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@ashtonsix
Created April 14, 2018 11:56
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Checking for lending bias in loan applications (cross-referencing census data & zip codes)
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{
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"text": [
"882 data points (counties)\n"
]
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"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>ZIP</th>\n",
" <th>COUNTY</th>\n",
" <th>WA_MALE</th>\n",
" <th>WA_FEMALE</th>\n",
" <th>BA_MALE</th>\n",
" <th>BA_FEMALE</th>\n",
" <th>IA_MALE</th>\n",
" <th>IA_FEMALE</th>\n",
" <th>AA_MALE</th>\n",
" <th>AA_FEMALE</th>\n",
" <th>...</th>\n",
" <th>STATUS_DEFAULT</th>\n",
" <th>STATUS_FULLY_PAID</th>\n",
" <th>STATUS_IN_GRACE_PERIOD</th>\n",
" <th>STATUS_LATE_1</th>\n",
" <th>STATUS_LATE_2</th>\n",
" <th>ACCEPTED_COUNT</th>\n",
" <th>REJECT_COUNT</th>\n",
" <th>SUCCESS_RATE</th>\n",
" <th>ACCEPT_RATE</th>\n",
" <th>BIAS</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>150</th>\n",
" <td>171</td>\n",
" <td>42043</td>\n",
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" <td>0.377785</td>\n",
" <td>0.089771</td>\n",
" <td>0.097838</td>\n",
" <td>0.001788</td>\n",
" <td>0.001971</td>\n",
" <td>0.019382</td>\n",
" <td>0.021239</td>\n",
" <td>...</td>\n",
" <td>0</td>\n",
" <td>54</td>\n",
" <td>6</td>\n",
" <td>2</td>\n",
" <td>3</td>\n",
" <td>194</td>\n",
" <td>1609</td>\n",
" <td>0.666667</td>\n",
" <td>0.107598</td>\n",
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" <tr>\n",
" <th>406</th>\n",
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" <td>39007</td>\n",
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" <td>0.470101</td>\n",
" <td>0.025235</td>\n",
" <td>0.012389</td>\n",
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" <td>0.001227</td>\n",
" <td>0.001825</td>\n",
" <td>0.002687</td>\n",
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" <td>0</td>\n",
" <td>347</td>\n",
" <td>12</td>\n",
" <td>2</td>\n",
" <td>32</td>\n",
" <td>1143</td>\n",
" <td>6994</td>\n",
" <td>0.732068</td>\n",
" <td>0.140469</td>\n",
" <td>0.019078</td>\n",
" </tr>\n",
" <tr>\n",
" <th>513</th>\n",
" <td>571</td>\n",
" <td>46083</td>\n",
" <td>0.470662</td>\n",
" <td>0.480785</td>\n",
" <td>0.007455</td>\n",
" <td>0.005733</td>\n",
" <td>0.003179</td>\n",
" <td>0.002763</td>\n",
" <td>0.006717</td>\n",
" <td>0.006585</td>\n",
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" <td>0</td>\n",
" <td>70</td>\n",
" <td>2</td>\n",
" <td>3</td>\n",
" <td>1</td>\n",
" <td>208</td>\n",
" <td>1450</td>\n",
" <td>0.673077</td>\n",
" <td>0.125452</td>\n",
" <td>0.009316</td>\n",
" </tr>\n",
" <tr>\n",
" <th>101</th>\n",
" <td>122</td>\n",
" <td>36001</td>\n",
" <td>0.373442</td>\n",
" <td>0.396269</td>\n",
" <td>0.067454</td>\n",
" <td>0.071889</td>\n",
" <td>0.001545</td>\n",
" <td>0.001558</td>\n",
" <td>0.028732</td>\n",
" <td>0.032529</td>\n",
" <td>...</td>\n",
" <td>0</td>\n",
" <td>57</td>\n",
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" <td>221</td>\n",
" <td>1533</td>\n",
" <td>0.662791</td>\n",
" <td>0.125998</td>\n",
" <td>0.010778</td>\n",
" </tr>\n",
" <tr>\n",
" <th>584</th>\n",
" <td>649</td>\n",
" <td>29095</td>\n",
" <td>0.344948</td>\n",
" <td>0.358414</td>\n",
" <td>0.111234</td>\n",
" <td>0.128384</td>\n",
" <td>0.003034</td>\n",
" <td>0.003080</td>\n",
" <td>0.008955</td>\n",
" <td>0.009630</td>\n",
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" <td>0</td>\n",
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" <td>0</td>\n",
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" <td>5</td>\n",
" <td>0.000000</td>\n",
" <td>0.166667</td>\n",
" <td>0.110494</td>\n",
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" <tr>\n",
" <th>701</th>\n",
" <td>782</td>\n",
" <td>48013</td>\n",
" <td>0.474781</td>\n",
" <td>0.479756</td>\n",
" <td>0.007453</td>\n",
" <td>0.006896</td>\n",
" <td>0.006813</td>\n",
" <td>0.005946</td>\n",
" <td>0.003180</td>\n",
" <td>0.003159</td>\n",
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" <td>0</td>\n",
" <td>559</td>\n",
" <td>16</td>\n",
" <td>10</td>\n",
" <td>35</td>\n",
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" <td>18095</td>\n",
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" <td>0.092755</td>\n",
" <td>-0.027101</td>\n",
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" <th>815</th>\n",
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" <td>13</td>\n",
" <td>8</td>\n",
" <td>32</td>\n",
" <td>1656</td>\n",
" <td>12814</td>\n",
" <td>0.721190</td>\n",
" <td>0.114444</td>\n",
" <td>-0.005979</td>\n",
" </tr>\n",
" <tr>\n",
" <th>833</th>\n",
" <td>944</td>\n",
" <td>06081</td>\n",
" <td>0.310083</td>\n",
" <td>0.308678</td>\n",
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" <td>0.014099</td>\n",
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" <td>928</td>\n",
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" <td>0.180212</td>\n",
" <td>0.056025</td>\n",
" </tr>\n",
" <tr>\n",
" <th>395</th>\n",
" <td>427</td>\n",
" <td>21001</td>\n",
" <td>0.468807</td>\n",
" <td>0.481474</td>\n",
" <td>0.016923</td>\n",
" <td>0.012719</td>\n",
" <td>0.001419</td>\n",
" <td>0.001524</td>\n",
" <td>0.001366</td>\n",
" <td>0.002207</td>\n",
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" <td>129</td>\n",
" <td>1413</td>\n",
" <td>0.812500</td>\n",
" <td>0.083658</td>\n",
" <td>-0.044900</td>\n",
" </tr>\n",
" <tr>\n",
" <th>31</th>\n",
" <td>041</td>\n",
" <td>23005</td>\n",
" <td>0.449125</td>\n",
" <td>0.476745</td>\n",
" <td>0.016056</td>\n",
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" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>10 rows × 46 columns</p>\n",
"</div>"
],
"text/plain": [
" ZIP COUNTY WA_MALE WA_FEMALE BA_MALE BA_FEMALE IA_MALE \\\n",
"150 171 42043 0.358433 0.377785 0.089771 0.097838 0.001788 \n",
"406 440 39007 0.463480 0.470101 0.025235 0.012389 0.001724 \n",
"513 571 46083 0.470662 0.480785 0.007455 0.005733 0.003179 \n",
"101 122 36001 0.373442 0.396269 0.067454 0.071889 0.001545 \n",
"584 649 29095 0.344948 0.358414 0.111234 0.128384 0.003034 \n",
"701 782 48013 0.474781 0.479756 0.007453 0.006896 0.006813 \n",
"815 923 06027 0.407448 0.404436 0.006353 0.003341 0.061281 \n",
"833 944 06081 0.310083 0.308678 0.015116 0.014099 0.004367 \n",
"395 427 21001 0.468807 0.481474 0.016923 0.012719 0.001419 \n",
"31 041 23005 0.449125 0.476745 0.016056 0.012973 0.001569 \n",
"\n",
" IA_FEMALE AA_MALE AA_FEMALE ... STATUS_DEFAULT \\\n",
"150 0.001971 0.019382 0.021239 ... 0 \n",
