{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Effect of UBI on Supplemental Poverty Measure amid Covid-19 recession\n",
"\n",
"Simulate different resource reductions in response to a recession."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Setup\n",
"### Imports"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import numpy as np\n",
"import microdf as mdf\n",
"import matplotlib.pyplot as plt\n",
"import matplotlib as mpl\n",
"import os"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Other"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"mdf.set_plot_style(dpi=300)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Load data\n",
"\n",
"Looks for the 2019 March Supplement in a `~/data` folder."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"ASEC_F = '~/data/asec/2019/pppub19.csv'"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Otherwise download from https://www.census.gov/data/datasets/time-series/demo/cps/cps-asec.html."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"if not os.path.isfile(os.path.expanduser(ASEC_F)):\n",
" !mkdir ~/data\n",
" !wget -O ~/data/asecpub19csv.zip http://thedataweb.rm.census.gov/pub/cps/march/asecpub19csv.zip\n",
" !unzip ~/data/asecpub19csv.zip -d ~/data"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"SPM_COLS = ['povthreshold', 'resources', 'poor', 'numper', 'numkids',\n",
" 'numadults', 'id', 'weight']\n",
"OTHER_COLS = ['A_AGE', 'MARSUPWT', 'PRCITSHP']\n",
"cols = ['SPM_' + i.upper() for i in SPM_COLS] + OTHER_COLS"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"raw = pd.read_csv(ASEC_F, usecols=cols)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Preprocess"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"df = raw.copy(deep=True)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"df.columns = map(str.lower, df.columns)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Add true weight by dividing by 100."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"df['w'] = df.marsupwt / 100.\n",
"df['spm_w'] = df.spm_weight / 100."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Add citizenship indicator, per https://www2.census.gov/programs-surveys/cps/techdocs/cpsmar19.pdf."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"df['is_citizen'] = df.prcitshp != 5"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"df['is_kid'] = df.a_age < 18\n",
"df['is_adult'] = df.a_age >= 18\n",
"df['is_kid_citizen'] = df.is_citizen & df.is_kid\n",
"df['is_adult_citizen'] = df.is_citizen & df.is_adult"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Number of citizens per SPM unit."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"spmu = df.groupby('spm_id')[['is_kid', 'is_adult',\n",
" 'is_kid_citizen', 'is_adult_citizen']].sum()"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"spmu.columns = ['spm_nu18', 'spm_n18',\n",
" 'spm_numkidcitizens', 'spm_numadultcitizens']"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"df = df.merge(spmu, on='spm_id')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Merge in other SPM unit characteristics."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"spmu_raw = df[['spm_resources', 'spm_povthreshold', 'spm_id',\n",
" 'spm_w']].drop_duplicates()"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"spmu = spmu.join(spmu_raw.set_index('spm_id'))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Analysis"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Percent citizen, overall and for kids and adults."
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.9274755680739586"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"mdf.weighted_mean(df, 'is_citizen', 'w')"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.2275056617172911"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"mdf.weighted_mean(df, 'is_kid', 'w')"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.9718902678491073"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"mdf.weighted_mean(df[df.is_kid], 'is_citizen', 'w')"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.9143950894716393"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"mdf.weighted_mean(df[~df.is_kid], 'is_citizen', 'w')"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"def rounded_pct(x):\n",
" print(str((x * 100).round(1)) + '%')"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [],
"source": [
"def print_pov(df, weight='w'):\n",
" rounded_pct(mdf.weighted_mean(df, 'spm_poor', weight))"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"def ubi_pov_rate(resource_cut=0, ubi_adult=0, ubi_kid_share=0, \n",
" include_noncitizens=True):\n",
" \"\"\" Calculate SPM poverty rate in billions, given a certain cut in\n",
" baselin resources and UBI amounts for each category.\n",
" \n",
" Args:\n",
" resource_cut: Percentage cut in baseline resource, between 0 and 1.\n",
" ubi_adult: UBI per adult.\n",
" ubi_kid_share: UBI per child as a share of adult UBI.\n",
" include_noncitizens: Whether noncitizens should also get the UBI.\n",
" Defaults to true.\n",
" \n",
" Returns:\n",
" Poverty rate (between 0 and 1).\n",
" \"\"\"\n",
" ubi_kid = ubi_adult * ubi_kid_share\n",
" resources = (\n",
" df.spm_resources * (1 - resource_cut) + \n",
" ubi_adult * np.where(include_noncitizens, df.spm_n18, \n",
" df.spm_numadultcitizens) +\n",
" ubi_kid * np.where(include_noncitizens, df.spm_nu18,\n",
" df.spm_numkidcitizens))\n",
" is_pov = resources < df.spm_povthreshold\n",
" return (is_pov * df.w).sum() / df.w.sum()"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"def ubi_pov_gap_b(resource_cut=0, ubi_adult=0, ubi_kid_share=0,\n",
" include_noncitizens=True):\n",
" \"\"\" Calculate SPM poverty gap in billions, given a certain cut in baseline\n",
" resources and UBI amounts for each category.\n",
" \n",
" Args:\n",
" resource_cut: Percentage cut in baseline resource, between 0 and 1.\n",
" ubi_adult: UBI per adult.\n",
" ubi_kid_share: UBI per child as a share of adult UBI.\n",
" include_noncitizens: Whether noncitizens should also get the UBI.\n",
" Defaults to true.\n",
" \n",
" Returns:\n",
" Poverty gap in billions.\n",
" \"\"\"\n",
" ubi_kid = ubi_adult * ubi_kid_share\n",
" # Use spmu dataset.\n",
" resources = (\n",
" spmu.spm_resources * (1 - resource_cut) + \n",
" ubi_adult * np.where(include_noncitizens, spmu.spm_n18, \n",
" spmu.spm_numadultcitizens) +\n",
" ubi_kid * np.where(include_noncitizens, spmu.spm_nu18,\n",
" spmu.spm_numkidcitizens))\n",
" pov_gap = np.maximum(spmu.spm_povthreshold - resources, 0)\n",
" return (pov_gap * spmu.spm_w).sum() / 1e9"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"def ubi_pov_gap_pp(resource_cut=0, ubi_adult=0, ubi_kid_share=0,\n",
" include_noncitizens=True):\n",
" \"\"\" Calculate SPM per-person poverty gap, given a certain cut in baseline\n",
" resources and UBI amounts for each category.\n",
" \n",
" Args:\n",
" resource_cut: Percentage cut in baseline resource, between 0 and 1.\n",
" ubi_adult: UBI per adult.\n",
" ubi_kid_share: UBI per child as a share of adult UBI.\n",
" include_noncitizens: Whether noncitizens should also get the UBI.\n",
" Defaults to true.\n",
" \n",
" Returns:\n",
" Poverty gap divided by total population.\n",
" \"\"\"\n",
" return (1e9 * ubi_pov_gap_b(resource_cut, ubi_adult, ubi_kid_share,\n",
" include_noncitizens) / \n",
" df.w.sum())"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"def ubi_pov_gap_per_pov(resource_cut=0, ubi_adult=0, ubi_kid_share=0,\n",
" include_noncitizens=True):\n",
" \"\"\" Calculate SPM per-person-in-poverty poverty gap, given a certain cut\n",
" in baseline resources and UBI amounts for each category.\n",
" \n",
" Args:\n",
" resource_cut: Percentage cut in baseline resource, between 0 and 1.\n",
" ubi_adult: UBI per adult.\n",
" ubi_kid_share: UBI per child as a share of adult UBI.\n",
" include_noncitizens: Whether noncitizens should also get the UBI.\n",
" Defaults to true.\n",
" \n",
" Returns:\n",
" Poverty gap divided by total population in poverty.\n",
" \"\"\"\n",
" return (ubi_pov_gap_pp(resource_cut, ubi_adult, ubi_kid_share,\n",
" include_noncitizens) / \n",
" ubi_pov_rate(resource_cut, ubi_adult, ubi_kid_share,\n",
" include_noncitizens))"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"def ubi_cost_b(ubi_adult=0, ubi_kid_share=0, include_noncitizens=True):\n",
" ubi_adult_cost = (\n",
" ubi_adult * df.is_adult * df.w *\n",
" np.where(include_noncitizens, 1, df.is_citizen)).sum()\n",
" ubi_kid_cost = (\n",
" ubi_adult * ubi_kid_share * df.is_kid * df.w *\n",
" np.where(include_noncitizens, 1, df.is_citizen)).sum()\n",
" return (ubi_adult_cost + ubi_kid_cost) / 1e9"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Baseline"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"12.7%\n"
]
}
],
"source": [
"print_pov(df)"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"11.9%\n"
]
}
],
"source": [
"print_pov(df[df.is_citizen])"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"23.7%\n"
]
}
],
"source": [
"print_pov(df[~df.is_citizen])"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"12.5%\n"
]
}
],
"source": [
"print_pov(df[df.is_adult])"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"13.6%\n"
]
}
],
"source": [
"print_pov(df[df.is_kid])"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"169.98995792551003"
]
},
"execution_count": 33,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ubi_pov_gap_b()"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"524.0847744869411"
]
},
"execution_count": 34,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ubi_pov_gap_pp()"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"4115.75580934004"
]
},
"execution_count": 35,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ubi_pov_gap_per_pov()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Resource cut, no UBI\n",
"\n",
"Simulate for each percentage point cut between 0 and 20."
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [],
"source": [
"CUTS = np.arange(21) / 100"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [],
"source": [
"POP_M = 327.2"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"cuts = pd.DataFrame(index=CUTS)\n",
"cuts['pov_rate'] = cuts.index.map(lambda x: ubi_pov_rate(resource_cut=x))\n",
"cuts['pov_gap_b'] = cuts.index.map(lambda x: ubi_pov_gap_b(resource_cut=x))\n",
"cuts['pov_m'] = cuts.pov_rate * POP_M"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" pov_rate | \n",
" pov_gap_b | \n",
" pov_m | \n",
"
\n",
" \n",
" \n",
" \n",
" 0.00 | \n",
" 0.127336 | \n",
" 169.989958 | \n",
" 41.664410 | \n",
"
\n",
" \n",
" 0.01 | \n",
" 0.130368 | \n",
" 172.048194 | \n",
" 42.656338 | \n",
"
\n",
" \n",
" 0.02 | \n",
" 0.133005 | \n",
" 174.184895 | \n",
" 43.519106 | \n",
"
\n",
" \n",
" 0.03 | \n",
" 0.136044 | \n",
" 176.399871 | \n",
" 44.513513 | \n",
"
\n",
" \n",
" 0.04 | \n",
" 0.138870 | \n",
" 178.695124 | \n",
" 45.438231 | \n",
"
\n",
" \n",
" 0.05 | \n",
" 0.142090 | \n",
" 181.080439 | \n",
" 46.491921 | \n",
"
\n",
" \n",
" 0.06 | \n",
" 0.145322 | \n",
" 183.553945 | \n",
" 47.549216 | \n",
"
\n",
" \n",
" 0.07 | \n",
" 0.148721 | \n",
" 186.132003 | \n",
" 48.661595 | \n",
"
\n",
" \n",
" 0.08 | \n",
" 0.152685 | \n",
" 188.824903 | \n",
" 49.958619 | \n",
"
\n",
" \n",
" 0.09 | \n",
" 0.155851 | \n",
" 191.625085 | \n",
" 50.994585 | \n",
"
\n",
" \n",
" 0.10 | \n",
" 0.159426 | \n",
" 194.530486 | \n",
" 52.164289 | \n",
"
\n",
" \n",
" 0.11 | \n",
" 0.163334 | \n",
" 197.544359 | \n",
" 53.442856 | \n",
"
\n",
" \n",
" 0.12 | \n",
" 0.167200 | \n",
" 200.677932 | \n",
" 54.707992 | \n",
"
\n",
" \n",
" 0.13 | \n",
" 0.171176 | \n",
" 203.937196 | \n",
" 56.008828 | \n",
"
\n",
" \n",
" 0.14 | \n",
" 0.175477 | \n",
" 207.332827 | \n",
" 57.415974 | \n",
"
\n",
" \n",
" 0.15 | \n",
" 0.179119 | \n",
" 210.856836 | \n",
" 58.607861 | \n",
"
\n",
" \n",
" 0.16 | \n",
" 0.183952 | \n",
" 214.513483 | \n",
" 60.189162 | \n",
"
\n",
" \n",
" 0.17 | \n",
" 0.188133 | \n",
" 218.306625 | \n",
" 61.557193 | \n",
"
\n",
" \n",
" 0.18 | \n",
" 0.192242 | \n",
" 222.243173 | \n",
" 62.901733 | \n",
"
\n",
" \n",
" 0.19 | \n",
" 0.196555 | \n",
" 226.316838 | \n",
" 64.312832 | \n",
"
\n",
" \n",
" 0.20 | \n",
" 0.201451 | \n",
" 230.552233 | \n",
" 65.914891 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" pov_rate pov_gap_b pov_m\n",
"0.00 0.127336 169.989958 41.664410\n",
"0.01 0.130368 172.048194 42.656338\n",
"0.02 0.133005 174.184895 43.519106\n",
"0.03 0.136044 176.399871 44.513513\n",
"0.04 0.138870 178.695124 45.438231\n",
"0.05 0.142090 181.080439 46.491921\n",
"0.06 0.145322 183.553945 47.549216\n",
"0.07 0.148721 186.132003 48.661595\n",
"0.08 0.152685 188.824903 49.958619\n",
"0.09 0.155851 191.625085 50.994585\n",
"0.10 0.159426 194.530486 52.164289\n",
"0.11 0.163334 197.544359 53.442856\n",
