VqjrLWAq8F3n3L61VBDyGCZjc7lzbkPn3DcU2tayJM+fc24NAG/RWysI89Mg4GLgF8659ZvdpjzJPNWKAnUz59xeqH8g8EHgAOfcB5Wb1I2VWjBLJvbw/7qupZjAUUsd3vuFyMHrHwSuqVc4C5PNLs650bVaX5xzbd77ZaGP/oMMror7yzk3zjm3mheWOefWc85Ncs59wDnngsBXVf875/p775eH/6+SLDS1PDS5ukY451appU2p+lZxzrVDXQvf/wEPOef2AZ4C6tK0kn6pZ9Ly3p8NfA+4zjn3sXra471/HvglMA04xjm3RzXfd85thySZXi01No8E2mttk7Kg78qVq6hHVfkIfbUZcK1zbvM66spfX83tjMXaGeand4A9kXOaT6xXIdK+tqCArAvsF+qvKZdoo4SgOubM/sXmyhrWhcSA0B7WnbVKtbXKetdyzr3POTcaqGqtD8/d88BngXWALzVcONM6gqC3/4C25F/gbOA84PM11tU//OuALwCTgK1S77sq6hoQ/l0VOb/zBmBQrdcI/ANZ2P8DfBtYu44++xpwSZXf2RR4EPh6KI8H5iNHZ/0F+HX6XlRYZ7/U9U0F7gKeBfarcxw8ANwBPARsXk2bUvVtATwSrvlRYHNqOBYMOVbsT4hl6cT0dVdZT9JXybhKUtxUe11tqf9/D3gX+FiN4yh5XjZEhLN/AzOAvSv8/ugwFm8EfgGsHl6/BDiixutLP8MfALas47nrX6zf6ugnB7wvPafUUeco4Mykn2qsIxlT7cA4oL3eawz/HwYMT665xvrWQ+bgvYANUq9XVB8wOPw7Hpk3fwusp3D/tkEW5VUU7uHRwOw6vj8o/DscOXM6/V41a1UyDkYB70/uXQ3tWTEnAX8Ezgd+Uu1cRWEufx/wd+ToxuvTY72WcRXqm4vM6f9DEthvWe04CP8/BlmrrgW2rncslPzNRlXcyL/UDXTAncA9YYJfBvygjkH1KPBX4HHgJuALVdTTbdEFRgAvIMLZwBqu8zPApeH/3wH+DPwQWKeGun4JPANcWMN3Tw79/BXgd8CB4fVPI4vrpVQvnLUBfwP+ECaFg5BjuCZXOw7C/88FpgAfCf9fBGxTZZs2AV4GfgR0AL9HBONdK60jV9/1YSz9E3hveK3icUBh4twUuBxZZI4gTMY1THgu9dpx1CecbYQI6N8BDgcuQwTifXr43s6IML4asgBfA/wqvPczggJQZVvSwvnD4RleGOr7YJV1pZWGS8P4vIQgPNbYpocQpeFt4BRg0xr7fETor6eB94TX+tfYrveFev4a7uO+BKGmlv4H7gOmIwvz9vnxVmE97wUWI/PlLGTxO6iK7ydz+bbAVYhitBSZy9er4/7dH57jZ4DTkr6v5y88A9+p4vMfB65NlbdFFOMnkK3bA6v8/aSvtgz3/1FgDrALQQmspp7w/1uROe/48P8bqH5d2Bh4CZnn1kGMETOBY4v9ZgX1tQOnU1D4voDMoxdSxTqKWNn+hRiAzkDW9SuAD9Q7For+XiMq7Y0/RCj7IfCL1Gs7IovNj2uobxpwdepmPoBYAr5WwXfTmtWE8NBsGF4bgUjpFQtnoZ4dwvV9MfX6V8LA/z5yMn3ZOnLlLcNkcDtBYKlkMKb+f0qY4O4HPhxeGwzsHV6/mB4sQrn6DgTuSJXPCg/kMmD/Ku/dMWEiGJZ67RfAm8D7Q7nsxAAMQITXk1KvPRAewJnAR+lhwiInACGTuguTwH8Iwll4b3SF17Y54rf483BNVyHC8WoVXlda21uHlHUkjKOahDPgMODmVHlDRIB/BNilh+8mQsXwMKavAX6FLDTHAzuF8fpB4PM9javUM3MvhWf4A8jz+3tghwqvKXmO25CFeCowGVEgbga2qLKPkjZdFcpbIJr7RcD7KqwjrYQORxas+QQrbCVjoEid40M7vhfq/R4wL9yLioQzskrRJYjiMDGM06eTMUDllq7R4fePSMYI8F1kvtqrimsbgSyg3wWGAhsATyJC3rga7t8Dqfs3CbHkTCFY5Ku4f8OBNcL/B4Rnb0r6t3qoZxPgNeB3ofxQuMY9gZOQ9euoSq8r/LsGorwcHspnhHv3MSoQzsgpBcAJqf9vAdyGrA1lhbPU+wOBbwCnpd6bgRheHgL+r8r7tzqiWP+NrPV1d+BuYOcq6vo0cGeqvH5o1x+pwvpW8e9pV9hbf4gA9BzweO71nRCt67Qevp9Mwv0R8/nxFBa7yxArx08Qc3hJ4YzumvHfES3mT8BHw3sjQlvvoQfhLNQzE9FklyNa+2qp978cBtXR+Qcjf22p8pDw7/uQrb7zqMAMm3qAxyMHzZ+ICJnfS/XVIGTb4a/AcRXUNRBZ7PoBe4bXLgGeDP+/Klz3lyocB+9BNJc3899BJp3llT44iDCwNQXr6eXh9WcRAe39Zb6bWFo2BA5FrEjjwmurAxcgVoBNESvMnypoz3DgFoKigUzozyCT5zXAiPQYLNOmNkRwfQKZLNMT6PGIdfFTVT5/BwK35+7tzsDryBb+TmWeFYcIiTcjk+SBYQy8gTw/tyDWl78gikjZ6wv/fz9wXqqc9PctwJXAjiXqWIeUlT2My1MIi3F47eIwju4L96/kIkpWEN4a+G2qfG4YS48ic0xFWyGhjQeHcTQQOCTU8d1831bw/DlEkTk9NTb+Evq9CziAHra0ctc4IIz1kaG8FjJv/oew8JXrr/D+4NAvi0k9w4jV+jfAT6sYl+sii/HI1GtrIILnlcAmVdS1A3BBqnwp8DyyGP+OHoQzCs/fBogwfiWwW6pNs6jOIjgeeBFZR36du75DkB2VcRXWlQgtd5NSEoFTkbVvb8qsVWTXvRsQAfp5CopwP2Q+vTk8N6We4WRcboqsC1sh2+vJuLwsjPmHwj2spr8GIGvWO8Dncu3+M3BGFXUdAszIvbZZGLPXomw5U6uo0X/5G4tYtfYPD/QPc+/thmxJrVnBoPoDYmnbJLz2Q4Kwhwh5zyCL2Wpl2ubCAP9DKL8XsRw8DExIPQhPUcZ8SsHidn4ofzI8iN8jK5x9kRK+ZmQX4yuAq8Mg3Ci8vjUinJ1TbjClHpjRiPXgK6F8fLjWAyj4Bg0CPlzm4RuQ+v8dwBWp8nuQvf+kru8jE/t7y11fkQfkPGSC2DP33gmU2XqgILSmTfIfI2sNOh2xBBS13KT66n2IdetKZGG6Evh0eG84sjDPRHzqerSeAquEMTAMmWQeRSxAe4fxfTuwak/PTRiHU5AF4oAwDs9MfeZkZNIruiCnxtQACr5umyP+c4fmPvsH4Kul+ir32WtDX+yMPMt/Qiynq6XG1QqBIvdvepx/BlGwki20XxImUWSL/HXE2ji0yPP2SWR8py1QkygsoFOQZ3kwIpzfD2zWwzgYGO61I1jrEL+wJ1Ntehf4KRVYqBDB9SngW4iSNxSxLDxAsHZU8gesGcbhmojPlEOevWTeuhtZxCZWMC8kPp3/QrZov5P6zFrAD5BnoahAnPpsoiB/EHlm/pB7/xBEuC6lhObXBYcoicfnXj8bEa6PLdOWfF0jCVvhYVz+Pfz/h8jzciEl/BhT/bQFYjX9HnBs6JMzEUvwlxGBbRg9C69JfRshgtPrpJ595Nl+kbDeVDAW1kAsbW+Ts5iH17sIz1N+LiCrEN2CKNPJuvAbCmtNvzDO/kiRdS91TWOQdXz/1HsfIbujclnosx6tw4hA/3VgSBinJ4d+3zP1mRuAY8qNySJj4RFyzxsyh10HrFXpc1jR/dGsrFF/ZDW0tQkCFzJZHoBI5HnhbEi5AZ4agFfm3v81cFj4/yGhXNa/BDEzn0nBKfO3iFXjXGTympD/7RL13BAe+K+nXvt4eOCO7qkdqe+0IRrwn5FF8lxk6yLZQtoSMe+eQRkHaWSCvYDg55Z6/UfIgnoAOcdhCkLv6OQBDeV+4eH9ae7z6yLm6kPD35x8nflxEK5vb0TDSgSFLcK9uhbYvcJ+2hzZArg2jKEtwuuTCBMTItxeT04gKNFXTwBHp67/FcTy8/nU59ZP9VHestkv/zoFIeUE4Kbw/3bEt+8H9Gwp2ZewvRfKv0eEw3sIVpOkznLPCyJ0XoVs701M1b0cEVw/i1gR7khdX6m+Sm+DXY4IOzuHsToFmdxXK9KGDkSYGZEaB8cDv0l9dgCijCQL6reRbdJRJdqyCvA5ZFH5Wer1gaFNDxK2yJFF9C5gbA/X9Duyi8owZPJOAlIOR3yVyipXude+EfrpO0hg0TDEivYswRpQZgw4ZJG6j4KC5ZDxPS31uZ8h1rRK7tuliJVz+/D/G4DPpt4fhQgjG/bw/P0ZWTj3CeV5iJK1VvjMH0hZHUs8L2MQi8sGoXxoqPfA1GfPBL6Uv7bUvR2Y6peNyAo9Q5A5IBGyvxvu38hS1xY+NyJc2yGp17YNY/JhZEt6PgUrU7f1gSLPd2jfC8A1udfvAvbt6d6lXhuKWIc7gT2KjLe0APYeUmtq6KevklWyP4bMlxcD45N7RM9rzLkE61Xqnu6JKKKfQwS7e+lhXknV+X/I83wYBeHsp4ibzDRk3XuKIsoxWaPNycizuk947TuIkeYkRLk5ArEIFp1b6vlTrawRf2Q147uQyWkeom2MoCCc3QOcmh44PdR7LGLK3S6UByNa95QwCH6D7Olvnvueyw8MZJLcLPz/FAqa1ZcQoeq28JmeFtFtEfP2dbnX90a26g7v6brC508ga/G5ENGEF1JwQt8CWLeHej6GmJPnJw9a6r0fIL4bk4p8byhikbuOgiVyK2QRn0thYe2HaG4nIovGv4BtS7Ql/cAk1sj/hDYki/DmyAR8Jz37OY0L4+gYYI9wv/+L+JINRTS0x8JYyEREFhmbQxHh/JhQHkghsOE3yARzULHryY9XxPp3LhLZtAmFBeMERAAaiggIv0l9p61MveMIW2bIgvcY4nj/W2R8/6rY93LXtyayhX1auK8vAQeH97ZDtOZrkcVrQKn6Sl0/Ipz9BRGEDgV+XKI9n0WshD8nLJyIkvCL8P/+yET8LCK4/ggRsMf30JbhiFPw3WTnkE8ifmqDkYXqRoooRxTGpkOEm98RJuvw2kBkIbgVGW+vA+v30KaNgU/mXjs0jKvDwzgYjgjHFUX7AkchysOYUN46jIFDEYH9fnpWQBxi1b6eIFgi4/S0MAY+U2os5uoZiwgEZ4f7PxVZ+DZHlLMkeONOilu10xapOaF/b0csr22I1f0OxLp0C6KM9EtfG7KL8SSFba7+iPX0YWSe2h2x2q6OzDVnIItyZ6kxlap7FWTevB95ptvICjoDEQHinnDtw8rUtQ4yFj8MdKTGRycFv8zz0tdYop6Nw/g7KbRpQPj7CeJ+sFuZ7/6RrMFgR+Q5e5mU2wIiYP8WUeI2KNFH6fs4Odyj/5D1Ee6HuGv8GVFuK5pXUt9Nxui3kOc38Ul/hazrQno3J/0cP4hYXq9B5oCvhve+GNr7cLj+ivy1q/1Tr7AhjZSOejh00mrIVsAsRLhaI3T8wcjEV2r7Mj0YVkMm7ZcI24ap98YiwtUvSDn7UhAmBqTatD054QaZ4JIH/dvhIag4HJ3CZJlv1wRSFqhS1xbKmwMfCf//LWKRWiUMqOWUiAorNugRzeVGRBAYl3vvQEpP4PuE71ye/F7or9dJLX7h9eGIFaDovcuNg5vJamlzkMl0x1DeCpnQy6YVQSa6vMb5C2SCGhrKYyht3XKp33scMXUnJvwpwB/D/z8exuox+fuUqiut+b8R2vEQstB8GpnUD0L8FB9AFqFuwiJZjXZM7jfGIUJmokCchCwM3aw/ue+tjwi730u99lXEn+SQ/DNRrK/K1J0Xzu5DhLN++feTfkIm8j8RtmIRYeMnuc9tGsbJnyjhF1ik7hGIcHZPMj4RgfR+ZPGeS5GtfwqCc7/w9xCyTfmp3Oe2QqxK15dqU+7zX0ae1c/lXv8p8Cqy8KySej2vLHazLoQxcA3Bohyu+XuIwntzsTFVpF3DEIfuV5EdheR3NkbmzenAJ3q676Fvjw3lUeF670KEzvciY/0Pqe8MLnJtqyFC14GIb+fhyIL6tfD+uoh168ukrO25a/kxMpb3Ddfze2Su/Dmy8H4mfPYTyPN4a5kxlY4K/VgYm0tTdeQFwzZkC/cWcoJ66hrfhyj39yPP/QUE5RWxnD2BuBRMTF1jvyJt2gJRUi5B1tJrke2+gYhA+mNk3FaiGCeC8i7IfHQSKd89ZM66kNwclKtvZOj/fohV7J7Q52nhLAl46XFeQfzvtk6Vkx2amxDFYyAihB6HKJklg1PC589NjbEvhO8cnPrM2pRxb6r3ryGVqjcSPkWIRgnlRGt/ChHO2kPHjyjx/UGp/ycT6XDkQZ4GHNnD7w9HrCtHJgMk/PbfEUHjG4hW0w+xjl0T2vgKJXylUoP8NER4OhDYOLz+fkQ4O6fMd3vSbPsj1p9HKUy4ZyHCUjefKwqTxbqIprhv6r2PIf5SF1HcV6DbRBD+vydi/fkdhW2GnRGHyfS2UaUL+fqhDUmupEsRreZqxNq2a/oel6hjJLKI7I4ITBvk3v8Hua1QSlu3RiCm+3Qo9yBk0ksiV89GNLWMj1SRdo1HLL9pX51fIovBvqG8FeJ7sWKCRyaIBylMloMRS8HfES33/WGcrYtMyF9HrJ3P07PVxiF+HUuAW3PX/vXQf98l5btV6vrKPQOp/1+GWITWLzKW0gvDl0Mf/xxZSE9FFKrVEV+bjcN9KBpZRnareBwFC9LgcL33EqJzkWd/Z4oI+oji9RVk7rkT+BBiyboDUWa6OZpTwqcsP8bCa99AhLN0ZPYWyDP98576OlzbMaTyyyHz0r35NlFi8aO4BWZVZNz/EbE2J+PxvYj1paRSFNp/A/Lc3koQLpE5/MDQdz9CBJIFlAjiQpSYi8LnE//UtRDh6kGKpKIocS2rIG4i/0UsV1ul3vsBYoVK/EQHUtqnrF+qDS8D3w/lHyG7FYniWCx1zVOIorh2rs51kOc0WXf2QBTHayn4U743lEtu8yFC8EME5Src7/mhnw6hYDn7Wonvp+f305H5O9kC/jhitTuJsH4lz02JfnLIs/kIsiuwCjKPfSVcx6mUsZCWGVd7IM/KtrnXLw59+L1w/1ZFhLPFhPUi9/nvIhay21OvDUUssbPI+S426q/hP1BTo7ovhGtR0PIuouDYez5iYfhWfkAh2kTaZDkQEUqmhgE4PHT4/yFS9Xd7aNOXCc7OYTBeFl7/JqLpHxMG3AcQbeH3lEkoSSEk/3pkskzSICR+TluHgdYtcgRZfL5C1tfmd+E3D6Vg7t4R0Wi2RSwuT1JEeCWrnc1BtN4Fob5k0fpYKP+RMnvqZBfa3yCa+DuIRSTZRt0ZEWjP7qHPi00SSRqS7wNPpPpqYbi3RX0Lw+dGhTFzBWLRuwLxQ1gr9Zm/UCSisEhdIxGB8BFC1GeqH+9ALCy3ICb6btp6kfpOC/f7wtzrZyLKw2RSAieFhWAwslDPCOPvtDCWtkaEuqspCKxnI4vhDHrQ+lPlYYiFbDG56GREsflT/jv1PO/I85D3+8ynIUkm8ssRBe1FxNryCLLIPU5lwTH3IpaIVxGLezuyQH0+1HdmmTYPDffmz8iinrbuDAt1X08FUYCp69sIWSi/SUE4PQjxjTkUETwvQhaWbgt8kXr3RoTdZxAl5oOIMnEjIUdjru/z9z7t03kgYjlIFI7Vwzj7I6LkZBIhl2hPB7L9dkoYl/cgz1+iaLWHa/91KH8IeSZOLlLXqqHv54Z2Jf0xMvTZfyiTcJyscD4YWQfeBb6R+9xxYXzsW8F9XB8R8s7IvX4C4mSf+KilBY6tkLlwH0SRX53CON+ZsIYhAs0jiOJ/NeImslPud0op6RsSUk0g6+AjyLNzeuinIyk+t2QUbmR3aiCFreHkvn0ccQM4k9JbvPmxtSMiAJ2OrMX9kWf6T8i2bNXJoZHsAK+Ryl2IKLIzSGUMQJ6BI5HnLd+usaFNfyFlrUae968ja+jq+e9p/zWs4poblH1gVqWgUQ1AHKqnURA8jkGEmmLa7A7IQ/3TUL4dkch/hGzpnRTqG4osMPcC3+yhbZ9DrAf3kUqkiQhtDyBSeeL70pOD4i+BP6fK0xBt6A8Utpu2pLjW/WVEEDkI0TjuCw9r4vx+EaItr41Mwg8ii1dRM3Woc13EdP/t1ABdjky+iXD2aUQjrmSf/z7k4R+FWBauRoTHxOdsd0QIXKvYICe7gO6JCLzJa4NCXV8K5cMR4bycpv6+0Bf3IELn6cii9afQX1+jYLGp1Gfnl6Ffj6R7xN+RiM9Mt+2FUC52zb8I9zVvxbuM8kLCEMRi8xziB5P4N60SxtN1wIfCa8MoEcmZ6t92xLKxeuq9g8L4PLjYdRS7niqf+2Rh/Xa4liSQJp0jcEMKz0ayrTkV0YrHhtfXpIctBgqRe9eE/vhCuLafhPE4ALFe3kyRaKtUW0cgQs88Ur5VqX6+K4y3oi4Iuf7bBFmYbwzfe4PgYxau89XQ5n9Swt8mdf8G5V5fH3kW/4wI8feSslj30K42xC/xUUQoeJlwQgeyQE1B5q6efDrXQ4Sw5BSM/shcfB0idCYWmFXJCi7bhr4pZlFcFbHk5y13oyjje5caU/0Q4XUwMqd8H7Ek7VfkWS7rpxg+9yVEiH6SnIsAslW4nFz+ujDekvVsnfBvIvCMoBCwNZWQ9wxxSn+GVNqb9Bgodt2EBLvIXPen8P8PITsNx+X6fMNUm5K+uppgvECEs1sRC1LS1k+FNpYMiCD3LIXf/w8i0A0JY+KbiOBe03yCBG69EsbDqsgu0Qn5+pA5IH9qRWJ5HYMosVeRDdwaQg9R8Fp/Df+BGju3DREmpiETWzIZr4csqkcji/Fsupt/R1PYEtwZcZq/mFTSWWSh/0sYAKPDTTmM4tt0edP+p0KdP8+9/iVk0vxO/jtF6hyIhPgnPkmXIZNf4o+UMamnvrcBhQnzy4im/n+E/fDw+seQyfJiZOJcFfG5KRZJ5lL17U1BUx0c+n8KMgFcQy5zNuWtP6sgVrdNU69NCq/9hoLlrKR1KzUOHkc0q/vCg5JsRZ+JLIhnI5puuZQYayIC1BHIojsZWaRORbYZf4xsr1xMYdHLC1LJpJ9/wH+BWMg+SxEH3h7qWg3Zrkj7VVyKaH35YItiC1N6YhmIWGiWk/W1SLad7qSMJZCs1fQZZHF5AtlOSyasr4cx993cd1W0x3C/J1OwQKaF878ggski5LkdFsbvlxHh83zKp7RJ99Uk4Pep8tkUHMhPQBb2/hQ5fofsoj4WeY5/gixcB5F1Jh4axtk6uTrygtMaof3fSr12FOITlFioxiFbtEW3rFJ9tVm437eEe5fMhUPCdf0o3Nd3qCB6mZRAEMp/C2Nscqrtl9KzT+f24XvTKUTV9w9992dkTk/7kbki17YR4jf0PQo+QkUtd2WevfSW+GOIz1ZihR8e6n4R+Hgl47XIa58n+COR285DlL9iqRiSNg1A5qq5pPz0wjVen7qXZyPCYrqPdiC1kxHGyiGEDAOp+q+hIFifh4z3vEX6vHCv1k59dwrZdBMDw9h4hoIxomT+uzD+7iflkhRe3xJRQk5HBNE26lT2kPX9WcSd418U9y9Mzy03IXP40xQyKIwO/XwlcEAt7ajnr1d/rNJBjljBfoc8zGcjpt6twnuHIYv1X+m+n5yOBkw0jZ0RCXoO2QVwImJ+/RUlcpCkbl4/xBqV+El9mrC9kPv85yhz9AeykGwZ/r8KMjF9EvFrSgbPrYglpiP33UHhutLm1YOQh/g5Ugs5hW26qyiRcDA1+NdIvZYITDdRyKD+w/CQfr/cdaXvYxjUz9LdAfo3iMZ9PvJgl7SUhf9/Ergo/P8jyOR0GzLBrIZouBfSQ0Z2ZAGdnrv/H0NM3BeQE+oo4WeDaO6/QrYL0xFKZyJKxGfpOTlnWgD6G6IxXk2I+gnvXRLGbL5dbfk2hrGZbEsNDePnX2T9KldDhM6eFs8Nw3hKUn4ciygbx1PIWn54GIcNNeXnnpm/IBPksNBvb4U+XyWMt68RrLM9jPWBiEWuP4U8ZRdQcI04HVG6vktxq0N6Mr+WEJGMLDq/QISDA8NrX6RIGgvk2fxLaEPi3HxJ6PfDc589G1nM8oJcqXyBm4Vxc1L4uxJR+vLjaDwSCX1KuJZiC1a/0N8/oWBt+T3BVwlRhr5Yrj1F2vchZK7aj0KATT9kvju12JhKtWcLZO64MbTjNQq+l6uHa51O8QCN1YqMqRX521L3NFH6vhfGWLeI8yLtGo8o5ccSgrwoKM0HUTzasifF/RREAUnG1+gwPn6HPN+P58ZiO2L5n4bMAWsg4/g6ZN37C4W0O5eGezcN2Y4s6mYRxs3LqXt/DcHqnr6OMD6fCH1a1Bc39dk9kDn33NznfoesMd8o9t0a543RSA61btuyuXv+CDL/bocYOd6mEKwxOvTDb+glS9mKtvXmj/U0yMP/B4QHY1zqtTMQqTrxv1qjVEeRjQZMLG07IltEJxf57K2UN78mOcFuQBbmZJL/HBJx840Kr7ENWYhX5OgJrx9IwUR9GCJ4lFpgkgc/rf1/AdHwvkE2907JyJjUYB2BbNf8X+q9cchWSvJbv0QWmbLbAunrDP8ehywS26beOxpZwIr2N9nJ5mOhP5LIv4HI5HwzMjkPTH+nh74fjWwFTc618ffh3p5KYSusm8k7/JscjXRFuIZ5pIRVZFH/O0VCzou0Z5Pw/aOQbaaTkAki7fh/LXBbie/nt5lupDCBJtuaT5MVznpynm1DtPyfpF77G4Wtr2MoZHdX2b4sdk1FXt+F1CkJiGD8H8S37ByCvwc9bM+G/99KyC8WvrNmeC3ZQjoaUcDKbYm3IQvR9eG3kzE7PNzHWxEBYT4lFAa6+yTugzxz15FKz4NY9oqeEIEIN+lnazgiGP4o9dpzoa2Xk8snFn7zHooc2B6u8XYkEjyxlh4ZxkI/5Fl4FrHorUqFglmoZ+dw/z5JQTjLWEkQK8pmqe+MCtdxRCj3R56fFYERiHByAlkhsw1ZK7rIWu/XRgSZ5HrPQJ7rRyko39+mzBZ0ak54CRF2bkWexf3De19HBJ8jKJNEODV+hpK1tiZBAx8L5R2RQKozKWLVR5Kh/x5Zp04krEuhr/6GzC/JtuMBiD9XsSjO9P8vD/08Lvz/AMK2b3h/tVAu5kqUdosYScEd5qOIsndO6rM/pUyEf71/peol5CVLlc9CntulhJx8Yeyp5ynrsc29/YNFOic9GfwtPIBvkDLrh/d/Hh7EUpNd1dGA4fWi20+p939CLht16r3PhDZ9tYc6knQfvyvy3jahjqnhurcuV1f4ztmIlS2ZzA5GNLRDyApn3aw3qf7eDNHUn0Ym8MS3bEC4D3cjk9d/KKF1kPJ1QXwXLgl/ib/IGYgG8kvEYjOP0ik/0uPg8dCuN0j56IT3NkM0wGvz972HPjsMEZw+lnrt3NDGv5GNXPsIqfMVkcn9rxSimhyyMC0ne67btyltzUgLU98nm2l+BjJx3kFWa+wpF9jlhCCU3OtDEAH/JXIRqmSfk7wQujGy2DhEE748vH4Hssh8pdR3tf5I5QUibOdQiGj7NYXs+d8L/f/TCvrJIZa+i8gu3GtRsDAdgVgXyh5sjFgP0wl7PxH+tkGElkmIwN0tGpvsorc+IvAm23p7I4LZ+RSCNa5EtiSLWZJ+gzxbSY664ch8tAryDD8SPvNxZLG5iex5gV