"406 0.001227 0.001825 0.002687 ... 0 \n",
"513 0.002763 0.006717 0.006585 ... 0 \n",
"101 0.001558 0.028732 0.032529 ... 0 \n",
"584 0.003080 0.008955 0.009630 ... 0 \n",
"701 0.005946 0.003180 0.003159 ... 0 \n",
"815 0.067470 0.007612 0.009091 ... 0 \n",
"833 0.004018 0.132599 0.150117 ... 0 \n",
"395 0.001524 0.001366 0.002207 ... 0 \n",
"31 0.001786 0.009973 0.012856 ... 0 \n",
"\n",
" STATUS_FULLY_PAID STATUS_IN_GRACE_PERIOD STATUS_LATE_1 STATUS_LATE_2 \\\n",
"150 54 6 2 3 \n",
"406 347 12 2 32 \n",
"513 70 2 3 1 \n",
"101 57 2 0 5 \n",
"584 0 0 0 0 \n",
"701 559 16 10 35 \n",
"815 582 13 8 32 \n",
"833 71 1 0 3 \n",
"395 39 0 0 4 \n",
"31 13 2 0 1 \n",
"\n",
" ACCEPTED_COUNT REJECT_COUNT SUCCESS_RATE ACCEPT_RATE BIAS \n",
"150 194 1609 0.666667 0.107598 -0.007967 \n",
"406 1143 6994 0.732068 0.140469 0.019078 \n",
"513 208 1450 0.673077 0.125452 0.009316 \n",
"101 221 1533 0.662791 0.125998 0.010778 \n",
"584 1 5 0.000000 0.166667 0.110494 \n",
"701 1850 18095 0.714834 0.092755 -0.027101 \n",
"815 1656 12814 0.721190 0.114444 -0.005979 \n",
"833 204 928 0.763441 0.180212 0.056025 \n",
"395 129 1413 0.812500 0.083658 -0.044900 \n",
"31 49 295 0.866667 0.142442 0.009059 \n",
"\n",
"[10 rows x 46 columns]"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%matplotlib inline\n",
"\n",
"import re\n",
"import numpy as np\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"from IPython.display import display, SVG\n",
"from sklearn.linear_model import LinearRegression\n",
"\n",
"\n",
"df = pd.read_csv('./data/stats.csv', dtype={'ZIP': str, 'COUNTY': str})\n",
"\n",
"df['SUCCESS_RATE'] = df['STATUS_FULLY_PAID'] / (df['STATUS_FULLY_PAID'] + df['STATUS_CHARGED_OFF'])\n",
"df['ACCEPT_RATE'] = df['ACCEPTED_COUNT'] / (df['ACCEPTED_COUNT'] + df['REJECT_COUNT'])\n",
"\n",
"df = df.fillna(0)\n",
"df = df.replace(np.inf, np.nan)\n",
"df = df.fillna(df['SUCCESS_RATE'].max())\n",
"\n",
"###\n",
"\n",
"X = df['SUCCESS_RATE'].to_frame()\n",
"y = df['ACCEPT_RATE']\n",
"\n",
"est_succ_to_accept = LinearRegression().fit(X.values, y.values)\n",
"\n",
"###\n",
"\n",
"df['BIAS'] = y - pd.Series(est_succ_to_accept.predict(X.values))\n",
"\n",
"print str(len(df)) + ' data points (counties)'\n",
"df.sample(10, random_state=0)"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
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"outputs": [
{
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rrZIkSdLi43M0JUmSJEmdstCUJEmSJHXKrrOSJElLxFJ6FMpSilVS9yw05aNP\nFgHvNZUkSdIwsdDUnExXpM6kgB10oTXoz5ckaTb6zbUTc9tSvdq4VOOWRpH3aEqSJEmSOuUVTQ0t\nf/WUJKmxpyufg+7ZM+jPl9Q9r2hKkiRJkjrlFU3NyFIeOKjfX0u9EipJ0vd0dbVxtnm4K141lRaW\nVzQlSZIkSZ3yiqaGxiCutk73mf5aKkmSpFG16ArNJE8F3gbsBbyrqjYMOCQN2LB0dZmPQnghCt35\n6kq8mP5cZ3KMdq3WUmRu1UzM5NFlvf8HzvaxZnPRVTxaXIblh/zF9F1nEBZV19kkewF/B5wIPBx4\nXpKHDzYqSZKWLnOrJGkQFtsVzUcDX6mqrwEk+TBwMnDFQKNS52bya2m/y7r6/OnWncmvUbONdSGO\ncbE/uLurgZsW4pfEpfJrZVe/Dnf1d2VYfq1eIsytmjeL7aphF7l3JjlyPpZNF9ueDLpHzkJ/nxjG\nY+rSoL+jLKormsARwDd65q9r2yRJ0uyYWyVJCy5VNegYvivJs4GnVtVL2vlfB36uqn6nZ511wLp2\n9qHA1R189OHAjR3sZ1R5/ubG8zc3nr+5Gebz96NVtWzQQQxaP7m1be86vw7z363JeLzDa5SOFTze\nYdbFsfadWxdb19nrgQf3zB/Ztn1XVW0ENnb5oUm2VtVYl/scJZ6/ufH8zY3nb248fyNhj7kVus+v\no/Z3y+MdXqN0rODxDrOFPtbF1nX2C8DRSY5Kcn/gucC5A45JkqSlzNwqSVpwi+qKZlXdk+R3gH+i\nGYL9PVX15QGHJUnSkmVulSQNwqIqNAGq6lPApxb4YzvtijuCPH9z4/mbG8/f3Hj+RoC5dUF4vMNr\nlI4VPN5htqDHuqgGA5IkSZIkLX2L7R5NSZIkSdISN/KFZpKnJrk6yVeSrB90PItBkvck2ZXk8p62\nw5Kcn2Rb+35oz7LXtefv6iRP6Wl/VJIvtcv+OkkW+lgGIcmDk/xLkiuSfDnJK9t2z2Efkuyb5OIk\n/9Gevz9u2z1/M5BkryRfTPKP7bznTwtmWHJrku3tv4HLkmxt24bm39J85/skD0jykbb9oiSrFvL4\nek1xrKclub79870sydN6li3ZY23jmffvIovlmKc51qH8880CfE/q7HiramRfNIMifBX4MeD+wH8A\nDx90XIN+AU8EjgMu72n7C2B9O70e+PN2+uHteXsAcFR7Pvdql10MPAYI8GngxEEf2wKdvxXAce30\nQcB/tecKgkO3AAAgAElEQVTJc9jf+QtwYDu9D3BRew48fzM7j78HnAn8Yzvv+fO1IK9hyq3AduDw\nCW1D829pvvM98NvA/26nnwt8ZJEd62nAqydZd0kfaxvDvH8XWSzHPM2xDuWfLwvwPamr4x31K5qP\nBr5SVV+rqruADwMnDzimgauqfwW+NaH5ZGBTO70JOKWn/cNVdWdVfR34CvDoJCuAg6vq89X8LX1/\nzzZDrap2VNWl7fR3gCuBI/Ac9qUat7Wz+7SvwvPXtyRHAicB7+pp9vxpoQx7bh2af0sLkO9793UW\nsHr8islCm+JYp7KkjxUW7LvIojjmaY51Kkv2WGHBvid1cryjXmgeAXyjZ/46pv+LOcqWV9WOdnon\nsLydnuocHtFOT2wfKW1Xg0fS/NrkOexTmm6flwG7gPOryvM3M6cDrwHu62nz/GmhDFNuLeCCJJck\nWde2Dfu/pS6P77vbVNU9wLeBB81P2LP28iT/2XatHe9qOFTHOo/fRRbdMU84VhjSP98F+J7UyfGO\neqGpWWh/9XC44j1IciDwMeBVVXVr7zLP4fSq6t6qOhY4kuZXt0dMWO75m0KSpwO7quqSqdbx/El9\ne3z7f9GJwMuSPLF34bD/Wxr24wPeQdPF+1hgB/CXgw2ne6P0XWSSYx3aP9+l8j1p1AvN64EH98wf\n2bbpB93QXmKnfd/Vtk91Dq9vpye2j4Qk+9D8Z3dGVX28bfYczlBV3QL8C/BUPH/9ehzwzCTbabos\n/mKSD+L508IZmtxaVde377uAs2m6BQ/7v6Uuj++72yTZG3ggcNO8RT5DVXVD+4X9PuCdNH++MCTH\nugDfRRbNMU92rMP+5wvz+j2pk+Md9ULzC8DRSY5Kcn+am13PHXBMi9W5wNp2ei1wTk/7c9vRqY4C\njgYubi/d35rkMW2f7hf2bDPU2uN9N3BlVf1VzyLPYR+SLEtySDu9H3ACcBWev75U1euq6siqWkXz\nf9pnquoFeP60cIYityY5IMlB49PALwGXM/z/lro8vt59PZvm/6OBX2UZN/6lvPUsmj9fGIJjXaDv\nIovimKc61mH9812g70ndHG8NaMSkxfICnkYzOtVXgT8cdDyL4QV8iKaLwd00/bVPpemXvQXYBlwA\nHNaz/h+25+9qekbSA8Zo/lF/FfhbIIM+tgU6f4+n6a7wn8Bl7etpnsO+z9/PAF9sz9/lwB+17Z6/\nmZ/L4/neqLOeP18L9hqG3ErT5e4/2teXx49jmP4tzXe+B/YFPkoz+MjFwI8tsmP9APClNt+cC6wY\nhmNt45n37yKL5ZinOdah/PNlAb4ndXW84zuTJEmSJKkTo951VpIkSZLUMQtNSZIkSVKnLDQlSZIk\nSZ2y0JQkSZIkdcpCU5IkSZLUKQtNSZIkSVKnLDQlSZIkSZ2y0JSmkOTxSf5Pkm8n+VaS/z/JzyY5\nLckHJ1m/kjykZ/4pSf41yXeS7E7y2STP7Fm+Ism7k+xo17kqyR8nOaBnf7cnua3n9Zp22SFJ3pNk\nZ7vtfyVZ37Pvk5NcluTWJDcm+UySo/ZwvKclubv9nFvaY3/sJOsdleS+JO/oaVs5Ic6JsT8hyfuS\n3DVhvf+Y6Z+LJGn4JLkwyc1JHjCh/dFJPtXmpW8luTjJi3uWH5zk9CTXtnnlq+384e3y7UnumJB7\n/rZd9qIk97Ztt7Z58+lJnt+z7h1tzvvu9ns4jt7P29nmvgMnWe+0Nlf+XE/b63s+5//2xHZbki+3\n60z53UBabCw0pUkkORj4R+BvgMOAI4A/Bu7sc/tnAx8F3g8cCSwH/gh4Rrv8MOBzwH7AY6vqIOAE\n4IHAj/fs6piqOrDn9Rdt+1uBA4GfbLd5JvCVdt8PaT/399tlRwF/B9zbR+gfqaoDgcOBf2mPYaIX\nAjcDzxn/QlBV1/bGOUns/9a2/cWE4zmmj5gkSUMsySrgCUDR5LPx9scCnwE+CzwEeBDwW8BT2+X3\nB7YAP9W2HQw8FrgReHTPRzxjQu75nZ5ln2vz1iHAu4HNwKd68tmJwDcnyXHTeUa73rHAI4HXTTje\n0OTSb7XvAFTVn/V8xm+Ox9a+fqpnF1N9N5AWFQtNaXI/AVBVH6qqe6vqjqr656r6zz1t2CaQvwL+\nv6p6V1V9u6ruq6rPVtVL29V+D/gO8IKq2t5+1jeq6lX9fAbws8CZVXVzu++rquqsdtmxwNeraks1\nvlNVH6uqa/s9+Kq6BzgDOCLJsgnH9kLgDcDdtIWzJElz8ELg88D7gLU97W8GNlXVn1fVjW1Ou6Sq\nntOz3UrgWVV1RZsPd1XVn1bVp2YSQFXdB7yH5gfgH9/D6v3ucyfwTzR5udcTgBXAK4DntgWzNHQs\nNKXJ/Rdwb5JNSU5McugMtn0o8GDgrGnWeTLw8TaxzcbngTcleXGSoycsuxR4WJK3JnnSZF129qRN\nei8EbqK5ejnu8TRXaD9M86vv2h/cWpKkGXkhzY+bZwBPSbI8yf40Vyf3lEvPq6ppu7P2I8newEuA\n24Btc91fu88jaa6IfmXCorXAP9DkUfBHWw0pC01pElV1K01RVcA7gd1Jzk2yvI/NH9S+79jDOtMt\nH3dpe1/K+OspbfvLaRLy7wBXJPlKkhPb2L8GHE/T3XczcONU94hMYk2SW4A7gJcCz26vbo5bC3y6\nqm4GzgSemuSH+tjvuFdPOJ5NM9hWkjRkkjwe+FFgc1VdAnwV+DXgUJrvqV3k0k9MyD0v7Vn2mDbv\n7QSeR3N19NuzOZYJn/cd4BvALuCN4wvaAvpXaXol3U1TSL9w0r1MbarvBtKiYqEpTaGqrqyqF1XV\nkcAjgB8BTgfuAfbpXTfJ+PzdNFcBoekWM5Wb9rB83HFVdUjP65/a2O5o7+V4FE2i3Qx8tL33k6r6\nfFWtqaplNF10ngj8YR+ft7mqDqG5p/Ry4FE9x7gfTXI8o/2MzwHX0nwh6NdbJhyPV0QlabStBf65\nqm5s589s224G7qObXHrKhNzzzp5ln2/bDq+qx1TVBbM5iEk+7yCaH30fRjPuwbhn0XyPGO/aewZw\nYu9tKn2Y9LuBtNhYaEp9qKqraO4deQRNcbVqwipH0SSO64GraX7F/JVpdnkB8Kwkc/432F59/TPg\ngDaOicu/AHy8jb3ffd4IrANOSzKexJ9FM9DC29uR9HbSXDW1WJQkzVj7A+Ya4Bd68srvAscAR9MM\nmrenXPqUtKO1LzZV9Vma7w5v6WleSzOY37Xt8X6U5sfrmfxoKy0JFprSJJI8LMnvt/dXkOTBNF1q\nPg+cR3MP5K8n2ae9ivhnwMeq6p6qKprBfv5new/lwUnul+ZxKRvbj/grmqJtU5IfbT/jiCR/leRn\n+ojvf6Z51Mr9k+wLvBK4Bbi6/ZyXjndpTfIwmlH8Pj+Tc1BVV9MMYjA+bPpamoESfppmYINjgccB\nxyT56ZnsW5Ik4BSaEdEfzvfyyk8C/0bTnfQ1wIuS/EGSBwEkOSbJh9vtP0Dzw+7H2rx9vyQPah8T\n8rSFPpgpnA6c0MZ9BLAaeDrfO95jgD9n5t1npUXPQlOa3HeAnwMuSnI7TZF2OfD7VbWL5ub+36C5\n9+JymiLvt8Y3bkeAfQ7wP4BvAjcAfwqc0y7/FvDzNF1tL2rv5dgCfJvvHzTgPyY8K+v08Y8A3ksz\nhPs3aR6NclI7IMItNIXll9I87+s84GxgNsOfvxlY1xbDq4HTq2pnz+uSdv/9XtV8zYTjuXHPm0iS\nhtRa4L3VPCLru7kF+Fvg+cDFwC+2r68l+RawkbbbaVXdSTMg0FXA+cCt7TaHAxf1fM4/TMg9Zy/Q\n8VFVu2keOfZHwK8Dl7Wj2Pce718DP5Ok355HU303kBaVNBdfJEmSJEnqhlc0JUmSJEmdstCURkiS\nT0/objP+ev2gY5MkabFLsnKKPHpbkpWDjk9aTOw6K0mSJEnqlFc0JUmSJEmd2nvQAczF4YcfXqtW\nrRp0GJKkReiSSy65sapm8hB0tcyvkqTJzCS3LulCc9WqVWzdunXQYUiSFqEk1ww6hqXK/CpJmsxM\ncqtdZyVJkiRJnbLQlCRJkiR1ykJTkiRJktQpC01JkiRJUqcsNCVJkiRJnbLQlCRpCCR5aJLLel63\nJnlVksOSnJ9kW/t+6KBjlSQNvyX9eBNJ6sKq9Z/8vvntG04aUCTS7FXV1cCxAEn2Aq4HzgbWA1uq\nakOS9e38awcWqIDv/3/H/3MkDSOvaEqSNHxWA1+tqmuAk4FNbfsm4JSBRSVJGhkWmpIkDZ/nAh9q\np5dX1Y52eiewfDAhSZJGiYWmJElDJMn9gWcCH524rKoKqCm2W5dka5Ktu3fvnucoJUnDzkJTkqTh\nciJwaVXd0M7fkGQFQPu+a7KNqmpjVY1V1diyZcsWKFRJ0rCy0JQkabg8j+91mwU4F1jbTq8Fzlnw\niCRJI8dCU5KkIZHkAOAE4OM9zRuAE5JsA57czkuSNK98vIkkSUOiqm4HHjSh7SaaUWglSVowXtGU\nJEmSJHXKQlOSJEmS1KmBFJpJDklyVpKrklyZ5LFJDktyfpJt7fuhg4hNkiRJkjQ3g7pH823AeVX1\n7PZ5X/sDrwe2VNWGJOuB9cBrBxSfpCGzav0nv29++4aTBhSJJEnS8FvwK5pJHgg8EXg3QFXdVVW3\nACcDm9rVNgGnLHRskiRJkqS5G0TX2aOA3cB7k3wxybva4diXV9WOdp2dwPIBxCZJkiRJmqNBFJp7\nA8cB76iqRwK303ST/a6qKqAm2zjJuiRbk2zdvXv3vAcrSZIkSZqZQRSa1wHXVdVF7fxZNIXnDUlW\nALTvuybbuKo2VtVYVY0tW7ZsQQKWJEmSJPVvwQvNqtoJfCPJQ9um1cAVwLnA2rZtLXDOQscmSZIk\nSZq7QY06+3LgjHbE2a8BL6YpejcnORW4BlgzoNgkSZIWjd5Rsx0xW9JSMZBCs6ouA8YmWbR6oWOR\nJEmSJHVrEPdoSpIkSZKGmIWmJEmSJKlTFpqSJEmSpE4NajAgSRoKDtIhaZD8P0jSYuUVTUmSJElS\npyw0JUkaEkkOSXJWkquSXJnksUkOS3J+km3t+6GDjlOSNPzsOitJ0vB4G3BeVT27fVb1/sDrgS1V\ntSHJemA98NpBBqnv19v9FewCK2k4eEVTkqQhkOSBwBOBdwNU1V1VdQtwMrCpXW0TcMpgIpQkjRIL\nTUmShsNRwG7gvUm+mORdSQ4AllfVjnadncDyyTZOsi7J1iRbd+/evUAhS5KGlYWmJEnDYW/gOOAd\nVfVI4HaabrLfVVUF1GQbV9XGqhqrqrFly5bNe7CSpOFmoSlJ0nC4Driuqi5q58+iKTxvSLICoH3f\nNaD4JEkjxMGAJGkCn0unpaiqdib5RpKHVtXVwGrgiva1FtjQvp8zwDAlSSPCQlOSpOHxcuCMdsTZ\nrwEvpum9tDnJqcA1wJoBxidJGhEWmpIkDYmqugwYm2TR6oWORZI02rxHU5IkSZLUKQtNSZIkSVKn\nLDQlSZIkSZ2y0JQkSZIkdWoggwEl2Q58B7gXuKeqxpIcBnwEWAVsB9ZU1c2DiE+SJEmSNHuDvKL5\npKo6tqrGR8dbD2ypqqOBLe28JEmSJGmJWUxdZ08GNrXTm4BTBhiLJEmSJGmWBlVoFnBBkkuSrGvb\nllfVjnZ6J7B8MKFJkiRJkuZiIPdoAo+vquuT/BBwfpKrehdWVSWpyTZsC9N1ACtXrpz/SCUtWavW\nf3LQIUiSJI2kgVzRrKrr2/ddwNnAo4EbkqwAaN93TbHtxqoaq6qxZcuWLVTIkiRJkqQ+LXihmeSA\nJAeNTwO/BFwOnAusbVdbC5yz0LFJkiRJkuZuEF1nlwNnJxn//DOr6rwkXwA2JzkVuAZYM4DYJEmS\nJElztOCFZlV9DThmkvabgNULHY8kSdJi4v3lkobBYnq8iSRJkiRpCFhoSpIkSZI6NajHm0iSpI4l\n2Q58B7gXuKeqxpIcBnwEWAVsB9ZU1c2DilGSNBosNCWNJO+B0hB7UlXd2DO/HthSVRuSrG/nXzuY\n0EaX/+dIGjV2nZUkabidDGxqpzcBpwwwFknSiPCKpiTNgFcltMgVcEGSe4G/r6qNwPKq2tEu30nz\nmDFJkuaVhaYkScPj8VV1fZIfAs5PclXvwqqqJDXZhknWAesAVq5cOf+RSpKGml1nJUkaElV1ffu+\nCzgbeDRwQ5IVAO37rim23VhVY1U1tmzZsoUKWZI0pCw0JUkaAkkOSHLQ+DTwS8DlwLnA2na1tcA5\ng4lQkjRK7DorSdJwWA6cnQSa/H5mVZ2X5AvA5iSnAtcAawYYoyRpRFhoSpI0BKrqa8Axk7TfBKxe\n+IgkSaPMrrOSJEmSpE5ZaEqSJEmSOjXnrrNJfrqqvtRFMJIkydyq2Zn4nN/tG04aUCSS1M0Vzbcn\nuTjJbyd5YAf7kyRp1JlbJUlL2pwLzap6AvB84MHAJUnOTHLCnCOTJGlEmVslSUtdJ/doVtU24A3A\na4FfAP46yVVJfrmL/UuSNGrMrZKkpWzOhWaSn0nyVuBK4BeBZ1TVT7bTb53r/iVJGjXmVknSUtfF\nFc2/AS4Fjqmql1XVpQBV9U2aX2InlWSvJF9M8o/t/GFJzk+yrX0/tIPYJElaimaVWyVJWiy6KDRP\nAs6sqjsAktwvyf4AVfWBabZ7Jc0vtePWA1uq6mhgSzsvSdIomm1ulSRpUeii0LwA2K9nfv+2bUpJ\njqRJou/qaT4Z2NRObwJO6SA2SZKWohnnVkmSFpM5P0cT2Leqbhufqarbxn91ncbpwGuAg3rallfV\njnZ6J7B8sg2TrAPWAaxcuXLWQUtS13yGnTo0m9yqETDx/xlJWqy6uKJ5e5LjxmeSPAq4Y6qVkzwd\n2FVVl0y1TlUVUFMs21hVY1U1tmzZsjmELUnSojWj3CpJ0mLTxRXNVwEfTfJNIMAPA8+ZZv3HAc9M\n8jRgX+DgJB8Ebkiyoqp2JFkB7OogNkmSlqKZ5lZJkhaVOReaVfWFJA8DHto2XV1Vd0+z/uuA1wEk\nOR54dVW9IMmbgbXAhvb9nLnGJknSUjTT3CpJ0mLTxRVNgJ8FVrX7Oy4JVfX+Ge5jA7A5yanANcCa\njmKTJGkp6iK3SpI0EHMuNJN8APhx4DLg3ra5gD0mw6q6ELiwnb4JWD3XeCRJWurmklslSVoMurii\nOQY8vB3AR5KGiiM8akBmlVuT7AVsBa6vqqcnOQz4CM2V0e3Amqq6ueNYJUn6AV2MOns5zSAFkiSp\nG7PNra8EruyZXw9sqaqjgS3tvCRJ866LK5qHA1ckuRi4c7yxqp7Zwb4lSRpFM86tSY4ETgLeBPxe\n23wycHw7vYnmdpXXdh+uJEnfr4tC87QO9iFJkr7ntFlsczrwGuCgnrblVbWjnd4JLJ9q4yTrgHUA\nK1eunMXHa7Hp7fq/fcNJA4xE0iiac9fZqvoszX0f+7TTXwAunet+JUkaVTPNrUmeDuyqqkum2WfR\nDCg01fKNVTVWVWPLli2bdeySJEEHhWaSlwJnAX/fNh0BfGKu+5UkaVTNIrc+Dnhmku3Ah4FfTPJB\n4IYkK9p9rgB2zVvQkiT16GIwoJfRJLhbAapqG/BDHexXkqRRNaPcWlWvq6ojq2oV8FzgM1X1AuBc\nYG272lrgnPkMWpKkcV0UmndW1V3jM0n2ZpquOZIkaY+6yq0bgBOSbAOe3M5LkjTvuhgM6LNJXg/s\nl+QE4LeBf+hgv5IkjapZ59aqupBmdFmq6iZg9TzFOJImPlvXQXYkaXJdXNFcD+wGvgT8BvAp4A0d\n7FeSpFFlbpUkLWlzvqJZVfcB72xfkiRpjsyt0v9r7/5jJSvrO46/PyL4W4Gyrhtku1Ap1hqt9Poj\nag2KpIhtFltL7Q+lSrvpD1tNa8LGP7CJMVmT1mijtt1a6pI2KlGQrT9qKNVSIypCUUS0UEVdXdmI\nKGIbccu3f8xBb9Z7Z+bee+6cM3Per+TmzvlxZ77znXPnOc95nvM8kubdhiuaSb7ECveNVNUpG31u\nSZKGyLJVkjTv2rhHc2nZ4wcCvwYc38LzSpI0VJatkqS51kbX2TuOWPXGJNcBF230uSVpLY4cpKNr\ny+NxwBCthWXrYujbd5IkzVIbXWdPX7Z4P0ZXYdtoKZUkaZAsWyVJ866NQusvlz0+DNwGnNfC80qS\nNFSWrZKkudZG19lntxGIJEkasWyVJM27NrrO/um47VX1ho2+hiRJQ2LZKkmad22NOvtkYH+z/MvA\nJ4FbVto5yQOBq4EHNK//7qp6TZLjgXcBO2i6CFXVnS3EJ0nSvFlT2aruOOCPJK2sjYrmo4HTq+q7\nAEn+HHh/Vf32Kvt/H3hOVd2d5Gjgo0k+CPwKcFVV7UmyG9gNXNhCfJIkzZu1lq2SJPXK/Vp4jq3A\nPcuW72nWrahG7m4Wj25+CtgJ7GvW7wPObSE2SZLm0ZrKVkmS+qaNFs1LgE8mubxZPpcfVRhXlOQo\n4DrgMcBbquoTSbZW1cFml2+wSoGaZBewC2D79u0thC9pnizK3JSL8j60adZctkqS1CdtjDr7uqbr\n6y80q15aVf854W/+D/i5JMcClyd5/BHbK0mt8rd7gb0AS0tLK+4jSdI8W0/ZKklSn7TRdRbgwcBd\nVfUm4ECSk6f5o6r6NvBh4Gzg9iTbAJrfh1qKTZKkebSuslWSpD5oY3qT1zAaHe804B8Y3XP5j8Az\nVtl/C/CDqvp2kgcBZwGvZzSy3vnAnub3FRuNTdL8c0RHDdFay1ZJkvqmjXs0XwA8CbgeoKq+nuRh\nY/bfBuxr7tO8H3BpVb0vyTXApUkuAL4MnNdCbJIkzaO1lq1OHyZJ6pU2Kpr3LL+nMslDxu1cVZ9h\nVHgeuf4O4MwW4pEkad6tqWxtOH2YJKk32qhoXprkb4Fjk/we8DLg71p4XkkahCO7BzsKrVhH2VpV\nBaw2fdgZzfp9wEewoilJ2mRtjDr7F0nOAu5idC/JRVV15YYjkyRpoNZbtjp9mCSpLzZU0WwKtH+t\nqmcDVi4lSdqgjZStTh8mSeqLDU1v0hRo9yZ5REvxSJI0aG2UrU4fJknqWhv3aN4N3JjkSuB7962s\nqj9p4bklSRqiNZetTh8mSeqTNiqalzU/kiSpHespW50+TJLUG+uuaCbZXlVfqap9bQYkSdJQbaRs\ndfowSVKfbOQezffe9yDJe1qIRZKkobNslSQthI10nc2yx6dsNBBJWqsj55+UFoBlqyRpIWykRbNW\neSxJktbHslWStBA20qL5xCR3Mbr6+qDmMc1yVdXDNxydJEnDYtkqSVoI665oVtVRbQYiSdLQWbZK\nkhbFRrrOSpIkSZL0Y9qYR1OSNIEDF0nzaYj/u0e+59v2PL+jSCTNM1s0JUmSJEmtsqIpSZIkSWqV\nXWclSZIWnN1hJc2aLZqSJEmSpFbNvEUzyUnAJcBWRpNR762qNyU5HngXsAO4DTivqu6cdXySJEn6\nkeWtobaESppWFy2ah4E/q6rHAU8D/ijJ44DdwFVVdSpwVbMsSZIkSZozM69oVtXBqrq+efxd4Gbg\nRGAnsK/ZbR9w7qxjkyRJkiRtXKeDASXZATwJ+ASwtaoONpu+wahr7Up/swvYBbB9+/bND1KSJGnB\nDXG+UEmbq7PBgJI8FHgP8Mqqumv5tqoqRvdv/piq2ltVS1W1tGXLlhlEKklS/yU5KcmHk3wuyU1J\nXtGsPz7JlUluaX4f13WskqTF10mLZpKjGVUy/6mqLmtW355kW1UdTLINONRFbJIkzan7xkC4PsnD\ngOuSXAn8DqMxEPYk2c1oDIQLO4xTPWALpqTNNvMWzSQB/h64uaresGzTfuD85vH5wBWzjk2SpHnl\nGAiSpD7pokXzGcCLgRuT3NCsezWwB7g0yQXAl4HzOohNkqS5t54xECRJatPMK5pV9VEgq2w+c5ax\nSJK0aI4cA2HUkWikqirJimMgONieJKlNnQ0GJEmS2jVuDIRm+6pjIDjYniSpTVY0JUlaAI6BIEnq\nk07n0ZQkSa1xDARJUm9Y0ZQkaQE4BoIkqU/sOitJkiRJapUVTUmSJElSq6xoSpIkSZJaZUVTkiRJ\nktQqBwOSJElaZsfu93cdgiTNPVs0JUmSJEmtskWTH79yedue53cUiTRMth5IkiQtFls0JUmSJEmt\nsqIpSZIkSWqVXWclSZ1b3n3a2xckSZp/tmhKkiRJklplRVOSJEmS1Cq7zkqaCUd3lqTFY7d3Saux\nRVOSJEmS1KpOWjSTXAz8EnCoqh7frDseeBewA7gNOK+q7uwiPkmbz7kzV2frryRJmnddtWi+HTj7\niHW7gauq6lTgqmZZkiRJkjRnOqloVtXVwLeOWL0T2Nc83gecO9OgJEmaY0kuTnIoyWeXrTs+yZVJ\nbml+H9dljJKk4ejTYEBbq+pg8/gbwNaVdkqyC9gFsH379hmFJkn9YLdajfF24M3AJcvW3ddbaE+S\n3c3yhR3EJkkamF4OBlRVBdQq2/ZW1VJVLW3ZsmXGkUmS1E/2FpIk9UmfWjRvT7Ktqg4m2QYc6jog\nSZLm3FS9hcAeQ5qOA7lJmlafKpr7gfOBPc3vK7oNR5L6zznsNK2qqiQr9hZqtu8F9gIsLS2tup8k\nSdPopOtskncA1wCnJTmQ5AJGFcyzktwCPLdZliRJ63d700sIewtJkmapkxbNqvqNVTadOdNApAVj\n69awOVCQVmBvIUlSJ3o5GJAkSVobewtJkvqkT/doSpKkdbK30No4qI0kbS4rmpI2hSdx3bMrtSRJ\n6opdZyVJkiRJrbJFU5IkLTx7WUjSbFnRlLSm0Urtjjl7niBLkqR5Y9dZSZIkSVKrbNGUtG7O27gY\n/BwlSVLbbNGUJEmSJLXKiqYkSZIkqVV2nZU0lgPRSJIkaa2saEqSpE6Nu6DlPcPzY9KFST9LaVjs\nOitJkiRJapUtmtJArGX+y/V2l7Wb7fzws9Jmm8VoxpNew+O8X8aVQ87RLC0eWzQlSZIkSa2yRVNa\nUEGDJfAAAAa1SURBVF7J12Zwzk1JkjQNK5qSJGkheIFtfmzWZ2X3XKk/etd1NsnZSb6Q5NYku7uO\nR5KkeWfZKkmatV61aCY5CngLcBZwALg2yf6q+ly3kakv+jC4xLR/u1lXS9t4Da/6D89GPnOPl/nW\nl7K1rUHGbIlafE53I7Wj61b8vrVoPgW4taq+WFX3AO8EdnYckyRJ88yyVZI0c32raJ4IfHXZ8oFm\nnSRJWh/LVknSzKWquo7hh5K8EDi7qn63WX4x8NSqevmyfXYBu5rF04AvtPDSJwDfbOF5FpX5WZ25\nWZ25Gc/8rK6t3PxkVW1p4Xnm2jRla7N+I+Wrx/N45mcyczSe+ZnMHI0387K1V/doAl8DTlq2/Ohm\n3Q9V1V5gb5svmuRTVbXU5nMuEvOzOnOzOnMznvlZnblp3cSyFTZWvvqZjWd+JjNH45mfyczReF3k\np29dZ68FTk1ycpJjgBcB+zuOSZKkeWbZKkmauV61aFbV4SQvBz4EHAVcXFU3dRyWJElzy7JVktSF\nXlU0AarqA8AHZvyyrXbFXUDmZ3XmZnXmZjzzszpz07IZlK1+ZuOZn8nM0XjmZzJzNN7M89OrwYAk\nSZIkSfOvb/doSpIkSZLm3KAqmknOTvKFJLcm2b3C9iT5q2b7Z5Kc3kWcXZgiN7/V5OTGJB9L8sQu\n4uzKpPws2+/JSQ430wkMwjS5SXJGkhuS3JTk32cdY1em+L96RJJ/TvLpJjcv7SLOLiS5OMmhJJ9d\nZftgv4/7yjJ0sily9Ngk1yT5fpJXdRFjlzzXmGyKHO1scnRDkk8leWYXcXbJc7LxpjiGzkjyneYY\nuiHJRZsWTFUN4ofRAAj/DZwCHAN8GnjcEfucA3wQCPA04BNdx92j3DwdOK55/Lyh5Gba/Czb798Y\n3Qf1wq7j7ktugGOBzwHbm+VHdh13j3LzauD1zeMtwLeAY7qOfUb5eRZwOvDZVbYP8vu4rz+Woa3l\n6JHAk4HXAa/qOuYe5mew5xpryNFD+dGtb08APt913H3L0bL9BnVOtoZj6AzgfbOIZ0gtmk8Bbq2q\nL1bVPcA7gZ1H7LMTuKRGPg4cm2TbrAPtwMTcVNXHqurOZvHjjOZhG4ppjh2APwbeAxyaZXAdmyY3\nvwlcVlVfAaiqoeRnmtwU8LAkYXTy8C3g8GzD7EZVXc3o/a5mqN/HfWUZOtk0ZemhqroW+EEXAXbM\nc43JpsnR3dXUFoCHMCpHhsRzsvGmzc9MDKmieSLw1WXLB5p1a91nEa31fV/A6Kr1UEzMT5ITgRcA\nfz3DuPpgmmPnp4HjknwkyXVJXjKz6Lo1TW7eDPwM8HXgRuAVVXXvbMLrvaF+H/eVZehkQ3//k3iu\nMdlUOUrygiSfB94PvGxGsfWF52TjTft/9vSmC/YHk/zsZgXTu+lN1G9Jns3oy39w9wRM8Ebgwqq6\nd9Q4pWXuD/w8cCbwIOCaJB+vqv/qNqxe+EXgBuA5wE8BVyb5j6q6q9uwJKk7nmuMV1WXA5cneRbw\nWuC5HYfUN56TjXc9o9uZ7k5yDvBe4NTNeKEhVTS/Bpy0bPnRzbq17rOIpnrfSZ4AvA14XlXdMaPY\n+mCa/CwB72y+0E4AzklyuKreO5sQOzNNbg4Ad1TV94DvJbkaeCKw6BXNaXLzUmBP0w3q1iRfAh4L\nfHI2IfbaUL+P+8oydLKhv/9JPNeYbE3HUFVdneSUJCdU1Tc3Pbp+8JxsvIn5WX4xu6o+kOStm3UM\nDanr7LXAqUlOTnIM8CJg/xH77Ade0oyc9zTgO1V1cNaBdmBibpJsBy4DXjzAlqiJ+amqk6tqR1Xt\nAN4N/OFAvtCm+b+6AnhmkvsneTDwVODmGcfZhWly8xVGLb0k2QqcBnxxplH211C/j/vKMnSyaXI0\nZJ5rTDZNjh7T3NdPM7LzA4AhVcg9JxtvmmPoUcuOoacwqg9uyjE0mBbNqjqc5OXAhxiNyHRxVd2U\n5Peb7X/DaGSqc4Bbgf9h1Nqw8KbMzUXATwBvbY7Nw1W11FXMszRlfgZpmtxU1c1J/gX4DHAv8Laq\nWnFKi0Uy5XHzWuDtSW5kNFLnhUO5Kp3kHYxGvjshyQHgNcDRMOzv476yDJ1smhwleRTwKeDhwL1J\nXsloRMiF7y7vucZkU+boVxld0PkB8L/Ary8bHGjheU423pT5eSHwB0kOMzqGXrRZx1AGdGxKkiRJ\nkmZgSF1nJUmSJEkzYEVTkiRJktQqK5qSJEmSpFZZ0ZQkSZIktcqKpiRJkiSpVVY0JUmSJEmtsqIp\nSZIkSWqVFU1JkiRJUqv+HzrDzkcfv6IEAAAAAElFTkSuQmCC\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x4ecad30>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"def add_subplot(field, subplot):\n",
" plt.subplot(subplot)\n",
" plt.title(field)\n",
" df[field].plot.hist(bins=100)\n",
"\n",
"plt.figure(1)\n",
"add_subplot('ACCEPTED_COUNT', 221)\n",
"add_subplot('REJECT_COUNT', 222)\n",
"add_subplot('SUCCESS_RATE', 223)\n",
"add_subplot('ACCEPT_RATE', 224)\n",
"\n",
"plt.subplots_adjust(top=1.4, bottom=0, left=0, right=2)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"correlation: 0.315350\n",
"p-value: 0.000000\n"
]
},
{
"data": {
"image/png": 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WHjWb8wkAUBWVZwAAdDAanU+tlJnI5XTBKS/TWauObctjUc80S79paxM5p97C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\nJEmSJNXx/wFpEsO6mVHQVQAAAABJRU5ErkJggg==\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x4e37f98>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from scipy.stats import pearsonr\n",
"\n",
"correlation, p_value = pearsonr(df['SUCCESS_RATE'], df['ACCEPT_RATE'])\n",
"print 'correlation: %f' % correlation\n",
"print 'p-value: %f' % p_value\n",
"\n",
"###\n",
"\n",
"values = pd.Series(np.arange(0, 8, 0.01)).to_frame()\n",
"\n",
"prediction = est_succ_to_accept.predict(values.values)\n",
"trend_line = pd.DataFrame({'SUCCESS_RATE': values[0], 'ACCEPT_RATE': prediction})\n",
"\n",
"###\n",
"\n",
"fig, ax = plt.subplots(figsize=(20, 10))\n",
"\n",
"df.plot.scatter(x='SUCCESS_RATE', y='ACCEPT_RATE', ax=ax)\n",
"trend_line.plot.line(x='SUCCESS_RATE', y='ACCEPT_RATE', ax=ax, color='k', linewidth=2)\n",
"\n",
"ax.set_xlim([0.45, 1.05])\n",
"ax.set_ylim([0, 0.25])\n",
"\n",
"x_ticks = ax.get_xticks()\n",
"y_ticks = ax.get_yticks()\n",
"ax.set_xticklabels(['{:3.2f}%'.format(k*100) for k in x_ticks])\n",
"ax.set_yticklabels(['{:3.2f}%'.format(k*100) for k in y_ticks])\n",
"ax.set_ylabel('Accept Rate (%)')\n",
"ax.set_xlabel('Success Rate (%)')\n",
"ax.legend_.remove()\n",
"\n",
"for item in ([ax.title, ax.xaxis.label, ax.yaxis.label] + ax.get_xticklabels() + ax.get_yticklabels()):\n",
" item.set_fontsize(18)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0xf19e0b8>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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SbIuXK5T5XdISwnfEwK3q+aQEoIua7LuV2Krvpxv1vAS4seK+q36WVevYtJ6S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\nYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0xcf28cc0>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"demographics = [\n",
" 'WA_MALE', 'WA_FEMALE', 'BA_MALE', 'BA_FEMALE',\n",
" 'IA_MALE', 'IA_FEMALE', 'AA_MALE', 'AA_FEMALE',\n",