"0.12 0.167200 200.677932 54.707992\n",
"0.13 0.171176 203.937196 56.008828\n",
"0.14 0.175477 207.332827 57.415974\n",
"0.15 0.179119 210.856836 58.607861\n",
"0.16 0.183952 214.513483 60.189162\n",
"0.17 0.188133 218.306625 61.557193\n",
"0.18 0.192242 222.243173 62.901733\n",
"0.19 0.196555 226.316838 64.312832\n",
"0.20 0.201451 230.552233 65.914891"
]
},
"execution_count": 39,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cuts"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ax = cuts.pov_rate.plot()\n",
"plt.title('How the poverty rate rises with lost income', loc='left')\n",
"plt.xticks(np.arange(0, 0.21, 0.02))\n",
"ax.xaxis.set_major_formatter(mpl.ticker.PercentFormatter(xmax=1, decimals=0))\n",
"ax.yaxis.set_major_formatter(mpl.ticker.PercentFormatter(xmax=1, decimals=0))\n",
"plt.xlabel('Fall in SPM resources')\n",
"plt.ylabel('SPM poverty rate')\n",
"plt.savefig('charts/pov_rate_income.png')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ax = cuts.pov_gap_b.plot()\n",
"plt.title('How the poverty gap rises with lost income', loc='left')\n",
"plt.xticks(np.arange(0, 0.21, 0.02))\n",
"ax.xaxis.set_major_formatter(mpl.ticker.PercentFormatter(xmax=1, decimals=0))\n",
"ax.yaxis.set_major_formatter(mdf.dollar_format('B'))\n",
"plt.xlabel('Fall in SPM resources')\n",
"plt.ylabel('SPM poverty gap')\n",
"plt.savefig('charts/pov_gap_income.png')\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Compared to baseline."
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {},
"outputs": [
{
"data": {
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" pov_m | \n",
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"text/plain": [
" pov_rate pov_gap_b pov_m\n",
"0.00 0.000000 0.000000 0.000000\n",
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"0.19 0.069219 56.326881 22.648422\n",
"0.20 0.074115 60.562275 24.250481"
]
},
"execution_count": 42,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cuts - cuts.iloc[0]"
]
},
{
"cell_type": "code",
"execution_count": 43,
"metadata": {},
"outputs": [
{
"data": {
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" 1.223936 | \n",
"
\n",
" \n",
" 0.10 | \n",
" 1.252011 | \n",
" 1.144365 | \n",
" 1.252011 | \n",
"
\n",
" \n",
" 0.11 | \n",
" 1.282698 | \n",
" 1.162094 | \n",
" 1.282698 | \n",
"
\n",
" \n",
" 0.12 | \n",
" 1.313063 | \n",
" 1.180528 | \n",
" 1.313063 | \n",
"
\n",
" \n",
" 0.13 | \n",
" 1.344285 | \n",
" 1.199701 | \n",
" 1.344285 | \n",
"
\n",
" \n",
" 0.14 | \n",
" 1.378058 | \n",
" 1.219677 | \n",
" 1.378058 | \n",
"
\n",
" \n",
" 0.15 | \n",
" 1.406665 | \n",
" 1.240408 | \n",
" 1.406665 | \n",
"
\n",
" \n",
" 0.16 | \n",
" 1.444618 | \n",
" 1.261919 | \n",
" 1.444618 | \n",
"
\n",
" \n",
" 0.17 | \n",
" 1.477453 | \n",
" 1.284232 | \n",
" 1.477453 | \n",
"
\n",
" \n",
" 0.18 | \n",
" 1.509723 | \n",
" 1.307390 | \n",
" 1.509723 | \n",
"
\n",
" \n",
" 0.19 | \n",
" 1.543592 | \n",
" 1.331354 | \n",
" 1.543592 | \n",
"
\n",
" \n",
" 0.20 | \n",
" 1.582043 | \n",
" 1.356270 | \n",
" 1.582043 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" pov_rate pov_gap_b pov_m\n",
"0.00 1.000000 1.000000 1.000000\n",
"0.01 1.023808 1.012108 1.023808\n",
"0.02 1.044515 1.024678 1.044515\n",
"0.03 1.068382 1.037708 1.068382\n",
"0.04 1.090577 1.051210 1.090577\n",
"0.05 1.115867 1.065242 1.115867\n",
"0.06 1.141243 1.079793 1.141243\n",
"0.07 1.167942 1.094959 1.167942\n",
"0.08 1.199072 1.110800 1.199072\n",
"0.09 1.223936 1.127273 1.223936\n",
"0.10 1.252011 1.144365 1.252011\n",
"0.11 1.282698 1.162094 1.282698\n",
"0.12 1.313063 1.180528 1.313063\n",
"0.13 1.344285 1.199701 1.344285\n",
"0.14 1.378058 1.219677 1.378058\n",
"0.15 1.406665 1.240408 1.406665\n",
"0.16 1.444618 1.261919 1.444618\n",
"0.17 1.477453 1.284232 1.477453\n",
"0.18 1.509723 1.307390 1.509723\n",
"0.19 1.543592 1.331354 1.543592\n",
"0.20 1.582043 1.356270 1.582043"
]
},
"execution_count": 43,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cuts / cuts.iloc[0]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## With UBI\n",
"\n",
"### 10 percent example"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {},
"outputs": [],
"source": [
"ubi_10pct_example = pd.DataFrame(index=np.arange(0, 2000, 10))"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [],
"source": [
"ubi_10pct_example['pov_all'] = ubi_10pct_example.index.map(\n",
" lambda x: ubi_pov_rate(resource_cut=0.1, ubi_adult=x, ubi_kid_share=1,\n",
" include_noncitizens=True))\n",
"ubi_10pct_example['pov_adult_citizens'] = ubi_10pct_example.index.map(\n",
" lambda x: ubi_pov_rate(resource_cut=0.1, ubi_adult=x, ubi_kid_share=0,\n",
" include_noncitizens=False))"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
"outputs": [
{
"data": {
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lFgAAACRJzcOD9No9/TR/en81DvF3O7tif7pGv75Zpy8VmJQOAAAAAAD4KsosAAAAXGFEt2h9+ej16t06wu3cyYsFmjx3uy7kFpuUDAAAAAAA+CLKLAAAAFyldWSIFj84SJMHxLqdO5ddpHvf3aGcIrYcBAAAAAAAdYMyCwAAABUK9LPqz2N66u/jeyvQz/W3jcnpebp/4S4Vl9lMTAcAAAAAAHwFZRYAAADcGhvfWsseHqK2TUJczmw/laknFu+Rze4wMRkAAAAAAPAFlFkAAACoVPeYcH3+iPvnaK3Yn64/fXlIDgeFFgAAAAAAqD2UWQAAAKiSiGB/vTu9v9q5uUNrwZbTemv9SRNTAQAAAACAho4yCwAAAFXWJCxQC2cOUNOwQJczf1uVrCVJqSamAgAAAAAADRllFgAAAKoltkmIFszor9AAq8uZXy3Zq9mLdis5PdfEZAAAAAAAoCGizAIAAEC1xbWK0FtT4+VvNSq87nBIX+07r1tf3qgH3t+lA+dyTE4IAAAAAAAaCr/6DlBddrtdaWlpSklJUU5OjoqKilRWVibDMDR+/Pj6jgcAAOAzhnZuphfG99ZjH+1xO/f1wQv6+uAF3dgtWo/e2Fl92jQ2KSEAAAAAAGgIvKbMKi0t1fr167Vjxw7l5la8XY2rMstms+nIkSPas2ePbrzxRjVv3rwuowIAAPiM0X1a6WJeiZ756nCls2uSM7QmOUOj+8ToL2N6KjTQa74VBQAAAAAA9cgrfoJw5swZLVq0SNnZ2TV6/7vvvqvjx49LkvLz83X//ffXZjwAAACf9vOhHZRVWKrX152o0vzyPWk6kp6nOdMS1CYqpI7TAQAAAAAAb+fxz8xKSUnRvHnzalxkSdKwYcOcxydOnNDZs2drIxoAAAD+z69u6aZ3psarS/OwKs0np+dp9OubteNUZh0nAwAAAAAA3s6jyyy73a7FixerpKTE+Zqfn5969eqlkSNHasSIEVX6nK5duyo6Otp5vnv37lrPCgAA4Ot+2qOFVj02TG9O7qfrWoZXOp9ZUKrJc7fp4538ohEAAAAAAHDNo7cZ3LdvnzIyMpzn7du31z333KPw8H/9cOTs2bNat25dlT4rLi5Oa9eudb4PAAAAtc9iMXRbz5a6Na6Fvj2coX+sPaZ9qTku58tsDj316X4lp+fpf0ZeJz+rR/+uFQAAAAAAqAce/dOCQ4cOOY8jIyM1a9YsZ5FVXTExMc7jrKysa84GAAAA1wzD0M3dm2v57CGaP6O/2kQFu52fv/m0ZizYqZzCMpMSAgAAAAAAb+HRZVZqaqrzeODAgfL396/xZ4WE/Pvh4sXFxdeUCwAAAFVjGIZGdI3W8tnXa0D7KLezG49d0u3/2Khdp3mOFgAAAAAA+DePLrMKCgqcxz++s+paWSwe/ccGAABocKJCA/T+rAG6Z0Cs27nUrCJNeHurXlx9VOU2u0npAAAAAACAJ/PoVqe8vNx57Od3bY/3ys3NdR6HhoZe02cBAACg+gL8LPrzXXH64+gesloMl3N2h/TqmmMa99ZWnblc4HIOAAAAAAD4Bo8us378fKwLFy5c02cdP37ceRwREXFNnwUAAICaMQxD0wa108KZiYoIdr+F9J6UbI18ZaM+2ZUih8NhUkIAAAAAAOBpPLrMatWqlfN427ZtNf4hRmZmpvbs2eM879ix4zVnAwAAQM0N6dRUy2cPUafoMLdzBaU2/WrJPs1etFs5hWUmpQMAAAAAAJ7Eo8usXr16OY/T09O1ZMkS2e3Ve3ZCfn6+3nvvvSu2LOzRo0etZQQAAEDNtGsaqs9mD9GEhNaVzq7Yn64xb2zW6UtsOwgAAAAAgK/x6DIrLi5OLVu2dJ7v2rVLb7zxxhVbBrpSWlqqrVu36sUXX1R6errz9a5du6pNmzZ1khcAAADVExbop+fG9dabk/tVuu3gyUsFGvPGZu08nWlSOgAAAAAA4An86juAOxaLRePGjdNbb72lsrJ/bSuTkpKiOXPmqFGjRoqKirpi/uuvv1ZRUZHS09OVmprqfM8PgoKCdMcdd5iWHwAAAFVzW8+W6hPbWE8u3qstJy67nMsqLNPkOdv1/PheGt2nlcs5AAAAAADQcHj0nVmS1Lp1a02bNk1Wq/WK1/Py8nTmzJkrXlu7dq22bt2qU6dOXVVkWa1WTZ06VdHR0XWeGQAAANXXMiJYH8waoN+O7CZ/q+FyrtRm12Mf7dGra47V+JmqAAAAAADAe3h8mSVJXbp00SOPPKJmzZrV6P1NmjTR7Nmz1alTp1pOBgAAgNpksRi6f1hHLXt4iDo0C3U7++Lqo3ryk70qKbeZlA4AAAAAANQHryizJCkmJkaPPfaYRo8erSZNmlTpPVFRUbrzzjv1+OOPq1UrtqEBAADwFnGtIrTs4SEa0sn9931Ld5/T1Hk7dD6nyKRkAAAAAADAbIbDS/dmuXjxok6dOqWsrCwVFhaqrKxMAQEBCg4OVmRkpNq3b1/jO7kAX2az2ZSbm+s8Dw8Pv2qbT6C+sU7hDVintaPMZtfvPzugj3amuJ0LCbDqsRs7a+b17eVv9Zrf16p3rFN4A9YpvAHrFJ6ONQpvwDqFN2Cd1h+/+g5QU82aNaOsAgAAaOD8rRY9e3dPtWsaqr+uTHY5V1hq07Mrk7UkKVV/HB2nQR2rdic/AAAAAADwfPzaKgAAADyaYRh6cHhHvTm5nwL93H/7eiwjX5PmbNMvP/peGXnFJiUEAAAAAAB1yaPLrJMnTzr/KikpuebPy8rK0v79+3Xp0qVaSAcAAAAz3dazpT66f6CahgVUOvvZnjTd+MJ6Ldh8Sja7V+6qDQAAAAAA/o9HbzP49ttvO49nz56t2NjYGn/Wrl279Mknn0iS+vTpo0mTJl1zPgAAAJirb2yklj08RA/9M0kHzuW6nc0rKdfTXxzSF/vO629je6lTdJhJKQEAAAAAQG3y6DuzalNUVJTz+OzZs/WYBAAAANeiTVSIPnt4iP4wqrsaBVb+u1lJZ7I08tWNevO7Eyq32U1ICAAAAAAAapPPlFlpaWnO45ycnHpMAgAAgGvlZ7VoxpD2WvPkcN3VJ6bS+dJyu/62Kll3v7lFyenu7+gCAAAAAACexSO2GSwuLlZRUZHbmby8PGVlZVX7s4uKinT69GmtXr3a+VpQUFC1PwcAAACeJzo8SC//rK8m9o/V/1t+QMcy8t3O70vN0ah/bNIjIzrroRs6KsDPZ363CwAAAAAAr+URZdbGjRv17bffup1ZuHBhrX29du3a1dpnAQAAoP4N6thEKx4bqvmbT+nlb4+psNTmcrbM5tBL3x7V0u9T9ehPOuuuPjHys1JqAQAAAADgqXzu/9oNw9Dw4cPrOwYAAABqmb/VovuHddTXvxymoZ2bVjp/5nKh/uuTvbrpxfX6NCmV52kBAAAAAOChfKrMslqtuvvuu9W2bdv6jgIAAIA60iYqRAtnJuq5sb3UKKjyjQhOXy7Uk5/s1c0vbdDS3ZRaAAAAAAB4Go/YZjA4OFiNGze+6vXs7GzncVhYmPz8qhfXMAz5+/srPDxcsbGx6t+/v6Kioq45LwAAADybYRia0L+NhnVppv9Ztl9rkjMqfc+pSwV6YvFevbb2uJ65K06DO1V+dxcAAAAAAKh7hsPhcNR3CFeeeuop5/Hs2bMVGxtbj2kA32Cz2ZSbm+s8Dw8Pl9VqrcdEwNVYp/AGrFPP4XA4tHxPmp7+4qCyC8uq9B6LIf36tm66b2gHGYZRxwnrD+sU3oB1Cm/AOoWnY43CG7BO4Q1Yp/XHp7YZBAAAgO8xDEN39W2l1Y8P14SE1rJaKi+n7A7pLyuS9fjHe1RcZjMhJQAAAAAAcIUyCwAAAD6hWaNAPTeut9Y+OVzj46tWan22J03j39qqtOwiExICAAAAAICKeMQzs1wZP36887hJkyb1mAQAAAANRdsmoXp+fG/NHtFJ/1h7XMu+T5Xdzcbb+8/l6M7XNunNKfHq347nrwIAAAAAYDaPvjMrISHB+VdoaGh9xwEAAEAD0q5pqP4+obfWPHmDxvRt5Xb2Un6p7pmzTYu2nzUpHQAAAAAA+IFHl1kAAABAXWvfNFQvTeyjlyf2UaCf62+Py2wO/XbZfv35q0NyONzcygUAAAAAAGqVR28zWJHy8nJlZWWpoKBAdru9Su9xOBwqKSlRSUmJMjIylJqaqlmzZtVxUgAAAHiTu/q2UodmoXrg/SSdzyl2OTdn4ylZLIZ+fWs3GUblz90CAAAAAADXxmvKrLNnz2rNmjU6fvy4ysvL6zsOAAAAGqBerRtr+SND9PAHu7XrTJbLubfXn1Sgn1VP3NzFxHQAAAAAAPgmr9hmcN26dXr99deVnJxMkQUAAIA6Fd0oSIvuG6hJibFu515dc0yvrztuUioAAAAAAHyXx5dZSUlJWrVqVX3HAAAAgA8J8LPo2bt76pm74uRncb2V4PNfH9HcjSdNTAYAAAAAgO/x6G0GS0pK9Pnnn1/xmsViUYsWLRQYGChJOnXqlPNaTEyM83VJSktLU0lJiSQpMjJSMTExaty4sZo3b25CegAAAHi7KQPbqmlYoGYv2i2b3VHhzDNfHZa/1aJ7B7czNxwAAAAAAD7Co8uspKQkFRf/++Hb1113ncaPH6/Q0FDna0899ZTzeMyYMYqN/fd2MIWFhfrwww919OhRFRYWavDgwerUqZM54QEAANAg3BrXQi9P7KPHPvpeLvos/eHzgwrws1S6NSEAAAAAAKg+j95m8OjRo87jJk2aaMqUKVcUWZUJCQnR9OnT1bZtW5WUlGjBggXKyMioi6gAAABowEb1jtHz43rLcL3joH67bL9eWn1UZTa7ecEAAAAAAPABHl1mnT9/3nk8YMAA+flV/0Yyq9WqCRMmyGKxqKysTB9++KEcDhe/UgsAAAC4MDa+tf4ypqfL6w6H9MqaYxrzxmYdvZBnYjIAAAAAABo2jy6zCgoKnMcxMTE1/pymTZsqLi5O0r+eo7V3795rzgYAAADfMykxVn8c3cPtzIFzubrj1U16e/0Jl8/ZAgAAAAAAVefRZdaP76CyWCqO+uPX7XbXW7p07drVebx79+5aSAcAAABfNG1QO/3u9uvczpTa7Hp2ZbImvL1Vpy4VuJ0FAAAAAADueXSZFRwc7DzOzs6ucCYoKMh5nJfnejuXqKgo53FqamotpAMAAICv+vnQDvrVLV0rnUs6k6XbXtmg97acZqtrAAAAAABqyKPLrOjoaOfxkSNHKpwJDw93Hp88edLlZ5WWljqPi4qKaiEdAAAAfNnsEZ30j0l9FRHs73auuMyuP3x+UPct3KWsglK3swAAAAAA4GoeXWa1b9/eebx//36dO3fuqpkfP0tr9+7dys/Pr/Czzp8/7zwOCAioxZQAAADwVaN6x2j148P0k27Rlc5+ezhDt72yUTtOZZqQDAAAAACAhsOjy6yEhAQZhiHpX8/Deuedd7RmzRoVFPz7uQOdO3d2HhcXF+u999676s6rnJwcbdiwwXn+4y0HAQAAgGsRHR6kefcm6LlxvRQW6Od2Nj23WD97Z6teXXNMNjvbDgIAAAAAUBUeXWZFRkZq0KBBzvPi4mJ98803unDhgvO1uLg4BQYGOs/Pnj2r559/XitWrNCWLVv0+eef68UXX1RhYaFzplOnTub8AQAAAOATDMPQhIQ2WvXLoRrSqYnbWbtDenH1UU2Zu10XcotNSggAAAAAgPfy6DJLkkaOHKnWrVu7vB4QEKAbb7zxitcKCgq0fv16LV++XJs3b1Zx8b9/SGC1WjV48OA6ywsAAADf1To1zmBLAAAgAElEQVQyRO/PHKA/je6hIH/332pvPXlZt72yUeuOZJiUDgAAAAAA7+TxZZa/v79mzZqlrl27upwZOnSo2+s/NmrUKEVGRtZWPAAAAOAKFouhqYPa6YtHrlfX5o3czmYWlGrmgp16fd1xORxsOwgAAAAAQEWsTz/99NP1HaIy/v7+6tu3r7p06aLo6Gi1a9dOQUFBzuuGYSguLk6FhYVKTU2t8DPCw8M1btw4JSQkmBUb8EoOh0MlJSXO88DAQFksHt97w8ewTuENWKdoEhao8QmtlVlYqv3nctzObjlxWScvFWhE12j5W81bJ6xTeAPWKbwB6xSejjUKb8A6hTdgndYfw9HAfgU0KytLBw8e1OXLl2Wz2RQWFqbY2Fh17txZVqu1vuMBHs9msyk3N9d5Hh4ezj878DisU3gD1il+7Kt95/XrT/cpr6Tc7VyPmHC9My1BrRoHm5KLdQpvwDqFN2CdwtOxRuENWKfwBqzT+uNX3wFqW2RkpK6//vr6jgEAAAA43d6rpXq1jtAjH36vvSnZLucOpuVq9Gub9OaUePVvF2ViQgAAAAAAPBf3vwEAAAAmaBMVoiUPDtL9wzq4nbuUX6p75mzTRzvOmpQMAAAAAADP5tFl1oYNG7Rt2zYdP35c2dmuf4MVAAAA8Ab+Vot+O/I6/WNSXwX5u/5WvMzm0K+X7tczXx5SA9sVHAAAAACAavPobQa/+eYblZWVSZIMw9Bf//rXek4EAAAAXLtRvWPUvun/Z+++45u+7v3xvyTZ8h7YBg88MOA9ZTB7JWElAQIBEmiTkNWmZDS3t73p/f460iY3Xbe5t23aS9OEQkIIDRACYYWRsDcYjC1vG2+M95Yta/z+8MOKP1qWl4Z5PR8PPx46n8/R0Vvy0bGs9+ec44Hvf3wd1S1dJut9eP4OfN2d8eqDUVaMjoiIiIiIiMi+2PXMrP54RSoRERERjSWJE33w5WvzkD5pnNl6fzxegP03q6wUFREREREREZH9setkVkhIiKDc1WX6qlUiIiIiIkcT4OmCnS/OwsYZ4WbrvbH3Ni6XNFgpKiIiIiIiIiL7YtfJrFmzZgnKd+/etVEkRERERESjQ+okxm/WJOLtxxLgJBYZraNUa/D9j6+jqLbNytERERERERER2Z5dJ7PS0tIgk8l05bNnz9owGiIiIiKi0SESifD07En48waZyTqtXSo8u+0a6tq6rRgZERERERERke3ZdTILAJ544gndDK2cnBwcPnwYGo3GxlEREREREY28R5OD8f8ejjV5vrJJgRc/vg6FUm3FqIiIiIiIiIhsy8nWAZhTWlqKzs5OhIWFobW1FTk5OTh79ixyc3MRGho65HZFIhGefPLJEYyUiIiIiGhkfH/BZJQ3dmLnlXKj5zMrmvH6v25iy1PTIDGxLCERERERERHRWGLXyawtW7YYPV5XV4e6urphtc1kFhERERHZI5FIhF+vSkB1swKn8o1/5j2ecw+v7crAf61Ogp+H1MoREhEREREREVmX3S8zSERERER0v3GSiPHX76QhIcTbZJ0jWTVY+r9ncDTrrhUjIyIiIiIiIrI+JrOIiIiIiOyQh4sT/vlsOkJ8XE3WqW9XYvPODLyyMwP17d1WjI6IiIiIiIjIeux6mcH169fbOgQiIiIiIpsJ9HbFP59Lx/otl9DWrTJZ73DWXVwqacCvVyVgRXIwRCLupUVERERERERjh10ns6ZPn27rEIiIiIiIbCo2yBtbnpqG5z+6BqVKY7JeY4cSr+26icO37+L3a5Ph4+5sxSiJiIiIiIiIRo9dJ7PuF0qlEi0tLWhpaUFra6vudktLC2bMmIG4uDhbh0hERERENjQvKgB7XpqNf999C8V1HWbrfiWvQUl9Oz5+fiaCzCxRSEREREREROQomMyyAaVSiR07dugSVgqFwmTd2NjYIT+OQqHAzZs3UVRUhOrqanR0dEClUsHV1RU+Pj4ICwtDUlISoqKiLF6KprOzE+fPn0dOTg7q6+uh0Wjg4+ODqVOnYv78+ZgwYcKQ4yUiIiIi01LCfHH4h/Px568L8f6ZYmi0pusW3GvH2i0X8fELMzBlvKf1giQiIiIiIiIaBUxm2YBarUZ+fv6ota/RaHDmzBl8/fXXUCqVBuc7OjrQ0dGB6upqXLlyBUFBQVi/fj3CwsLMtltZWYnt27ejtbVVcLyhoQENDQ24fv061q1bh2nTpo3o8