9GFLrVi/TVAaSS9obXzyII7Yg/5/dIWdurvMc7I8/3ZHLKAxIgcDMidCe7Hmsgz8wgCoLxRaENS4Ev5+rPW262zpXbkbnoemSOeyLct2mEgKSexjeFRMZHpl5bSiqbfBhTJYNjKMwJ70MskVeTPWrpR4h1K0lwmjFgFKlvR8QC3Elu+w2Z4x4ucr/TynB6jkoU1d8j7kMzkfX0aWS+mo7MC93cUXLX9W/E//pJCj5qOyNrziOhnn9B8S16zb/8fUAME3uF/19KYW65AZlbPtOotvTY1mb9cDIAUv+/IDxsH0G04r/RPYfPiZTwJcrVVVc0YK7eMwjCXHgYk0GXhPR+mjIpMcJnPgxMT5V/iggwv0Ymic0Q7XS9Et/PW6W2Qvwy7iYrnD2LTAbdfGNy318fMVN/A7FMnYYIHsmD80FEMzuXnKMxspiltfokKeONyIJ0HSI0JkEbXw51/YoKDoFGtJgkh8wnkFQil6TuYT8kRLzsAlqk3lUQK97LyAR4N4UtrMsQa4ML9+MislvDbYjQuwaFheFixOqwnJxjPqWFs1Hh++9F/AUTX8pLEc3zKWTi+1IFdQ1ChPnkvNG80Dwo3JO8pWRE+DexOK5O91x8mxNOGQjlsxFrUsWWkVr+EK35HsQa9BQpP85wX26jkFH8KGSxLprEMlfvRojF9A1yB5ojFueHEWG/ZHBM6vPfQKxbH0AEp6fCWLoz348V1PVvxEqTbBPvE65xcRiP11EmtxjyfHYRhNnUvT2WwikRAxGB47sUnuEB4bq7HaQenoVZFFJEJPPcD5GF9I/IQr1lnfd6T1Lnkebe+ySydXYGhV2PxI/pIgo7DJNC/92ff1YQAe9CCla5/uEefzOUN0EEu3QqktOAUyps/yBEeUmSWz9C4bDzLSlsHRa1LqfuxVhkvjwBUR7uJKSmCe8nwtneRa5xKIUTEjZElIMdEIHpr3QXwv4LXFLk2Uh2ohIL2mVko0HPQOa5jyB+3jsiSlx+bumXuq52Cuk43hvu6dsUhPs1w7UdSRXJY2sYZ93qDu1MW2u3CP2VjLEfILkwy67rjfxryo8W6bwjEck5kdLXRzTT+6lSaqWOaMDczWtDHuazKTKBIFs7G1bYpjVDu25AHJX/gQggj5DyVcp9Z31EaEqsT/0Q4eYXyCS5K2J+v4fCw/8dRGhYLVXP1+nuu/Ip4K5UeSQyKTxF9ryyRJtKHtihiND7GwrbMb8ku4hfEh7i56kyAR8iqP6D7HbM3uH+XUwPhwZXUH8b4rd4XOirweH1cwjZ40M56fMOCtaaQcgkdTqFCXgrClF0KwIpSvz2UET7THyQHLJNNzX1md8iAnYlFqA1wu8m/hDJPRpO6WNZtiblmxnKs8NrT1B4/rYL9/AriMZ/D4UJt9HC2cWIf809udeHIM/L75H5YgHVHWm0OaKZ/4rc1kS4N8Uc/YvVsxEyp9xISHQcxskdlEmNQcrqTNZq+XAY84lwthtiJTudwhFOJXOLIQrtq6TSnyBRe+dSSBF0KSlrSDKG0v+mxvhnkfkxfwzbJojP1M8ocVZoDfe6qNtA+P8+iPL5S1LKODLnHR7+fxkizBcTWj+KCMy/pfCcH4EIOV/NfXYwYgV8hRJzTImxcDayiP+DlOUacUM4KLmmYu0L741GlPRfhfKAME7vJTsv/AARaj6Q+/7PkSwBu5Cy8CDP71UUOcMxfx1hrCwnJWiHMZM+XqsfsqbOpojxINyDdDL2tRFl/Jbc5z6EKEfFToupKJdlleNrHUT4SwRPhyizt4Z7t1V4fSNke3V/RJCcTYXHHzbqr2k/nOq8NZGF9xWC03F4fX1E83uKHjJJp75TczQgWV+LVSj4WG2IOFKeSsHK8HXEGbNkgk5ECLiEwrbETuEBS6dQuJTcGZ+p728f+mRfZFH6GzJR/RrRJl9A8rZciSwKyUS7Wq6eieQOEkYmvYfJ5q55DxJN9CRhWzMZzEW+m6Tm2ALRDpP8PL9DJqm1EHP6XEok/S1R9wTE7H012cl4L2SSOZsSQQM1jr22MMZeJWzhhdf7IZP1BaGvd0x95yzgl+H/l5FNLltOMBuEaPAXpl77FGKd2BmxRNxGEQGIEpMWskjOJ2WpQZSRpylyikK4Vxchz8NOSKTV0cizdi2ytZVsH/0I0d6vp4EabaptyW98L4yhP4fxkHYS/ziFc01L5WFLb818FVmM00d2PYMs9qN7aE86h9fhSEqH3VPvj0yNl4NCvR0l6mpL/f6ViGUmrQA9jFidE+HsE+H6f0EuOrvYGEOE2S4KZy5+ClnI70WE0VLpNUqdZvEJZBu8WzqGBtz3cspx0g9nUBBSzwj99XAP1zYYEc6uR5ThxPJ3ECKIHBDKq4R+fj4/phDlPu33tQ4iBG2ILPKfC/f93lT9vwtt6/HQdWQdeTr8JX6ObcgW4HTgb6nPnozM83nXhGlIoEL+0PYdkOf7WrqfAtKPrJ/zaYiVNlHYLqP48UzXEQIGyArRJ5M68ByxkD0QxuS+yX0OfzeQGvsNHls7Ituup4Q2XR/uzyHIM3MPhSMZT0cU1H9TgeW84W3v9R8srnmMRhb6q8lK6uORSIn1ehrkoTyGGqIByU7mUxFLRPo4ju3C9x9GFqtZ+Yc43y7EAnE1pX2qvkuRyLvcZ3ZCfLy+QcoEjVhFLkacTbcPA+q6dJ+EQdmR+s6mFPzIVkW04vNyv/c7xJp0AzmtmFTUDbJg/hbRypOthr0QH65kcr8A2U4ulXCwVNDA7sjCeyopUzIS0VN04atxHA5GfHKmkTtEmIIAvh2iKV5KITz/KERIfhx56Eudo1kslH59RFhNnyd4W2jDvZQwu6fG1IXhvl+cu2dJUMKlYZyW9FOkcNj73aR8pcJ7V4VxkYTlp4/8Uddo09eXKicL3IWI5ejjFJyN3xf+HdpDnW3IFtc05Nl/hkI+w60R7fgiSgehpH1tHkcWyXsRP60fpz43HlnUVghFZepaD9lKujQ8G0+TFeofCGMj2U7ZG1mITyIX6IJsE40jlQIHUQJfpbC4vg+xUJTyD02Pq/MRgfFCwmHWiFD0HCnrdSP/Uu0ZRNbv7BOIcPFLxBIzGtnqPpwizuu553cg4lv6ZOjzZGwdjETVJ476a9M9pclWyBqQREZuiiib/w5jIUnYehBixf03IkQ+SImUO6m6x6T+vz8SaHE8QVkI92QbxJKfXMs3CBG6ZOeHPyMC6osU8hcmc+n2yHp2Wu7320Obt0u9diZiqd4y/O43EaE1UYxGIwJZuWOWNqXg8zgemdsuIyu03U9K8e+FcfVRZD05heAzG17fDFGy76Mg9K9JDwfT91q7e/XHumeSPoiCmXEshQz4n8l/p1RdqYGWPNjHUGU0YKpNf0O0q/eHtq1wLEU05D2QrYae0g6cTzZ57AfC9/ojE+pxiMWrpHCX+u7OyGL7H7KWkY0Qn4kdw//H5fojCZ9OIukmIJpictD25kjI+XWIFe9qZMJ5DymhNN0/4V8X7tOtiBn9AsRfagdksV8b0QT/QglfN0oHDSRRQxPDA3MydW5f9tC3Q8kGSzhES36WgpVlW2QS+w0yWQ5CJrwvpMZzKSFzLLJ1NoKCcPHjcF1pTbydwgJeNM8RIiDcimy5/J1sPqgvI2P8aFKKQKpOR/Z52Tjct7fovj1yZRgn6+brafB88K0wbpKFcGAYEzchAvTRyKJX1OGc7GJ1OFkH/UcQJSH5vQ+G18pGWyGLXjoidDqyzZEcmj6ecCB0D/WMDPc8ORtyNWTLcDZZZ/GLcuNiIoWDwtNpVv6OCHbXk91luBiZ+z6c+/1SAoJDnM4vRxbixHKSKKT7IHPEseWuT2EcJHP35shifjOpc2yRXYNrEWvZe4t9t9jYQhTp3yLCwOOIBSkRNL5OKh9biTrOC9/bCxEwvk4hkOQ6wlFryI7GzohgktynYs+xC2P9abJ+ZIeFe3k8BeEqv8X8CUSYSPpqA7IBSlcjgmM6l9kGiKCVN2AMpyBApX/n14hf9v+QdfB5ROj7C/LsFQsmS59Acnjo00TR3YyC0nk5Mr7/QZkj8xTHVPo5+jCFEz52S72+WRhTM0idFhDDX+/9UFZDSzJJTyMbEtyBLGRTKbN9mRr8baHD70IsVOuH109DTPln0kM0YKrOQ4FpqfJZiDl/OcEvqIpr/REiIG6ELOoPIFtO11A4tqliR2FE8+1EhIF0Lq6HCAnxinxn5/DbN1LI4rw3oikmC8RayIRzSfhsIjzcTIlI09DfUxAB5mBkIj079N/14QF+me455noKGrg2PCAjwvt7hvKPe+NBzrX1D+HeJ5PXtuGaLyOl/aXHdZGxuTmyLXcvIvCfjCyq2yMLcjendUr7opxDVtC/MIzLxynjC0FOEUG2YC5HhJ5Nw33/C92j1k7IX1cD+jhvlXo4jJ95FPxz+ifXjlhvykYsIwvftmE8JmddXoFYTAaEMZts1XY78oXCHJUoUAennp3LQj0Hh7acVuz+F6mzDbH+ziFYtcPrQ5BkpLPonsan6HhHBOq5yPbsOsi29UxS7hCIQnZrD21K+n5XguN86r2DEKUxUZj3ooKs9wrjYVNkjvw5okQ+TlaxTNJ7VGRtQXy3ktQoQxDL682IhTnxOTuAnqNnz0TcaaZRsNgOCePg+vCsDM59v2Q+r1DuQCxcaeXhMGQO/BlFnmmyOxZbIsLTDymkoWhD3CHmIevOtaQia1PfzbflFLJBNj9C5paJiAXpfYiyvV6Zvt6KkGKJQi7AJCDlvaHfH0OUq8yuhPIYym/z9qOwS7Q9snadRnYnZktkbh7X6DFe1bU0tHIxf6Y1+DZEA/5d6rV/IA6BSZLMtcPD2S1TfX5gIVawq8PAuBoRCLYK730xPFS/pkg0YJGHZwiFrL+XUAidvSoM1C9VcL3rINaRA5Etzz8jVo4hiCXqEXrwbSlT986IJedIZIvz64jwsF7uc+n+2Z3C+ZZJ9M7HEOHsuGTw5r5/ZHi4iwkOw5AJasPUa3shi+qZSKLFzfODnOqCBv5LIaJpt0Y/MKmJIj+5XoRsUeWFs0vIRfblx1QYwy8TzpZEFuBTQr8eikyq51Hh5IQIqRPD/6cgk9ywUN/jFCxn6Xu/RfhcWkP8EqlzKMO9OhuxdG5Z5HcbKpyF37gu16Z7wjhItoraEIFqjdz3kuCY9LbXRYgF6zOhf/8U+iCx0J6MCHoroquL3Ls25Nndi4Kidzjwj/D/DuQ5vo4eEtqmyqOQBWEaYZ4Lrw9B/OD+TM/BI4mvWzo9y4zQXysOqE5fS5E68pbdbRHr2/jk9xFr3l2EqMxeuP8OmR+uJ+XTFq5pcbh/ib/vjmWuLT+fH0NITp1cOyJ0diEKcrkzdfNz4k9CW75EQXkdhMzB91BBLsv8WEHWxnlkLYNHI4JZuXGwLiLkp3MeppX1K5A19W6KzC8UrMZJvrgfhOfk+NRnzkSsSyWtSBSUmOHIM5Vuzxl0F85uR57PHiPzaxxHa4e+S6fbmUw2iOKjyE7MaWR9mHtV8a/oehpWcTYLfxIRuQqyECQh71MQKfZYJAFskiywkqShZyDWlnTm+ksQU/5WPXw3f5RNEoXXhmhuD1JIrPj98GCWDJ0N37ubwpmUn0acRFenMOEfhlgJV6ujTz+CpPt4HLEEdrMgUBA03otMsLcigu91ZA8kf4dsLq21EC1wLqX9ZVYL13do7rcuCP1+CqW3nqsNGqi5n6roz6T97YhW99Hc+xeGtmwZyh8IY/bXYSwXc8TuQITbbmcRIsL1L8L9+y8FZ+9MhuwSbR2AaLErgjYQH7+HKBKEgkTR/RKx2CVZ7g+l+wHhic/ZU/RgVW5A/w9GFoZkfpgSru+riHB2RJnvJsEx+1FYLE9HFt/3I5bA/6bu3eHhXm5apK50/38f+G3u/R9QCPP/OqLsFB2fFBasNRCf18TiNgrZDbiarHBWMglwkfJ7EV+1tnB9lyHz10PIIp8kY15hXcmPKwrJY/cNbXqS7lHb19HgY2iKtG+3MBbbkLngN4gwtQjx3xpR5rvp+bwDsfR8C9mGG556b2zot99RWvFPH211eur+nR76as/UeBuMzGs9RVEPRZTjq3Kvj0S2is9LvVY2eXMY98lpKEMQIfMG4L7UZ9ZL1dO/yLW1EdIjIVbYbyMGk7Tl9RJEAEyi0TMZC8K/6yLW4xsRwSj9HJ2OrOnJkWLvQXxG/0AFuTprGE+JInoWhWf+cxTOBU3avAuyLp5L8KWN8a+xlWez8CcOdskZd4eHjhyEbLHMRKwMqxYblLmBMQ5xon2b1GHi4b3zKZ+INq0Z34b4jVxIITpjXHgADw1/cwgaW4n6Ej+NaxBr2UHhWr6PTMwbIBP7a1TgU1ZBn+6ECHgjynxmFOIf8I3QpsmhfTdScDD9NDJJpf2QxtKDgz2yaD5JNlHr/yFCeDcLQvqhprqggYYKCanfWxOxsJyOCNdpv41Vwph8h4JD/GaIpaJoRC6yvfAKIqQnmn66DwaEeh8BzirRpsT37qdko/c+Hb43NIyz6ymTIBmxKp2CKD/vQ7ayLyvyufeFe9jo7ctigT+rhP75dhjXbcjC8njoxzUovUglwTFJzq1TCIcOh3F1VbgPf0SszT1thR6NbC0mJ0QkW14nI35BVyOLTbf8X8l9S/XnUxQc+pMEoWshC8cfCNbUMm1JfnsE3Q/E3pmwTRfKlyFW2WIBJ21kj+96CJkfTwiv7YsIPz9B5olvhjb3mB+ujnGQ9NMosqeOJPkCrw/lQYgi87tSYzP3zNyHBEzMQdwIusLzsjGy7hyIKKplUyFQONrqR6TmfsSSNAPxNe5p+zIRghIl6rMUfFXTAszl4X78OH9N+f+H8kcQheMC5Hm5GglSmkMQzEu1KakPEXzT26j9ke3xK8gKZ3kr3xDCgeeIIPTD8PvLgY8kdaU+fwkiBKWF3T9RJoCgxvGUjIGtkPX8HESm2I1cjsnwuV0Rd6miRzHG8NeoBy89sLpl4Q+vn0MhUuo7iLWmVJRUXiMagQg9ZyH+O/l0EGdRRBom6ztwLSIkHIBse9xHIfLuJGQx+xc9hM4iifN+l7uulxDh5WhkAb0ERRMuPUelrYdoRKNTr+2KTMpT6H4OZzVHqgxHnFTnhOs6D/ENKZrTjcIkXHfQgGL/JRPFqNCm3yAL1Anh9z+c+mySbDDZDtsOcZpPNOliSsRxoa8nU0i0m9Fgw6RxJcWdhB9EtMvfIZpskp5jY2Tr5O/I4tntXMDcb4xFUiecHK7rVsRa8i1kAT4+XNvG+b5pYJ+3Ic/6nmST+P4MOCP8/7BwL1aroN6dEeHsUxQcxFdHFvXNkAXxA/QQbRXG59coBFnkD6A+DJmnulnccp/bGLH6HhXa8V1EgUx2A9ZC5p0Ti3x3IvCXVPkDiO/sTOQ5S/y+dglj4HOI0HkvuczpFE+R8DiyY7E/2YV5N0SInRbG3Va98Oytgygez5E6czj0899CP/2ObHqZkmMTUeamIELGZGQN+FUYG/9Enqk59CycDwz1pIMq0kaBnyPKWrltvuRZ3xyxZl0a7t/B4f+Xpj57AkUOX8/11Sqk0t8gc9VkUtkHwjjodjZrkTp3J+tCchwixJ6LCFq3AkeVGdvzEAHzLQrJei9Ctj6TU3b6F+mL5Fq6nVigNK6S39kaEc5+TSF44yPILtHeyDyxDhFuX2aup0GdVC4L/6bh9e+Gh/IaZD+6lBaantDvDg/YS2Fg7kJh0dm+wrY5xJKUPsB2E2Tf+QEK4eYjKJILqkh97RS2ii6kkE3+XMRKdhANTlZHd61qMyRFQD4660bEv+nn+ftU5e8NQLTGi0K/VZLRv6aggUb1FWLVuBFZ1BaEB/kLSLDBPxHB5RpSk1iqjsT3KC3gbUw2SePPEV+lL1I8mukkxKoylO6+P6eEfwcj0Vi3pO7ZaMr43lFYoNdHFqI9Q9tOCPf+X8hk/HNEsD43//sN6PO0lfoJRNP/F6KhJ1GY/0chGOR1qhAOEN+RZxBrxoOIReBpxFpyL0Us3hRfPBxiPb0esY5U/NyGa3PI6SQXJL+BzE2PIMpIYs1b4eKQq2M0Yg25NdR3K7KzsCMy912KbNO2IUL9dcgilD+dYwjiwP/R1Bi9nJDwE1nYp+W+k0QMlj2iTmk8bIFsT/4qjIN7KQQkvR9RHp5EBLQeF3JEmLqRbJLT7ZH5Zj9kC3greoimT9V1L+H4sdR97UdByfo2pS146YjsTkTY+QGyDs4nuBMgwvZUxJLbLZIz9doWYfz8FRnX6WscEO7175Gx3+NzjAiLLyOK0B+Que5UxLJ1CKIclzxVBVEe3ialQITXf4NYKBPhrF/+WtLPmuJYKibQfiA8F08i88DtoTwdeR4bZg1Wu66GVl46C/96iECzP7Kw96SF5rcLvx4G9FGIBnBiuAkfKvH99IB/X/jsq6QyECPC2SnIRLFzldfpEA1vGoXs6ccgEntRXwbtgYls+aQDLc4MD+C41GuXIBbChmZvL9LGmoIGGtieNRFfuSPC5PZFCovxBERwvDuMt3TYdbfJJoynZ5Bt+adJRdiFsX17GK9Dcm34KZJ+Iy20XIosto9QOJR8GKLl3QScX+H1jUUm2+NSr22MCIP3kMpfVOzaGtjvnyfkYEMijX8erncnxBL7RWQhq/ooFCQk/jVEuN4AEXKGF3v+yCp7P0OE03RS5S8gWy5n0MN5kOQsAchCuTkilP2VwikRDyJbPnvlx1CuvlHIHPQYwVIaXl8fEdAvp7CtPpgSaVYo+JMm76+deu+DwEOp8kHAfr307A1CthtPDOWRiMVmKuF8ZMRCtHWqb8sKHIj7y39T30+u+awwvkrOd6nPDqfga3whorykner7I3P66qnXSgln6yHr3emp14Yi68H9SNRkkt4m7fuX3w7dBJnDf4TsFP0eUWx2Rdac9ZA19T56yJ2Wq/ezyI5F2uH/j1Rwyg6yRXgEsoaeg1ifkj5MosVVtyrLtCUdyDARkQWSILetEcX4Z2QV5rK7TbH8NbLTSmXhvwuRris6zih8r9h24bwwSI8O9f6A8iG9bRRyxLw/tOMsUpY6xPH/x+XqKVN/B6LpH4douf+jAg2tzj5O763/l8Jh2MnEfQmixVwRrvdxUotSrw2yOoIGGtSesWFspifeSYj2eHH+/pdqGxLN9j9ka3AohVxxaeHsAsKRK7nv9iMr6N2PbHtcEu7TcanxOhQRWq6m59xbAxHh5u2kHRSEv0T5eJYS26DK/ZxedH6HWMjTR19tiQjDf6ZE2pcqf++jYU7Yn8qS0D4exsFPkfnkLAoBGZ9DhOpTSj0rZLes/hw++4nw2g7AvanPnoBYSyrJCD8KUUQXknVe3wAR0G8gO6+W9MlFFqf01lk/ZL54KZQPQyzGRXcsGjQurgE+mSqvimzvvkgqui9pb4V1fhWxQH889dr3EatcT875IxFB/MvIIv95RPD4EoX0Kr9DBO0e503EWrecVK68UO8HKBKsE+5JsgORWOcGIsE7J6U+9wBiCZ1JCFQim9uspjkUsZTNpQq/3jDm/43sNCTC0L6h3BtKXlqhfRhZ+x5C5rb1wnsfQgwCV1LI1tCrRomar0+7o1LlSrLwDyo2qRSpu9R24XlhUjmEHkzwiD/NcoJVhsL2wJnkzMN19MFXEU33QXpvS241xNJyJGK1uzH8fhKq/AVEe/sBKSfgXh9oVQYNNLgtoxGLaeLknTzkVyCL9akULJ/FFr2k779BYdsqmSBuQZypT8h/Pvw/Pyk7ROg6J/Xat5DF95jUpFf0PMdibUQEnospfszMe8Pz0mhH//TE+VNkS/VhxDKStt5sgSxIVyBWi7q2OhCt+ZFSfZX63Hlk03RcG+aH31DIpfcpek4mnWxZ/ZqwXYhYFN6DCAqHhWv7K6WtW8nrYygcSj8KURTuyH12YyRQpdKUGDsiQuevUq+tjgh4P0IUo7qDksr0T7Hn54+kogjDa5MQy8/vqcBXqkidwxFBrDPch/PCtZUUOHPP5fmIe0USSHIYYtl7HlncH6aKo8kQq+RsRMhLLHGJ4323nR3ELSefPHcrxPLjkO3/y8PrzyJC7PtTn61a4ECsXacirkFVjwFEOHsaWX/uD89dxtexkX+hX+4iGG0Qq+YLoW8S48T2yFzaq2tM3dem1EGqWfjL3IRi24XnUny7oluSP0QrW7G9FyatO5BFTOtg3lVIZZNv6M2T/ngEsaSkw+6vRhaCbg9bbzwwJdpaVdBAL7TnMMSBOi0onotsX/0N2Ds9dtJ9R+Fol+HIYto/TBBTwus3IIv84bnxNwjZWvl06vWPh88+S9YZ/juIsHBCuWcl1aZhZM+/2wAReu+hdJBAoxz909afiygcF7YBIqxcSMqPBdH61SZOKtiuQLbvPhT+PwVRZrZGUsv8ljJbmGS3Qtek4B81CrG63In4Tx6LCEB3UProrqSu0YjF7a8UItzWQqwSd5RoR36OSwvDZyAC4i6I8Psy8OvUZ/+H+P1u1YgxkLu2xAczSdA6AlGAbqAQpX8eYt06P3mOavi9AYj/5a8RRbSoi0zqXgzIvX56uHefCuWxyBb5h1J9W7FVikLuyVMQ5/OLEQGrXBDDOuH5SE4oaAvfvSnXzp/X+/wi89Ge1DEHIwrIDxEBr+gYb9CYakMsnRdTyHt5BSJAX4kIaCu2/BvVnoZdp0JHqWfhL/NbFW0XQsaZd7P06xTOFlw3vLYLYmVaqSTq0PaxFCJkNsm9d2WYFMr67/Vye6sOGmhgW1YJ4+hlRJC9m4Il9jJEq3eIL9xnUhPlFohyMAVZ3FdBtjQfSNV9JiJwFYu4XJFCI/Xa58NEcjDZfE3HhPtYNF1L6tnbgsKxM9dTsJaORxa7uymRFLeB/esQi+idZP0cxyPC2fnU4DJQY1u6ZfkPrw9EgiseTt3fm5DFs2zy2NDnNyCC1K0UHMPbkbQM11OIMu3JUvY+ZBvmT4jrwc0UgiJGhv56oop+fwTZor0+tO3bFJy+fxU+ty+9kxIj74OZROJvGF57BlGEngqvb4/42JVMUVRje3Yie8ZsB+L+sUXuc8kRPZ8ktwtDbVapHZH5+RYkUC2j5BX5/EfD83o5hZQp+yJr1vaI8HF9T/X05h/ZuaxhLimpMdUPiSLeisKRZT9BFO0BSPTl24jrxIBa7luz/zRvSM1Z+Kv8zbLbhWQl6m8ii+gHc5+5DhFaxoVyySzQMf0VG2DIxP2HMMFtmHuv4UfrrMx/YYxsjwho30lNhOdQOA9xV8Q0vi/igP0isgV0ISK8/TzUcRuiNV6FKCZlNWzEovKP1AR7MLJQHEJWOOsp59J7EMvjjxGrxPWIMJRsiY0Pk/y5vdy3oxGhcgGp1APhvQ0Ry+mZjZrIEUvmJ1L9OyDcn++ScnRHhJbk6J7DEIGx7HmcyKLeiVhCrkaskodROOt1zTD3nJP6/VK52EYgW5bJSQc7IZbb6ykcKJ70ZY/bl4gV5IxUO/ZHlOXDEcvkcoJw1AtjIO+DOTH8/k9Sn9kJCYJJ5u3jQnvVokOR5/yTSLRl2mp4BeLSkFfekxQbeyj9/vaI5fOTxdqWKydWvxsR5W9weO0yZN27l16wTMX2R1bWOJLsgeQOmXcPCOX/Q5SjXglCaMj1KnVazVn4a/y9otuFZCXqExEfoPMRweVDqc8dDLwbHsD+pSa8mP5SE9cGiKXmEArawhqIb8w/KZ4F3oSzyvq4Ddl+epXsuZ47IYLvERQc6vshKVuuDmP9TMQ6dTNFfFHobi3ZErG4TCcrnD0bfqfH7XAKCTjTSSEfQxbDuyjk5Rvb6DFebIwhuenORZy9P5F7bwMaZLEJ9/EUxFqUbEvdjyhzVyEWmUQQen/orwcRa/w2PdS9HiKEJVGF/RFB/TrEuT/xJ1qRKJsyCyiylXc72fP7tgr37x5g93L9THbH4ixkR+B2CieXJBa8aWFsb0qDM56nrruUD+ZicsIhst35U2QruRGZ4YchfmxTSUU3I+vDwlz/n4EotWrPDLKt+U/ESJEknU3m9LURBfCjqc/vSji+MPX5dahhS7WV/pD59l4KCeEHInPxuYil8cIwhqLZKarpOmvsHJUs/Mo3LC1Rn004wBXRVi5ENM7kCKBvIZpk2Sz3sfyR3fKYHwbnc4jGt294b41wH15hJdYUmtjHg5Ety2kU983bGRHYVuTFCovNAcgW/RV0D69fH/EPSRbrfkiU5hmIULcdEs13d+oefwexuK1WYbt3Rhz62xCh7JLw+v+QLaJ0styGCGdkoy+/hAgCiX/HuHDNV9JLKRnC745GotquRqyJ54bXR4T7PBv4bnhtE2TB7FFQpBBxN53CGaX9ka2UPyM+tINTn+/pmKURiIJ4fPoeIYrlQ2FcFRUWKSzsyfblVEQxeByx2CUWvDUQofEGGphTkep9ML+V+u6miK+SenQoBUVpY8Q94AVSR6Yhi/pbiOA6jZBHTvuZIRWYQnZOn4NYuRcjLh4bhvd2DffzClK7Oo16jmP/C/32A1LJbVPv7YYoSFMaMYZ6/Vpr6ByVLPwNvHm/RLSycanXdkC2UV9ANNs3Wckkagrn2h0VyusgQtjtFKwCayKRSWYhq62Ph1LGUoUIUs8jW2Rp59xDyPqPJP8m5znui+S3eiiMv6sRx/5fhrH5Z8RBfEWkbe53E8FnYKqd6Ym6H+LT9ufUaxchW3eNtpSlLTaPhb+7wuSZbMWNQ7b1biYVbNELbVoLUdL+CtyVen8IEq08i1Qupyrq/xCiGO2XGgf9wv08ldLblmlH//dSOKZuVyQyLp0B/zxkkb6OVI61InW6MB7TUb2JBe8wCkrBGpQ5xk2hz9O+dzX5YObLyu3bAnFD+BmSZPRvZM+oPBIJ+vgtVURf1tCOoanxORpREI4M5R0Q692FBD/sMDauR3ZEivpKtuofxa3wQ5AgslcpougV+87K+FdTR6GUhV/p5hWz3r1L962TtcMEdjypk+VXlj9keyOJ/hqIbAtcTSESZf/c51tigMb2R+EIoE9SsAykrbV5n5HkPMev5xaCLyHbamchAtwdwI35OhBh8FwKVrr3UxDw0vV9FUmwuh5inbqKBmj9uWtLZ42/Drgi9d5ToT1JXq/1EcGl0QmXV7Qp/LsWst17P9nDw4cAX0Ecvdup0l8nNw7SQnrR7UuygssLiOtHJ5L0d3vEircYsZw8BDwZPv9jxEpbyldxK8T69BiFpLKJBe9PiL9NQ5Nqpvq8AyUfTMW2udAf11DwG1019Pd0UufVko1sb5TvYzIO3o9styeW0oEUjmJ7HBEQNw9jagKyrdnNR61V/8ha4b+C+IZuFPrJIZbPFwl566p9fmP/q2lgUUcW/kbcvPD/tPXu10iExo6NbkODrqsfRRZTQuQl4jP3x/D/TyHa+7HNbndf+UMW5acRhSQ9mZeylOyMRCP/g8IZm21IaoXfIz5qHyIXYYxo1F9DFvGfI1tuDyEK0P6I39vNqc/fiSzQD9BLDsJhPtgDWYiT41h+jwhCP0GEs8Si2+hFOD0fDKOQLHYU4v93NeHMyvD6YOpIbVPDOFgNEUoSC8luiGXxs6G8AWLJS/shnUTKilOi3g8hlpe0JbcfIpD+ngYfCRd+bz1ku/SU1O9X7IPZgPbkFaQL03MkIpifgPgV/rbR/ZNuE7JGdSHCRZLA9jbC+aXhni8EDkt998Zk3LT6HwXhtQ2ZM+9AZIqbESvw0DDvHBWen0nNbG9D+qCGTqs7C7/SzStnvfsoOetdqckypj8kOiltfdkA+DTZKLIhiGk7OdMzydnTJ/0Omniv9iQct1Ph57dD/L7y26AHIVbeUbnP74z4DK2GLNZ/QKIrz0h9pgPJAp4WzsbTIGsEBZ+5tBBycRh/yfP4f4hSNAgRJGeH57Lu5LE9tC09H9yMCKn/ppB2Yi1EMLgSOLA3x0FqoRkF3J5q5wMU/K7G5b4zFBFsX6cCnxmKW/D6UcF5v0r9kPje3U2FPpi90KYxqXFxBiEdTur9DyGuID/rrfkTEWC/RdbHbe3QjqGpth6Reo7bEeGk6qPKVuY/xPhzTar8OCJnHIGsg21ItHFN6bdi/quls+rOwq9446Kx3ilcyxjEtJ5kMe5AtIHbEJ+436Qm+PuR7ZCbEavJCrNvs6+jL/1R3/ZXsg3aRgnfHwra9HBkq/IOJKVGe+oza4c6H8p9txH+MYnP3H4E4QxJdpnW7FecwRcmza+SSnzb4PvRhvgOXYVkXv8OkkQ1OTx8LUQI/g2KSaBLjQNyR+Ugfl5Phfv/EKlEqmEuTRKwDghjZQpVRChSiPz7Ak1IAYQIOs9ToQ9mA9uRHMj+NDA19fpjiNvHZojCcz6ybq2w0PRCHyUC7AMUBNgRiPJyA7L9+1Rq7CT/Dm9022L5C/dvIKLwJdHFl4b7dwqicB1DL8kZTemDOjqu4iz8DbyBUVjvlK5lELLgTUVM/ycA3wjvrR8e3KtTnz8OcVit+PBa+2vIfatFOCu7eJL13VoHEcB3RxLR3kTqTMfwuXHIllFvLCyJz1xydM3JZH23jkWUhd8jQlHDI6RSC+u3gWmp189C8ikuS9qI5P1TTyadHwepNqXP0fw8EpzzH+DO1GcvR1JjpM9O7V9qfPTQjoqOpGrgvSimfJT0wWzwPUh83hK3j/5IxOU/kEX+bzQhJxgiwP4XcUNJ+mhbRPg4J9Wmkj6LrfaHbFEmwTBXI0rMBmEOPIKCAagd2SW4gDKnc6zsf8lNrxrnXAeSD+g0xKJzFBKa/2JNFdbWhnYkT9p059yF4fff55w7D9nSPAZxSF7cW22qBeec88nT59w+iIC2K/BV7/1d4fUxyBbRPd77L+S+3997v7R3W23UinNud8QRelfv/RsVfP5a5HzDnyBC+p6IAnKC9/713GfbvPfLtduc+42dke2p45DnbBZyPcsRa8THEYvEWd77fzewHZlx75wbhljH73LOXYoklt4i9N9+iH/ZVY1qT5H2jUWEpD8hVpEh4a2XEQf0pciW5Xhk7lqicf+cc0O992/WU0edv78zsnCeBPzJe/9OeH3FPNfA3x7lvZ+XKo9GFPV7vPefC69tggg9z3jvlzvn+nnvlzWyXUXamTxDxyKuCO/m3u8zc7pzbmNEYRmCBMc85r3fP/X+z4EXvfe/ds4dihyd9sP0fW41ahbMAJxzX0Xy5bwDfMd7/6hWw6pog0O04CsQQWaOc+4YYF3EEXVOb7epWpKJwTk3DonWexZZ9J7z3n8q9bnRSCTXid77HzentYYGlSye6UXaOXc5okH+APFT2ROJPv62935Rg5tbrG0fRbbf3kEObR+CONO/hkQXTvbev9zA328Li2ob4uQ+B9Gq73TObYj45O3hvV/gnPsBIgBd4b1/ulFtCu1KnuU2ROv/uvf+Z+HZnYAIiK8g22g7I07gV3rvl7bSYuyc2xOZjz/fi785FLE+Lkv/rnNuJGLFuwrJnbYs9V7DFZlSNFOAbSY5Q0TyvHwEcdWYhzy3/0m9dwKS4+4SJGBqW+/9U027gF6gLsEMwDmXJMtbqNOkmtrQdOtdrSSD1Dm3BXAfsuVxHZIM8XDgv977b6Q+vwawoLc1PKM5lBHONkPcCX7axIXlw8jW+2GI785bSNbtEb2hEAWl7G9IBNsbiF/KHYhv1lRk0euPaONbee9fbXR7Us/yScj9eR2JunzDObcmYk38PPAX7/1Jqe/2utWm0fSShSxZvAd67991zn0W2AdRWr6WEgAuRyKZf5Tu92bTDAE2FpxzW3rvnwhKzCeQbf/VEUPLOd77v6Y+eyASpX6D9/5fTWlwL1K3YBYLMVjvaiUIt7cA13nvzwyvDUCsIochZtxv5L7TchO5UZwiwtn6iAZ5f2KdaaJw9lEk2vF0JMFtQ7fQ0lYl59wgxCp+ZHBrmEQhN1kXEp09DvEva+h8kLLgdSCHoP8WORN0FBKc9Dvv/aLQzs8jitcRrWwZgcYKZylBeHPE1/EVZP7/B+LHhff+a+GzJyBR+nfHNm+2uoWsGM65/RAL5icQX9B7vfcHO+c+hATxDUNcIf7mnPs08Dfv/QvNam9v0zKCGcRhvasF51ySAuO73vt/pbS/ocj2x3eQMPtTm9lOo3nkhLPLEIvZ57z3zzd7Yq/WZ66O30lvX/4S2SocjfTDa0Ho2QexSr2IWM5X8d53NapNufathwiHY7z3P3TOJda6rZF0CL/z3i92zq0KvBGEij63KGuQGguJH9/5gEcsyh9Hktx+BInO/Q+SnHST8J3otoz72jhwzg1EfMC/j1iP90y9twNi3dwQcfT/IuI72jB/1djo3+wGaNLIRaHBDEEW2g8iW7JpjW48og3e1YR2GZGQCCTe++Xe+wOdc9cj4+KLzZ7Qg1/Xg420lqW2rByybTofCTYYCXzROXe5977LOXcT4uu2F5KyoVeEskAHElV3t3NuTe/9K865U5Ct592B4c65sxPFsa8txpqE52E9RAi70nt/IqzwM3sbCUo5EPHpAznHOXmGohLKAPrKOEie42B4WIJYOTdxzu3ivb87PBMPOOfeQY6o+giSKL7PCGUgkSlGkwm+LycC33XOfTxlaj8fCaOenrIUGH2U3BiYDqwVtvOaTqO3MFNC2X7Aw977Sd77jyH+mLsDX3bODfPev4JskezvcxGrjcZ7/yDwYWSreUcnAR5LkWd7NmLheyf1+T6xGDeQDmQbfWfn3Kjw2lvAZYjRYan3/hfhb2kQCpqy5W8IieuFc+7jwJne+3UQX9ArnHMTUs/EC977XyE5CJ9sWoObREtZzFZypiApBi5zzv0dyd+yBrBdasvDJpU+Tko4exU5ouWdnr7TQmyJ5AR73Dk3xns/FwmW+QGSXmawc+4C7/1rzWqg9/7h4Kh8MdDmnLvNe/+mc+4oedu2L7Xw3j/onNsOScq6i3PuprBV/ChiNV0LSXibfD4q37I+zJeAg4F1naS1OR1Jqnxx8BUfjxgptkEivPscLeVj1go4594PvA+JNLshaBjR+UQYRjMIzsHXIEknpwWhpx9yrM4YJH1I0wSzBNdHUyE0g9DXlyAC2oPAvohf34dMGGs++fUrPK/HAB9ALP+XAEvCa4cikcxf897/rfdbGwcmmEWORV8aRhaXTc55W0o4Wz1sZUZBX06F0Ns453ZEUqXchURl/iBYJ23+jIBg5d848RULz+uxiF/1NOBS7/07zrl1gbe89/Ob19rmY4KZYRgrHUE4Ow+xSF3vvX+ryU0qilnIeg/n3PbIOajf995f2+z2GAXClvODyGkcj6ZePxPYG0lWfaFvQrLsGDFncsMwVjq89/ciCZj/j4h9ZROfsma3oy8Qgi++AZzonPtiSMlgRID3/iFEAJvmnPtg6q1LETlkQyRBtIFZzAzDWIlxTT4X0oiP3sqrZ1SPc24Scnzivt77+51zByCRzD/2LXz2ZbWYYGYYhmG0FCawx4tzbgLiI/ocEgDwId/iZ19WiwlmhmEYhmH0Gs659ZHTGGZ6759rdntiwwQzwzAMwzCMSDDnf8MwDMMwjEgwwcwwDMMwDCMSTDAzDMMwDMOIBBPMDMMwDMMwIsEEM8MwDMMwjEgwwcwwjD6Nc+4I59xQrc8ZhmHUg6XLMAyjT+Oc+y+wbU8HoFf6OcMwjHowi5lhGH0G59ww59wtzrknnHNPOed+DHQAdzvn7g6fOd8596hz7p/OuRPCa98p8rk9nXN/dc793Tn3R+fc8GZdl2EYrYNZzAzD6DM45z4FTPTeHxTKI4AnSFnCnHNreO9fdc71A6YD3/Hez0hbzJxzawLXAnt57xc7544BBnnvf9qM6zIMo3Uwi5lhGH2JJ4HdnXOnOec+4r1fUOQzn3XO/R14HNgM2LTIZ7YLrz/gnPsHcAAwrkFtNgyjD9G/2Q0wDMPoLbz3/3HObQNMAk51zt2efj+c4XcU8AHv/WvOud8Cg4tU5YA7vPdfaHSbDcPoW5jFzDCMPoNzrgN403v/e+B04P3AG8Aq4SOrAouBBc65UcBeqa+nP/cQsINzbnyod6hzbuNeuATDMFocs5gZhtGX2AL4hXNuObAEOBT4MHCrc26u934X59zjwD+B54AHUt+9KPe5rwB/cM4NCu//APhPb12IYRitiTn/G4ZhGIZhRIJtZRqGYRiGYUSCCWaGYRiGYRiRYIKZYRiGYRhGJJhgZhiGYRiGEQkmmBmGYRiGYUSCCWaGYRiGYRiRYIKZYRiGYRhGJJhgZhiGYRiGEQn/D6rK2lqrCmraAAAAAElFTkSuQmCC\n", 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870 rows × 3 columns

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" ], "text/plain": [ " state husband_age gap\n", "0 andaman 31 2.0\n", "1 andaman 32 2.0\n", "2 andaman 33 3.0\n", "3 andaman 34 4.0\n", "4 andaman 35 4.0\n", ".. ... ... ...\n", "865 uttarakhand 55 5.0\n", "866 uttarakhand 56 5.0\n", "867 uttarakhand 57 6.0\n", "868 uttarakhand 58 5.0\n", "869 uttarakhand 59 5.0\n", "\n", "[870 rows x 3 columns]" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bdf = sdf.groupby(['state', 'husband_age']).agg({'gap': 'median'}).reset_index()\n", "bdf" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "execution": { "iopub.execute_input": "2021-08-09T12:30:42.647714Z", "iopub.status.busy": "2021-08-09T12:30:42.647047Z", "iopub.status.idle": "2021-08-09T12:30:45.147504Z", "shell.execute_reply": "2021-08-09T12:30:45.146885Z" } }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "state=andaman
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state=arunachal
husband_age=%{x}
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state=maharastra
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state=punjab
husband_age=%{x}
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