yEiIiKiXq7OEvx0eSweTgzCf+y5jfx7bSbrVjUrsP7vl7Dt2XSkhPlaMUoiIiIiIiKikSW2dQA0snp6erB161YcPXrUaCLLmJqaGmzZsgVFRUUm67S3t2Pbtm2CRJaLiws8Pb+90letVmPPnj0oLi4e+hMgIiIiogElh/riy9fm4ocPToWT2PQM+8YOJTZ+cBlnC+qsGB0RERERERHRyOLMLBtwcnLC4sWLjZ6Ty+W4e/fukNv+9NNPUVhYKDgWHh6O1NRUBAYGQiKRoKWlBQUFBbh16xbUajUAQKVSYefOnXjjjTfg5uZm0O7Zs2fR1tZ75a+npyc2bNiA6OhoAEBdXR0+/fRTVFVVQaPR4MiRI3jttddMxlhUVISwsDC4uLgM+XkSERER3e9cnCT496UxWJoQhB/uuomSeuN7aXUq1Xjho2t494lUrEoJsXKURERERERERMPHZJYNODs7Y+nSpUbPNTU1DTmZlZ2dDblcriuLxWKsWbMGM2fONKgrk8kwY8YMfPjhh+jp6QHQu/zgpUuX8OCDDxptu8+qVat0iSwAGD9+PJ5++mn893//N9RqNSoqKtDa2gpvb2+DdmpqarB161a4ubnh8ccfR2Ji4pCeKxERERH1Spzog72b5+C5bVeRWdlitE6PWovX/3UTta1deH5uJMRmZnMRERERERER2RsuMziGXL16VVBetmyZ0URWn8jISIMZYrm5uUbrNjU16W7HxMQYnPfz88OECROM1u+j0WiwZ88eqNVqKBQKjB8/3mRsRERERGQ5Pw8pPv3eLMyPCjBZR6sF/utwLtZsuYjrpY1WjI6IiIiIiIhoeJjMGkMqKyt1t52cnDBnzpwB75OSkiIo19UZ30+hbzlCAEaXIdQ/rlKpDM6fO3cOFRUVAIAHH3wQgYGBA8ZHRERERJbxcHHC1k3pAy4lmFnRjHV/v4SXd95AeWOnlaIjIiIiIiIiGjouMziGJCUl6ZJIHh4eFu1J5ePjIygrFAqj9SQSiS6hpVAojCa0urq6dLednIRdq76+HsePHwcABAYG4oEHHhgwNiIiIiIaHKmTGH96MhV+HlJsv1hqtu6RrBqczLmHDdOC8eLsUHi58l8DIiIiIiIisk/8j3UMWbNmzaDvo5+8MjXrytfXFw0NDQCAwsJCJCcnC843Nzfj3r17gvp9tFot9u7di56eHohEIqxbt84g2UVEREREI0MsFuHNlfEI8JTij8cLzNZVqrX4+Go1vsyqxb8/OAnfnWO45ykRERERERGRrXGZwfvcnTt3BOXIyEij9eLj43W3Dxw4gMLCQl25oaEBn3zyiW7mVkhIiGDG1+XLl1FSUgIAmDt3LiIiIkYsfiIiIiIyJBKJ8OqDUfjd40lwlogGrN+sUOGXh4vwx+MF0Gq1VoiQiIiIiIiIyHKcHnMfUyqVOHHihODYvHnzjNZdtGgRMjIy0NHRgba2NnzwwQdwcXGBVCpFW1ubrp5IJMIjjzyiKzc1NeHIkSMAgHHjxmH58uWj8EyIiIiIyJgNM8IxfZIffnskF1/n1Q5Yf8uZEtxr68bv1ybDWcLr3oiIiIiIiMg+2HUy68iRI5DJZAgODrZ1KGOGWq1GW1sb7ty5g1OnTqGmpkZ37qGHHsKUKVOM3s/LywvPPfcctm/fjvb2dgBAd3c3uru7dXXEYjEee+wxREdH647t27dPV2ft2rWQSqWj8bRGRN/Msvud/uvA14XsEfspOQL2U7IXkf5u+MfTabhQ3IDfHslDbk2b2fr7MqpQ19qFv35HBk8Xu/53ge4THE/JEbCfkr1jHyVHwH5KjuB+7qcSicSmjy/S2vE6Ij/96U8BABMmTIBMJkNqair8/PxsHNXo+uyzz3Djxg1dee3atZg5c+aQ26uoqMB7771nto5EIsGDDz6IJUuWDNheR0cHzp8/j9zcXNTX10OtVsPb2xtTpkzB/PnzBYnH69evY/fu3QCAadOm4cknnxzy87CGpqYmW4dARERENKrUGi0OZtfib2fLUd/RY7ZuXKAH/rIuDgGe9nsxEhEREREREVnHuHHjbPr4DnGpZW1tLY4dO4Zjx44hPDwcMpkMycnJ8PT0tHVoDk8kEmHjxo1ITk62qL6HhweWLVuGZcuWma3X1taGgwcPAgA8PT2xcuXKYcdKRERERMMjEYuwOjkQS2MDsO1yFf55uRIaE5e25d7rwLOfZOFvT8Qjws/NuoESERERERER9eNwC+GXl5fjwIEDeOedd/Dhhx/ixo0bgqXuaHC0Wi127tyJgwcPjuiUyC+++AIKhQIA8Nhjj8Hd3X3E2iYiIiKi4XGXSvDKgnD8z+OxcHUy/S9BVUs3nv0kC7erzC9NSERERERERDSa7Hpmlre3N1pbW42e02g0KCwsRGFhIfbt24e4uDikpqYiLi7O5ms32pPAwEC88sorurJKpUJbWxuKi4uRkZGBnp4eaLVanDt3Dq2trfjud7877Me8ffs2srOzAQDx8fFISUkZdpvW4O3tbesQ7IJarUZHR4eu7OHhwfcU2R32U3IE7KfkCB5J8cA4N2e8/nkumhUqo3WaFSq8vDsHn744A4kTfawcIRHHU3IM7Kdk79hHyRGwn5IjYD+1HbtOZv3sZz9DZWUl5HI5cnJyUFNTY7SeSqVCVlYWsrKy4OrqisTERMhkMkyZMgUikcjKUdsXqVSKiIgIg+OpqalYsGABPvjgAzQ3NwMAMjMzER0djfT09CE/XkdHB/bv3w8AcHV1xZo1a3Tn8vLycOnSJVRUVEChUMDNzQ3h4eGYPXs2YmJihvyYI4WDjnESiYSvDdk99lNyBOynZK+SJ3ph23eT8MqeHFS3GF/xoEOpxgsf38Dnm+cgwt/DyhESCXE8JUfAfkr2jn2UHAH7KTkC9lPrkfzqV7/6la2DMMfb2xtTp07F7NmzMW3aNIwbNw49PT1oaWkxWl+lUqG6uhoZGRm4cuUKWlpa4O7uDh8fx7iKVC6X4+7du7pyfHw8QkNDR+WxPDw8EBQUhIyMDN2xu3fvYt68eUNOAn7++ecoLy8HAKxatQpTp06FRqPB559/jkOHDqG+vh5KpRJarRZKpRJ1dXW4efMm2traEBsbe98nH+2BVqsVLN3p4uICsdjhViSlMY79lBwB+yk5gr5+6uvujGWxAciobEddu/GEVqdSjW/yarEiOQQeLnZ9TRyNMRxPyRGwn5K9Yx8lR8B+So6A/dR2HOq/UD8/P8yfPx/z589HZ2cncnNzIZfLUVBQgJ6eHoP6bW1tOH/+PM6fPw9/f3/IZDKkpqZi/PjxNojePkVFRWH8+PGoq6sDADQ1NaGyshJhYWGDbis3Nxc3b94EAERGRmLmzJkAgJMnT+Lq1au6eiKRSLeEpFbbu+P45cuX4ePjg4ceemi4T4mIiIiIhiDAU4pPvzcDr+66hXOF9UbrlDd24tltV/Gv78+Cl6uzlSMkIiIiIiKi+5VDJbP6c3d3x7Rp0zBt2jSoVCoUFBRALpcjNzdXsGZln4aGBpw8eRInT57ExIkTIZPJkJKSwn2SAISHh+uSWQBQVVU16GRWV1cX9u3bBwBwcnLCunXrIBKJ0NbWhtOnT+vqpaenY+XKlXB1dUVXVxcOHDiAGzduAAC+/vprzJgxA15eXsN/UkREREQ0aJ4uTti6KR3/9tlNHMkyvsS3vLoVP/jkBv75bDpcnLicBhEREREREY0+h01m9efk5IT4+HjEx8dDq9WitLRUt89WQ0ODQf2qqipUVVXh8OHDmDx5MtLT05GSknLfTgfUTx61t7cPuo1Dhw7pln5csmSJbvabXC6HStW7mXhwcDDWrl2re51dXV2xfv16VFdX4+7du1CpVJDL5Zg1a9Zwng4RERERDYPUSYz/fTIVzZ3XcLHY8LM0AFwoasCPd2fiLxtkEIu5TDQRERERERGNrjGRzOpPJBIhLCwMGo0GUqkU165dQ2trq9G6Wq0WxcXFKC4uxrFjx7B06VKkpaVZOeKR0dzcLFjKLzg4GElJSUNqa7Ab1hUVFeHatWsAgJCQECxYsEB37t69e7rbSUlJBglDsViMxMRE3T5htbW1Q4qZiIiIiEaOi5ME7z89DU++fxk5d41/lj50+y4CPF3w5sp47ntKREREREREo2rMJLMUCgVyc3ORnZ1tcg+tPmKxGBqNRnCsqakJn332GfLz87F27VpIpdLRDnlEKZVKnDx5UleOioqyOJnV1NQkKHt4eAzqcffu3QutVguxWIx169YJkmH9N8Pz8fEx2oavr6/udldXl8WPTURERESjx8vVGdufT8faLRdR0agwWmf7xVJkVjbjielhWJEczH20iIiIiIiIaFQ4dDKrra0Ncrkc2dnZKC4uNkhQ9SeRSBAbG4u0tDTExsaiqKgIV69eRU5ODrRara7erVu30NLSgu9973uDnqFkS+PGjYOTk5NuSb/S0lIoFAq4ubmZvZ9arUZxcbHgWHBwsMWP+9VXX6GxsREAsGDBAoSGhg4yciIiIiKyVxO8XPHx8zOxbstFNHQojda5Wd6Mm+XN+PVBOR5JDMa66aGYFenP5QeJiIiIiIhoxDhcMquxsRHZ2dnIzs5GeXm5IBFlTEREBNLS0pCSkiJI7MTGxiI2NhZNTU04ffo0rly5omvrzp07uHLlCubMmTOqz2UkOTs7IyYmBnK5HADQ09OD48eP47HHHjN7v8uXLwv2yPLw8MDEiRMtesyysjJcuHABABAQEIAlS5YY1HFxcdHd7ttTS19zc7Putqurq0WPTURERETWERnggW3PpWPDPy6jU6k2Wa+rR4N9N6uw72YVwvzc8NycSDwzOwJOkvtzX1oiIiIiIiIaOQ6RzLp37x6ys7ORlZWl21vJnICAAKSlpUEmk8HPz89s3XHjxmHNmjWYPn06tm3bho6ODgBARkaGQyWzAODBBx8UzDS7cOECPDw88NBDDxndxyAnJweHDx8WHFuwYIHBvlamHD58GFqtFiKRCGvXroWzs+GyMhMmTNDdzs7ONohFo9HoEnD69YmIiIjIPiSH+uLvT03D89uvQaUxfzEZAFQ0KvDWoRwcul2NPz0pQ7i/uxWiJCIiIiIiorHKrpNZR48eRXZ2Nurr6wes6+HhgZSUFKSlpSEsLGzQjxUWFoZly5Zh3759AIDa2tpBt2FrYWFheOCBB/DNN9/ojh0/fhy3b9/GtGnTEBwcDCcnJzQ1NemWZ+wvODgYc+fOtfjxnnnmGXz55ZdwcXHBlClTjNZJSEjAwYMHoVKpUF1djc8//xwrVqyAq6srlEolDh48iOrqagCAk5MT4uPjh/DMiYiIiGi0LYgej3efSMG/786E2oKEFgBklDfjkb+cw9urE7BGxuWoiYiIiIiIaGjsOpl1+vRps+f7kh9paWmIiYmxeEaRKUFBQbrbfXtPOZrly5dDq9Xi1KlTumM1NTUGM7D0+fn54bnnnoNUKrX4sTw9PfGd73zH7F5l3t7eWLhwIb7++msAwNWrV3Ht2jV4e3ujra1NcN+FCxfC29vb4scnIiIiIut6LHUiIvw98PahHNwoa7LoPu3dKvzos0yczq/D26sT4e1qOJufiIiIiIiIyBy7TmYZIxKJMHnyZMhkMiQlJY3oHkv9l7/z8fEZsXat7eGHH8aUKVOwf//+AWe1iUQipKSkYM2aNYI9xQZjoCTikiVL0NLSguvXrwMAtFqtwf5Z06dPN7rnFhERERHZl9QwX3y+eQ6Katux50YF9mVUoa6te8D7HbhVjRtlTfjTk6mYPsn8UuBERERERERE/TlMMiswMBAymQwymQy+vr6j8hghISF4+eWXUV9fb3SPKUcSHR2Nn/zkJ8jNzYVcLkdZWRna2trQ09MDNzc3+Pv7Y/LkyUhLS0NgYOCoxiIWi/HEE08gKSkJV65cQXl5ORQKBVxdXREWFoZZs2ZxeUEiIiIiBzN1gif+38Nx+I+lMThTUIc91ytxMvee2T21KpsUeOL9S3jlgal45YGpcHWWWDFiIiIiIiIiclQirVZr2YL3NvD2229DJpMhLS0NISEhtg6H6L6gVqvR2tqqK3t7e0Mi4RdNZF/YT8kRsJ+SIxjpflrdrMCPd2fiUknDgHXD/dzx5sp4PBQ3uhdWkePjeEqOgP2U7B37KDkC9lNyBOyntmPXySyNRjPsfbCIaHA4IJMjYD8lR8B+So5gNPqpWqPFP86W4N3j+WZnafV5KHYC3lyZgHB/92E9Lo1dHE/JEbCfkr1jHyVHwH5KjoD91HbsOlNUWlqKkpISlJSUoLt74HX4B9LU1ISsrKwB95EiIiIiIqKhkYhF2LxoCj7fPAeRAR4D1v86rxaL//cM/udEAbp61FaIkIiIiIiIiByNXe+Z9f777+tuv/LKKwgPDx9yW9evX8eePXsAAKmpqdi4ceOw4yMiIiIiIuNSwnxx6LV5+PVBOXZfrzRbV6nS4C9fF2JfRiXeXp2IB2ImWClKIiIiIiIicgR2PTNrJPn5+elul5eX2zASIiIiIqL7g4eLE/6wLgX/9900+Lo7D1i/skmB57Zdw5sHsjlLi4iIiIiIiHTum2RWdXW17nZLS4sNIyEiIiIiur88khSMUz9ehO/MDIdINHD9jy6V4bG/XkDBvbbRD46IiIiIiIjsnl0sM9jV1QWFQmG2TltbG5qamgbdtkKhQGlpKU6cOKE75urqOuh2iIiIiIho6MZ5SPGbNUnYkB6GXxyQI7Oi2Wz9/HttWPneefz80Tg8NSsCIkuyYERERERERDQm2UUy69y5czh58qTZOh9//PGIPd6kSZNGrC0iIiIiIrJccqgvvtg8B3tuVOD3X+WjsUNpsm63SoNfHJDjTEE9/rAuGX4eUitGSkRERERERPbivllmsI9IJMLChQttHQYRERER0X1LLBbhyfRwfPPjhXh6VsSASw+ezL2H5X86i8slDdYJkIiIiIiIiOzKfZXMkkgkePzxxxEREWHrUIiIiIiI7nu+7lK8vToRn7wwE4HeLmbr1rZ145mtV3Eqv9ZK0REREREREZG9sItlBt3c3ODr62twvLn523X0PT094eQ0uHBFIhGcnZ3h7e2N8PBwpKenw8/Pb9jxEhERERHRyJk7NQBHX1+AN/bexsnceybrKdUavPTxDbz/9DQ8EDvBihESERERERGRLdlFMmvevHmYN2+ewfGf/vSnutubNm1CeHi4NcMiIiIiIiIr8fOQ4oNnpuGTK+X4r0M56FZpjNZTqjV4accNbHkqDQ/FBVo5SiIiIiIiIrKF+2qZQSIiIiIisl8ikQhPz4rAwdfmITbIy2Q9pVqDH3xyAydzTM/iIiIiIiIiorGDySwiIiIiIrIr0YFe2P/KXDwxPdRknR61Fpt33sBxeY0VIyMiIiIiIiJbsItlBk1Zv3697ra/v78NIyEiIiIiImtydZbg92uT4eIkwY7LZUbr9Ki1eHlnBv723TQsSwiycoRERERERERkLXY9M0sqlcLb2xuTJ0+Gu7u7rcMhIiIiIiIrEolEeOuxBGyaHWGyjkqjxSs7M3Ak664VIyMiIiIiIiJrsuuZWXv37kV3dzcAQCKR4De/+Y2NIyIiIiIiImsSiUT41aoEiEQibL9YarSOSqPFK59m4FcrE7BpziSrxkdERERERESjz65nZqnVaqO3iYiIiIjo/iESifDmyng8N3eSyTpaLfDml3L87mgeNBqt9YIjIiIiIiKiUWfXyawJEyYIykql0kaREBERERGRLYlEIvxyRTxemBdptt7fzxTjx3syoVRprBQZERERERERjTa7XmZw+vTp+PLLL3Xl2tpahIaG2jAiGss6OjqGfF+pVApnZ2ej5zo7O6HVDu3qYGdnZ0ilUqPnFAoFNJqhfUnj5OQEFxcXo+e6urrQ2dmpK0skEkgkEovalUgkcHV1NdnuUGdYmmu3u7sbKpVqSO2KxWK4ubkZPadUKtHT0zOkdkUikcl9/np6eoaVmPfw8DB6XKVS6ZZlHQp3d3eIRCKD42q1Gl1dXUNu183NDWKx4XUTGo0GCoViyO2aer9ptVpB/x0sFxcXODkZ/9PIMaLXaL2Xx+IYoVarjY6nHCO+NVpjhKurq9G/XRwjvtU3Rpjqp+bYeoz40aJwqFQ9+Ohypcm2vrhZhZrmTvxpfQJ83F3scowwhWPEt8yNEcNpl2NEL36OGLjdwYwR+uOps7MzPD09jdblGNGLnyO+ZY0xYrB/8zlGDNwuP0f0Gs0xoqOjw+LvpPRxjOjFzxG9RnKM6D+emuufY3GMMDUOWItdJ7Nmz54NuVyO4uJiAMClS5ewfv16G0dFY9Uf//jHId/34YcfxowZM4ye+9vf/jbkP2YLFy7EokWLjJ7btm0b6urqhtTu9OnT8eijjxo9t3v3bpSXlw+p3fj4eJPv0YMHDyInJ2dI7UZERODZZ581eu7kyZO4fv36kNodP348Xn75ZaPnLl68iDNnzgypXXd3d/zHf/yH0XM3b97E0aNHh9QuALz55ptGj+fn52Pv3r1DbvcnP/mJ0T9IFRUV+Oijj4bc7ubNmw1m2QJAfX09tmzZMuR2n3rqKfj5+Rkc7+zsHNZ7ed26dUhISDB6jmNEr3/9618oKysbUrscI3pxjPjWaI0RmzZtwqRJkwyOc4z4lqOPESItkOoUgluqEJPtXbrThIf/+zienazAD7/3jNE6HCN6OdoY0dDQgPfff3/I7Y5KhiIAACAASURBVHKM6DWWx4jBGK3PEQEBAXjllVeMnuMY0YufI77FMaLX/TRG8HPEt0yNEXfv3sW+ffuG3C7HiF4cI3qN1hgxceJEPPfcc0bPjcUxwtQ4YC12vcygWCzGc889h5iYGADA9evXcfHiRRtHRUREREREtiQSATLnasx1LoUIpq8mbdS6Y2uZL+7UD/1qViIiIiIiIrI9u56Z1dLSgs7OTixcuBASiQQ5OTk4cOAA5HI5wsPDh9X2smXLRihKIiIiIiKyhWineriJenBaORkqGF/io0UlwaZ/XsWBV+ZinIfxpVCIiIiIiIjIvtl1Mus3v/mN0eNFRUUoKioaVttMZhEREREROb4wSQuWuxTgRPdUdMP4fgDljZ34wSc3sOOFmZA62fXiFERERERERGSESDvUXd6s4Kc//emotf373/9+1Nomx8TNFHt1dHSgublZV/by8rJ4s01uuNprrG24ao+bMjs7Owves97e3pBIJNxwtZ+xvuGqpe3acoxQq9Voa2vTlfvGU44R3+KmzL1sOUaY6qfm2OsYUdbQiRd3ZqK6xXRf3zgjDL9Zk6Trz/wc0cvexwi1Wo3W1lbdcU9Pz2G9DhwjevFzxMDtDmaM0B9PfXx84OnpabQux4he/BzxLWuMEYP9m88xYuB2+Tmi10iOEf3/5qvVakilUou/k9LHMaIXP0f0Gskxov94KpFIMH78eKN9YiyOEabGAWthMouIBPS/LOhLEhDZE/ZTcgTsp+QIxlo/La5twyN/OY9ulel/nn+xIh4vzIu0YlQ0XGOtn9LYxH5K9o59lBwB+yk5AvZT27HrZQYXL15s6xCIiIiIiMhBTJnghRu/WIJ1Wy4ir6bNaJ13DudgcoAHHoidYOXoiIiIiIiIaKjsOpm1ZMkSW4dAREREREQOxNPFCR88Mx2r/3YBDR2Gy2RotMBru25i38tzEB3oZYMIiYiIiIiIaLC4+zEREREREY0pYX7ueP/paZBKjP+7096twgsfXUOjkWQXERERERER2R8ms4iIiIiIaMyZPskPv308yeT5ikYFXvzoGgrvGV+OkIiIiIiIiOwHk1lERERERDQmrZ0Wih8snGLyfEZ5M5b871m8sP0art5phFartWJ0REREREREZCm73jPLmLy8POTl5aGiogItLS1QKBRQqVQQiUT43e9+Z/a+3d3dcHFxsVKkRERERERka28si0FxXTtO5NwzWefrvFp8nVeLtHBfvLRwCpbEBUIsFlkxSiIiIiIiIjLHYZJZOTk5+PLLL9HU1GT0vLmrKLOzs5GRkYH8/HysWbMG06dPH60wiYiIiIjIRjqVKrx/pkRw7KWFk/GnJ1OxdstF5NWYX1Iwo7wZL+24gcnjPfCLFfF4IGbCaIZLREREREREFnKIZNahQ4dw7ty5Id8/Pz8fcrkcAPDVV19BJpNBIpGMVHhERERERGQHFEo1/vx1oeDYM7Mj4O/pgg83Tcfqv11AfbtywHZK6jrw3LZreGN5DDYvnAKRiLO0iIiIiIiIbMnu98w6c+bMsBJZAPDggw/q/gFta2vDrVu3RiI0IiIiIiJyEKHj3PGv789GTKCXxff5w1f5+M/Ps9Cj1oxiZERERERERDQQu05mtba24sSJE4JjcXFxeP755/HLX/4SmzdvtqidcePGIS4uTlfOyckZ0TiJiIiIiMj+TZ3gicM/nIf3NsqQEOJt0X0+u16BZ7ddRYuiZ5SjIyIiIiIiIlPsOpl148YN9PR8+0/j6tWr8eyzzyImJgYeHh4Qiy0Pf+rUqbrbd+/eHdE4iYiIiIjIMThJxFiZEoJDr83DzhdnYn5UwID3uVDUgLVbLqKisdMKERIREREREZE+u05mFRQU6G7HxMRg9uzZQ27L399fd7u1tXVYcRERERERkWMTiUSYOzUAO16YiUOvzcPKlBCz9Ytq27H6bxeQUd5kpQiJiIiIiIioj10nsxoaGnS3U1JShtWWq6ur7rZKpRpWW0RERERENHYkTvTBextleG+jDFIn0/8iNXQosfEfl7HjUilU3EeLiIiIiIjIauw6mdXe3q677efnN6y2uru7dbddXFyG1RYREREREY09K1NCsOt7M+HnITVZp1ulwS8OyLH8z+fwde49aLVaK0ZIRERERER0f7LrZJZU+u0/kUqlclht1dfX6257eHgMqy0iIiIiIhqbpkX44YuX52DyePP/MxTVtuOFj65j4weXkVXZYqXoiIiIiIiI7k92nczy8fHR3S4pKRlWW7dv39bdDgwMHFZbREREREQ0dkX4e+CLzXMxa/LAq0NcLmnEyr+ex48+u4WqZoUVoiMiIiIiIrr/ONk6AHOio6NRU1MDALh06RJmzpw5pOUGb968idLSUkG7RERjVUVFBfLz81FaWoq2tjZ0dHTAyckJbm5u8PPzQ3h4OGJiYhAUFGTrUImIiOyWj7szPn5+Jv6/L7Kw90blgPW/uFmFr7Jr8N5GGRbH8+I5IiIiIiKikWTXyay0tDScO3cOWq0W3d3d+Mc//oFnnnkGISEhFrdx7do1fPHFF7qyVCpFUlLSaIRLRGRTNTU1OHbsmCB530etVqO7uxvNzc0oKSnB6dOnERkZiSVLliA4ONj6wdKQ1NTUIC8vT1cOCgpCbGysDSMiazt9+rSgvGjRIpvE4ej4OpKlpE5i/Pe6ZEQHeuLd4wXoVmnM1lf0qPHyzgx8vnkOkkJ9zNYlIiIiIiIiy9l1Mis4OBgzZszAlStXAABNTU147733kJqaitTUVJP3a2pqQlFREa5cuYKKigrBuXnz5sHT03NU4yYisrbMzEx8+eWX0GjMf8nW3507d7B161YsXboUM2bMGMXoaKTU1NTgzJkzunJKSgqTWfeZ/r9/gEmYoeLrSIMhEonw/QVT8GhyCN49lo99N6vM1leqNXh1VwYOvTYPXq7OVoqSiIiIiIhobLPrZBYAPProo6iqqkJlZe/SHhqNBhkZGcjIyDCo+84770ChUKCnp8doW5GRkVi8ePGoxktEZG3Xrl3DkSNHBMdcXFwQHx+PyMhIeHl5Qa1Wo7W1FeXl5ZDL5bpxUq1W4+jRoxCLxZg+fbotwiciInIIE33d8D9PpuL5eZF453AuLpU0mKxb1tCJ/7cvC+9tlEEkElkxSiIiIiIiorHJ7pNZLi4uePHFF7Ft2zaUlZWZrdva2mryXHh4ODZt2gSJRDLSIRIR2UxlZSW++uorwbGoqCisWrXK6CxUmUyGpUuX4vDhw5DL5brjR44cQVhYGAIDuccHERGROYkTffDp92biVH4tfnskD4W17UbrHbp9F3OnBmDjjHArR0hERERERDT2iG0dgCXc3Nzwgx/8AA899BCcnAaXf3NycsIDDzyAzZs3w83NbZQiJCKyPrVajX379gmWFoyOjsaGDRvMLqfq5uaGdevWCfYP1Gq1OH78+KjGS0RENNpEIhH8PKSCn9GYGSUSifBgbCCOvj4fK1NM7+f7qy/lyKsxfcEdERERERERWcbuZ2b1EYvFWLp0KebOnYvLly8jLy8PlZWVRveHEYvFCA0NRUxMDGbPng0PDw8bRExENLqysrLQ1NSkK3t4eGDNmjUQiy27TuGRRx5BYWEhurq6AAAlJSVoa2uDl5fXqMRLREQ02vw8pMj4xRKrPZ6TRIzfPp6ErMpmlDZ0GpzvVmnwys4MHHxtHtylDvOvFxERERERkd0RabVara2DGKqenh60trais7MTPT09cHZ2hru7O7y9veHszM2WiYaib2+lPt7e3lye0069//77qKmp0ZUfeeQRpKenD6qNw4cP4/r167ryqlWrIJPJBHW2b98uWOb16aefxuTJkwds+09/+hNaWlp05ddeew1+fn4G9X7961/rbstkMqxatQoAUFtbi/Pnz+POnTvo7OxEYGAgvv/97wPo7afHjx/H1atXdff90Y9+BG9vb2g0Gly7dg2ZmZmoq6uDRCLBihUrkJiYaDLWrq4u3L59G3l5eaivr0dnZydcXFzg6emJiIgIxMfHY9KkSWafb3NzM/785z/ryosWLcLChQsBAAqFApmZmZDL5WhuboZCoYCbmxuCgoIQExMDmUxm8n2m/zqaExERgWeffdaiuuYeZ+PGjYiOjgYANDQ04NatWygqKkJrayuUSiW8vLwQFBSEpKQkxMbGDmnWQ3NzM7Kzs1FYWIjm5mZ0dHRAKpXC09MTEydORGxsLKKjo822XVJSgh07dujK48ePx8svv2zR49++fRtffPGFrjx16lR897vfNXuf8vJyZGVlobS0FG1tbdBoNHB3d8f48eMxZcoUpKamwtXVVVff2Hh68OBBZGZmAui9+ObnP/85RCIRenp6cOnSJWRnZ6OxsRFSqRQbNmxASUkJzpw5Y9FzAoDXX38dLi4uePfdd6FWq3XHH330UYv2xVMqlfjDH/4guO9QxhYAOH36tCD24bxH6+rqkJmZifLycjQ2NqKrqwsSiQTu7u4ICQlBVFQUEhMTTc7g149lIK+//jp8fX1NnlepVMjOzkZOTg5qa2vR3t4OZ2dneHp6IiwsTNd/HQH/7o+M7KoWPP5/F6FUG15oBwDrpoXij+tTrBzV2MF+So6A/ZTsHfsoOQL2U3IE7Ke249CXBzo7O8Pf3x/+/v62DoWIyKra29sFiSxnZ2ckJycPup2wsDBBMqv/TC9bUCgUAID8/Hzs2bNH8IX6QDPOOjs74ebmhl27duHOnTu64yqVSpBg0JeVlYVjx46ho6PDoL3Ozk7U1tbi2rVriIqKwmOPPWbxbN/Ozt4r9IuKivDFF1/oyn3a29tRVFSEoqIiXLx4ERs2bMCECRMsanu03b17F1FRUTh37hzOnj0r+D0Avf2kqakJubm5iIiIwJo1a+Dj42NR2yqVCmfOnMGlS5cM2lUoFFAoFKirq8OtW7cQHByMRx99FBMnTjTaVmRkJLy8vNDW1gagN+FRX1+PgICAAePIy8sTlPsvu6mvvb0dR48eRU5OjsG5lpYWtLS0oKioCGfPnsWyZcuQkmLZF9YajQbd3d1Qq9XYsWMH7t27pzunUCjg7u5uUTv63NzcEB0djdzcXN2x3Nxci5JZRUVFBu+7+Pj4IcWhbyjv0c7OThw9ehTZ2dkG59RqNZRKJZqbm5GTk4NvvvkGK1euRFRU1IjEa0pxcTEOHz5sMF6q1Wp0dXWhvr4eN2/eRGhoKNasWWM0iU9jT+JEH/x8RRx+eUBu9PzeG5WYM8Ufj6eFWjkyIiIiIiKiscEh9swiIiKh0tJSQTk0NBQuLi6DbicgIABTpkzR/Zjba8saFAoFysvLsXv3boNEx0AXLigUCuzZs0fwJXkfU18mnz17Fvv27TNIZBlTWFiI7du3W1S3Lx65XI6dO3caJLL0NTU1Ydu2bYIre2zp7t27OHHiBE6dOmXwe9BXVlaGjz/+eMDnCPTOqN61axfOnz8/YLt9cWzfvh0FBQVGz4tEIoPZPP0TOKaoVCoUFxfrys7OzoiNjTVat7m5Gdu2bTOayNKnUCiwf/9+XLlyZcC6fTo6OgwSWUDvcxs3bpzF7ejTT86VlpbqksXm5OfnC8qTJ08eseWaB/sebW5uxocffmg0kWVMW1sbPv30U2RlZQ07VlMyMzOxc+dOixL/lZWV2LZtGxoaGkYtHrIvT8+KwPKEIJPnf74/m/tnERERERERDZFdz8x69913IZPJkJqayqtaiYj6aWxsFJRDQkxvPm9OSEgInnrqqZEIaUS0t7fj4MGDRvdDHOjvwJUrV1BYWGhwXCwWG10u7Pr16zh16pTgWFRUFJKSkuDt7Y2uri6UlpYiIyMDSqUSAFBfX49Dhw7hySefHPC5VFVV6Wb/REREICEhAb6+vnB2dkZTUxPkcrkgodLV1YWjR48atP3kk0/qEj8FBQU4d+6cIN4FCxboykNJaBrTf3ZOQEAA0tLSEBAQALFYrJt10j/50tjYiM8//xxPP/202XY///xzlJSUCI7FxMQgLi4OPj4+6O7uRlVVFW7evIn29nYAvYmnzz77DM8//7zRGVpJSUm4dOmSrpyXl4f58+ebjaOkpET3OwWA6OhoSKVSg3rd3d3YsWOH4P3m7u6OGTNmIDQ0FGKxGA0NDbh9+zYqKip0dY4fP47w8HCLZtqdOHHCIJEFAD4+PpBIJEhLS8PUqVN1x7du3Sqo98ILLwjKfQnp6OhouLm56RJYGo0GBQUFZmeN9dXpz9yMtcEazHtUrVbjs88+EySNJBIJUlJSEBERAW9vb/T09KCqqgo3btzQ9RcAOHDgAMLCwgRtDvV17K+wsBD79+8XHAsLC4NMJoOfnx+USiUqKytx/fp1XXK3vb0d+/btwwsvvGDxfobkuEQiEX6/LhnZ1S2obDJMHncq1Xj8/y7iN2uSsFpmfMYpERERERERGWfXyaza2locO3YMx44dQ3h4OGQyGZKTk20+c4CIyNb0Z8GM1MwJW+ubweDr64sFCxZg8uTJ8Pb2tmhPpr4ZJSkpKZgxYwYCAgKMJiiA3uXojh07Jji2cuVKpKWlCY7FxMQgPT0d27Zt031ZnpeXhzt37iAyMtJsPI2NjXB2dsb69esNlmmbNGkSZDIZLl68iBMnTgieQ3Nzs+BL+ODgYN3t+vp6QTvu7u4IDR35Jav6Ellz587FQw89JHj9p0yZgvT0dBw7dkywZ1lJSQny8/MRExNjtM1bt24JZv1IJBKsX7/eoH5MTAxmz54tmMGj0Wiwf/9+vPTSSwZ7IgUHB2P8+PGoq6sDAFRXV6OlpcXssoeWLjF49OhRQSIrKCgITz31lOD9FhkZienTp+PEiRO4ePGiLt5jx44NmNwDen/nYrEY6enpuqRI/30/vb294e3tbfL+pn7/EokE8fHxuHHjhu5Ybm6u2WRWWVkZurq6dGVzM9aGYjDv0ZycHMFSqt7e3ti0aZNBUjsqKgqzZs3Cjh07UF1dDaC3/164cAGPPvqo4P5DeR37dHR0GCSyFixYgAceeMAgnhkzZuCjjz4S9MnMzEyD/QhpbPJxc8Z7G2VY//dLUGkMtybuVKrxb5/dwpU7DXhzZQJcnbm2PhERERERkSUc5hLR8vJyHDhwAO+88w4+/PBD3LhxA93d3bYOi4jIJvTHP1NfCDuigIAAvPjii5DJZPDx8bEokdVn+fLlWL16NUJCQsy+JqdPn4ZKpdKVZ86caZDI6uPn54dHHnlEcKz/PmPmrFq1yux+Q3PmzBEkq7RarcHMJVtJTU3F4sWLjb7+YrEYy5cvx+TJkwXHL1y4YLQtjUZjMAtu2bJlJhNfbm5ueOKJJwRJvfr6emRmZhqtr5+MMrfUoFarFcw+cnV1FczY6VNbWyt4PBcXF2zYsMFk4njx4sUICvp2ebGysjLU1taajKOPSCTC+vXrsXz5cgQGBgoSWcOlv49ecXGxYEaaPv0kn6kZa8Nh6Xu0/0w3AHjggQdMzs50dXXFypUrBceMzQAbjgsXLgguIoiNjTVIZPXx8PDAmjVrBMcsHTNo+Lp61Pj4Uqngp6tn4GVNR5IsfBx+utx8InjX1Qqs/tsFFNe1m61HREREREREvRwmmdVHo9GgsLAQu3fvxltvvYVPPvkE2dnZFu29QUQ0Vmi1wqu9B5PwsXcrVqwY0kyzyMhIzJw5c8B6LS0tgmSHVCrFokWLzN4nNjZWMCu4qKjI4Hegz8vLy2A/J1Nt93f37t0B72MN8+bNM3teJBJhyZIlgmMVFRVobm42qJubmyvYDywgIADTpk0z276rq6tBssDUXlT6ySz9pIx+jP33PYuPj4dEYjgz4vLly4LyjBkzzM72EolEBgnR/stImpKSkjKis5/6Cw8PF+y7pVKpUFRUZLK+/n5ZI7nEIGD5exTofb03bdqk+4mLizNbPygoCG5ubrpyS0uLIGE9HD09PcjIyBAcW7x4sdn7BAcHC5bFrK6utni/PRqejm4VfnlALvjp6B6ZvjAYL8yLxEOx5pcazatpw8r3zmP/zSorRUVEREREROS47DqZtXnzZsyfPx/+/v5Gz6tUKmRlZWHHjh146623sHfvXrNf0hARkf0LCwsb0v0sXW6vsLBQkIiKioqCq6ur2fuIRCLBDCqlUqlbQmy4AgICBGV7+cLbkgRpUFCQwT5WxhI4+rNkUlNTLdo/KCEhQfC7qaurM5os8/X1RXh4uK5cXl5u8nW0dIlB/ZgtSezovxZ9y96ZM9T+bilLE301NTVoaWnRlU3NWBuOwSyJGRAQgEmTJul+LNkPTn+ml/5yrENVVlYmmA07ceJEk59N+9Pfy7CqigmL+4lYLMJ735ENmNDqW3bw+x9fxzd599CjNtwzkoiIiIiIiOx8z6y+LzBWrFiBmpoayOVyyOVyo18GdHV14dq1a7h27Rq8vb2RkpKC1NTUUdlLhIiIHFd5ebmg7O7ujsrKygHvpz8Tq7W1FRMmmP+S0hL6iTRHW0I3KipK8He5/z5HffRf8ylTpljUtkQiwaRJkwQJmPLycsHyg32SkpJ0j6PVapGXl2d09lf/2UdeXl6IiIgwqNPY2KjbI60vjq6urgH7Sf/ZZ8bKtpCcnIyzZ8/qygUFBVCr1Qaz0fSTXKZmrDkSjWZkkgL6/dfb29uiMaOnp0dQtof+QNblLnXCB89MxwfnSvCHY/lQG9lDq8/xnHs4nnMPAZ5SPJY6EY+nTURCiOnZoERERERERPcbu05m9RcUFISgoCA89NBDaGlp0SW2SkpKDL6saG1txblz53Du3Dn4+/tDJpMhNTUV48ePt1H0RERkL/rPPgGguxBisLq6ukYkHv0ZSo62bG5gYKCgXF9fLyhrtVo0NTXpyiKRaFB/jwMDAwWJlsbGRqP1EhIScPToUd1ngtzcXINkVm1treD+iYmJRmeg6c/+UqvV+Oc//2lxzH1Gqo8Mh7+/PyZOnKhLOHZ3d6OkpARRUVGCeqO9xOBwdHZ2IicnB6Wlpbh37x46OjrQ3d09YsmqgeiPGbm5uWb3ZTPFHvoDWZ9YLMJLC6dg+qRxePXTm7jbYr4f1LcrsfX8HWw9fwexQV5YNy0UG2eEw8PFYf5tIyIiIiIiGhUO+V+Rj48P5syZgzlz5kChUCAvLw9yuRz5+fkGG5s3NDTg5MmTOHnyJCZOnAiZTIaUlBR4e3vbKHoiouHT/wJ+oP2b6FsjtfTYSO3H4+j095HS/8Jev+zi4jKoGT/u7u6CskKhMFrPzc0NUVFRuqTMnTt30NXVJZj5ZukSg6YeY7DspY8kJycLZs/l5uYKklktLS2CGXWmZqxZW09PD86cOYPLly/bNMnLMYNGwrQIPxz54Xz8++5bOJVv2TK1eTVt+K/Dudh2oRR/2pCK9El+oxwlERERERGR/bLrPbMs4ebmBplMhqeeegpvvvkmnn32WaSnp8PT09OgblVVFQ4dOoTf/va3NoiUiGjk6O8f42hL09kSv1AeWfr7FOn3Rf2LTJydnQfVvn59/fb665+c0mg0KCgoEJzvP/soICBAsA9af/rLwzm6xMREwQzA/Px8QQJcP8lnasaaNXV2dmL79u24cOGCzWcrcsygkTLOQ4qtm9Lxnw/HQiK2/D1W1azAk+9fwp9PFppdqpCIiIiIiGgsc8iZWaY4OTkhLi4OcXFx0Gq1KCoqwqlTpww2o7fWsjRERKNFf7ZKR0eHjSJxPPrJkaeeesriPZzIkH7SQ/9vrP7rPdhEkX59/eRZf9HR0ZBKpbqEV25uLpKTkwH0LkFcXV2tq5uYmGiyHf2Yw8LC8Pzzzw8qbqB3eUJ72CfJ3d0dU6dO1SX3Ojs7UV5erpt9ZY9LDO7fv1/w+wIADw8PpKSkICwsDO7u7gZLdH722WeCvc5Gin5/WLFihdH92IgsIRaL8IOFUzA9Yhz+c18Wimot67MaLfC/Jwtwobgef96QimAft1GOlIiIiIiIyL6MqWQWADQ1NSE7OxvZ2dkoKyvj0ltENCb5+QmXGrp79+6Q2qmoqMDhw4d15fj4eCxYsEBQR/8LY0cfV93chF8Ach+b4dF//fov6wcYvt7d3d1Qq9UWLzWov8Sbfnv9OTs7Iy4uDpmZmQCA4uJi9PT0wNnZ2eIlBo09xkgtO2hLycnJgplqubm5iIiIgEKhQFlZme64v7+/yRlr1lJWVobCwkLBsejoaKxZs8agf/U3mOUrB4NjBo2G6ZP8cOzfFuBySQM+v1GJo9k1UPQMPAvx6p1GPPznc/j92mQsSwiyQqRERERERET2YUwks2pra5GdnY2srCyDq3j7c3Z2RkJCAmQymRWjIyIaefr72VRWVqK7u9tg+cGBNDY24t69e7pyTEyMQR39mTCOvuSW/h5PtbW1SEhIsFE0jq+xsVFQ1p81KBKJMG7cODQ1NQHoTYbW19cjMDDQovZra2sF5XHjxpmtn5ycrEtm9fT0oKioCHFxcYLZRxMnTjRICPfn6+srKDc2NkKlUsHJyXE/NsXExMDFxUW3DGReXh6WL1+OwsJCwWw6e5iVlZubKygHBARg/fr1Nnv99ceMujrL9jsiGohELMLcqQGYOzUAb69W4Wh2DfZlVOJSSQPMXTfS3NmDl3bcwFOzwvHzR+Ph6jw6iVwiIiIiIiJ74rDfylRVVSErKwtyudzgi67+xGIxpk6dCplMhsTERLPLExEROQovLy8EBgbqElE9PT3IysrC9OnTB9VORUWFoOzv729QR39Wgv5MGUcTHh6OrKwsXbm0tNR2wYwB5eXlgvKECRMM6oSFhemSWUDvjClLkllqtdrg9xMeHm72PpGRkfD09NQtN5ebm4vIyEhBO+aWGAR6Zz72b0Oj0aC8vByTJ08eMGZ71bcU861btwAALS0taGpqGtSMNWvp31cAID093aaJRP0+d+fOHWi1WpvvK0Zji4eLE9ZNC8W6aaGoalbgLycL8dn1aBcWzAAAIABJREFUCrP3+eRyOW5VNGPrpnQEepuetUhERERERDQWiAeuYj9KS0tx8OBB/O53v8Nf/vIXnDp1ymQiKywsDKtWrcLPfvYzvPDCC0hLS2Mii4jGlJkzZwrKZ86cGdTyV11dXZDL5bqySCTC1KlTDerpJ7jq6+sHbFuhUNjt0mxTp04VfAldXl5u9qKI+5Uly0n29PQI+hAAhIaGGtSLjo4WlDMzMy1qPzc3V9CP/P39B5yZJRKJBMmqoqIiFBcX62Yf6Z83Rf+9cOPGjQHvY+9SUlIE5eLiYsG+oiEhIWZnrFmLWi1cak1/ppwx9fX1o7Y/WXh4uOAzZGtrK4qKikblsYgAYKKvG36/Lhl//Y4MXq7mE7nZVa147K8XIK9usVJ0REREREREtmHXySyNRoOCggLs27cPb7/9NrZs2YLz588bXLHbx9/fH4sXL8Ybb7yBV199FXPnzoWnp6eVoyYiso7k5GTBl7zt7e04cOCAYMkwc44cOSJIfiUmJhosEQf0fsHdn/5eNsZ8/fXXUCqVFsVhbb6+voiNjRUcO3LkiMWvmy05OzsLyqO5d8/ly5cHrHP+/HnBTD2pVGqQuAKAuLg4eHl56cq1tbXIyMgw23Z3dze++eYbwTH9BK4pycnJutsKhUKQiOqbuTWQWbNmCco5OTkoKSmx6PFHk34fGEzSOCIiAt7e3rry2bNnBe9Te5iVBQAeHh6CckNDg9n6XV1d2Ldv36D28xvM6yiVSpGWliY4duzYMbsd42jsWJEcgiM/nI+0cPMJ3ZrWLqz/+yWczLlnth4REREREZEjs+tk1ltvvYWtW7fiypUruqV+9Hl6emLu3Ll49dVX8cYbb2DJkiVGl8kiIhprJBIJHn/8cYjF3w7leXl52L17Nzo6OkzeT6FQYO/evYKl9qRSKRYvXmy0/qRJkwRfLtfV1eHatWtG62o0Ghw/ftzuZ7EsXLgQEsm3e4yUlZXhiy++0O0nZIxKpcL169fx5ZdfWiNEo/onhACgurp61PYwu379Os6cOWPy/K1bt3Du3DnBMZlMZnQWtFgsxqJFiwTHjh49ioKCAqNtd3V1Yc+ePYKLV/z8/JCammpR7MHBwQgICNCV79y5o7ttyawsAAgMDDRI7uzevXvAhFZdXR327t2Lqqoqix5nsPQTcfpLhZojEokEz6mtrU1wztLXZrTpz+67evWqyfdmdXU1tm7dirt37xqcM5fcGuzrOHfuXMGSqw0NDdi1a5fZsVaj0SA7Oxv/+te/zLZNZE6Ynzt2vzQbrz04FeZWtuxUqvG9Hdex9fydQSV2iYiIiIiIHIVd75ll6ipZqVSKhIQEyGQyREVFCb7IJSK6n4SFhWHp0qX46quvdMfy8/NRWlqKhIQE3SwUtVqN1tZWlJeXQy6Xo6enR1dfLBZj/fr1ghkb/YnFYsyYMQOnTp3SHTty5AgqKioQGxsLDw8PtLe3o66uDrdu3UJLS+9SR1Kp1G5nLgQGBmLZsmU4cuSI7lh2djbKysqQlJSE0NBQeHh4QKVSob29HZWVlZDL5ejs7IRYLMbixYuNzmIbbUFBQZBIJLpl2Nra2rB7926kp6cD6N3fzNgyf0N1+vRp5ObmIjU1Ff7+/nByckJTUxPkcrlBUsfT09MgYdVfWloa8vPzdQkstVqNXbt2ISYmBnFxcfDx8YFSqUR1dTUyMjIMEi2rV682mE1jTlJSkqDPAr0J4Li4OIvbePTRR1FZWalLqnV3d2PHjh2IiopCTEwMfH194eTkhO7ubtTV1aG4uFiXOPP09ERQUJDFj2Up/f3HDh06hEWLFsHPzw/t7e0DJqRSUlJw4cIFg+OTJk2ym9ns8fHxOH78uC5R29zcjC1btmDWrFkYP348xGIxGhoaUFBQoJsp2jfO9f/saG78Gezr6OnpidWrV2PXrl26Y6WlpfjrX/+KpKQkRERE6GLo7OxEdXU1cnJydONhTU3NqPQHuj84ScT48dIYzJkSgB99dgs1rcZn5Wq1wNuHcnCnvh2/WpkAJwn/RyIiIiIiorHDrpNZ/YnFYkRFRUEmkyExMXFQX2gREY1lM2fOhFQqxaFDh3RL5XV3dyMjI2PApdxcXV2xevVqo3tl9Td37lzk5+ejurpadywrK0swu6u/+Ph4AL1Ls9mr9PR0KJVKnDx5Unesra0NFy9eNHs/jeb/Z+++46us7///P0/Oyd7skcUMAcIeQhgyxAUOhogiQ62Co9XWTz9tv3Z8+umnw9aitaJtnYhgRWRoERHZgpBACJCQhJ0QRkhC9j7n/P7w55GYnCSE5Izkcb/dvN2u6zqv6zrP0He55fA67/fbopSUFI0YMaKlI9bi5eWlQYMGKTEx0XbtxIkTtn/QHzx4cLM1s6Kjo5WWlqbLly/r888/bzDXnDlz5OPjU2/drFmz9MEHH9SYKZWWlqa0tDS79xiNRs2aNUvh4eHXlb+uZlbfvn0bzHgtb29vLVy4UO+//76uXLliu37tn7k9KSkpdmc73ojhw4fryJEjtvOioiJ98sknkr5r1l076/D7OnbsqC5duujSpUs1rrvKEoPSN8sM3nzzzTX+v1lQUGB3HPr6+mr+/Plav359jWZWfTMtm/Ln2LdvX917773auHGjraFcXl6u+Ph4u7NVv3Xs2DGaWbhhY3q118an4/SDFQeVlJlvt27l1xk6l1uqv88bpmA/PjMBAAAAaB1c/ut6ERERuvvuu/X888/r4Ycf1tChQ2lkAcD3DB06VI8++qgiIyMbVW8wGBQTE6PHH39c0dHRDdYbjUY99NBD6tmzZ4O1AwYM0D333FNjSS5XFRcXpwceeKDGknT1MRgMGjJkiK1Z5wzTpk1T586d63zt2mbjjbrllls0fvz4Bmc/t2vXTvPnz1dERESDz/Ty8tIDDzyguLi4ehsu3+rUqZMWLFhwXbOpvhUaGlqrAdaUZfSCg4P18MMPa8SIEY2eCR4aGqo777xThvrWBGuiiIgITZgwoc7XzGazLl9ueM+ca/cUk65/xpojxMXFady4cQ3W9ejRQ0uWLFHnzp0VHBxc47WcnBy79zX1z3HQoEFatGjRdTWN+/XrZ5s9iZbXPsBbZ/94Z43/2gd4OztWs+kU6KN/P3aT7oztWm/d7hM5uvWlXdqRlu2gZAAAAADQslx6ZtZPf/pT9r8CgEbq2rWrFi1apMzMTKWmpurs2bMqKipSaWmpTCaTfH191aFDB0VGRiomJua6/3718fHRQw89pLS0NB09elSZmZkqKSmRyWRSYGCgIiMjbcttSaqxz5Yr69Onj3r16mWbbXP+/HkVFxfbZnj4+fmpXbt2ioyM1LBhwxQSEuLUvD4+Pnr44Yf19ddfKzk5WXl5efL09FS7du2adc8jg8GgyZMnKzY2VomJiTp9+rQKCwtVWVkpf39/derUSTExMRo0aJBMpsb/OmEymTR16lSNGDFCx44d08mTJ3X16lWVlJTI09NTAQEB6t69u6KjoxUdHX1DSwnHxsba9kLy9vZW3759m/QcHx8f3XnnnYqLi1NKSopOnTqlvLw8lZaWqqqqSp6engoKClKXLl0UExOjfv36ycPDwzZ7p7lNmjRJYWFh2r9/v7KyslRdXa3g4GBFRETYXS70WtHR0dqyZYvt/HpnrDnKlClTNHDgQCUkJOjcuXMqKChQdXW1/P39FRYWpsGDB9doxnfs2LHGLL+srCwNGzbM7vOb+ucYFhamRx55RKdPn9aJEyd07tw529+10jfj5dtm6tChQ9WpU6dm+NMAvuPjadQr84aqRwd//X37Sbt1lwrLtejteN0/Mlz/784YBfrwhUAAAAAA7stgZYdgANf4dm+lbwUFBTVqBgXgSIzT5vfSSy/Z9veRpKefflrt2rVzYiL356rjND4+vsZ+cXPmzHHqbEM4l6uOUzTORwfP6+cfH1GVuf6PdN1DfPXn2YM0tnfjZiK7GsYp3AHjFK6OMQp3wDiFO2CcOo/LLzMIAACA5nPtXno3MmMNgPPNHh6mlY+MVkgDe2Nl5ZfpgTf261cbjqm0stpB6QAAAACg+bj0MoP2VFdXKyMjQ2fPnlVubq5KS0tVUVEhb29v23JQUVFRioyMvK6ljwAAAFqzjIwMXbp0yXYeExPD70qAmxvds73WPRGnR9+N16krJfXWrth3TjvSrugvcwZrVA9m3wIAAABwH271rxclJSXavXu39u/fb9uXoD6+vr4aPXq0xo8fr4CAAAckBAAAcF27d++ucT5kyBAnJQHQnHp08NenT4/Xnzan6p29Z+utzcgr1dx/7tPDcT30X7dGy8eTJVEAAAAAuD63aWYlJydr7dq1Kimp/9uG1yorK9OOHTt04MABzZw5U7GxsS2YEAAAwHUdP35cJ0+etJ2Hh4crMjLSiYmA5ldRbdbWlOwa16b27yRvU+tv2Ph6GfWbuwbo1gFd9F8fJen81TK7tVar9OaeM9qelq0X5wzW0IhQByYFAAAAgOvnFs2s/fv36+OPP27y/aWlpVq5cqXuvvtujR07thmTAQAAuKaKigpduXJFFotFWVlZ2r59e43XJ02a5KRkQMspLq/Wk6sO1bh28Pmp8g5o/c2sb43p1V6fPzNBv990XO/vz6i39vSVEs16ba8en9hLz0zt0yaafgAAAADck8s3s9LS0rRu3bpa1zt16qS+ffuqa9eu8vf3l5eXlyorK1VaWqqLFy8qPT1dly9frnHPxo0bFRoaqpiYGEfFBwAAcIr09HS7XwaKi4tTjx49HJwIgKP4e5v0f/fG6raBXfTTj47oYkG53VqLVXptxyl9efyyXpwzRLFhwQ5MCgAAAACN49LNLLPZrA0bNshqtdquhYeHa/r06YqKimrw/oyMDH3yySfKyPjmG4lWq1UbNmxQnz592OwcAAC0anl5eXVej4mJ0eTJkx2cBoAzjO/TUZ8/O0G/+zRFHyacr7c2/XKx7n51jxaN7aEfT+urAG8+LwEAAABwHR7ODlCfo0ePKjc313Y+dOhQLV26tFGNLEmKiIjQ0qVLNXz4cNu1q1ev6ujRo80dFQAAwKWYTCYFBQXJw8ND3t7eioyM1D333KM5c+bIw8OlfwUE0IyCfDz1wuzBemvRCHUK9K631mKV3vrqjKa+uFObj12s8aVCAAAAAHAml/66XUpKiu24ffv2mj17tozG61vH3cPDQzNnztS5c+eUk5Nje+7QoUObNSsAAO7smWeecXYENLO4uDjFxcU5OwYAFzG5X2dteTZUv9mYrPWHL9Rbe6mwXEtWHtLkfp30P3cNUHg7PwelBAAAAIC6ufTXci9c+O5D1siRI5u8NKDJZNLIkSNt51lZWTecDQAAAADcSYifl166f6henz9c7f29GqzflpqtW5bt1Gs7TqnKbHFAQgAAAACom0s3s4qKimzH3bp1u6FnXXt/cXHxDT0LAAAAANzVbQO7aMuzE3RnbNcGa8urLPrT5lRNW7ZLnx1l6UEAAAAAzuHSzazq6mrbcVNnZX3r2r0hLBa+VQgAAACg7Wof4K1XHxym1+cPU5cgnwbrz+SUaOn7hzTztb06cCbPAQkBAAAA4Dsu3cwKCAiwHefm5t7Qs669/9rnAgAAAEBbddvArtr6k4l6ZFwPeRgark/MyNd9/9inR99N0MnsooZvAAAAAIBm4NLNrA4dOtiODx8+fEPPSkpKqvO5AAAAANCWBXib9Mvp/bXxqXEaHBbcqHu2Hr+sact26Wdrj+hCflkLJwQAAADQ1rl0M6t///6241OnTunrr79u0nP279+vU6dO1flcAAAAAIA0sHuwPn4iTv979wAFeje8zLvFKn0Qn6mb/7xDv95wTJcLyx2QEgAAAEBb5NLNrMGDB8vb29t2vn79en322WeqrKxs1P1VVVX6/PPPtW7dOts1Hx8fDR48uNmzAgAAAIC7M3oY9NCYKH35k4maPTxMhkYsPVhptujdfec04YXt+u0nKcouoqkFAAAAoHk1/HU7JwoICNCUKVO0adMmSZLVatWOHTt04MABDR48WH369FHXrl3l7+8vT09PVVVVqaSkRJcuXdKJEyeUlJSkkpKSGs+cMmWK/P39nfHjAAAAAIBb6BTko7/MGaxHx/fQnz5L1fa0Kw3eU1Ft0VtfndGqA+e0YEyUHp/QU+0DvBu8DwAAAAAa4tLNLEmaOHGiLl26pEOHDtmulZaWat++fdq3b991PWvYsGGaMGFCc0cEAAAAgFapX5cgvb14lPaeytEfP0vVkfMFDd5TXmXRP3ed1r/jM/XPh4ZrdM/2DkgKAAAAoDVz6WUGvzVnzhyNHTv2hp4xduxYzZkzp5kSAQAAAEDbMbZXB61/Ik6vzBuq8Ha+jbqnoKxKC98+oFNXils4HQAAAIDWzmC1Wq3ODtFYJ0+e1ObNm5WZmdnoe8LCwnTbbbepT58+LZgMaD3MZrMKCwtt50FBQTIajU5MBNTGOIU7YJzCHbS2cWqxWHW1tOb+uqF+XvLwaMTGT2i0ymqL/p2QqVe3ndSlwob3x4rtHqy1S8fKy9S071K2tnGK1olxClfHGIU7YJzCHTBOncfllxm8Vu/evfXUU08pMzNTx48f17lz55STk6OysjJVVFTIy8tLfn5+at++vaKiohQTE6Pw8HBnxwYAAADgAB4eBvZocgAvk4ceuilSc4aH6YMDGXp1xyldKaqwW380q0AvbU3XT2/r58CUAAAAAFoTt2pmfSs8PJwmFQAAAAA4kY+nUYvieuj+URFa+fU5vb7zlHKKK+usfW3nKU3s25H9swAAAAA0iVvsmQUAAAAAcE0+nkY9Or6ndv10ksb36VBnjdUq/fjDJBWUVTk4HQAAAIDWgGYWAAAAAOCG+XmZ9OKcwWrn71Xn61n5ZfrVhmMOTgUAAACgNaCZBQAAAABoFp2CfPTHmbF2X99w+ILWJ2Y5MBEAAACA1sAt98w6c+aM0tLSdOHCBV25ckVlZWWqqKiQ1WqVt7e3/Pz81LVrV0VERGjIkCEKCQlxdmQAAAAALayy2qKD567WuDY8MlReJr7D50jTBnTRvFERWn0go87Xf7n+mIZHhiq8nZ+DkwEAAABwV27TzLJYLNq3b5927typgoICu3Xl5eUqLy9XXl6ekpOTtXnzZvXv318zZsxQaGioAxMDAAAAcKSi8irN+9fXNa4dfH6q2gd4OylR2/XL6THafzpXp3NKar1WVFGtn3yYpNWP3SSjh8EJ6QAAAAC4G7f4imJubq5eeuklbdy4sd5GVl2sVquSk5P14osv6tgx1mcHAAAAgJbm52XSS/cPkclOs+rA2Tw9v/6YqswWBycDAAAA4I5cvpl1+fJlvfrqq7p8+fINPaeqqkrvv/++UlNTmykZAAAAAMCeQWEhevaWvnZfX30gQwvePKC8kkoHpgIAAADgjlx6mUGz2axVq1appKTm0hQmk0n9+/dXv3791LVrV4WEhMjb21sGg0Hl5eXKycnRmTNndOjQIV26dMl2n8Vi0UcffaTnnntOPj4+jv5xAAAAAKBNWTKxl3amXdGBs3l1vr7vdK7ufnWP/rVghPp1CXJwOgAAAADuwqWbWYcPH67RjJKkkSNH6tZbb1VgYGCd9/j5+SkiIkIRERGaOHGi4uPjtX79elVXV0uSioqKdPDgQcXFxbV4fgAAAABoy4weBv117mDd/vJuFZVX11mTmVemmcv3atncIbp1QBcHJwQAAADgDlx6mcGkpKQa57fffrtmz55tt5FVl5EjR2rhwoU1rrF3FgAAAAA4Rlion5bdZ3//LEkqrTTr8fcO6m9fnpDVanVgOgAAAADuwKWbWdfukxUVFaWbb765Sc/p27evBg4caDvPycm50WgAAAAAgEaa2r+zVj46WqF+nvXW/fWLdC1ZeVC5xRUOSgYAAADAHbh0M6uoqMh2PGzYsBt61oABA2zH39+DCwAAAADQsm7q2V4bnxqnfl3qX2nj8+TLumXZLm1MusAsLQAAAACSXLyZ5evrazvu0KHDDT0rODjYduzj43NDzwIAAAAAXL/wdn5au3Ssbmtgb6y8kkr9cHWifrDioC4XljsoHQAAAABX5dLNrNDQUNtxRcWNLTNx7f3XPhcAAAAA4Dj+3iYtf3CYnpnap8Harccv69aX92hd0mVmaQEAAABtmEs3s/r37287vnTp0g0969r9t6Kjo2/oWQAAAACApvPwMOiZqX31+vxh8vMy1ltbVF6t324+pSX/TtGFAmZpAQAAAG2RSzezhg8fLm9vb0nS/v37ZTabm/Qci8WiAwcOSJI8PT01atSoZssIAAAAAGia2wZ21dqlY9WnU0CDtQfOFWj+iiM6mV3sgGQAAAAAXIlLN7OCg4M1ffp0SVJ+fr7Wrl3bpOds2LBBeXl5kqQ777xTISEhzZYRAAAAANB0MV2D9OkPx+npyb1l8jDUW3u1tFoPv5ugbPbRAgAAANoUk7MDNGTUqFGqrq7Wxo0bdfDgQRUWFmrixIkyGOr/kCNJVqtVe/bsUWpqqqRvli3s2LGjTp482aj37t279w1lBwAAAAA0zNtk1E+mRev2gV3107VJOpZVaLc2K79ci9+J178fH6MAb5f/SAsAAACgGbj0b/579+5VVlaWsrKybNdOnDihEydONOl5KSkpSklJaVStwWDQH//4xya9DwAAAADg+vXvFqT1T8TpX7vPaNnWdFVWW+qsS75QqKUrD+qtRSPlaXTpBUcAAAAANAOXbmZt2LDBae9ttVqd9t4AAAAArl+wr6e2PDuh1jW4F5PRQ0tv7qVpAzrruTVJSszIr7Nu94kc/WztUf1lzqBGrdwBAAAAwH3xFTYAAAAArYLJ6KG+nQNr/Gdi1o7b6tUxQCsfGa3Y7kF2a9YeOq+/fpHuwFQAAAAAnMGlZ2b16NHD2REcorKyUgUFBSooKFBhYaHtuKCgQKNGjVJMTIyzIwIAAACAw/l7m/TGguGa9dpenc+vqLPmlW0n1SXYRw+OjnRwOgAAAACO4tLNrCVLljg7QouorKzUe++9Z2tYlZWV2a3t16/fDb3X8ePHlZKSonPnzqmwsFDl5eXy8fFRSEiIoqKiNHToUEVGNv5DX35+vnbv3q20tDRdvXpVkhQaGqro6GiNHz9eISEhN5QXAAAAAK7VIcBbf5/TX4tWHlV+WXWdNb9cf0ydA300tX9nB6cDAAAA4Agu3cxqrcxms9LS0lr0PbKysrRmzRpduHCh1mulpaUqLS3VhQsXtHfvXvXr109z586Vv79/vc9MT0/XypUrVV5eXuN6dna2srOzFR8fr/nz56tv377N+rMAAAAAaNsi2/nq5VkxeuyDZFVUW2q9brFKS98/qD/MHKTZw8OckBAAAABAS2IB+VYoOTlZy5cvr7ORVZfU1FS98sorKioqsluTnZ2tFStW1Ghk+fn5yc/Pz3ZeXl6uFStWKDs7u+nhAQAAAKAOg7oH6g939ZWHoe7Xq8xWPbcmSS9uSZPVanVsOAAAAAAtiplZTmAymTR16tQ6X0tOTtbFixeb/Ozz589r1apVqqqqsl3z8/PTqFGjFBkZKT8/PxUVFSklJUWJiYm2D3l5eXlauXKlli5dWudzt2zZosrKSklShw4dNG/ePIWHh0uSMjIytHr1auXm5qqyslJbtmzR/Pnz7WZMS0tTr169ZDIx/AAAANB8qs0Wnc4pqXGtZwd/mYx8h6+1mNSnnX4zo79+tTHFbs0r207qXG6pXpg9SD6eRgemAwAAANBS6CY4gaenp6ZNm1bna1evXm1yM8tqtWrt2rU1GlkRERFavHhxrSUEBw0apEGDBmnFihWyWL5ZpuPMmTNKTk7WgAEDatSazWYdP37cdj537lxbI+vb95g7d66WL18u6Zt9uiwWizw8av+jQXp6ut58802Fhobq/vvvV48ePZr0swIAAADfV1BWpWnLdtW4dvD5qWof4O2kRGgJD46O0KXCCi3fccpuzcakC7qQX6Z/Lhihdv5eDkwHAAAAoCXwFcVWJC0tTVlZWbZzX19fLVy40O5eWP3791dcXFyNa4cPH65VV1JSYmuQ+fj4KDIyslZNVFSUfHx8JElVVVUqKSmpVVNRUaG1a9fajjt06NDInwwAAAAAvvNft0Zr0dioemsSzl3Vvcu/0ukrxY4JBQAAAKDF0MxqRVJSai61MWrUKAUGBtZ7z4gRI2qcZ2Rk1Kqprq62Hfv6+tp91rWvXTs77FufffaZrl69KkmaPn16g9kAAAAAoC4Gg0G/ntFfv5reXwY7e2hJ0rncUt27fK/+c+Qi+2gBAAAAboxmVivy/eUJ+/Tp0+A9358dVVRUVKvGaPxunfny8nK7z7r2te/vh3XmzBnt27fPluv7TTQAAAAAuB4Gg0EPj+uhf8wfLt969sYqKKvSk6sOaeHb8TqbU3sFCQAAAACuj2ZWKxIYGKju3bvb/mvfvn2D91RUVNQ4r2ufq4CAAFtzqqysTJmZmbVqMjMzVVZWJumbPcGuXdqwqqpKa9askdVqlZeXl2bNmnVdPxcAAAAA2DNtQBd9+PgYdQqsf2+0XelXNO2lXVr2RbrKq8wOSgcAAACgOZgaLoG7WLBgwXXfk5ubW+O8rgaY0WhUv379dOzYMUnS6tWrNW/ePIWHh0uSLly4oA8++MBWHx0dXWM21xdffKGcnBxJ0m233aZ27dpdd04AAAAAsCc2LFjrn4zTw+/EK/VS7dUmvlVZbdHLX57Q+sNZ+p+7Bujm6E4OTAkAAACgqWhmtXHfNqi+1bt37zrrpk2bptTUVFVXVysnJ0evvPKK/Pz8ZDAYVFLy3VIdJpNJt9xyi+08MzNTu3btkiRFRERo7NixLfBTAAAAAGjruoX4as2SMXpqVaJ2pl+pt/ZcbqkWvR2vO2O76vf3xirYz9NBKQEAAAA0Bc2sNqyqqkqHDh2ynRsMBo347pu7AAAgAElEQVQcObLO2i5dumj+/PlatWqVKisrJUmlpaU1ary8vDRv3jx17dpVkmQ2m7VmzRpZLBYZjUbNnj27zmUMXYXZzFIjUu0/B/5c4IoYp3AHjFO4g9Y2Ts0WS53X3P3nauuuZ5z6eXron/OH6q9bT+iNPWdltljrffZ/jl5UysUC/XP+MPXsGNAsedE2tba/T9H6MEbhDhincAdteZxeuxqbM9DMasO2bdumoqLvluAYNGiQunTpYre+f//+eu6557R7926lpaXp6tWrslqtCgkJUd++fTVhwoQaSwhu27ZNly5dkiRNmjSp3me7gsLCQmdHcEnXzrwDXBXjFO6AcQp34O7jtKi0qva1oiJ5mpl105o0ZpwuGdNVk3oF6Q9bTispy/6yg5J0JqdU9762T3+6q6/G9gxtrpho49z971O0foxRuAPGKdxBWxqnoaHO/V2ZZlYblZmZqe3bt9vOfXx8NH369AbvCwkJ0YwZMzRjxox66y5duqRt27ZJkjp37qzJkyffWGAAAAAAuA7Rnfz11oMDtfFotl7ecU75ZdV2a4srzHr6o+N6dlKUHhzRVQaDwXFBAQAAADTIddd8Q4spKyvT+++/L8s1y7DMmDFDwcHBzfJ8i8WiNWvWyGw2y2AwaPbs2TKZ6JsCAAAAcCwPg0H3DOqsdT8YqpmDO9dba7FKL247q//57JQqq2svWQkAAADAeegwtDEWi0WrV69WXl6e7drAgQPt7pXVFLt27VJmZqYkaezYsYqMjGy2Z7ekoKAgZ0dwCWazucb0WH9/f6evhwp8H+MU7oBxCnfQ2sZplbGy1rXAwEAF+Xs5IQ2aS3OM06Ag6c/3tdcDN+Xrvz8+qlNX7C8Hs+Fots4XVmr5A0PVIcC7ybnRtrS2v0/R+jBG4Q4Yp3AHjFPncXoz64MPPnD4exoMBs2dO9fh7+sKNm/erNTUVNt5aGioZs+e3WzPv3Llir744gvbs2+77TZJktVq1eHDh5WQkKCsrCxVVFQoICBAUVFRGj9+vCIiIpotQ1Pxl07djEYjfzZweYxTuAPGKdyBu49To0fthSeMHh5u/TOhthsZpyN6tNe6J+P0o9WJ2p52xW7dwXP5mvna11r1g9GKbO/f1Khow9z971O0foxRuAPGKdwB49RxnN7MSkxMdMr7tsVmVnx8vHbs2GE7NxqNevDBB+Xn59csz7darfroo49UVfXNxtszZ86Ut7e3qqqq9N5779VooklSQUGBkpKSdOTIEd16663sqwUAAACgxQX5eOqNhSP1wuZU/WPXabt1Wfllmv/mfn20ZKw6B/k4MCEAAACA72PPrDbi1KlT+vjjj2tcmzlzZrPOiNq3b5/OnDkjSRo2bJiio6MlSR9//HGNRpaHh0eNJf2sVqs2b96sQ4cONVsWAAAAALDH6GHQz++I0YtzBsvLaP9jcWZemRa8eUAFpVUOTAcAAADg+5w+Mwst78qVK3rvvfdkNptt1yZNmtSs+2RdvXpVmzZtkvTNOqEzZsyQJGVlZengwYO2uilTpmjKlCkymUwqKirShx9+qLS0NEnSf/7zHw0aNEgmE8MSAAAA1y/Qx1Orf3BTrWuAPbOGh6lHR389tuKgcoor6qxJu1ykxe8c0MpHR8vPi88qAAAAgDO49G/iISEhGj16dI1ZPLg+paWlevvtt1VaWmq7Fhsba9vLqrmsXbtWlZXfbLh99913y9//m3Xljxw5YquJiYnRrbfeajsPDAzUgw8+qD//+c8qKipSUVGRTp8+rb59+zZrNgAAALQNXiYPjenV3tkx4GaGRYTqk6fj9IMVCTqWVVhnzaGMfC1ZeUhvLBghLxMLnAAAAACO5vRm1rhx45SYmKiSkpJar+Xn5+uLL75Qv379NHr0aPXr188JCd2X2WzWihUrlJOTY7sWHh6u+++/XwaDodneJz4+Xunp6ZK+aVgNGTLE9tqlS5dsx4MGDap1r4+Pj6Kjo5WQkCBJunz5Ms0sAAAAAA7VNdhXq39wk+b962u7Da1d6Vf04w8P6+X7h8ro0XyfpwAAAAA0zOnNrBkzZuiOO+5QSkqKrSlitVptr1ssFqWkpCglJUUhISEaNWqURo4cyWytRli7dq1On/5uQ+OQkBAtWrRInp7Nt9RKYWGhPv30U0nfNKbuvffeGq9XVHy3VEdwcHCdzwgJCbEdl5eXN1s2AAAAAGisQB9PvbN4lO57fZ9O59T+sqUkfXrkooJ9PfW7ewY26xcEAQAAANTP6c0sSTIajYqNjVVsbKwKCwuVkJCghIQE5ebm1qjLz8/Xli1btHXrVsXExGjUqFHM1rJj27ZtttlOkuTt7a3FixcrMDCwWd9n3bp1KisrkyTdfvvtNRpTAAAAAOBOOgR4671HR2v2a3t1saDuL9q9vz9DIX6eem5aNA0tAAAAwEFcopl1raCgIE2ePFmTJ0/WmTNndODAAR09elRVVVW2GovFouTkZCUnJzNbqw5Hjx7V559/bjv38PDQgw8+qK5duzbr+xw+fFjJycmSpB49euimm26qVePt7W07LigoqPM5+fn5tmMfH59mzQgAAAAA16N7iK/ee2SU5ry+T1dLq+qseXX7KV0pqtDv7ollDy0AAADAAVz6t+4ePXpo7ty5+uUvf6mZM2cqIiKiVs23s7X+8Ic/6N1331VaWpoTkrqOzMxMffDBBzWWarzrrruafQab2WzWZ599JkkymUyaNWtWnd9K7Ny5s+346NGjtV6vrKys8b9Zp06dmjUnAAAA2g6Lxarc4ooa/1ks1oZvBL6nd6dAvbN4lPy8jHZrPkw4r4fe3K+rJZUOTAYAAAC0TS43M6su3t7eGj16tEaPHq3s7GwdOHBAhw4dUknJd+uY17W31ogRI+zu09Qa5efn65133qkxi613797q3r27zp071+jn+Pj41GhC1cVoNOqxxx7TunXr1LNnT7tNqEGDBmnHjh2SpJSUFG3ZskWTJ0+WyWRSSUmJ1qxZo6KiIklSQECAevbs2eicAAAAwLWullZq+O+21rh28Pmpah/gbecOwL7B4SH614IRWvx2vCrNljpr9p/J0z3Lv9KbC0eqd6cABycEAAAA2g63aGZdq1OnTpo+fbpuv/12HT9+XPHx8UpPT5fF8t2Hi2v31urXr59Gjx6t6OjWv5751q1bbY2hb508eVInT568ruf07NlTS5YsabCuffv2evTRR2v82X9fWFiYhg0bpkOHDtkybtu2TYGBgSosLKwxg+z222+Xp6fndWUFAAAAgJYS17uD/jZviJ54/5DsTfI7l1uqe5d/peUPDtP4Ph0dGxAAAABoI9yumfUto9GogQMHauDAgSoqKlJCQoISEhKUk5Njq2lrs7XMZrNT3tfDo/7VKmfOnKmSkhLbcoIWi6XW/llTpkzRyJEjWywjAAAAADTFbQO76qX7h+q5D5PsztAqKq/Worfj9ZsZ/fXQmCjHBgQAAADaALdtZl0rMDBQkyZN0qRJk3T27FkdOHBAR44cqbHc3vdnay1cuNCJidsWLy8vLV68WElJSUpISFBWVpYqKirk5+enqKgojRs3Tj169HB2TAAAAACo012Du6l7iI8eW3FQuXb2yDJbrPrlhmQdyyrUr2b0l793q/i4DQAAALgEg/Xadd5akcrKSh0+fFj79u3ThQsXar3+pz/9yQmpANdnNptVWFhoOw8KCpLRaH/ja8AZGKdwB4xTuIPWNk5ziyvYM6sVcqVxmplXqkffTVDa5aJ666La+2nZ3CEaGhHqoGRwNlcap0BdGKNwB4xTuAPGqfPUvz6cG8vJydHFixd19epVZ0cBAAAAALQC4e389NHSMZrcr1O9dWdzSzX79X16eesJVdtZmhAAAABA47WqdQ9KS0uVmJiohISEOmdjSVJwcDB7MwEAAAAAmiTQx1P/WjBCv990XG/uOWO3zmyxatnWdO1Iz9ZLc4cosr2/A1MCAAAArUuraGalp6crPj5eycnJMpvNtV43GAyKjo7W6NGj1a9fP3l4tNoJaQAAAACAFmb0MOiX0/urd6cA/XL9MVVb7K/en5iRr9tf3q1fz+iv+0aEy2AwODApAAAA0Dq4bTMrLy9P8fHxOnjwoAoKCuqsCQ4O1ogRIzRq1CiFhIQ4OCEAAAAAoDWbNypCvToG6Nl/H1ZWfpndutJKs/577VFtOnpJ/3fvQIWF+jkwJQAAAOD+3KqZVVVVpSNHjig+Pl5nz56V1Vr722/MwgIAAAAAOMqoHu302TPj9esNyVqXmFVv7c70K5q2bJeemxathWOjZPRglhYAAADQGG7RzMrIyFB8fLySkpJUUVFRZ01QUJBGjhzJLCwAAAAAgEMF+Xhq2dwhmtSvk55fd1SF5dV2a0srzfrtpynakHRBf5oVq35dghyYFAAAAHBPLtvMKi4u1sGDB5WQkKDs7Ow6awwGg/r27avRo0crJiaGWVgAAAAAAKe5a3A3jYgM1XNrkrT3VG69tUmZ+Zr+tz1aenMvPTmpt3w8jQ5KCQAAALgfl2pmWSwWHT9+XAkJCUpNTZXFYqmzLigoSCNGjNDo0aOZhQUAAAAAcBndQny18pHReuurM3phc5oqzXV/rpWkaotVr2w7qU1HL+rl+4dqYPdgByYFAAAA3IdLNLOys7MVHx+vQ4cOqbi4uM4aZmEBAAAAANyBh4dBj47vqfF9Ouq/1x7R4cz8eutPXSnRzOV79fM7+mnR2CgZDOylBQAAAFzL6c2sV199VRkZGXZfDwwMtO2FFRoa6sBkAAAAAAA0XXSXQK1dOlYr9p3Vnz9PU2ml2W5tpdmi//kkRV+dzNELswernb+X44ICAAAALs7pzSx7jSyDwaDo6GjFxMTIaDTq5MmTzfq+I0eObNbnAQAAAHCuAB+TXn1gWK1rgDMZPQxaHNdDt/TvrP+37ph2pl+pt37r8Wzd8fJuvXT/EN3Us72DUgIAAACuzWU/2VmtVqWmpio1NbVFnk8zCwAAAGhdvE1G3Tmoq7NjAHUKC/XTO4tHasPhC/qfT5J1tbTKbu2lwnI98K+v9fTkPnp6cm+ZjCyzDwAAgLaN34gBAAAAAHAAg8Gge4Z219YfT9QdsV3qrbVYpZe/PKHpr+zRx4fOq7La4qCUAAAAgOuhmQUAAAAAgAO1D/DWqw8M0x9mxsrbVP/H8tRLRfrxh0ka/8I2Ld9xUvmllQ5KCQAAALgOpy8zOHz4cGdHAAAAAADAoQwGg+aNitDwyFA9teqQ0i8X11t/ubBCL2xO0ytfntR9I8K0OK6Hojr4OygtAAAA4FwGq9VqdXYIAK7DbDarsLDQdh4UFCSj0ejEREBtjFO4A8Yp3AHjFO6gLYzT8iqz/vfTFL2/P6PR93gYpAVjovTzO/rJ29S6/jzcUVsYp3BvjFG4A8Yp3AHj1HlYZhAAAAAAACfy8TTq/+6N1WsPDlOQT+MWULFYpXf2ntV9r+/T+aulLZwQAAAAcC6nLzMIAAAAAM0ht7hCw3+3tca1g89PVfsAbyclAq7P7bFdFRsWrN9+kqItKZcbdU/S+QJNf2WPXpo7RDdHd2rhhAAAAIBzMDMLAAAAAAAXERbqp38uGKGtP56oB0ZHyNvU8Mf2/NIqLX4nXsu+SJfZwk4CAAAAaH1cuplVUFCg8+fP6/z588rPz3d2HAAAAAAAHKJ3pwD9/t5Y7fv5FP3klr7q0MAMQ6tVevnLE1r09gHllVQ6KCUAAADgGC63zGBubq62b9+u48ePq7i4uMZr/v7+iomJ0cSJE9WpE8snAAAAAABat3b+Xnp6Sh89NrGnNhy+oD9/nqYrRRV263efyNH0v+3Wa/OHa3B4iAOTAgAAAC3HpWZmbd++XX/5y18UHx9fq5ElSSUlJUpISNCyZcv0xRdfOCEhAAAAAACO520y6r4R4frP0+M0qke7emsvFJTrvn/s06ajFx2UDgAAAGhZLtPM+uSTT7R582ZZLJYGay0Wi7Zu3ap169Y5IBkAAAAAAK6hU5CPVj06Wo9P6FlvXUW1RU+8f0jLd5yU1co+WgAAAHBvLtHMSkpK0p49e2pd9/X1VVhYmMLDw+Xv71/r9a+//lqJiYmOiAgAAAAAgEswGT308zti9Pr84Qr0rn/3gBc2p+mnHx1RZXXDXxwFAAAAXJXT98yyWCzatGlTjWthYWG6/fbb1atXLxkMBtv1s2fP6rPPPtPZs2dt1z777DMNHjxYHh4u0ZcDAAAAAMAhbhvYRdFdArV05UGlXiqyW7fm4HllXi3V6/OHK8TPy4EJAQAAgObh9A5QcnKy8vPzbecDBw7UE088od69e9doZElSVFSUlixZoqFDh9quFRQU6NixYw7LCwAAAACAq+jRwV/rnojTPUO61Vv39ek8zVy+V2dzShyUDAAAAGg+Tm9mpaen2479/f01d+5cGY1Gu/UGg0GzZ89WYGCg7dqJEydaNCMAAAAAAK7K18uoZXOH6Ce39K237nROie5d/pW2p2U7KBkAAADQPJzezMrMzLQdDx8+XF5eDS95YDKZNHz4cNt5RkZGi2QDAAAAAMAdGAwGPT2lj/42b6i8TPY/6l8trdLit+P184+Pqrii2oEJAQAAgKZzejOrsLDQdhwZGdno+8LDw23HRUX21wYHAAAAAKCtuGtwN63+wU1q71//F0VXH8jQ7S/v0v7TuQ5KBgAAADSd05tZZWVltuOAgIBG3+fv7287Li8vb9ZMAAAAAAC4q+GRoVr/ZJz6dKr/M3ZmXpnu/9fX+t2nKSqvMjsoHQAAAHD9nN7MslgstmMPj8bHuXZfLbOZX7oBAAAAAPhWeDs/fbR0rMb36VBvndUqvbHnjKa/skdHzuc7KB0AAABwfZzezAIAAAAAAM0v2NdTby0aqUfH9Wiw9mR2se5+9Ss980GiMnJLHZAOAAAAaDyTswMAAAAAQHPw9zbpt3cPqHUNaMs8jR56fnp/TYnprOfWJCkrv8xurdUqrT98QZ8euah5oyL09JTe6hTo48C0AAAAQN34ZAcAAACgVfDxNGrBmChnxwBc0phe7bX5mfH63afH9e+EzHprqy1Wvff1OX108LwWx0Xp8Ym9FOzr6aCkAAAAQG0sMwgAAAAAQBsQ6OOpP80epLcWjVDHQO8G68uqzFq+45QmvLBd7+49K6vV6oCUAAAAQG00swAAAAAAaEMm9+usLc9M0J2DujaqvqCsSr/emKynVieqtLK6hdMBAAAAtblUM8tgMDg7AgAAAAAArV6ov5defWCY/vnQcPXuFNCoe/5z5KJmLt+rzLzSFk4HAAAA1ORSe2a9/fbbMpkaF6m6uua3wX7/+99f13v94he/uK56AAAAAABam2kDumhyv076ODFLL289oaz8snrrUy8Vacbf9+jVB4YprncHB6UEAABAW+dSzaySkpIm31tQUNCMSQAAAAAAaBtMRg/dNyJcdw/ppve/ztDft59UXkml3fr80io99OZ+/eKOGD0yrgerrAAAAKDFuVQzCwAAAACaKq+kUlP/urPGta0/nqh2/l5OSgS4F2+TUQ+P66H7Robrzd1n9NrOkyqvstRZa7FKv/vPcR3LKtAfZw2Sj6fRwWkBAADQlrjUnlkAAAAA0FRWq1V5JZU1/rNarc6OBbidAG+TfjS1j9YuHavuIb711q4/fEFz/7FPV+uZyQUAAADcKKfPzPrZz37m7AgAAAAAAOB7BnQL1idPj9OT7x/SvtO5duuSzhdo3r++1spHR6tDgLcDEwIAAKCtcHozKzQ01NkRAAAAAABAHdr5e+m9R0bp95tS9dZXZ+zWpV4q0tx/7NOqH9ykzkE+DkwIAACAtoBlBgEAAAAAgF0mo4d+NaO//nrfYHmZ7P8zwqkrJbrvH/uUlV/mwHQAAABoC2hmAQAAAACABs0cFqaPloxR12D7M6/O5Zbqvtf36VxuiQOTAQAAoLWjmQUAAAAAABplUFiI1j0Rp54d/O3WZOWX6b5/7NOpK8UOTAYAAIDWzOWbWWVljV+eoLi4WImJidq5c6f27t2r48ePq7q6ugXTAQAAAADQtnQJ9tEHj9+kvp0D7NZcLqzQ3H/sU+qlQgcmAwAAQGtlcnaA77NarUpISFBiYqLOnj2rjh076tlnn633npKSEn366adKTEyU1Wqt8Zq3t7fGjRunyZMny2RyuR8XAAAAAAC30ynQRx88NkYPvblfyRfqbljlFFdq7j++1psLR2hEVDsHJwQAAEBr4lIzs7Kzs/XSSy/po48+0qlTp2Q2m2s1p74vPz9fr776qg4dOlRnbUVFhb788ku99tprKi8vb6noAAAAAAC0Ke38vbTq0Zs0JDzEbk1BWZUefGO/tiRfcmAyAAAAtDYu08w6d+6cli9frkuXGv8Lrtls1rvvvqvc3NwGa8+fP6+33367weYYAAAAAABonGA/T733yCiNjAq1W1NRbdGSlQe1+kCGA5MBAACgNXGJZlZRUZFWrFhRa38sPz8/denSxe5927Zt04ULF2znBoNB0dHRuvnmmzVmzBh17NixRv3Zs2e1c+fO5g0PAAAAAEAbFujjqXcfHqW43u3t1lis0s8/PqqXt57gS6YAAAC4bi6xidSGDRtUXFxsO+/YsaPuuusu9enTRwaDoc57iouLtWvXLtu5r6+vFi1apKioqBp1e/fu1caNG22/LO/YsUNxcXHy9PRs/h8EAAAAAIA2yM/LpDcXjtST7x/Sl6nZduuWbU1XdlG5fnv3QBk96v68DwAAAHyf02dmZWdn6+jRo7bzbt266cknn1Tfvn3tNrIk6cCBA6qsrLSdz5o1q1YjS5LGjh2r6dOn287Lysp05MiR5gkPAAAAAAAkST6eRv3joeG6b0RYvXXv78/QE+8fVGlltYOSAQAAwN05vZl1bSPLaDRq/vz58vX1bfC++Ph423FYWJhiY2Pt1o4bN67GkoMnT55sYloAAAAAAGCPyeihP80apKcm9a637vPky7r1pV3alX7FQckAAADgzpy+zOCpU6dsx7GxsWrf3v4a29+6cOGC8vLybOdjxoxp8J7Bgwdr69atkqTz5883ISkAAAAAV+brZdSPpvSpdQ2AYxkMBj13a7Q6BnrrN58ky94WWZl5ZVrw1gHdO7S7nr8zRu0DvB0bFAAAAG7D6c2s3Nxc23GfPn3qqfzO8ePHbcdGo1EDBw5s8J7u3bvbjq/dnwsAAABA6+DnZdKzt/R1dgwA/7+FY6PUMdBbz3xwWJVmi926dYlZ2p6Wrefv7K9Zw7rXu+UAAAAA2ianLzNYUlJiOw4JCWnUPampqbbjqKgo+fj4NHiPn5+f7bi8vPw6EgIAAAAAgKa4I7ar3n14lAK96/8ubX5plZ5bk6QH39ivU1f4AioAAABqcnozy3rNegMeHg3HKS4uVmZmpu08Ojq6Ue9TVVVlO/by8rqOhAAAAAAAoKnG9GqvD5eMUdfghr+IuvdUrqa8uFML3jqgz5MvqbqeGV0AAABoO5zezLp2xlRhYWGD9YcPH67RAGtsMysnJ6fO9wQAAAAAAC0rpmuQNj8zQQ+MjmhU/a70K3r8vYOK+9M2LfsiXRcLylo4IQAAAFyZ05tZ7dq1sx2fOXOm3lqLxaKvvvqqxr1dunRp1PucOHHCdtytW7frTAkAAAAAAG5EsK+nfn9vrNYsGaNeHf0bdc/lwgq9/OUJxf1xm36wIkHpl4taOCUAAABckdObWVFRUbbjxMREFRXZ/8V03759ysvLs52PGjWqUe9x9epVHT9+3Hbeo0eP6w8KAAAAAABu2Miodtr0o/F6ZmofeRkb988SFqv0Rcpl3fm33dp09GILJwQAAICrcXoza/DgwbbjiooKvfvuu3U2tFJTU7Vp0ybbube3d6ObWevXr5fF8s0620ajUUOGDLnB1AAAAABcTX5ppW75684a/+WXVjo7FoA6eJuMemZqX2360TiNjApt9H1VZqueWnVI6xLPt2A6AAAAuBqTswN069ZNvXv31smTJyVJmZmZeuGFFzRo0CB169ZNVqtVp0+fVkpKSo29siZMmCB///qXJaiurtaGDRuUmppquzZ48GAFBAS0zA8DAAAAwGnMFqtOZBfXugbAdfXuFKh/PzZG6xKz9MaeMzp+seG9tC1W6ccfJqmiyqL7RzVuDy4AAAC4N6c3syRp1qxZWrZsmSorv/nWZGVlpRISEuzWd+/eXZMmTbL7elJSkjIzM3X06FHl5+fbrnt7e+uOO+5ovuAAAAAAAOCGeHgYNGt4mGYO667EzHyt2p+hT5IuqKLaYvceq1X62cdHVWm2aMGYKMeFBQAAgFM4fZlBSWrXrp0WLlwoT0/PRtUuWLBARqPRbs2XX36p3bt312hkGQwGzZw5U4GBgc2SGQAAAAAANB+DwaBhEaH6y5zBOvCLqfrV9P7q1bH+FVl+tSFZ/9x1ykEJAQAA4Cwu0cySpN69e+vJJ59URIT9JQJiY2P15JNPKiQk5LqebTAYNGPGDPbKAgAAAADADQT7eerhcT209ccT9dSk3vXW/n5Tql758oSDkgEAAMAZXGKZwW917dpVTz75pLKyspSenq6CggIZDAaFhoaqf//+6tChw3U/MyIiQjNmzKi3SQYAAAAAAFyPwWDQc7dGy8fTQ3/Zkm637sUv0lVebdZz06JlMBgcmBAAAACO4FLNrG91795d3bt3b/L9EyZMkIeHhyIiIprUAAMAAAAAAK7jqcl95ONp1O/+c9xuzavbT6m8yqLn74yhoQUAANDKuGQz60aNGDHC2REAAAAAAEAzenR8T3mbPPTLDcl2a97cc0YV1Wb99q6B8vCgoQUAANBauMyeWQAAAAAAAPV5aEyUXpg1SPVNvFr5dYZ+uvaIzBar44IBAACgRdHMAgAAAAAAbuO+keF6ae4QGeuZefXRwfN69t+HVWW2ODAZAAAAWgrNLAAAAOX0XmsAACAASURBVAAA4FbuHtJdf583VJ5G+w2tjUkX9NSqQ6qspqEFAADg7mhmAQAAAAAAt3N7bFe9Pn+4vIz2/2nj8+TLWrLyoMqrzA5MBgAAgOZGMwsAAAAAALilKTGd9eaiEfLxtP/PG9tSs/XgG/t1saDMgckAAADQnGhmAQAAAAAAtzW+T0e9s3iU/L2MdmsOnruqO/+2RzvTrzgwGQAAAJoLzSwAAAAAAODWburZXiseGa1Ab5PdmrySSi16+4Be3JIms8XqwHQAAAC4UfZ/ywMAAAAAN+LtadRDN0XWugagbRgeGapVP7hJD721X/mlVXXWWK3SK9tOKuHsVb08b4g6Bfo4OCUAAACagmYWAAAAgFYhwNuk/71noLNjAHCi2LBgffDYTZr/xgHlFFfYrdt3Old3vLxHf5s3RGN7dXBgQgAAADQFywwCAAAAAIBWo1+XIH3ydJyGR4bWW5dTXKH5b+zX7z5NUWlltYPSAQAAoCloZgEAAAAAgFala7CvPnjsJj02oWe9dRar9MaeM7r1pV3afeKKg9IBAADgetHMAgAAAAAArY6n0UO/uCNG/3xouIJ86t9lITOvTA+9eUA/+TBJV0sqHZQQAAAAjUUzCwAAAAAAtFrTBnTRf344XoPCghusXXvovKb+dac2Jl2Q1Wp1QDoAAAA0Bs0sAAAAAADQqoW389OaJWO0aGxUg7W5JZX64epEPfJugi4VlLd8OAAAADSo/nn2AAAAAOAmCsqq9NiKhBrX/rlghIJ9PZ2UCIAr8TYZ9Zu7Bmhsr/Z6fv0xZRdV1Fu/LTVbtyzbqd/MGKCZw7rLYDA4KCkAAAC+j2YWAAAAgFah2mzR/jN5ta4BwLWmDeii0T3b64+fpWr1gYx6a4vKq/WTNUn67NhF/f7eWHUK8nFQSgAAAFyLZQYBAAAAAECbEuzrqT/MjNW/H7tJPTv4N1i/9Xi2blm2S+sTs9hLCwAAwAloZgEAAAAAgDZpdM/22vSj8XpqUm+ZPOpfRrCgrErP/PuwHnvvoLKL2EsLAADAkWhmAQAAAACANsvH06jnbo3WJ0+P06Cw4Abrv0i5rCkv7tRbe86oiqVMAQAAHIJmFgAAAAAAaPNiugbp46Vj9V+3RsvTWP8sraLyav320xTd8fJu7TmR46CEAAAAbRfNLAAAAAAAAEkmo4eenNRbnzw9TgO7BzVYfyK7WPPf3K8nViXqQgFLDwIAALQUmlkAAAAAAADX6NclSOueiNOPb+nb4F5akvR58mXNfOOwlu/OUFmV2QEJAQAA2haaWQAAAAAAAN/jafTQD6f00canximma8OztCqqLfrX3vOa8+Zh7TpxxQEJAQAA2g6aWQAAAAAAAHb07xakDU/G6ae3RcvPy9hgfVZBhRa/c1A/XJ2oK0UVDkgIAADQ+tHMAgDg/2PvPqOrLPP27x+7pJBGSCIBgQChBFCqlNCrFBVRQDGCDoyIo45l1BlnvL3nP+M49zj2PiqKDipVwYKAgIi0UCNFAon0EEqAhCSk7fq84DEaIMkGk2uXfD9rsdYuv2vngHUu2pHzvAAAAIAqBFvNum9Qa3372CDd3LWJR9d8sf2ohr6wSnM2HZbL5a7lhAAAAIGNMgsAAAAAAMAD8VGhemlCF33yu966ukn1Rw8WlDr05wU7dds7G7Q3p9CAhAAAAIGJMgsAAAAAAOASdG8Ro8/v76d/je2omPDgauc3HczVqFfWaNbGwwakAwAACDyUWQAAAAAAAJfIYjYppWeCvn10kG7v2azaebvTrScW7tTHGw8ZkA4AACCwUGYBAAAAAABcpvphQfrHmKv0/sSrlRhbr9r5Jz/7QQvSjhiQDAAAIHBYvR0AAAAAAGpCkNWs6zo2uuA1ADBCl6ZRmjOls/678aimpx6RzeG66JzbLT02f7tCrBZd36mxwSkBAAD8E2UWAAAAgIAQFRqkNyde4+0YAOqwIItZU/s01c3dm+uvX6Rr/b7TF51zuaWH5nyv0CCzhraPNzglAACA/+HbFAEAAAAAAGpQy7hwfTy1l564rl2lMw6XW/d+nKa1P54yMBkAAIB/oswCAAAAAACoYSaTSdMGtNIfRyRVOmNzuHT3zC3afDDXwGQAAAD+hzILAAAAAACgltw/uLUeGNK60vdL7E5NeX+zth6i0AIAAKgMZRYAAAAAAEAteuTatrqrX8tK3z9b5lDK9I1akHbEwFQAAAD+gzILAAAAAACgFplMJj15fXtN7JVQ6YzN4dIj87brX4t3y+lyG5gOAADA91m9HQAAAAAAakJBqV1//nRHhdeeGddJUaFBXkoEAD8zmUz6x5irVWJ3akFadqVzb6/erx9zzuqV27ookt+/AAAAJLEzCwAAAECAsDtcWrzzeIUfdofL27EAoJzZbNKz4zrp+o6Nq5xbuSdHY99cr0OniwxKBgAA4NsoswAAAAAAAAxitZj18m1dNP6aplXO/ZhzVmPeWKf1e08ZlAwAAMB3UWYBAAAAAAAYKMhi1nPjO+nJ69vLbKp87kyxXXfM2KQFaUeMCwcAAOCDKLMAAAAAAAAMZjKZNLV/ot6b3EORIZXf0tzpcuuReds1M/WgYdkAAAB8DWUWAAAAAACAlwxOaqiF9/dVi9iwKuf++vkuvfHtXrndboOSAQAA+A7KLAAAAAAAAC9q3TBCn9/fT/1ax1U599zXGXpmyR4KLQAAUOdQZgEAAAAAAHhZ/bAgfTClhyb3aVHl3Nur9+uJhTvldFFoAQCAuoMyCwAAAAAAwAdYLWb97car9PjIdlXOzd6UpYfmfC+bw2VQMgAAAO+izAIAAAAAAPAh9w5qpadvulomU+Uzi3Yc0z0fblGp3WlcMAAAAC+xejsAJJvNpvz8fOXn56ugoKD8cX5+vnr27Kn27dtf1ue6XC4VFhZe9LPDw8N144031vDPBAAAAAAA1IRJyc0VGWrVI/O2V3qk4LcZJzX1v1s0/c7uqhdsMTghAACAcSizvMBms+nDDz8sL5ZKSkoqnW3XruqjBc63cuVKpaenKz8/X4WFhXK5Ln7kQIsWLS7pc39y5swZrVmzRhkZGcrLy5MkNWjQQElJSerfv7+io6Mv63MBAAAAAEBFY7o0UXiwVffNSqv0SMG1e0/ptx9s1nuTuyssmP/mAQAAgYljBr3A6XQqIyNDx48fr7LIuhxZWVk6fPiw8vPzKy2yLldmZqZefPFFrVmzRjk5ObLb7bLb7crJydGaNWv04osvKjMzs0a/JgAAAAAAddmwDvH675SeCq9i51Xq/tOaPGOzzpY5DEwGAABgHMoseCQnJ0czZ85UaWlp+WthYWEKCwsrf15aWqqZM2cqJyfHGxEBAAAAAAhIvVvFatbdyYoOC6p0ZtPBXP1mxiYVltoNTAYAAGAM9p97gdVq1bBhwy763q5du3Ts2LHL/uzOnTurcePGF7yel5enrVu3XvbnLlu2TDabTZIUFxenlJQUNWvWTJJ0+PBhzZ49W6dPn5bNZtOyZcs0adKkSj8rIyNDrVq1ktXK8gMAAAAAwBOdm0Vr7rTemvjuBp06a7vozNZDeZr03ibN/G1P1a9XefEFAADgb2gTvCAoKEjDhw+/6Ht5eXm/qszq0qXLRV/ft2/fZZdZTqdTu3fvLn8+YcKE8iJLkhISEjRhwgS9+eabkqTdu3fL5XLJbL5w419mZqbee+89NWjQQLfddptatmx5WZkAAACA81ktZvVqGXPBawAQKJIaRWrOtGSlTN+ok4VlF53ZnnVGk97dqA/v6qnosGCDEwIAANQOyixUq6ioSHb7uWMKQkND1bx58wtmWrRoodDQUJWWlsput6uoqEiRkZEVZsrKyvTpp5+WP46Li6v98AAAAKgz6tcL0tx7ens7BgDUqtYNzxVat0/foBMFFy+0dmbna8LbG/SfSd2UeEWEwQkBAABqHt+miGo5HD/fQLZevXqVzv3yvZ/Kr19asmSJ8vLyJEk33HDDBWUXAAAAAACoXqsrIjR3Wm81rh9a6UzGiULd+Po6Ld55+ae/AAAA+ArKLFTLYrGUPy4tLa107pfvnX8/rAMHDig1NVWS1KZNG3Xv3r2GUwIAAAAAUHe0iAvX3Gm91SS68m86PVvm0H0fp+mpL9Nlc7gMTAcAAFCzKLNQrYiIiPJyqqSkRFlZWRfMZGVlqaSkRNK5e4KFh4eXv2e32zV//ny53W4FBwdr3LhxxgQHAAAAACCAJcSGae49yWoWU3mhJUkz1h3Qbe+k6lh+iUHJAAAAahZlFqplsVjUrl278uezZ8+uUGgdPXpUc+bMKX+elJRUYTfX8uXLderUKUnSyJEjFRNT8abcAAAAAADg8jRtEKa503qrRWxYlXNph8/o+lfXanXmSYOSAQAA1Bxr9SOANHz4cO3Zs0cOh0OnTp3Sa6+9prCwMJlMJhUVFZXPWa1WXXvtteXPs7KytHr1aklSQkKC+vTpY3h2AAAAAAAC2ZXR9bTwvr56eO42fVdFWZVbZNNv3t+kP49sp3sGtjIwIQAAwK9DmQWPNGrUSJMmTdKsWbNks9kkScXFxRVmgoODlZKSosaNG0uSnE6n5s+fL5fLJYvFovHjx8ts9t3NgE6n09sRfML5vw78usAXsU7hD1in8AeBtk7Pljn03NeZFV7744i2igjhnz3+LNDWKQKTL6zTqFCL3r2jm978br9e/uZHud0Xn3O7pX8t2aMSm0MPDGltbEh4jS+sUaA6rFP4g7q8Tn95Gps38K86eKxDhw567LHHtGbNGmVkZCgvL09ut1vR0dFq27atBgwYUOEIwZUrV+r48eOSpMGDB6tRo0beiu6RgoICb0fwSb/ceQf4KtYp/AHrFP7A39dpbrFdH208XOG1KT3j5QoL8lIi1AZ/X6eoG7y5Tu+85gq1jQ3SE19mKq/YUency9/sVVFJqe7t10wmk8nAhPAF/F4Kf8A6hT+oS+u0QYMGXv36lFm4JNHR0Ro9erRGjx5d5dzx48e1cuVKSVJ8fLyGDBliRDwAAAAAAOq85BbRmjO5sx7/PFPbsgsrnZu+/ogcLrceGJBAoQUAAHya7575Br/lcrk0f/58OZ1OmUwmjR8/XlYrvSkAAAAAAEZpGBmid1Ku0h09rqxy7v0N2Xp51SG5KzuXEAAAwAfQMKDGrV69WllZWZKkPn36qHnz5l5O5JmoqChvR/AJTqezwvbY8PBwr5+HCpyPdQp/wDqFPwi0dWq32C54LTIyUlHhwV5Ig5oSaOsUgcmX1+nfbopWx4RYPb5gZ6X30Zq56ajM1iA9eV07dmgFKF9eo8BPWKfwB6xT76HMQo06efKkli9fLuncGZojR46UJLndbm3btk1btmxRdna2ysrKFBERoRYtWqh///5KSEjwZmxJ3r+Bna+yWCz82sDnsU7hD1in8Af+vk4t5gsPnrC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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ax = ubi_10pct_example.pov_all.plot()\n",
"plt.title('How UBI affects the poverty rate when income falls 10%',\n",
" loc='left')\n",
"ax.xaxis.set_major_formatter(mdf.dollar_format())\n",
"ax.yaxis.set_major_formatter(mpl.ticker.PercentFormatter(xmax=1, decimals=0))\n",
"# Show current poverty rate.\n",
"plt.axhline(ubi_pov_rate(), color='gray', lw=1, ls='--', zorder=1)\n",
"# TODO: Figure out how to automate this.\n",
"plt.axvline(828, ymax=0.53, lw=1, ls='--', zorder=1)\n",
"# To make consistent with next graph.\n",
"plt.ylim(0.088, 0.162)\n",
"plt.annotate('Current poverty rate', (150, 0.124), color='gray')\n",
"plt.xlabel('Annual UBI amount')\n",
"plt.ylabel('SPM poverty rate')\n",
"plt.savefig('charts/pov_rate_by_ubi_10pct_all.png')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.14071983365949509"
]
},
"execution_count": 47,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Shortfall of using an $828 UBI for adult citizens only.\n",
"ubi_pov_rate(0.1, 828, 0, False)"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ax = ubi_10pct_example.pov_adult_citizens.plot()\n",
"plt.title('How an adult citizen UBI affects the poverty rate when income' +\n",
" ' falls 10%', loc='left')\n",
"ax.xaxis.set_major_formatter(mdf.dollar_format())\n",
"ax.yaxis.set_major_formatter(mpl.ticker.PercentFormatter(xmax=1, decimals=0))\n",
"# Show current poverty rate.\n",
"plt.axhline(ubi_pov_rate(), color='gray', lw=1, ls='--', zorder=1)\n",
"# TODO: Figure out how to automate this.\n",
"plt.axvline(1515, ymax=0.53, lw=1, ls='--', zorder=1)\n",
"# To make consistent with previous graph.\n",
"plt.ylim(0.088, 0.162)\n",
"plt.annotate('Current poverty rate', (150, 0.124), color='gray')\n",
"plt.xlabel('Annual UBI amount')\n",
"plt.ylabel('SPM poverty rate')\n",
"plt.savefig('charts/pov_rate_by_ubi_10pct_adult_citizens.png')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 49,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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aZXYT75CQEOzdu1c0c+DSpUtmZzLaMhY7OjpEe7rI5XLs2bPH6GbBmMTERDzyyCOiY+MfTnB2rhyngPHvat26dWaX+vHy8sLOnTtF7625uVl0o96Qs45LnI2rxylgnMyy1tJmhYWForoXLFiARx55xOQeKzKZDOvXr0d2drZwbGhoCJcvXzZZN+P072ZCjE5Gc3Oz6Mb/okWLsHHjxgmvGR+n1op/W49XnI2z31OaCMemjjE2ZTKLyEWM3aAaExISYvEab29voycSOjo6jM4bv2SVTCbD/fffP2G9MpkMmzdvFh27du2axfaQ/dkyjsZP8QaAtWvXWlyvOCcnR1Suq6ub8PzxS7DI5XKrrOk7PDyMkpISoezt7W1xbwNPT09s2LBBdCwvL++u20KjbBmngPEX/YmWlJiM4uJi0c2ozMxMhIWFTXhNQkIC4uPjhXJXV5fJhBPj1PHYOk4n48yZM6ipqRHKTz75pMVZq4afA2vdPOWYwrocKc6sraqqSnQjIz4+3uLm1uHh4aIk/tDQkKhvHM+WsWi4GfjKlSstbvq9dOlS0XJw1dXV6OzsnPAaZ+HKcapUKtHY2CiUPTw8sG7dugmvCQgIQFJSkujY+JkFhpxxXOKMXDlOx9gqlgyXuN60aZPFazZt2iRa3s1cf8o4/buZEKNSqdVqfPbZZ9BoNABGE1M7d+6ccMnAkZERURLBWvFv6/GKs3H2e0oT4djUMcamTGYRuaixP+qWGP4BH7/xIjC6ruv4p7OjoqIk/TFasGCBaJmAhoYGYXoqOQ9rxREwOqV6PEt7AwAw2r9n/JRoU8Z/QbPW4LS+vl603nNiYqKkTUMXL14sGkxXV1dbpT1kzJpxCtjuJv74ZAIA0VNiE0lLS5uwHoBx6gysHadSNTY2ip6iy8nJkRR74z8Hvr6+VtksmWMK27NXnNmCYX9kzT7T1rFo+JqGbTJFJpMZvUdTbXcFrhSnLS0toptD0dHR8PPzs3id4RjX1D41Y5xxXOIKXClOx9giltRqtSihK5fLsWDBAovXhYSEYO7cuaK2jd8Tawzj1DxXjFGpjh8/LsxolclkePLJJ83OMBljuB+stfpSW45XXIGz3VOaCMemjhGnXGyeyEUYZtTb29uhVqstzkx57LHHRFNHfXx8RD8fPzAFMKm1ZSMjI1FZWQlgdImj1tZWxMTESL6epp+t4ggYfVoqICBAKEsZPI6fYg1gwiettFqt6Ckgay0bYPgZiIyMlHSdj48PQkNDhSdXent70d/fb/HpF7LMlnEK2O6m0fhNYgHp/anheYYxaeoY49T+bB2nUmg0Ghw4cEBYWic4OBgPP/ywpGvHfw6s9RngmML6HCHObGU6+0xrx6LhpuCWZhGYa0dTUxOWLl0quW2OypXjVK/XIzo6WiiPX+5nIoZjXFPLsY1xxnGJM3LlOB0zPpZ8fHys0taWlhbRA1VSx6Bj5zY0NAjlxsZGo5u3jNO/mwkxKkVtba1oH9hVq1aJZuKZw750ejjzPSVLODZ1jLEpk1lELiIkJAR+fn7C2rRqtRqXLl2yuMyFpadXxq91C0DSk4bmzr2bJyBoetgqjgDgV7/61aTbM7ZR5pjxU5wN9fX1iZ6MtdbMLMNp8nf7GWCS4O7ZMk4B233RmWosGZ5nWM/d1G3qXMapddg6TqU4d+4cWltbhfITTzwh6QaGTqcTzRKw1meAYwrrc4Q4s5Wp9muG/ZepWLFlLI6MjIieiPXx8ZkwUTGZup2VK8dpUlKS0ZKBUkxmjOuM4xJn5MpxOsYWD6rczRhUSn/NOP27mRCjlmi1Whw8eFD43j979mw8+OCDkq51tL5USvw7I2e+p2QJx6aOEadMZhG5CJlMhuTkZBQUFAjHjh8/jsDAQGRmZk65XsOpveM3LrTEw0PcxbjCdHZXZ6s4mqrxG1QCmHA9YlODU4VCgZ9++gnl5eXo6emBXq+HXC5HZGQkFi1ahJycHItPCBluzsnPgP3ZOk5NxVJVVRUuX76M+vp6qFQqeHl5YdasWYiLi0NGRobFtbKBqfenhnFkONAFGKeOyN79aW9vL86ePSuU09PTJcUpMLrc1fiN0oOCgjAwMICLFy/i1q1b6OrqgkajgVwux5w5c4T+1NKXLo4prM/ecWZL1uozTcWKLWPRsGx4/t3U7axcOU6nYmBgQLRUkbu7+4QzupxxXOKMXD1O9Xq9aAmroKAgqNVqXL58GTdu3EB7eztGRkbg5+eH0NBQJCUlIScnx+IDgnfTnxqea83+2hXj1NVjVIqLFy+ira1NKG/dulXyPtnj4x8Y/Qw0NjbiwoULqKmpgVKphIeHB/z9/TFv3jykpqYiJSXF4kweW45XnJGjxelk7ilZwrGpY8Qpk1lELuTee+9FUVGRMM1fq9Xis88+w40bN7Bp0yaEh4dPus7xSwbcrfE3xshx2SKOpqKvr0+0waenp+eEgx/DL/o3b97EyZMnjdZo7u3tRW9vL8rKypCbm4vt27cjOTnZbL3W/AxYs66ZzpZxOj6WZDIZPvnkE6P1sQcHBzE4OIi2tjZcvXoViYmJ2LFjh2jZA0PW6gNN1cM4dUz27E+PHj0qbJju6emJLVu2SL7WsD+tq6vDf/7nfxp9eVEoFFAoFKiqqsKZM2fw0EMPTbjsBMcUtuEof7etzVn6TMP62R+b5qpxOhX5+fmi8WlKSsqEM6KdcVzirFw5Tvv7+0V9Snd3N/7yl78Y7demVCqhVCpRW1uL3NxcbNiwAevXrzdbrzV//6b6PMapmCvHqCUqlQqnT58WyklJSRN+jzdkOL49evSoUV+q0WgwNDSEzs5OFBQUICYmBj//+c8xZ84cs/UyRo05SpxO9p6SJRybOsbYVNqcMiJyCuHh4SZvVt24cQP//d//jXfeeQdFRUWSN2CkmclR4ujYsWOi11i9erVoY0tDhoPT+vp6i21UKBTYv3+/6Kkhcg62jNPxsaTX642+5JhSUVGBffv2GW0sTDObvfrTlpYWlJSUCLJxGdQAACAASURBVOXVq1dPah9Bw/60ubnZ4lN4g4OD+Oqrr5Cbmzu5xtJdc5S/20QTYZyOUqlUon7Szc0N999//4TXcFwyfVw5Tg1job293SiRZUitVuP48eM4ePCgLZtGk+DKMWrJ2bNnhdUoZDIZHnrooUldb/gZkNKXNjQ0YN++fWhpaZnUa810jhKnk72nRM6BM7OIXMzq1auh1+tx5MgR0f5Ber0elZWVqKyshJ+fH3JycrBu3boJn9ajmcvecVRaWorCwkKhHBwcjA0bNkx4jeHNV2B0E+6MjAzMnj0bnp6eUKlUKC8vR0FBgfBEiU6nw8GDBxEdHY2IiAirvg+yLVvFqeESFB4eHsjOzkZ8fDxmzZoFvV6Pzs5OFBYWora2Vjivq6sLX3zxBV566SXJa1CT67NHf3rq1CnhtTw8PLB69epJXW/4GQBGNxbOzs5GREQEvLy8hGWyrl69KswAA4ATJ04gJiYGCQkJd/cmaFLs/XebSArGKXDw4EHRcmerV6+2OP7kuGR6uWqcmvrbHhISgqVLlyIyMhK+vr4YGhpCfX09rl69KtoX5erVq4iNjZ1w9jVNH1eN0YmoVCpcuXJFKKekpEx6do/hZ8DNzQ3p6elISkoS9s/q6elBcXExysvLhfP6+/vxySef4B//8R/h5eV1F+9iZrF3nE7lnhI5ByaziFzQmjVrMG/ePBw8eNDkEyQDAwM4f/48Ll++jHvvvRfr16+f1HqsNDPYK456enrw1VdfCWWZTIbHH3/c4sDRMJm1atUqPPLII0bnpaWlYeXKlXjnnXeEDTw1Gg2+//57vPjii3fdfppe1o5TtVotusnk5eWF559/3mgvi4ULF2LFihXIzc3F8ePHhePV1dUoLi5GVlaWFd4duYrp7E/b2tpQWloqlLOysib95dCwP01NTcXu3buN2rR48WKsXr0af/vb34TNlfV6PQ4fPozf//73FvcYIOvi+I+cwUyO04sXL4r65zlz5mDz5s0TXsNxiX24Ypwa/m2fN28eXnjhBXh7e4uOJycnY82aNXj//fdRX18vHD9y5AgyMjJ4M99BuGKMTuT8+fNQq9VCee3atZOuY/xnwM3NDbt27UJ6errReTk5OSgoKMBXX30lLNfW0dGBCxcuTLjkJhlztntK5Bz4eA6Ri4qNjcWrr76Kp556CnFxcSbPUavVOHXqFPbt2yd68opozHTHkVqtxkcffWT0xKqUJ/zHXxMSEoKtW7eaPTcqKgq7du0SHausrER7e/sUWk32Zs04VSqVoqeX165dO+Gm7OvXr0d2drbo2MWLFyf3BmhGmK7+9OrVq6KnH5cvXz7pOsYS/QDg4+ODJ554wuwXy+DgYOzdu1f0846ODlRUVEz6denucfxHzmAmxmlNTQ2OHDkilN3d3bFz5054enpOeB3HJfbjanE6/m+7m5sbduzYYZTIGuPn54e9e/fCz89PODY4OCia5UD252oxao5Wq0V+fr5QDgsLm7AfNFfH2BKFwOjDXqYSWWOWLFmC++67T3Ts8uXLLrWv1XRxpntK5Bw4M4vIhclkMqSnpyM9PR1dXV3Iz8/HtWvXjNbGbmhowNtvv41/+Id/MDugpZlruuJIr9fjwIEDaGpqEo5FR0fjwQcflHT9Sy+9hKGhISiVSri7u1tcTiUhIQELFy5EVVWVcOz27dsICwubdNvJ/qwVpyEhIXj99dehUqmgVCoRGhpq8bU3b96M69evCwmE+vp6DAwMiG4AEAG270+1Wi2uX78ulAMDAxETEzPpdj7xxBN45JFHoFQqodVq4evrO+H54eHhyM7ORl5ennDs9u3bSEpKmvRr093j+I+cwUyK056eHnz88ceiTdMffPBBzJ071+K1HJfYlyvF6caNG3Hvvfeir68Pw8PDmD179oTn+/v7Y/Xq1Th58qRw7Pbt21ixYoWtm0qT4Eoxak5ZWZkowZGamjrpOtzd3fHnP/8Z/f396Ovrw6xZsyxec9999+HChQsYHh4GMDqzq6WlBdHR0ZN+/ZnOWe4pkXPgzCyiGSI0NBSbN2/GH//4Rzz88MNGfxja2tpw7NgxO7WOnIUt4+jkyZMoLi4Wyr6+vnj66afh4SH9uQsfHx/MmTMHISEhks5PS0sTlccvpUHO627jVCaTISAgAFFRUZIG0cHBwUY3pBhLZIkt+tOKigrRk9epqalTXurPy8sLoaGhkhP87E8dE8d/5AxcOU6HhobwwQcfiG7ELl68eFJLZHFc4hhcIU49PDwQEhKCyMhISefzb7tzcYUYNaWoqEhUnkoya4xcLkdkZCTkcrnFc728vIwezOJn4O45+j0lcnxMZhHNMGMbwb/66qtGT2Pl5eU57dRzml7WjqPCwkKcOXNGKLu5uWH37t2Sk1JTFRUVJSobriVPzm06+zvDWOrt7bVa3eTarBmn42eaAsCCBQus0kYp+BlwbBz/kTNwtTjV6XT49NNP0draKhyLiIjAjh07bP7a7JNtx9XidCJhYWGim8AqlQoajcaOLSIpXClG9Xq9aHzr4+MzrTOj2JfajqvcU6Lpx2QW0QwVGhpqtMeFRqMxuhFmzU1CLS37Rs5HahxNpLa2Fl9//bXo2LZt25CYmGi1dppjuNzK4OCg0TnW/Aw486a7zswacWqJ4dN9pmLJWn2gqXoYp87PGnFqeG5sbKzV2meJlM8AxxT2Nx39obU4S59pWD/747vnTHE6ke+++w7l5eVC2d/fH88++yx8fHxs/tr2HpfMBK4SpxORyWQWvy9Z8/dvqs9jnE6dK8RoS0uLaO+jmJiYKa86MBXsS23Pme4pcWzqGGPTmflJIXIxWq0Ww8PDwn9Sn5YKCwsz2vRy/JODAIz2yRi/1rslhu2wtOcG2Zct48icrq4u7N+/X/Raa9asmba12KVs4Gp4w4GfAfuyR5xKbdd4pr5kTbU/NXyPpva8YJw6FnvE6fDwsOjcWbNmITAwUHqj75ItPwMA49QUR+0PrcVafaapWLFlLBqWJzOLwRXj3NXj1JyLFy/i0qVLQtnT0xN79+5FcHDwtLy+vcclzmamxqkUlmLpbvpTw3Ot2V+7WpzO1Bitra0VlaeyF+zdmM6+lH/zHf+eEsemjhGnXDSSyAXcuHEDn332mVBOS0vD008/Lena2NhY0Wbx4/faAIyfRDH8+UTGP0Fjqi5yLLaMI1MGBwfxwQcfiM5NSUnBli1bJtHqUQqFQrSW9rx58xAXF2fxOsOp66a+5Pj7+4vKk/kMWPo80eTZOk4rKirQ0tIilJctWyZpwGYYS6aukcvlotfs7++Hl5eXxboN+1LGqeOb7v4UADo7O6HX64VyaGioxNaKDQ8P48qVK0I5LCwMycnJFq+T0p9yTGFd9oiz6TTVeJHSp9kyFr28vODp6Qm1Wg1gdM8knU4n6WleV+yPXT1OTbl9+za+//57oSyTybBjx44pzZZ11nGJs5kJcXr+/HlhnBAYGIjMzEyL12i1WqOZKIaxdDf9qdT+mnE6M2LUlI6ODlF5quPb+vp61NTUCOX09HRJDxdI7UvHs+Z4xdk48z0lKTg2dYw4ZTKLyAUYDsyUSqXkaw2fLDHcGNFw8+Dm5mbJdY//4uXu7i55o1myD1vGkSGtVotPPvkE7e3twrHo6Gjs2rVrSlO3BwYGcPToUaG8cuVKScmspqYmUdnU4NhwTe7xcT2R4eFhdHd3C+XAwECjhANNnq3jtLy8HD/99JNQjo+PN+oHTZESS3PnzhXFfHNzs6QvUYb9rqn2ME4dy3T2p2MMv+xPdX14vV4v6k+Tk5MlJbMMPwOmXp9jCuuyR5xNp7lz54qWaGtubpa0D5yUPtPWsRgdHS08Ta7VatHW1iYpZg377uncF8RWXD1ODbW2tuLTTz8Vzf7fvHmz0RPnUjnruMTZzIQ4zc3NFW54RkRESEpmtbS0iGI5KCjIaImpyMhIuLu7C7MIWlpaoNfrJS0FZ9jnmeuvGaczI0ZN6ezsFJWnOru1oaFBNL4NCQmRVJfUvtRW4xVn48z3lKTg2NQxxqZcZpDIBcyZM0dUbmpqkjxt1PDmV0BAgKgcGhqKWbNmCeWWlhZ0dXVZrLe2tlb0FMvcuXPh6ekpqU1kH7aMI0OHDx9GZWWlUA4MDMTevXslPWVniuFSWg0NDZKuu3Hjhqg8b948o3NiY2NFX9oqKiowPDxsse7S0lLRLIn58+dLahNNzNZxahhL9fX1kuodvwyCm5ubyaevDROsN2/etFg3MBpL45mKJcapY5nO/nRMT0+PqBwUFCTpOkM+Pj6iZSsbGhokLclq2J+aeqCAYwrrskecTSfD/sgwxswx7DPtEYvWarsr9MmuHqfjKZVKfPDBB6K/vzk5OVi/fv2U63TWcYmzmQlxOr7Pa29vx9DQkMVrDGPCVH/q6ekpugk7MDCAO3fuWKy7p6cHjY2NQjkgIMBkooBxOmomxKgphuPbqSazxsc/IK0vHRoaMtq3ydRnwJbjFWfjzPeUpODY1DH6UiaziFxAcHCw6KaVWq1GQUGBxetGRkZQXFwsOmbqZv7SpUuF/9fr9Th58qTFug3PycnJsXgN2Zet42jM+fPncfXqVaHs5eWFvXv33tXeLn5+foiIiBDKDQ0NRutrGyovL0ddXZ1Qdnd3Nzn7wNvbGxkZGUJ5ZGQEZ8+enbBujUaD3Nxc0bHxnyOaOlvHqeGTVZcvX7a4XrVhf5eYmGhyEJ2RkSE6XlRUhLa2tgnrrq6uFg3Sg4ODsXDhQqPzGKeOZbr60/EMb0p5e3tLus6U8V9SVCqVUZsMtba2oqSkRHQsNTXV5LkcU1iPPeJsOi1cuFB006qmpkbUH5rS0dGBwsJCoezl5SXqG8ezZSzm5OSInjC+dOmS0VJFhgoKCkRPoMfFxRndFHJGrh6nY9RqNfbv3y+68bpgwQI89thjd1Wvs45LnM1MiNP4+Hjh/3U6nWhPN1OUSqXROVL+tgPAqVOnRA9LmWJ4jrkxKON01EyIUVMMl7mc6vh2wYIFor/L+fn5RnUbOnv2rLAsGzA6o9HU32Vbj1eciTPfU5KCY1PHGJsymUXkIgw7rCNHjkz4tIlGo8GXX34p6ryCgoJMPiGwcuVK0QDy+vXryM3NNTlA1el0+O6770RPsAQGBiI7O3syb4fsxJZxBAC3bt0STe+XyWTYtWuXVaYqG8bYZ599JppyPl5zczO++OIL0bGMjAyzg5+1a9eKpqr/+OOPZgdlarUaX3zxhdF094SEBEnvgyyzZZxGR0cjPDxcKLe1teHAgQNmnyjLzc01GnivXbvW5Lm+vr6ijWi1Wi0+/PBD0TJ/440tVWRYt7llExinjsXW/amhkZERUfluZi4Z9qeHDh0y+4BAT08P9u/fL5q9NX/+fLMbdHNMYV3THWfW8tprr4n+M3Vz3s3NDevWrRMd++yzz4yW/BmjUCiMNgBfvny52f2FbBmLc+bMEd30HRgYwIcffmh2/4M7d+7g0KFDomP33nuvyXOdkSvHKTB6w+nLL78UvafZs2fjmWeeMVqSbbKceVzibFw9TrOyskTlU6dOmZ3lNDAwgP3794selAkODjabzMrKyhJ9j6qpqcGhQ4fMtuX8+fPIz88Xyl5eXli5cqXJcxmnf+fqMWqKtca3crkciYmJQrm/vx8ff/yx2RmKBQUF+PHHH0XH1qxZY/JcW49XnI2z3lPi2FTMkcem7v/2b//2b/ZuBBHdvcjISBQWFgrLWmi1WhQUFKC/vx9yuRy+vr7Q6/Xo6enBzZs3ceDAAVRXV4vq2Lp1q8m1W729vTFr1izR9NKqqipUVFRAq9VieHgYXV1dKCsrwzfffINbt24J58lkMjz99NMOkb0ny2wZR83NzXj//fdFg4Ls7GwsWLAACoVC8n9ardbkBr7R0dEoKioSnrAaGhrCtWvXhGv6+/vR1NSEn376CYcPHxYtASOXy7Fnzx6zT3oFBARAr9cL71Wv16O0tBR1dXXQarUYGhpCR0cHbty4ga+++kp009fT0xPPP/889yGyIlvGqUwmQ0hICIqKioRjra2tKCoqgkajwcjICHp7e1FZWYnvvvtO9EUcGI1pczeNgNGb/KWlpcKgcXBwENeuXYNKpYJGo0F/fz8aGxtx4cIFHDp0SPQFa8GCBdi2bZvZPQgYp47FlnFqyo0bN0Rrq6enp0/5S114eDgqKyuhUCgAjH7JLCgoQEdHh7AZfEtLC65evYqvv/5atB6+h4cH9u7dazaWOKawrumOszHNzc2i32FkZCTS0tIkX3/q1ClReePGjSZvNM6dOxe1tbXCTUu1Wo38/Hz09PRAq9ViYGAAzc3NQiyOxSwAhIWFYffu3WaTCbaOxfj4eBQUFAg34hQKBfLz8zE0NAS1Wg2lUom6ujrk5ubi2LFjovHRkiVLcN999030T+hUXD1OT5w4gStXrghlNzc3bN26FXq9flJjXB8fH6M9Qpx5XOJsXD1OAwMD0d7eLsxq0uv1KC4uRlNTkzBObGtrQ2FhIQ4cOCBa8ksmk+Gpp57C7NmzTbbB3d0dUVFRotkHjY2NuHnzJjQaDYaHh9HT04OKigp8//33uHbtmuj67du3T7jvDON0lKvHqCknTpwQlTdv3jzl32VkZCTy8vKExEB3dzfy8/MxPDwMjUaDvr4+VFdX4/jx4zh37pzo2gULFmDr1q1mX9uW4xVn46z3lDg2dZ6xqUxvae4vETmN2tpavPvuu0ZPr0ixfPlyi8tgnDx5EqdPn5Zcp0wmw7Zt23DPPfdMuj1kP7aKo3feecfiFGwplixZgh07dpj8WXt7O958802zT5eY4u3tjb1794qW3jBFp9Ph4MGDyMvLk1y3h4cHdu/ejcWLF0u+hqSxdX937tw50RNfUsTFxeG5554T7TdkSldXF9555x2zT5SaEhUVhRdeeMFisolx6lhsHafjffnll6KZeE8++eRdLcenVCqxb98+SWu1j3F3d8eOHTskbSrPMYX1TGecjcnPz8eBAweEclZWFnbu3Cn5+tdee01Ufv31181+sVepVHj//fdFe6tYEhwcjBdeeEFS4tOWsdjQ0ID3339/UuOShIQE7Nmzx6Z7PtiDq8apQqHAf/zHf0y6baa8/PLLZsejzjoucTauGqdjRkZG8Le//U3SfkFjZDIZtmzZMmFSdMzVq1dx6NAhSXttjlm/fj0eeOABi+cxTke5eoxauva//uu/JL+uKcXFxfj8888nFaNhYWF48cUXLS5hZ+vxijNxxntKHJua52hjU87MInIhQUFBWLRoEaqrqyV3TB4eHti0aRO2bNli8dz4+HiEhoaitrbW4h+l4OBg/PznPzdazoAcn63iKC8vz2gD16mIiooyu8SFXC5HVlYW2traJN2AjY6Oxp49eyStGy6TybB48WJ4e3ujvr7e4kamERERePrpp7lsm43Yur+Li4tDVFQUqqurLfZ3bm5uWL58OXbu3ClpHXc/Pz9kZGSgu7vb7FKYY2QyGXJycrB7926TMxJNnc84dRy2jtPxSktL0dLSIpQXL16MqKioSdUxnre3N5YsWQKFQmFxbwpgdEmt3bt3IyUlRVL9HFNYz3TG2ZjpfErby8sLmZmZ6O/vF80+NCclJQV79uxBSEiIpLbYMhYDAwOxePFitLa2WhwDubu7Y82aNXjyySfvaplQR+WqcTowMIALFy5MqX2GcnJyzMats45LnI2rxukYd3d3ZGVlYWRkBI2NjRb3tZo1axYef/xxLF++XFJb5s6di5iYGNTX11vcj0gul+PRRx+VlCQDGKdjXD1GLV17//33S35dUyIiIrBw4ULU1NRgYGDA4vnp6el45plnEBAQYPFcW49XnIkz3lPi2NSYo45NPSyfQkTOJCoqCr/97W+Rn5+P/Px8NDQ0mHzqJDQ0FGlpabjnnntEGxhakp2djcWLF+P69esoKytDa2srVCoVZDIZ/P39ER0djeTkZGRmZhotk0HOw9ZxZEuBgYF44YUXUF9fj+vXr6Ompga9vb0YGhqCj48PAgICMG/ePKSkpCA5OXnSyxSsXbsW2dnZKCwsRHl5OTo6OqBSqeDh4QF/f3/ExsYiJSUFqampLrE2uyOzdZwuXrwYSUlJKC4uRllZGRobG6FSqaDT6SCXy4XNpLOysib9NF1AQACeeeYZ1NfXo7i4GHfu3IFCocDQ0BB8fX0RFBSEhIQEZGZmIjIyclJ1A4xTR+LM/amvry927tyJ9evXo6CgANXV1ejq6sLQ0BC8vLwgl8sRGxuLRYsWIS0tbdLLo3BMYT3OHGcymczi32Jvb288/vjjWLNmDa5fv47Kykr09PRgcHAQPj4+mDVrFuLj45GRkTGlje1tGYtz5szBL37xC1RWVuLGjRuoqalBX18fRkZG4Ofnh9DQUCQmJiI7O9slb2iN5+pxamvOPC5xJq4ep56ennj44Yexdu1aXLt2DXfu3EFHRwcGBwfh6ekJuVyOqKgoJCUlITMzc9JP4iclJeF3v/sdSkpKcOvWLTQ1NUGpVEKv18Pf3x/h4eFITk5GVlaWxVmDhhino1w9Rm0tLi4Ov//971FaWorS0lLU19dDqVRCo9HAz88PQUFBiI+PR3p6+qSXZLT1eMWZuHqccmxqP1xmkMjFqdVqHD16FJcuXQIAxMTE4IUXXnCZzSVpejCOyBkwTskZME5pOjh6nI1fyiUhIQEvvviiHVtD9sI4JWfAOCVHxxglZ8A4JWvho7hELs7T01M0td7T09Nh/liQ82AckTNgnJIzYJzSdHCmOFu6dKm9m0B2wjglZ8A4JUfHGCVnwDgla2Eyi4iIiIiIiKadXC43uw8mkaNgnJIzYJySo2OMkjNgnDo+JrOIiIiIiIho2mVnZ3M/NHJ4jFNyBoxTcnSMUXIGjFPHxz2ziIiIiIiIaNqM7Uvwu9/9DuHh4XZuDZFpjFNyBoxTcnSMUXIGjFPnwWQWEREREREREREREREROSwuM0hEREREREREREREREQOi8ksIiIiIiIiIiIiIiIiclhMZhEREREREREREREREZHDYjKLiIiIiIiIiIiIiIiIHBaTWUREREREREREREREROSwmMwiIiIiIiIiIiIiIiIih8VkFhERERERERERERERETksJrOIiIiIiIiIiIiIiIjIYTGZRURERERERERERERERA6LySwiIiIiIiIiIiIiIiJyWExmERERERERERERERERkcNiMouIiIiIiIiIiIiIiIgcFpNZRERERERERERERERE5LCYzCIiIiIiIiIiIiIiIiKHxWQWEREREREREREREREROSwms4iIiIiIiIiIiIiIiMhhMZlFREREREREREREREREDovJLCIiIiIiIiIiIiIiInJYTGYRERERERERERERERGRw2Iyi4iIiIiIiIiIiIiIiByWh70bQERERERERNKdPHkSp0+fFsrr16/HAw88YMcWERERERER2RZnZhEREREREREREREREZHDYjKLiIiIiIiIiIiIiIiIHBaXGSQiIiIimmEOHDiA/Px8ofxP//RPiIiIsGOLyN5ef/119PT0COXXXnsNs2fPnnQ9hksgbty4EZs2bTI6786dO3j77bct1ufm5gZvb2/4+fkhIiICMTExyMzMREhIiOQ25efn48CBA0I5KysLO3fulHw9ERERERHZH5NZREREREQziFqtxs2bN0XHioqKuOcSOSSdTofBwUEMDg6iq6sLpaWlOHHiBNLS0rB161YEBgbau4lEyM/PR3d3t1DOycmZVMKViIiIiCxjMouIiIiIaAYpKyvD0NCQ6BiTWeRM9Ho9SkpKUFVVhZdeeglRUVH2bhLNcPn5+aiurhbK8fHxTGYRERERWRmTWUREREREM8j169eNjnV3d6O+vh6xsbF2aBEREBkZie3btxsd1+v1GBwcREdHB27duiVKGAwMDODdd9/FH/7wB/j6+k5nc4mIiIiIaJoxmUVERERENEMMDAzg9u3bJn9WVFTEZBbZjbe3N+bNm2f258nJyVi7di3Kysrw6aefYmRkBACgUqmQm5uLLVu2TFdTiYiIiIjIDtzs3QAiIiIiIpoeJSUl0Gq1Qlkmkwn/X1xcDJ1OZ49mEUmWnJyMRx55RHSsuLjYTq0hIiIiIqLpwmQWEREREdEMMX6JQU9PT6xevVooK5VK3Llzxx7NIpqU7OxseHt7C+Xe3l709PTYsUVERERERGRrXGaQiIiIiGgG6O3tRW1trVBOSUnB0qVL8dNPPwnHioqKkJCQILnOt956S9jDKCQkBP/yL/8CYHSfo/Lycly7dg0tLS1QKBTw8vJCUFAQFi5ciJUrVyIkJGTCuru7u/GXv/xFKG/atAkbN24EMLpcYkFBAUpKStDd3Y2BgQH4+fkhKipKeF8eHhN/1Tl58iROnz4tlNevX48HHnjA4nv+8ssvUVBQIJQfe+wxLF++3OJ1KpUKBQUFqKqqQmtrKwYGBqDX6+Hn54eIiAjEx8dj6dKl8Pf3t1jXTOfu7o7Zs2ejqalJOKZUKhEcHGy3Nun1elRVVaGkpAT19fVQKBQYGhqCt7c3Zs2ahdjYWGRmZkr6fOXn5+PAgQNC+Re/+AUWLFgAAKipqUFBQQHq6uqgUCig0WgQGBiIhQsXYvXq1QgPDzeqr6GhAVeuXEF1dTUUCgXc3d0RFBSExMRErFq1yuJn0ZShoSEUFxfj1q1baGtrg0qlAgAEBAQgIiICKSkpSEtLg4+Pj8W67ty5g7ffflsox8XF4ZVXXrF4neG/U1ZWFnbu3Gl0nuFn/V//9V8RFBQEAGhpacHly5dRU1MjJERnzZqF+fPnIycnB/Pnz5fUZkOGP3vyySeRk5Nj8T0RERERkXlMZhERERERzQDXr1+HXq8XyhkZGYiIiEB4eDja2toAADdv3sSjjz5qMRFkysDAAIDRpMLnUVLbqAAAFd1JREFUn3+Oqqoq0c81Gg0GBgbQ3NyMixcv4mc/+xnWrFkjuf7+/n4AQHl5Ob744guhPEapVKK8vBzl5eU4d+4c9u7di4iIiEm/D2vTarX48ccfcebMGWg0GqOf9/X1oa+vDxUVFTh16hQ2b96MNWvWwM2Ni2hMxPDfx55LZLa0tOCrr75CY2Oj0c8GBwcxODiItrY25OXlITY2Fjt27MCcOXMk169SqTAwMIBDhw6ZXFKxq6sLXV1dyMvLw8MPP4yVK1cCGP03+eGHH3Du3DnR+RqNBm1tbWhra8OVK1ewbds2LF26VHJ7CgoKcPToUSGBZaotpaWlOH78OLZs2YLs7GzJdU+H/v5+BAQE4NixY6Jk/pjOzk50dnYiLy8P2dnZePzxx6fUJxIRERGRdfEbEhERERHRDDB+iUEfHx8sWrQIAJCWliYcHxwcRHl5+ZTqHxoagkKhwBtvvGGUyDKk1Wrx/fff49KlS5Lr7+/vR0lJCd5//32jRJah7u5uvPnmm+jt7ZVcvy2o1Wrs378fJ06cMJnIMqTRaHD06FEcPnx4GlrnvHQ6HTo7O0XHZs+ebZe2VFRU4P/+7/9MJrJMqa+vxxtvvCEkkKXo7u7Gu+++a3FvMJ1Oh8OHD+PGjRsAgM8//9wokWVIrVbj66+/RlFRkaS2HD9+HF9++aXJRJYhpVKJL774AidOnJBU93Tp7+/Hxx9/bDKRZaiwsBBffPHFNLSKiIiIiCzh40VERERERC6upaUFra2tQjk1NVWYaZCRkSFagquoqAiLFy+e0ut88MEH6O7uRmBgIHJychAVFQV/f3/09/ejuroa165dw8jIiHD+0aNHkZqailmzZlmsu7GxEbdu3YJer8f8+fORmZmJ4OBgeHp6oru7G8XFxaioqBDOHxwcxLfffos9e/ZM6b1Yw5EjR3D79m3RsaSkJKSlpQlL4rW3tyMvLw/Nzc3COVeuXMGCBQuQmZk5re11FkVFRRgcHBTKCxcutMvyjN3d3fj444+hVquFY3K5HCtWrEBkZCQCAgKgUqlQVVWF/Px84byBgQF88skn+O1vfytpBt7Jkyeh0Wjg6+uLZcuWISYmBnK5HH19fSgsLDRKQH/33Xfo6ekRkl9z587FsmXLMGfOHKjVatTW1uLSpUsYGhoCMLpE4uHDh5GYmAg/Pz+z7Th//jxyc3NFx6Kjo5GTkyPMNGtra0N+fj5aWlqEc86cOQO5XC7ao8+ejh07hubmZnh5eSEzMxMLFixAYGAgNBoNmpqacOXKFVEivKSkBKWlpaJ+MTo6Gr/61a+E8qFDh0Sf4W3btiE6Olooh4aG2vhdEREREbk+JrOIiIiIiFzc+FlZwGgCa0x4eLhoqcFbt25hZGQEXl5ek36d5uZmLFmyBNu3b4enp6foZ6mpqVixYgX27dsnLEmoVquRl5eHDRs2WKy7s7MTXl5eePrpp0WzyQAI+02dO3cOR48eFY7funULPT09dtlLSaFQ4MqVK0LZzc0Ne/bsQXJysui8hIQE3HPPPTh8+LDo/DNnzjCZZUJNTY1o5pqXlxe2bt1ql7acPXsWw8PDQjkhIQF79uwx+uykpaVhxYoVePvtt4XYb2trw82bN5Genm7xdTQaDebOnYvnnnvOKGmXlZWFU6dO4dSpU8IxhUKBI0eOAACWL1+ORx99VJQ0W7RoEZYuXYp9+/ZBqVQC+Ps+dOaW/mxvb8fx48dFx9avX49NmzaJ6h7bh+vYsWM4f/68cPzYsWNITExEWFiYxfdra83NzZg7dy6eeeYZYe+sMUlJSVi5ciXee+891NXVCccvXrwoSmb5+Phg3rx5ovJ44eHhop8TERER0d3jMoNERERERC5Mr9eLlhCTy+VYuHCh6JzxN9TVajVKS0un9FqJiYl48sknjRJZY8LCwnD//feLjk1mWcPHH3/cKJE13rp160SzIfR6PSorKyXXb0319fWiPcqys7ONEllj3Nzc8PDDD4sSFW1tbeju7rZ5Ox3F8PAw6urqTP5XU1OD69ev49NPP8Xbb78tzCjy8vLC888/j8jISLu0eXyyAxiNT3NJ4MjISGzcuFF0rKysTNLreHt7Y8+ePWZnn23YsMHk/nBRUVHYtm2bydlfoaGh2LRpk+jYRMsYnjp1SrRUZnp6Oh544AGTdbu5ueGhhx5CamqqcEyj0YhmgNrTrFmz8Pzzzxslssb4+Phg+/btomPV1dWiGXhERERENP04M4uIiIiIyIVVV1eLlsxKT0+Hu7u76JyMjAzRzI6ioiJkZWVN+rXWrl0LmUw24Tmpqan49ttvhfL4pbkmMmvWLEkzlVJTU9HU1CSUx///dIqLi8PLL78slENCQiY838PDA3Fxcbh586ZwrKOjw+J1rqKlpQVvvPGG5PMzMjLws5/9zC6z7sY8/vjjQoJDJpNZbEt8fLyo3NHRIel1kpOTERgYaPbnbm5uyM7OxrFjx0TH77vvPqPP+njp6en45ptvhKRrS0sLdDqdUYJKoVAI+3ABgLu7O7Zs2WKx3Q899BBu3boFnU4HALhx4wb6+vokLStqSzk5OZDL5ROeExkZidDQUHR1dQEY3Y+stbUVMTEx09FEIiIiIjKBM7OIiIiIiFzYREsMjgkLCxPNbqmoqBCWQ5sMS4ksAAgMDBTNXhkZGREt1XY3dQMwWsZMpVJJus7aAgICEB8fL/wnJeni7e0tKvf399uqeU6vqqoKJ06cQGNjo93aEBsbK/x+FyxYYPH8qf5+pcT++BmJY9ckJSVNeI2vr69odpJarRYlvsdUVFQICSlgdI8yKfEcEhKChIQEoazVakX72jk6w75kbElGIiIiIrIPJrOIiIiIiFyURqMRzagIDAzE/PnzTZ47fqlBrVaLkpISm7XL19dXVB5bNs4aDPeusWbd0218AoHE+vv7UVhYiP/93//FiRMn7N2cKbHm7zcgIEBU9vf3N/osmGI4Q2lwcNDonNraWlE5MTFRcrsME2qGdTkyV+pLiIiIiFwBlxkkIiIiInJRt2/fFt2cTk9PNzvLIz09XZQUKCoqwooVK2zSLsNlzLRarVPUPVUajQZlZWUoLy9HU1MTent7MTw8LNqDaKaLi4vDK6+8YvbnOp0Og4ODaGxsxJUrV4R93fR6Pc6cOQMA2Lx587S01ZTOzk4UFxejrq4ObW1tGBwcxPDwsGjfNFsy3KvL1F5WUq4zNUuys7NTVDa1P5c5hvuZGdblyAz/DZlcJiIiIrIvJrOIiIiIiFyU4RKDE+05NWfOHERFRQl7WNXU1EChUEy4Vw9ZlpeXhx9++MFuyx26Cjc3N8jlciQlJSEpKQnXrl3DwYMHhWRRbm4uUlJSpn1Po56eHhw5ckQ0A9KZmUq+Gc7W8vf3l1yflJlfRERERERSMJlFREREROSCBgcHUVZWJpTlcjl0Oh3q6urMXhMdHS0ks/R6PYqLi7F27Vqbt9UV6XQ6fPPNN7h27Zq9m+KSli1bhtbWVly4cAHAaLzm5uZiz54909aGxsZGvPfeey6/t9nIyIio7OnpKflaKTO/iIiIiIikYDKLiIiIiMgF3bhxQ7SMXX9/P954441J1cFk1tSdP3/eKJHl4eGBzMxMJCQkIDAwEO7u7qKfnzlzBrdv357OZgoMl5+01vJ45pa1tIb77rsPFy9eFNpaXl4OjUYDDw/bf80dHBzE/v37jRJZERERyM7ORmRkpNGeS0qlEh999JHN22ZthgkptVot+VrDRJhhXUREREREUjGZRURERETkggyXGJyKhoYGdHZ2Yvbs2VZokWMxTCRZ08jICE6fPi06FhoaimeffRZhYWFmrzNckm06GSZehoaGplTPwMCAqOzn5zflNlkSEBCA0NBQYR8mjUaDjo4Oo32abOHChQtQKBSiYxs3bsTGjRvN7lfV3d1t83bZgq+vr6g8mZlohueaigfDf6/p2meMiIiIiJyLtF1hiYiIiIjIaSgUClRXV1ulrqKiIqvU42juZraJJZWVlaIZKR4eHnjuuecmTGTZm+E+SF1dXVOqZyyxZK5ea7PXnkylpaWi8tKlS7Fp0yaziSxnZpjMbm1tlXyt4bmhoaFG53h7e4vK42eUEhERERGN4cwsIiIiIiIXU1RUJJrd8NBDD0leLlClUuH//b//B51OJ9S1ceNGm7TTnu5mtoklhomg5ORkzJkzx2r120J0dDQqKiqEckVFBTIzMydVx/DwMGpqakTH5s6da5X2mWOYvDL8vdqK4e94zZo10/K69hAXF4e8vDyhXFlZidWrV0u6try83KguQ7b8LBIRERGR63C9x8aIiIiIiGa48UsMymQypKWlSb7W399fdMO5vb0dzc3N1myeQzCcJdXR0SHpOikzlrRaragcHBxs8RqNRmOUCJpOixYtEpWLioqMltGz5Pz586IZbmFhYSZn4ljLwMCAaCaYTCZDYGCgzV5vvKn8jisrK23VHJtKTEwUzTirqKhAb2+vxet6e3tF79nNzQ0JCQlG5wUGBopmSioUCgwPD1us33AWIBERERG5NiaziIiIiIhcSFtbmyj5FBMTI+lG+3iGyS9XXGowMjJStG9WY2MjlErlhNcUFRWhtrbWYt2GS+tZuumu1+tx+PBhu+6pNG/ePNFeUxqNBp9//rlR0sacyspK5Obmio6tWrXKqm009OOPPwozCAEgKirKpnt0jTfZ33FLSwuOHTtmyybZTGBgIFJTU4WyVquV9F6OHDkiip/U1FQEBQUZnefm5oaoqCihrNfrjWZ0Gerq6sJPP/0kpfnTwnDZ0ula7pKIiIhoJmEyi4iIiIjIhRQWForKk5mVNSY1NRUymUwoFxcXi5YtdAWenp5ITk4Wynq9Ht99953Z91lcXIwDBw5Iqjs2NlZUvn37Npqamkyeq1Qq8dFHH+HatWtGP5vOf3M3Nzds2bJFdKy6uhpvv/32hEk2rVaLixcv4oMPPhAlLiIiIrB8+XKbtffixYs4d+6c6NiyZcts9nqGDH/Hhom88YqKivDWW28ZJTic6TO1ceNGeHj8fZeCoqIinDx5UpRMHKPT6XD8+HGUlJQIx9zd3SdcrjQjI0NUPnnyJAYGBkye29rairffftuq+9zdrYCAAFFZStKbiIiIiCaHe2YREREREbkIvV5vNItqKsmswMBAxMTEoL6+HgDQ09ODuro6k/vdOLM1a9agtLRUSCoUFxdDoVBg2bJlCAkJwdDQELq7u3H9+nU0NDQAGJ2BMTIyMmG94eHhmDt3LhobGwGM3tx/8803sXr1asTExMDX1xcKhQJVVVUoLi7GyMgI3NzcEBoaKlruUMpSa9aUmJiIBx98ED/88INwrLa2Fn/961+RmpqKxMREBAUFwc3NDf39/aivr8eNGzfQ09MjqicwMBB79+4VLU1nyfDwMOrq6sz+XK/XY2hoCC0tLSguLjZa+jI6OtqmyTNDS5YsESVrbty4gX379mHp0qUICQmBRqNBc3OzqK0RERFobW0Vrpnu3+/diIiIwObNm3H06FHh2OnTp1FWVoacnBzMmTMHMpkM7e3tyM/PN0rebt68GREREWbrz87OxunTp4X9strb2/E///M/WLVqFaKioqDT6dDT04Py8nLcunULOp1O0mdxusybN0+0r9ilS5fg4+ODuLg49PX1YfHixfD29rZjC4mIiIicH5NZREREREQuora2VpRYiImJQUhIyJTqSktLE5JZwOhMDFdLZs2fPx+rVq3ChQsXhGO1tbVmZ1WEhoZi6dKlOH78uMW6H374Ybz11lvCzJWRkRGzs3fc3NzwxBNPoLm52a7JLAC47777IJPJcPz4caHtWq0WxcXFKC4utnh9ZGQknnrqqUnHXUtLC954440ptTksLAzPPffcpJJndys5ORmLFi3C7du3hWMTxU50dDT27NmDP//5z8Kx4eFh6PV60SxIR7Zu3ToMDAzg7NmzwrGmpiazsw7HrF27Fvfee++E5/j6+mL79u345JNPhORyT08Pjhw5YvJ8Dw8PbNu2TfJsSVtLT0/HsWPHhNlkGo0GJ0+eFH7+8ssvIz4+3l7NIyIiInIJXGaQiIiIiMhFXL9+XVSeyqwsc9eWlJSYXFLM2W3duhVr1661mFCIjIzEiy++KDlJExcXh6eeespoLx1DISEh+MUvfoElS5YgMDBQ9LP29nZJr2Vt9957L1555RXMnz9f8jVyuRz3338/fv3rX2POnDk2bN3fubu7Y9WqVfjNb35jtMzbdNi1axeSkpImPEcmk2HlypV45ZVXEBQUBB8fH+FnOp0OXV1dtm6mVT344IN48sknjfYMM0Uul+Pxxx/HQw89JKnutLQ0/PznP7c4g8nPzw979+61+G8/nXx8fLBjxw7RUozjjc3SJCIiIqKp48wsIiIiIiIXoNVqRcueAXeXzAoJCUFUVJSwRJpKpUJlZaVD3UC2BplMhoceegjZ2dm4evUqqqqqoFAooNfrERAQgKioKKSnpyMtLQ3u7u4T7h9lKDU1Ff/8z/+My5cvo6KiAp2dnRgaGoK3t7dQb05ODjw9PQHAaBm2saUN7SE2Nha//OUv0dDQgLKyMlRXV6O7uxsDAwPQarXw9fVFQEAAYmNjsWDBAqSmpgrvwxZkMhm8vb0hl8sRGRmJ+fPnIysrS1JSxVZ8fHzw/PPPo6ysDIWFhaivr4dKpYJOp0NwcDDi4+Nxzz33ICoqSrgmPDxctJxiQ0MDZs+ebY/mT1lOTg5SU1NRUlKCW7duobW1FSqVSvjMhIWFISUlBRkZGfD19Z1U3VlZWVi4cCEuXbqE8vJydHV1YWRkBP7+/pg9ezYWL16M7Oxs+Pn5QafTQSaTOczeY8nJyfjNb36Ds2fPoqqqCgMDA0IfMpnEMBERERGZJtM7ysiPiIiIiIiIiIiIiIiIyACXGSQiIiIiIiIiIiIiIiKHxWQWEREREREREREREREROSwms4iIiIiIiIiIiIiIiMhhMZlFREREREREREREREREDovJLCIiIiIiIiIiIiIiInJYTGYRERERERERERERERGRw2Iyi4iIiIiIiIiIiIiIiBwWk1lERERERERERERERETksJjMIiIiIiIiIiIiIiIi+v/t2bEAAAAAwCB/62nsKI3YklkAAAAAAABsySwAAAAAAAC2ZBYAAAAAAABbMgsAAAAAAIAtmQUAAAAAAMCWzAIAAAAAAGBLZgEAAAAAALAlswAAAAAAANiSWQAAAAAAAGzJLAAAAAAAALZkFgAAAAAAAFsyCwAAAAAAgC2ZBQAAAAAAwJbMAgAAAAAAYEtmAQAAAAAAsCWzAAAAAAAA2JJZAAAAAAAAbMksAAAAAAAAtmQWAAAAAAAAWzILAAAAAACALZkFAAAAAADAlswCAAAAAABgS2YBAAAAAACwJbMAAAAAAADYklkAAAAAAABsySwAAAAAAAC2ZBYAAAAAAABbMgsAAAAAAICtAIUQx16ezUMYAAAAAElFTkSuQmCC\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ax = ubi_10pct_example.plot()\n",
"plt.title('How UBIs affect the poverty rate when income falls 10%',\n",
" loc='left')\n",
"ax.xaxis.set_major_formatter(mdf.dollar_format())\n",
"ax.yaxis.set_major_formatter(mpl.ticker.PercentFormatter(xmax=1, decimals=0))\n",
"# Show current poverty rate.\n",
"plt.axhline(ubi_pov_rate(), color='gray', lw=1, ls='--', zorder=1)\n",
"# TODO: Figure out how to automate this.\n",
"plt.axvline(828, ymax=0.53, lw=1, ls='--', zorder=1)\n",
"plt.axvline(1515, ymax=0.53, lw=1, ls='--', zorder=1, color='#ff7f0e')\n",
"plt.legend(['UBI for all adults and children', 'UBI only for adult citizens'])\n",
"plt.ylim(0.088, 0.162)\n",
"plt.annotate('Current poverty rate', (100, 0.124), color='gray')\n",
"plt.xlabel('Annual UBI amount')\n",
"plt.ylabel('SPM poverty rate')\n",
"plt.savefig('charts/pov_rate_by_ubi_10pct_by_type.png')\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Generate data"
]
},
{
"cell_type": "code",
"execution_count": 50,
"metadata": {},
"outputs": [],
"source": [
"def mid(left, right):\n",
" return (left + right) / 2\n",
"\n",
"def binary_search_opt(f, left, right, tol, max_runs=100, verbose=False):\n",
" \"\"\" Finds the value of a monotonically increasing function that comes\n",
" closest to zero, using binary search.\n",
" \n",
" Args:\n",
" f: Monotonically increasing function with respect to its single\n",
" argument.\n",
" left: Minimum value at which f is evaluated.\n",
" right: Maximum value at which f is evaluated.\n",
" tol: Tolerance. Function stops searching once a value within tol\n",
" of zero is identified.\n",
" max_runs: Maximum number of loops to evaluate. Defaults to 100.\n",
" verbose: Whether to print the results of each loop. Defaults to False.\n",
" \n",
" Returns:\n",
" First value in the binary search algorithm for which f evaluates\n",
" within tol of zero.\n",
" \"\"\"\n",
" # Start at the midpoint.\n",
" val = mid(left, right)\n",
" delta = f(val)\n",
" i = 1\n",
" while np.abs(delta) > tol and i < max_runs:\n",
" if verbose:\n",
" print('left: ' + str(round(left, 3)) + \n",
" ', right: ' + str(round(right, 3)) +\n",
" ', val: ' + str(round(val, 3)) +\n",
" ', delta: ' + str(round(delta, 3)))\n",
" if delta < 0:\n",
" left = val\n",
" else:\n",
" right = val\n",
" val = mid(left, right)\n",
" delta = f(val)\n",
" i = i + 1\n",
" return val"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Create backbone of a data frame to fill in."
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [],
"source": [
"ubis = mdf.cartesian_product({'cut': CUTS,\n",
" 'kid_share': [0, 0.5, 1],\n",
" 'include_noncitizens': [False, True]\n",
" })"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Find the UBI that keeps the poverty rate from rising for each scenario.\n",
"\n",
"**TODO: Make this a single call with the poverty gap, and put that split in the backbone.**"
]
},
{
"cell_type": "code",
"execution_count": 52,
"metadata": {},
"outputs": [],
"source": [
"ubis['pov_rate_ubi'] = ubis.apply(\n",
" lambda row: binary_search_opt(\n",
" lambda x: ubi_pov_rate() - ubi_pov_rate(row.cut, x, row.kid_share,\n",
" row.include_noncitizens),\n",
" 0, 4000, 0.0001), axis=1\n",
").astype(int)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Find the UBI that keeps the poverty gap from rising for each scenario."
]
},
{
"cell_type": "code",
"execution_count": 53,
"metadata": {},
"outputs": [],
"source": [
"ubis['pov_gap_ubi'] = ubis.apply(\n",
" lambda row: binary_search_opt(\n",
" lambda x: ubi_pov_gap_b() - ubi_pov_gap_b(\n",
" row.cut, x, row.kid_share, row.include_noncitizens),\n",
" 0, 4000, 0.0001), axis=1\n",
").astype(int)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Calculate cost."
]
},
{
"cell_type": "code",
"execution_count": 54,
"metadata": {},
"outputs": [],
"source": [
"ubis['pov_rate_ubi_cost_b'] = ubis.apply(\n",
" lambda row: ubi_cost_b(row.pov_rate_ubi, row.kid_share,\n",
" row.include_noncitizens), axis=1).astype(int)\n",
"ubis['pov_gap_ubi_cost_b'] = ubis.apply(\n",
" lambda row: ubi_cost_b(row.pov_gap_ubi, row.kid_share,\n",
" row.include_noncitizens), axis=1).astype(int)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Add a single label based on `kid_share` and `include_noncitizens` for graphing."
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [],
"source": [
"ubis['label'] = np.where(ubis.include_noncitizens,\n",
" np.where(ubis.kid_share == 0, 'Adults',\n",
" np.where(ubis.kid_share == 0.5,\n",
" 'Adults + half share for kids',\n",
" 'Everyone')),\n",
" np.where(ubis.kid_share == 0, 'Adult citizens',\n",
" np.where(ubis.kid_share == 0.5,\n",
" 'Adult citizens + half share for' +\n",
" ' kids',\n",
" 'All citizens')))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 10% income loss\n",
"\n",
"As an illustrative example."
]
},
{
"cell_type": "code",
"execution_count": 56,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" pov_rate_ubi | \n",
" pov_gap_ubi | \n",
" pov_rate_ubi_cost_b | \n",
" pov_gap_ubi_cost_b | \n",
"
\n",
" \n",
" label | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" Adult citizens | \n",
" 1515 | \n",
" 836 | \n",
" 347 | \n",
" 191 | \n",
"
\n",
" \n",
" Adults | \n",
" 1250 | \n",
" 691 | \n",
" 313 | \n",
" 173 | \n",
"
\n",
" \n",
" Adult citizens + half share for kids | \n",
" 1203 | \n",
" 703 | \n",
" 318 | \n",
" 186 | \n",
"
\n",
" \n",
" Adults + half share for kids | \n",
" 1000 | \n",
" 594 | \n",
" 287 | \n",
" 170 | \n",
"
\n",
" \n",
" All citizens | \n",
" 968 | \n",
" 610 | \n",
" 291 | \n",
" 183 | \n",
"
\n",
" \n",
" Everyone | \n",
" 828 | \n",
" 523 | \n",
" 268 | \n",
" 169 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" pov_rate_ubi pov_gap_ubi \\\n",
"label \n",
"Adult citizens 1515 836 \n",
"Adults 1250 691 \n",
"Adult citizens + half share for kids 1203 703 \n",
"Adults + half share for kids 1000 594 \n",
"All citizens 968 610 \n",
"Everyone 828 523 \n",
"\n",
" pov_rate_ubi_cost_b pov_gap_ubi_cost_b \n",
"label \n",
"Adult citizens 347 191 \n",
"Adults 313 173 \n",
"Adult citizens + half share for kids 318 186 \n",
"Adults + half share for kids 287 170 \n",
"All citizens 291 183 \n",
"Everyone 268 169 "
]
},
"execution_count": 56,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ubis[ubis.cut == 0.1].set_index('label').drop(\n",
" ['cut', 'kid_share', 'include_noncitizens'], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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