" 'NA_MALE', 'NA_FEMALE', 'H_MALE', 'H_FEMALE',\n",
" 'TOM_MALE', 'TOM_FEMALE',\n",
" 'AGE_1', 'AGE_2', 'AGE_3', 'AGE_4', 'AGE_5', 'AGE_6',\n",
" 'AGE_7', 'AGE_8', 'AGE_9', 'AGE_10', 'AGE_11', 'AGE_12',\n",
" 'AGE_13', 'AGE_14', 'AGE_15', 'AGE_16', 'AGE_17', 'AGE_18',\n",
"]\n",
"\n",
"descriptions = [\n",
" 'white male', 'white female', 'black male', 'black female',\n",
" 'american indian male', 'american indian female', 'asian male', 'asian female',\n",
" 'hawaiian male', 'hawaiian female', 'hispanic male', 'hispanic female',\n",
" '2+ races male', '2+ races female',\n",
" '0 to 4', '5 to 9', '10 to 14', '15 to 19', '20 to 24', '25 to 29',\n",
" '30 to 34', '35 to 39', '40 to 44', '45 to 49', '50 to 54', '55 to 59',\n",
" '60 to 64', '65 to 69', '70 to 74', '75 to 79', '80 to 84', '85+',\n",
"]\n",
"\n",
"correlations = []\n",
"p_values = []\n",
"\n",
"for dem in demographics:\n",
" correlation, p_value = pearsonr(df[dem], df['BIAS'])\n",
" correlations.append(correlation)\n",
" p_values.append(p_value)\n",
"\n",
"stats = pd.DataFrame(\n",
" zip(descriptions, correlations, p_values),\n",
" columns=['demographic', 'correlation', 'p-value']\n",
")\n",
"stats.plot.bar(x='demographic', y='correlation')"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false,
"scrolled": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\me\\Anaconda2\\lib\\site-packages\\ipykernel\\__main__.py:18: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n"
]
},
{
"data": {
"image/png": 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qfmutm621/lr196vPV2efwF4BAAAA4IQ57Iqy6oHV+Wut86pm5jPVRdXT11pv\n2y5aa712Zs6vHnXCOgUAAACAE+hIK8puU/23HZ//aHP84z1q31nd4ng0BQAAAAD77UhB2fWrK3Z8\n3v79yj1qrzqK+QAAAADgQBJsAQAAAEBH3qOs6vSZ+brN7zeqVvXwmfmWXXX3Oq6dAQAAAMA+Opqg\n7FF9+Sb9//QQtesrawcAAAAATo4jBWUP3pcuAAAAAOAkO2xQttZ64341AgAAAAAn09E8egkAXAOd\nevZF+3q/y849Y1/vBwAAx5u3XgIAAABAgjIAAAAAqARlAAAAAFAJygAAAACgEpQBAAAAQCUoAwAA\nAIBKUAYAAAAAlaAMAAAAACpBGQAAAABUBzgom5nrzMzTZuZPZubKmfngzPz0zNz4GOY4fWbeMjOf\nmZmPzsyFM3OnQ9TedGbOm5nLN/d718w8YWZmj9qnzcyfzswnZubVM/P1e9TcYWY+NTPfc2zfHAAA\nAICT4cAGZdX/Wb2g+uPqSdWF1ZOr/zQzR+x7Zh5Wvaq6YfWj1U9VD6jePDO32VV7veq11eOrCzb3\ne0/1c9U5u2ofvunr1dWPVXepXrlHTy+uXr/W+vWj/8oAAAAAnCynnOwG9jIz39hWWPXKtdY/3DH+\np9WLqkdWv3qY669bnVd9sLr/WuvTm/HXVJdUP16dteOSM6t7V09ea523GTt/Zl5RPXNmfmmt9YHN\n+MOqN661fngz57ur367uXF26GXtkdf/qG67u3wAAAACA/XVQV5R9bzXVC3eNn199tvrHR7j+gdVt\nqpduh2RVa613VG+oHrEJ07Y9ajPv+bvmeWF13eoRO8ZuWH10x+ft329cNTM3r36meuZa68+P0CcA\nAAAAB8SBXFHW1uquL1Vv2zm41rpyZt6xOX+k66t+d49zb60eUt21etfmkcl7Vr+/1rpyV+3bqrXr\nfr9bnTMz31n9SfXstsKy92zOP796f1uPbQIAANcQp5590b7e77Jzz9jX+wFwZAc1KLtN9ZG11lV7\nnLu8+tszc7211ucOc/127V7XV922eld1s7ZWiX1Z7Vrrqpn5yKZ224uqB7e1R1nVJ6pHr7WumJmH\nVN9X3Wut9aVDfjsAAAAADpxZa53sHr7MzLyvuu5a6w57nPs31fdXN1trffwQ1/9i9QPVndda7991\n7geqX6weutb6DzNz++rPql9Za/2TPeb6s+qja61v2TV+5+oW1bvXWp+amRtUf1T92lrrX8zMA6pz\nq1Ori6u9ZEVLAAAgAElEQVQnrrX+7BD9ntVmz7Q73OEO9/rABz6wVxkAx5mVAwB8Nbm2/7vn+x1f\nvt/xc23+bnXN+X4zc8la67Qj1R3UPco+W13/EOdusKPmcNd3iDl2X3+42u36L7vXWut9a623rbU+\ntRk6p/pi9ZyZuWP1m9Xrq+9q6+980aHe1rnWesla67S11mm3utWtDvO1AAAAADhRDmpQ9qHqljOz\nV3h127YeyzzUY5fb12/X7nV9/dWjlh+rrtirdnP/W7b3I5w76765+pHqrM3jot9Xfbh61lrrkuqp\n1TdV9z3cPAAAAACcPAc1KHt7W73dZ+fg5vHGb2nrUcYjXV/1bXucu1/1yeq9VZu9xH6/+tY9grn7\ntPX2zUPeb7NK7KXVL6+13rQZvl11+fqr51o/uDne/gh9AwAAAHCSHNSg7IK23jb51F3jP1jdqPp3\n2wMzc+uZudvM3GhH3Rurv6jOnJmb7Ki9R/Wg6sK11ud31L9sM+9Zu+731OoLm34O5cltBWBP3zH2\noeouO4K3u+8YBwAAAOAAOpBB2Vrrj6qfrR42M6+cmTNn5qerF7QVgv3qjvLnVu9ux+qzTQj2lLYC\nrN+ZmR+ambOr32rrkchzdt3y/OqS6gUz89Ob+72yelh17lrrsr363OxF9pzqSbteLHBB9bXVK2bm\nh6p/U11a/d6x/zUAAAAA2A+nnOwGDuOp1WVtrfI6o/pIdV717M3jkoe11rpwZq6onlU9v7qqel31\njLXW5btqPzcz395W6PW9bb3N8n3Vk9oK7A7lxdXr1lov3zXfpTPz0OonNz8XV4/ftYoNAAAAgAPk\nwAZla60vVj+9+Tlc3WOqxxzi3KuqVx3l/T5ePXHzc7Q9nn6YcxdV+/uOVAAAAIB9dNm5Z5zsFo6r\nAxuUAcCJdm37Rx0AAPjKHMg9ygAAAABgvwnKAAAAACBBGQAAAABUgjIAAAAAqARlAAAAAFAJygAA\nAACgEpQBAAAAQCUoAwAAAIBKUAYAAAAAlaAMAAAAACpBGQAAAABUgjIAAAAAqARlAAAAAFAJygAA\nAACgEpQBAAAAQCUoAwAAAIBKUAYAAAAAlaAMAAAAACpBGQAAAABUgjIAAAAAqARlAAAAAFAJygAA\nAACgEpQBAAAAQCUoAwAAAIBKUAYAAAAAlaAMAAAAACpBGQAAAABUgjIAAAAAqARlAAAAAFAJygAA\nAACgEpQBAAAAQCUoAwAAAIBKUAYAAAAAlaAMAAAAACpBGQAAAABUgjIAAAAAqARlAAAAAFAJygAA\nAACgEpQBAAAAQCUoAwAAAIBKUAYAAAAAlaAMAAAAAKo65WQ3AAAAwIl32blnnOwWAA48K8oAAAAA\nIEEZAAAAAFSCMgAAAACoBGUAAAAAUAnKAAAAAKASlAEAAABAJSgDAAAAgEpQBgAAAACVoAwAAAAA\nKkEZAAAAAFSCMgAAAACoBGUAAAAAUAnKAAAAAKASlAEAAABAJSgDAAAAgEpQBgAAAACVoAwAAAAA\nKkEZAAAAAFSCMgAAAACoBGUAAAAAUAnKAAAAAKASlAEAAABAJSgDAAAAgEpQBgAAAACVoAwAAAAA\nKkEZAAAAAFSCMgAAAACoBGUAAAAAUAnKAAAAAKASlAEAAABAJSgDAAAAgEpQBgAAAACVoAwAAAAA\nKkEZAAAAAFSCMgAAAACoBGUAAAAAUAnKAAAAAKASlAEAAABAJSgDAAAAgEpQBgAAAACVoAwAAAAA\nKkEZAAAAAFSCMgAAAACoBGUAAAAAUAnKAAAAAKASlAEAAABAJSgDAAAAgEpQBgAAAACVoAwAAAAA\nKkEZAAAAAFSCMgAAAACoDmhQNjP3mZkXzcybZ+bTM7Nm5jFXY56bzsx5M3P5zFw5M++amSfMzByi\n/vSZecvMfGZmPjozF87Mnfaou/PM/OeZ+eTMvH9mnnKI+V40M384M6cca+8AAAAA7K8DGZRVp1c/\nXP316g+vzgQzc73qtdXjqwuqJ1XvqX6uOmeP+odVr6puWP1o9VPVA6o3z8xtdtRdp/r31Z2rs6vX\nVC+cmX+4a777bu595lrrC1fnOwAAAACwfw7qSqcXVz+11vrMzPyj6m9fjTnOrO5dPXmtdd5m7P9j\n777DJKuqhY2/CyQLEhURFFBAr2ICBcQAAooKXkG9+iESFS+KCooYQAVR0YuBoBgQUAwgBsyRLAIq\nI6AEQXKSnIchzazvj32aqSm6ekJX16lz6v09z3m665zdNWvNrq7qWrXDkRHxE+BjEXFMZl4DEBGL\nAIcD1wEvy8z7qvO/BaYB+wO7VfexFrAusGlmnla1ew6wLfCTjvs7EvhqZv5tAWKXJEmSJEnSgA3l\niLLMvDkzp0/ybrYD7qcUrDodAiwCvKXj3CuAVYBvjRXJqjjOB04D3lIVv6CMOAO4o+Pn7wCW6ri9\nD7AMsN/kUpAkSZIkSdKgDGWhbLKq6ZEvBM7LzAe6Lv8VSMposzFj3589zt2dQyl6rV3dvpRSGPt4\nRKwREa8DtgTOqv7ttSkFst37UOyTJEmSJEnSgLSyUAYsRxn5dUP3hcx8ELgNeErH6bE1yB7TvuPc\nU6qfnwHsCrwKuJKyrtnpwGHVJgHfBE7MzN9OPg1JkiRJkiQNSlsLZUtWXx/scf2BjjZza/9AVxsy\n82fAqsAGwFqZuWU1cm1Xyvple0bEEtWul1dXu23u0SvYiNgtIs6NiHNvvfXWuSYnSZIkSZKk/qtt\nMf+IWBhYqev0jMy8uw93f3/1dbEe1xfvaDO39ot3tQEgM++lTOMEICJWpuyUuVdm3hIRX6OMOtuB\nMhrt6Ii4JTNP6P4HMvOblJForL/++jlBXpIkSZIkSZoidY4oWw34T9dxaJ/u+05gBnNOrwQgIhYD\nVmTOaZY3Vl8f077j3HjTMjsdBkzLzG9Xa6TtBByUmWdk5nGUHTF3necMJEmSJEmSNFC1jSgDbgK2\n6Dp343gN51dmzoqIvwMviIjFqnXJxrwYCODcjnN/q75uBJzUdXcbAvcAl/X69yJia2AryrRLKIW4\nxYHrOppdR9lgQJIkSZIkSUOotkJZtaZXd1FqvkXEIsDTgfsz89qOS8cBGwO7AYd3nN8TeAT4Yce5\n0ykj2t4REV/OzPuq+34esAlwTGY+3OPfXxo4AjggM6+oTt8OPEQpnP2+OrcufSoESpIkSZKkZrj6\nc6+rOwTNhzpHlPUUEU8D3l7dfHb1deuIWLX6/ruZeU31/VOASyjFrk067uZIYGfgSxGxetXmtcA2\nwKcz8+qxhpn5cES8n1I8+1NEHAksA+wF3Ap8coJwP0spjH2x4/5mRsRxwMernTBXqf7tneftf0CS\nJEmSJEmDNpSFMmAN4MCuc9tWB8CZwDVMIDMfiojNgU8D/w9YAbgCeC/w1XHa/ygiZgD7AV+g7IB5\nMvDhzBx3fbKI2BB4F/CSzHyk6/L7qq8fAaYD+wLHThSzJEmSJEmS6jOUhbLMPI2yjti8tL26V9vM\nvAvYozrm5b5+BfxqnoIs7c8BFu1x7R7Kgv6SJEmSJElqgDp3vZQkSZIkSZKGhoUySZIkSZIkCQtl\nkiRJkiRJEmChTJIkSZIkSQIslEmSJEmSJEmAhTJJkiRJkiQJsFAmSZIkSZIkARbKJEmSJEmSJMBC\nmSRJkiRJkgRYKJMkSZIkSZIAC2WSJEmSJEkSYKFMkiRJkiRJAiyUSZIkSZIkSYCFMkmSJEmSJAmA\nx9UdgCRJkiRJk3X1515XdwiSWsARZZIkSZIkSRIWyiRJkiRJkiTAQpkkSZIkSZIEWCiTJEmSJEmS\nAAtlkiRJkiRJEmChTJIkSZIkSQIslEmSJEmSJEmAhTJJkiRJkiQJsFAmSZIkSZIkARbKJEmSJEmS\nJMBCmSRJkiRJkgRYKJMkSZIkSZIAC2WSJEmSJEkSYKFMkiRJkiRJAiyUSZIkSZIkSYCFMkmSJEmS\nJAmwUCZJkiRJkiQBFsokSZIkSZIkwEKZJEmSJEmSBFgokyRJkiRJkgALZZIkSZIkSRJgoUySJEmS\nJEkCLJRJkiRJkiRJgIUySZIkSZIkCbBQJkmSJEmSJAEWyiRJkiRJkiTAQpkkSZIkSZIEWCiTJEmS\nJEmSAAtlkiRJkiRJEmChTJIkSZIkSQIslEmSJEmSJEmAhTJJkiRJkiQJsFAmSZIkSZIkARbKJEmS\nJEmSJMBCmSRJkiRJkgRYKJMkSZIkSZIAeFzdAUiSJEmSpIld/bnX1R2CNBIslEmSJEmSpFpZCNSw\ncOqlJEmSJEmShIUySZIkSZIkCbBQJkmSJEmSJAEWyiRJkiRJkiTAQpkkSZIkSZIEWCiTJEmSJEmS\nAAtlkiRJkiRJEmChTJIkSZIkSQIslEmSJEmSJEmAhTJJkiRJkiQJsFAmSZIkSZIkARbKJEmSJEmS\nJMBCmSRJkiRJkgRYKJMkSZIkSZIAC2WSJEmSJEkSYKFMkiRJkiRJAiyUSZIkSZIkSYCFMkmSJEmS\nJAmwUCZJkiRJkiQBFsokSZIkSZIkwEKZJEmSJEmSBFgokyRJkiRJkgALZZIkSZIkSRJgoUySJEmS\nJEkCLJRJkiRJkiRJgIUySZIkSZIkCbBQJkmSJEmSJAEWyiRJkiRJkiTAQpkkSZIkSZIEWCiTJEmS\nJEmSAAtlkiRJkiRJEmChTJIkSZIkSQIslEmSJEmSJEmAhTJJkiRJkiQJsFAmSZIkSZIkARbKJEmS\nJEmSJMBCmSRJkiRJkgRYKJMkSZIkSZIAC2WSJEmSJEkSYKFMkiRJkiRJAiyUSZIkSZIkSYCFMkmS\nJEmSJAkYwkJZFNtHxPERcXlE3B8R10bELyJig/m8rydExOERcUNEPBARF0XE7hERPdq/NiLOiojp\nEXFHRPwoItYYp93TI+J3EXFPRFwZEe/vcX+HRcQFEfG4+YlbkiRJkiRJgzeMBZzFgO8C5wPHA1cB\nTwb+Fzg7InbIzO/N7U4iYlHgj8ALgMOBS4DXAEcATwL272q/LfBj4ALgQ8ATgD2BP0fE+pl5Y9Vu\nIeBEYAngI8CzgUMi4vrM/EnH/W1QxbxxZj6yQP8TkiRJkiRJGpjIzLpjmEM1+mrjzDy96/yTgIuA\nmcCTM3PWXO7n3cBXgfdl5uEd538CbA2slZnXVOcWAa4GHgGenZn3VeefD0wDjsrM3apz6wD/AjbN\nzNOqc6cD12fm2zrubxpwcmbuNT/5r7/++nnuuefOz49IkiRJkiRpAhExLTPXn1u7oZt6mZmPdBfJ\nqvM3A6cDT6yOudkOuB84suv8IcAiwFs6zr0CWAX41liRrPo3zwdOA95SFb+gjCQDuKPj5+8Aluq4\nvQ+wDLDfPMQpSZIkSZKkITB0hbK5WBV4CLhrokbV9MgXAudl5gNdl/8KJPCijnNj3589zt2dQyl6\nrV3dvpRSGPt4RKwREa8DtgTOqv7ttSkFst0zc/o85iVJkiRJkqSaNaZQFhGvBV4M/HCc4le35Sgj\nv27ovpCZDwK3AU/pOL1K9fUx7TvOPaX6+RnArsCrgCuBX1FGuh1WbRLwTeDEzPztPKQlSZIkSZKk\nITGMi/k/RkSsRVng/wbgg/PwI0tWXx/scf2BjjZza/9AVxsy82cRsSrwLOCOzLy8ivMdwLrA/0TE\nEsDngdcD04GvZeZXxgsmInYDdqtu3hcRl06QW7+tSCkctpX5NVebcwPzazrza6425wbm13Tm11xt\nzg3Mr+nMr7nanBsMPr+nzUuj2gplEbEwsFLX6RmZeXdXuzWAkynTJV+TmbfOw93fX31drMf1xTva\nzK394l1tAMjMeynTOMfiXBk4GNgrM2+JiK9RRp3tQBmNdnRE3JKZJ3T/A5n5TcpItIGLiHPnZTG7\npjK/5mpzbmB+TWd+zdXm3MD8ms78mqvNuYH5NZ35NVebc4Phza/OqZerAf/pOg7tbBARqwOnAo8H\ntsjMf87jfd8JzGDO6ZVj97kYpWrZOc3yxurrY9p3nBtvWmanw4Bpmfntao20nYCDMvOMzDwO+All\nyqYkSZIkSZKGUJ1TL28Ctug6N1awGiuSnQY8Adg8M8+b1zvOzFkR8XfgBRGxWLUu2ZgXAwGc23Hu\nb9XXjYCTuu5uQ+Ae4LJe/15EbA1sRZl2CaUQtzhwXUez6ygbDEiSJEmSJGkI1TaiLDMfyMyTuo6L\nASLiaZSRZMsCr8rMab3uJyIWiYhnRsRTuy4dR1lXbLeu83sCjwA/7Dh3OmVE2zsi4vEd9/08YBPg\nR5n5cI9/f2ngCOCAzLyiOn07ZXfOdTuarktHIXCI1DLlc4DMr7nanBuYX9OZX3O1OTcwv6Yzv+Zq\nc25gfk1nfs3V5txgSPOLzKw7hjlUhacLgDWAw+lYB6zDHzPz5qr96sBVwOmZuUnH/SwKnAU8jzIt\n8hLgtcA2wKcz8+Nd/+6bKcWzC4AjgWWAvShro62XmeNOvYyIw4GXAetn5iMd57899m9RdtV8P7Bz\nZn5nXv8vJEmSJEmSNDjDWChbnVL4msimmXlaV/s5CmXVtWUphaptgRWAKyijv76a4yQeEVsB+wHP\npeyAeTLw4Y6RYt3tNwTOAF6Smed2XVuGUqDbmmrXS+Bz4/27kiRJkiRJqt/QFcokSZIkSZKkOtS5\nmL80JTp2Nr01Mx+qO55+qkZQbg48Cfh+Zl5dTTNeGbipbfmqWSLiGZTH5oWZeXfd8UyViHgCZRfj\nX2Tm5XXHM1kRsTzwVMq6nvcAl2fmA/VGNTXsu2az/5qtTf1n3zWb/ddso9R/beu7JqltMX8NXkQs\nHBE7RMT3IuKPEfGC6vxy1fmn1B3jZETECyPiFOBe4FrgpdX5J0bEyRGxea0BTlJEfB74N2XBw08B\na1aXFgcuBt5dU2iTFhFLR8QnIuLMiPh3RGxUnV+xOv/MumOcjBHIb6uIuAK4lDIdfb3q/BMj4vKI\neFOtAfbfisDBzLlhS6NExOIR8bGI+DdwKzAN+BNlnc67I+L3EfHyWoOcGvZds9l/zdbo/rPvmtt3\nYP9h/zVV4/uuqRxRNiIiYkngD8BLKGumLQksV12+B/gccDRljbbGiYjnU54sbwOOBXYeu5aZt0TE\nEsCOwEn1RDg5EfEu4EOUde9+RelLADLznoj4BWU9vEPqiXDBRcRKwJmUwt/l1dclADLztojYkbID\n7gdqC3ISRiC/TYATgfOB7wD7j12rfveuAN4K/LiO+BZERBw2lyZPAIKyU/KmQGbm+6c+sv6oPp08\nBXgB8ABwF+X14CHg18CqwKbAZhGxb2Z+vq5Y55d919y+A/sP+29o2XfN7Tuw/7D/hlbb+67RMtNj\nBA7g/yhPLP8NrATMAl7Zcf0rwN/qjnMS+f2CMtrq8ZTKe3d+BwKX1h3nJPK7APhJ9f0K4+T3EeD6\nuuNcwNy+AdwNvLBH330JuKDuOM2vZ36nAOdSRiiP99jcH7iy7jjnM6dZwMzqa6+j8/rMumOez/wO\noWxY81Zmr1X6fOBfwBHV7ZWBE6o8N687Zvuu/X1n/9l/w3zYd83tO/vP/hvmo+19N5fcgzKFdtG6\nYxnvcOrl6Hgz8M3M/Dnll6zb5cDqA42ov14GHJmZ9wHj7VBxLbDKYEPqq7WBP05w/VZKEaaJtqK8\nyP2d8fvuSmC1wYbUV23P70WU9fLGe14BuJ7yx0uTXA3cRxnlt8Y4x6aUF/fdq9trjnsvw2sb4OuZ\neXxWf6lk5vnAXpRPLFfMzJuAtwB/Bz5YX6jz7Wrsu6b2Hdh/9t/wsu+a23dg/9l/w+tq2t13E1ke\nuIpquaRhY6FsdKxCGZXUy/3A0gOKZSosThm108sygwpkijwALDXB9adRhiE30YqUQm0vsyj921Rt\nz28hyqd8vaxIGRrfJM8GjqSsCXEYMCszrxk7KMU/KBuGjJ1rkpWBC8c5fyFlSYZ1oIztB46jFEOb\nwr6jsX0H9p/9N7zsu6KJfQf2n/03vNred3MTdQfQi4Wy0XE7MNFi/c8GbhxQLFPhCqoFxHt4JWXB\n+6b6K+XTlMeIiMWBtwN/HmhE/XMT8PQJrr+AMiKwqdqe3yWUEZ29bMXERfqhk5kzMnNvYAPKuhcX\nR8TeEbFwzaH1y82U5/xuz6GMery349zdlDUtG8G+a27fgf2H/TfM7Ltms/+arbX9NwJ911gWykbH\nycDO1aL+c4iINYBdgN8NPKr++QHw9q6dLcvk54gPAlsC360jsD45GNgoIr4LPLc6t3JEvBo4jfLE\n+oWaYpus3wC7RsSTuy9ExAbADsDPBx5V/7Q9v6OAN0XErsx+TcmIWLJaoHQjyk6tjVNNl30RcABl\nrbVpYzuWNtxvgP+NiP8ZOxERz6WsAXIT8M+OtmsA/xlseJNn3wEN7Tuw/yr233Cx75rN/mu21vdf\ni/uuuQaxEJpH/QfwDMrUvIsoO1vOpCzwfxBwJ2W3yNXqjnMS+S0KnFrldVH19Xzghur73wEL1R3n\nJHPcDZjB7AUdZ1bHDGCnuuObRF4rV/10E6WgMpOye+JxlCl9VwHL1x2n+U2Y4/eqx+RdVX43AQ9X\n546qO74+5bgG8HvgEcrmITOBbeuOawFzeSJlTYyZlHUxbqu+fwR4Y1fbiyhr0NUet303en1n/9l/\nw3LYd83tO/vP/mva0aa+68rr5V3H1pT3Cnt2X6s71sx8dNcIjYCIWA84Gli369KFwNszs1HTo7pF\nxOOA9wJvA55FmfP8b+BY4NDMfKTG8PoiIlambMzwTGbnd0Jm3lBrYJMUEatRdl59HR2jkiifIO2e\nmdf3+tkmaHt+ABGxDbA9cz42j83Mn9QaWJ9FxPbAFym7B78pM39ac0gLJCJWAvYFNgEWo/xheUhm\nntnVbingocx8eOBB9pl912z2X7O1of/su+b2Hdh/2H+N05a+GxMRs3jsxmbRdS4oy83VPvXUQtkI\niojn0FFIyszzag5JAiAilqEsyBnA5Zl5R80h9VXb8xsVEbEosAQwvQ0F+FFi3zWb/dds9l9z2XfN\nZv81V5v6LiJe0XVqWeBEYG9gWueFzDx9UHH1YqFMkiRJkiRJAxERKwC3Aptn5il1x9PtcXUHIC2I\niHj5gvxcZp7R71imQkQcvQA/lpm5a9+DkTpExA4L8nOZeWy/YxmEiHgicFdmPtTj+krAs5ry3NKt\nrflFRACLdOYVEU8AtgWWB87JzKbuFNz6/HqpNh+6ANg+M39Rdzz91tb8qo2kXgKsSNm97qzMfLDe\nqPqj5bktDuxImeq2HHAL8GvKkh+NH2nRpvwi4qPALzPzwrpjmQojkN+TKUvrTAeOz8zp1a6XOwKv\noNRs/kpZ9/e++iIdLY4oa6mIuHIBfiwz8+l9D2YK9JjjPOGPMCTznedFld/8akR+C9B3UHJrRGF/\nhPKL+fixRjw2O0XEdpR1IZ4IPAQcD+ydmbd3tXsbZS028xsSEbEvsA+wFHAK8P+AZYA/UzbXgPIY\n/nYTP1xoc34RsfxcmqxJebOwE/ArgCZNYR+B/D4A/DozL+04twPwZcoUmzG3UdbnbMx6O23ODSAi\nDgeekpnbVrefSHl+GVuqZUwCJwNb9fqAZRiNQH5jf5v9DfgWpdjSmoJKm/OrPiD5G6VYG5S11zYC\nfgi8pqv5v4GXdP+t1lSOKFNdrmX+36w3yc51BzCVMnOhubdqrGNp92Oz7fltWncAUy0iXgx8F7iD\nsnbCqpRP9V4ZEa/JzIvrjG+y2pxfRLwBOBD4B2W32S2BIyjre5xG2XF2CWAPYKeI+GNmHl9PtPOv\n7flR/mCemwSO6fi+SX/Ltj2/gym7Hl8KEBFbUnK5GTiAsmvd2sDuwPERsVFmThv/roZOm3MDeBVl\nN+4xh1I25/kU5XnlP5TXincDewH7AZ8YcIyT0fb8AK4E1gdeBHwpIk6gjEA6u96w+qat+X0UWBzY\njfI4/ALlsboZ5fnkR5TXgZ2BzwKfBN5XS6QjxhFlkiR1iIifAy8A1s/MW6pzr6UUlx4BtsjMf1Tn\nmzjiqrX5RcQplELRxpk5KyI+QXnD84fM3Kqj3UKUT22vzcxX1xPt/BuB/GYB9wI/B2aO02RpyvTS\n04BrADKzMR+cjUh+22fmD6rbfwaeCjw3M+/saLcapdj7h8x8Sy3Bzqc25wYQEdOB92bm0dXU7vuA\nr2Xm3uO0/R6wYWY+Y9BxLqgRyG8WZefx04FdKKNS16AU2y8BjgK+m5m31RXjZLQ5v4i4HPh5Zn6w\nuv1q4LfAFzJzn66236W8/q85+Ej7r/pdfCpw0zBOWW/zqBVJkhbE84GvjxWRADLzN8CGwIPAKRHx\n/LqC64M25/dM4EeZOTZ9/QTKJ7E/6mxUXT+OUjBskrbn9x7KG5//Ar6amTt3HsBHqnZf6TjXJG3P\n71HV+jovBg7pLCQBZOZ1lDe2L60jtslqaW4PAktW3y9JKcj/qUfbP1FGXzVJ2/MDIDNvyMwDq6V0\ntqC8RjydstTC9RFxQkS8qtYgJ6Gl+a1C+WBrzD+rr+OtM3om8JQpj2hAsrhmGItk0Kzh3NJcVX+8\nPJMyz/sxheCmLUjdKSIeB7wB2IDx88umrUej9oiIJ1GGxPf63WvSYv4rUoa/zyEz/11tbX0qcFID\n/xgb0+b8lqdMKR0z9unyDeO0vQF4wpRH1F+tzi8zvxYRP6NMJz07Ir4OfCwz7x1rUl90k9f2/Los\nCSxMNVVxHP+iPBc1URtzmwa8llKknR4RNwLPpYx+7PY8Zj/3NEXb83uMzDwZODkilqOMxtoVeBPw\nxoi4NjPXqDXASWpRfrcz5/PF2PfLjdN2eUrRVwNgoWyERMTTKfPuJyq0NGIx//FExIcpn8YuM0Gz\nRkwf6lYtAHwq8ByqjQmYvfhodpxrZKEsIjamzNEfe2x2LxTfmMXux9Pm/KopXl8F3sHEo5SbVCi7\nkTKk/zEy86qI2IQyNeokmpXXmDbndwdz/sE5k/JH6APjtF2eMg2uSdqeH5n5H2CbiNgGOBzYNiL2\nyuO1XRYAACAASURBVMwTag6tL9qeH7BCRDyV8jp3L+O/2aM637TFuNuc2yHALyPiY8DnKGt3HRIR\n1wPfy8yHq10i3wW8E/hmfaEukLbn11M16vFw4PCIWI/y99pb642qf1qQ33nALhFxJHAX8CFKMWzb\niDhubLRVlJ2t38mco88aLYZ812CnXo6IiFgX+DvlyWNRys5K0ymLB65O+WP72rrim6yI2BU4CDif\nsl5LUF4UD6a8sTiXMqe9qT5NGSn3DsoQ4wBeTdmt5zjKbikr1BbdJETEyylFwA2Av1Cel06l5BTA\nhZS1kxqp7fkBe1P+sDyOsiB8UArW76HsznMuZXh8k5wLvK7Xxcy8mrKd/N3AewcTUl+1Ob9LKdPa\ngPIHdGaulJlnjtN2HeC6gUXWH23P71GZeSLlNe4XwHER8VvK618rtDi/Q4CrKAtvL015EzSeZwHX\nDyqoPmltbpn5a8qmBJ+mjEZ9LaUY+C3g/oi4hVL8+xLltf3jNYW6QNqe37zKzGmZuTvw5LpjmQoN\nze8g4BmUkf53AtsBRwPnABdFxCER8RVKgexplMdso0TEByJina5zO1D+Rvk98H3Kh7PXRsS2NYQ4\nLgtlo+NTwEOU4cSbVefen5mrUN7kLkt5Y9tUuwPnZOamzP4U6NeZ+RHK0OrVaehossrrKAtqHwPc\nU52bmZmXZub2wAzKE20T7Ut5cfgvyuKcAJ/NzA0pO7qtQQNfFDq0Pb8dgd9l5g6UxUcBpmXm14H1\nKJ8SrVdXcAvo18ALIuJlvRp0FJOuGVBM/dTm/H7J7HVoeoqIpShTNHqtUTOs2p7fHDLz3upNz8uB\n1SiP3dZMT2xhfgdQ/t4cOw6gTEOcQ0QsQ1lK4i8DjW5y2pwbAJl5AGV3yEsof3euRPnwa2HKa/n1\nlF33NsjMO3rdz7Bqe37zIzPHG4XcGk3KL8uunVtRNiq4mPL8sifweUqx7H2U3VifBHwpM4+qKdTJ\nOJiO9wIduwY/SHku3ZnyPvZxlF2Dh+J9g7tejoiIuBX4ZmbuGxErULYo36Ka301EHAssm5mvrzPO\nBVXtZrNfZn65mqZ4G/DqzPxjdf1A4PWZ+bw641xQEfEgZbeeb1ZDb+8EtqoW4CYi9gQ+lJmNW+Ax\nIu6kPPEf2NF3r8rMk6rrXwWelZmvrDPOBTUC+c0APpyZh1XrRNwOvCYzf19d3w94e2auM9H9DJuI\nWAx4JDPH25mus93jgRUys1EFpbbnNzfVcP+1gOsz8/a64+m3NuYXEYsAe1B2yDo6M/85lx9plLbn\n16laT/bxwIzMfKjuePqpLblVzyHPoIycm0F5Lrll4p9qjrbnp/aodtJ9CnBp9+YhTdHUXYMbuSaO\nFsjSwBXV92Mv3Et1XP8zzR2RBGXq6PTq+7GvnVMRr6a8aWiqO5jdX/cCD1M+fR7zML3Xyhh2izF7\nIeqxeelLd1w/n7JIZ1O1Pb8ZlMcflGkLCTyx4/pNzPlYbYR5XSMhM++jeWvRtD6/ucnM+4EL6o5j\nqrQxv8x8GPhy3XFMlbbn16kq0N9ddxxToS25Vc8h/6g7jqnS9vzUHll20m3sMgrdOnYN/kh34S8z\nr4uIo4D/V0twXZx6OTpuBlaGMtSfUkxau+P6cjR7auK1VItTV28ArwM6pxW9iDl3Cmuay6jWpcnM\nWZSFH3eKiMWqT8V2oKyZ0UT/odqGOzOnUxayfE7H9VWBR2qIq1/ant81VOvqVG/0LqdMKR2zOeX5\nR5IkSdLoasyuwY4oGx3nA+t33D4deH9E/JVSMN2DZn/6fAZlvYGPVrd/BOwZEUtQ8tuesjBiU/0B\n2Dsi9qgKgV8CjqcU/xJYAtitxvgm42/Axh23/wDsFRHXMPux2bi1Pjq0Pb9TgG0oi/pD2ZjgUxGx\nCmXtj5cBX6gpNkmSJEn1atyuwa5RNiIi4i2UxfpfnZkzIuIFlGLZ2HS+GcCWPXbOGnrVThqbUBa8\nn1EtZHwcs3d2+wPwtqYuzhkRASzaOV2q2hVke8q00x9n5g/rim8yImILyiL376j6bk3KAtRjO9bc\nRFnT68KaQpyUEcjvyZQNM07LzAerIdVfpuOxCezVpIVVJUmSJE1etUZZZ9EpgG9Um9l0tz0aWG8Y\n1hW3UDbCqgXztqG8mf1tZjZ16l5P1cL3M6t1dtQQVaFzM8pj88zMbPx6H53anp8kSZIkRcQnxzl9\nV2Ye2tVuGcq64j/OzNpnSlkokyRJkiRJUi2GbddgC2VqlWph+9UpO15G9/XMPGPQMfVLNQppO8ru\nnePll5m568ADk4CIWIvej00y89iBByVJkiRpKFXLC61OWTv/8hyi4pSFshESES+hrFM2UaHl6QMP\nrA+qItKXKbs/LjJeE0p+jdzZs+q7XwDLT9Csyfltx5yPzW6ZmY3dfKTN+VVrlH2HMpUUximS0eDH\n5piI2JQyVX3N6tSVwE8z87TaguqjNufX5tzA/JrO/JqrzbmB+TWd+TVXG3OLiIOAdwHTgU9m5tER\nsRlwJPC0qtmdwL6Z+Y2awpyDhbIRERHvBL4OPETZjvXO8dpl5qaDjKtfIuK7wNuAEykLpffK7zuD\njKtfImIasBqwK/CnzLyr5pD6JiL2Aw4Abgb+Su++23mQcfXLCOT3S2BL4DAm/t07fZBx9UtELEQp\nBG5HKQLOqi4tRFmY9PvAjsP0Cdj8aHN+bc4NzA/zG2ptzq/NuYH5YX5Drc35tTW3iNgROAa4CrgN\neCHwRsrGezcBv6aMKHsD8CRg28z8eT3RdshMjxE4KA/MacCKdccyRfndAxxZdxxTmN8M4EN1xzFF\nud0InAwsUncs5rdA+U0HvlB3HFOY34cof6j8kLK75yLV8VzKC/xM4IN1x2l+o5Wb+ZnfsB9tzq/N\nuZmf+Q370eb82pob8GfgbOBx1e2DgLuAc4ElOtotSxk9d1rdMWemI8pGRUTcD+ydmUfUHctUiIjb\ngY9m5jfrjmUqRMSVwGGZeUjdsfRbRNxHedIfimG2/TYC+d1MGUL99bpjmQoRcRFwXWZu2eP674DV\nMvPZg42sP9qcX5tzA/Mzv+HW5vzanBuYn/kNtzbn19bcIuJW4MDMPKy6vQ5wCbBrZh7T1fZjwD6Z\nuezgI53TQnUHoIG5BFiu7iCm0CnABnUHMYW+BWxX7QbSNudRppW2Vdvz+xWwed1BTKE1gV9OcP2X\nzF5DoonanF+bcwPzM7/h1ub82pwbmJ/5Dbc259fW3BYD7u+4Pfb9HeO0vR1YYsojmgcWykbHZ4B3\nR8QqdQcyRT4IbBYR74+I8Rbzb7qDKOtbnR0RO0fEphHx8u6j7iAX0H7A/0bEC+oOZIq0Pb8PAmtE\nxJcjYs1q95o2mU5ZL6GXlas2TdXm/NqcG5if+Q23NufX5tzA/MxvuLU5v7bmdjVzDmgZ+/4l47Td\nmLKuc+2cejlCImJ74CvAzykP2JldTTIzDxx0XP1S7Sx4LGVu938YP7+m7uq5JHAU8D+9mtDgnQUj\n4r+BE4Bz6P3Y3HXQcfXLCOT3Psqus71kNndXzxOBVwAvy8yLuq79F3AmZS2FbeuIb7LanF+bcwPz\nw/yGWpvza3NuYH6Y31Brc35tza2aTnkAcCjlPfo+lM2/LgR+D/wYWBjYCfgc8N0cgk3OLJSNiIhY\nG/gdsPoEzZpcaNmJUkhq666exwA7AD+jZbt6RsQGlCfJZSZo1uTHZtvz24cy4rGtu3quSylwLkL5\nkOHi6tKzga0pzzkvycx/1hPh5LQ5vzbnBuaH+Q21NufX5tzA/DC/odbm/NqaW0QsRalDbFyduouS\nz3TgLMrUTCgDP+4AXpSZVw06zm4WykZERJwEbAh8lIkLLdcMMq5+iYh/U3a+fHVm3lZ3PP0WEXcA\nP8nMd9YdS79FxDmU+fa7An/KzLtqDqmvRiC/64DLgC0z8+G645kKEbE+5VOwjbounQW8PzOnDT6q\n/mlzfm3ODczP/IZbm/Nrc25gfuY33NqcX1tzq5Zm2YAycOCvY++HquLgXsAqlMLgIZl5bW2BdrBQ\nNiIiYjpwcGbuX3csUyHav6vnncCH27irZ9V3+2fm/9Udy1QYgfymAx9o666enSJiJWCN6uZVmXlr\nnfH0W5vza3NuYH5NZ37N1ebcwPyazvyaq825NYWL+Y+Ou4E2/4JdCixfdxBT6DTau6vnLZShxG3V\n9vwuAJ5adxBTJSJ2iIjVATLz1sz8a3XcWl1fPSJ2qDPGyWhzfm3ODczP/IZbm/Nrc25gfuY33Nqc\nX5tzayILZaPjBKBRC//Np89SdvVcte5ApsiewCYR8YGIWLTuYPrsaGD7iGjkYu/zoO357QvsVg0V\nb6NjGH9XnjEbVG2aqs35tTk3MD/zG25tzq/NuYH5md9wa3N+bc6tcdr6xk2P9Q3gOxHxM+Aw4Coe\nu/MewzIneAE8C7gBuKTaMWS8/DKbu6vnqcBSwMHA5yKiTbt6nglsBZwTEUfQ+7F5xqAD65O25/d2\nyu/eORFxNnAl7drVM+ZyfRHKTrtN1eb82pwbmJ/5Dbc259fm3MD8zG+4tTm/NufWOBbKRsdFQALr\nU3aZ6KWRO+8B+3d8v32PNgk0tVB2LSX+Njqp4/tv8dg8ozrX1Mdm2/PbqeP7jZm9o02npGxm0FTj\n/u5FxLLA6yhbXTdZm/Nrc25gfuY33NqcX5tzA/Mzv+HW5vzanFujuJj/iIiI/ZmHQktmHjD10fRf\nRDxtXto1dVfPNouIHeelXWZ+Z6pjmQptz6+NIuKTwCfm40e+mJn7TFU8/dbm/NqcG5jfOMxviLQ5\nvzbnBuY3DvMbIm3Or825NZ2FMkmSOkTEfwNvoIz22wH4E2VKaacE7gPOAY7LBr2Ytjm/NucG5lcx\nvyHV5vzanBuYX8X8hlSb82tzbk1noUytExHPAJ4EXJiZd9cdjzQKImIpYCPK795JmXlzzSH1RUSc\nCnw6M0+uO5ap0Ob82pwbmF/TmV9ztTk3ML+mM7/manNuTWShTK0REVsBhwKrV6e2yMxTIuKJwFnA\nRzLzx3XFp94iYjXgAOBVwBOBLau+Wwn4PPC1zPxbnTGqt4jYHTgIWIbyqVfn7961wHsz88g6Y5Qk\nSZKkebFQ3QFI/RARmwAnAndQCi6P7hqSmbcAVwBvrSU4TSgi1gDOBd5I2XTi0UXtM/NWygYU76gn\nOs1NRLwR+CplZ9Z38Njfvd9RhpRLkiRJ0tCzUKa2+ARwAbAB5U17t7OBFw40Is2rz1C2On4O8DYe\nuzXyb4CXDjoozbMPAadm5jbAz8e5fi6lbyVJkiRp6FkoU1u8CPh+Zs7qcf16YOUBxqN5tzlwRGZe\nx/g7s14DrDrYkDQf1qWM5uzlP5TptJIkSZI09CyUqS0WAh6c4PqKwEMDikXzZxlKMaWXRYHHDSgW\nzb+ZTPxasgowfUCxSJIkSdKkWChTW1wCvGyC61tRpmY2UkS8JyJOmuD6HyLiXYOMqY+uA549wfUN\ngcsHFMvARMR6EbFFRCxedyyTdAHw6vEuRMRCwJsBN2KQJEmS1AiO0hghEbEUsB2wFrACj10LKjNz\n14EH1h9HAYdVxaRfVOcyIpYEPgdsBOxQV3B9sBNlradeLgN2Ab4xkGj666fA/0bEUcweWZbw6ELx\nbwY+WVNskxYRewOvyMytO879AHhLdfPKiHhpZt5cS4CT9xXguIg4EDi2OrdQRKwDfJZSBP1wXcFJ\nkiRJ0vyIzPGWBFLbRMSLgV9RpiD2kpm58ATXh1pEfI9SCLwHWBq4lVIQXBg4psFFQCLiLuBjmXlE\nj+u7A5/JzOUHG9nkRcQylM0WVgfOAF4FnESZkvli4Hxg48x8oK4YJyMizgX+kpnvqW6/kpLfccA/\ngf2Ab2TmB+uLcnIi4tPAxyibMixUfY3q2D8zP1VjeJMSEetT1kB8CrAkcD9wA3BuZrZqpFz1wcJL\nKK8TNwNnZeZEU9qHmn3X3L4D+8/+awb7rtnsv2ZrW/+NUt81QmZ6jMABnAncBbwJWL7ueKYwz22A\nnwAXARdTduF7Y91x9SGv6cAHJri+F3B/3XFOIr9lgEMpxc1Z1XEHcDiwTN3xTTK324A9Om4fRnnR\nG/ug4gvAZXXH2Yc8Xwh8Efg1ZafSQ4H1645rEvm8kjKle2bHY7LzmFld37zuWBcgtw8A63Sd2wG4\nvcpr7LgZ2LbueO270ek7+8/+G9bDvmtu39l/9t+wH23uuyYfjigbERExA/hsZh5Ydyz9EBGfAH6a\nmRdWt58K3JqZM+qNbGpExHnATZn5mh7XfwusmpnrDjay+RcRLwcuycxbe1xfiTIS6dZswRNU9bu3\nR2YeVd2+EJiWmTtWt3cBDs/MpWoMc55FxNGUEXB/qW5P2J9NFBGbAr8HbgS+BZxDKW4+ACxO+aRv\nI+AdwJOBV2fmqfVEO/8iYibw9sz8QXV7S0qB82bg68DVwNrA7pTRuRtl5rR6op0/9l1z+w7sP+y/\noWXfNbfvwP7D/htabe+7Rqu7UucxmIPyRPLuuuPoYz6zgO06bs/svN22A9inyvFAYNGO84sAB1TX\nPlp3nPOYy8yuvrsSeH3dcU1hvpcDh1TfP6167O7Scf2DwB11xzkf+bT+d48yBXgasNRc2j0eOA84\nve6YJ9mHf6ZsqrFcV7vVgDuBH9Yds33X/r6z/+y/YT7su+b2nf1n/w3z0fa+a/Lhrpej46f02Jmu\noe4Clu243b0xQdt8mfJEui9wY0ScGRFnUha//zhlau0Xa4xvfjwILNZxe3XKk39b/RLYPSK+AvyY\nkv+vO64/h/JJWFPcBjyp43Ybf/deCByZmdMnapSZ9wHfBNYbSFRTICIWpqwFeEhm3tl5LTOvo2yU\n8tI6YltA9h2N7Tuw/wD7b9jZd83tO7D/sP+Gzcj0XdO46+Xo+DDw+4g4HDgEuDKr8nRDnQfsExGL\nUD45AHhZREz4mM7MYye6Pqwy8+GIeBVlLbLtgBdUly6j7Op5aGY+XFd88+kyYMeI+Duz+26Favps\nT5l57ZRHNjU+BTwXeDelSLZnVjtcRsQSlHX1jqovvPl2FrBf1V9j/bdtRDxjgp/JbNa074co6+bN\ni2Wq9k21JGXDk0t7XP8XE28CM2zsu9ma1ndg/3Wy/4aXfdfcvgP7z/4bLqPUd41ioWx03AUkpQL/\nboCIxwwEycxsymPiA5RRcl+ubifwruroJYFGFsqgFMuA/6uOJvs08APg79XtpBRvD5nLzzVyR9bq\n067Nqt09Z4xT0HwFZfh4U+wJfAd4H2U0WQLbVkcvSZk23BR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GOU861pNbIjP/f3t3GiVp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\n",
"text/plain": [
"<matplotlib.figure.Figure at 0xcec9a90>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"df['WEIGHT'] = df['STATUS_FULLY_PAID'] + df['STATUS_CHARGED_OFF']\n",
"\n",
"count = len(df)\n",
"\n",
"def weighted_avg(df, val='BIAS', weight='WEIGHT'):\n",
" return (df[val] * df[weight]).sum() / df[weight].sum()\n",
"\n",
"def get_avg(dem):\n",
" df_ = df.sort_values(dem)\n",
" lo = df_.iloc[:count/4]\n",
" hi = df_.iloc[count/4*3:]\n",
" return weighted_avg(hi) - weighted_avg(lo)\n",
"\n",
"stats['bias'] = pd.Series([get_avg(k) for k in demographics])\n",
"\n",
"###\n",
"\n",
"bias_stats = stats.iloc[:14][stats['p-value'] < 0.003].append(stats.iloc[18:])\n",
"\n",
"fig, ax = plt.subplots(figsize=(20, 10))\n",
"bias_stats.plot.bar(x='demographic', y='bias', ax=ax)\n",
"\n",
"ax.set_ylim([-0.02, 0.03])\n",
"y_ticks = ax.get_yticks()\n",
"ax.set_yticklabels(['{:3.2f}%'.format(k*100) for k in y_ticks])\n",
"ax.set_ylabel('Bias (%)')\n",
"ax.set_xlabel('Demographic')\n",
"ax.legend_.remove()\n",
"\n",
"for item in ([ax.title, ax.xaxis.label, ax.yaxis.label] + ax.get_xticklabels() + ax.get_yticklabels()):\n",
" item.set_fontsize(18)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false,
"scrolled": false
},
"outputs": [
{
"data": {
"image/svg+xml": [
"<svg height=\"627.07098\" id=\"svg2\" inkscape:version=\"0.91 r13725\" sodipodi:docname=\"Usa_counties_large.svg\" version=\"1.0\" width=\"989.97772\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:inkscape=\"http://www.inkscape.org/namespaces/inkscape\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\" xmlns:sodipodi=\"http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd\" xmlns:svg=\"http://www.w3.org/2000/svg\">\n",
" <sodipodi:namedview bordercolor=\"#666666\" borderopacity=\"1\" gridtolerance=\"10\" guidetolerance=\"10\" id=\"namedview3151\" inkscape:current-layer=\"svg2\" inkscape:cx=\"494.98886\" inkscape:cy=\"313.53549\" inkscape:pageopacity=\"0\" inkscape:pageshadow=\"2\" inkscape:window-height=\"837\" inkscape:window-maximized=\"1\" inkscape:window-width=\"1600\" inkscape:window-x=\"-8\" inkscape:window-y=\"-8\" inkscape:zoom=\"1.0652701\" objecttolerance=\"10\" pagecolor=\"#ffffff\" showgrid=\"false\" showguides=\"true\"/>\n",
" <metadata id=\"metadata7\">\n",
" <rdf:RDF>\n",
" <cc:Work rdf:about=\"\">\n",
" <dc:format>image/svg+xml</dc:format>\n",
" <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n",
" <dc:title>Map of Counties in the USA</dc:title>\n",
" <cc:license rdf:resource=\"http://creativecommons.org/licenses/publicdomain/\"/>\n",
" <dc:date>2013-01-30</dc:date>\n",
" <dc:creator>\n",
" <cc:Agent>\n",
" <dc:title>U.S. Census Bureau, Abe.suleiman, Lokal_Profil</dc:title>\n",
" </cc:Agent>\n",
" </dc:creator>\n",
" <dc:source>https://commons.wikimedia.org/wiki/File:Usa_counties_large.svg</dc:source>\n",
" </cc:Work>\n",
" <cc:License rdf:about=\"http://creativecommons.org/licenses/publicdomain/\">\n",
" <cc:permits rdf:resource=\"http://creativecommons.org/ns#Reproduction\"/>\n",
" <cc:permits rdf:resource=\"http://creativecommons.org/ns#Distribution\"/>\n",
" <cc:permits rdf:resource=\"http://creativecommons.org/ns#DerivativeWorks\"/>\n",
" </cc:License>\n",
" </rdf:RDF>\n",
" </metadata>\n",
" <defs id=\"defs1930\"/>\n",
" <style id=\"style_css_sheet\" type=\"text/css\">\n",
" /*\n",
" * Below are Cascading Style Sheet (CSS) definitions in use in this file,\n",
" * which allow easily changing how counties are displayed.\n",
" *\n",
" *\n",
" * For the U.S. Census county codes (FIPS codes) used in this file to identify individual counties, see this link: \n",
" * https://www2.census.gov/geo/docs/reference/codes/files/national_county.txt\n",
" * \n",
" * The county codes used in this file combine the 2-digit state code, which is in the second column of the file \n",
" * linked above, and the 3-digit county code, which is in the third column of the file linked above. Each value\n",
" * for the &quot;class&quot; attribute for each county is in the following form: &quot;c[state_code][county-code]&quot;. For example,\n",
" * for Loving Country in Texas, the state code is &quot;48&quot; and the county code is &quot;301&quot;, so the class name for the\n",
" * county is &quot;c48301&quot;.\n",
" * \n",
" * County codes used in this file can also be found on Wikimedia Commons at this link:\n",
" * https://commons.wikimedia.org/wiki/File_talk:Usa_counties_large.svg/county_codes\n",
" *\n",
" * Examples:\n",
" *\n",
" * To color two counties red (in this case Loving County and Dallas County in Texas) simply \n",
" * go to the CSS insertion point and add:\n",
" * \n",
" * .c48301, .c48113 {fill:red}\n",
" *\n",
" * To color an entire state's counties (in the case New Mexico, with &quot;35&quot; being the state code) a green, \n",
" * go to the CSS insertion point and add:\n",
" * \n",
" * path[class*='c35'] {fill:#34A853}\n",
" *\n",
" */\n",
" \n",
".counties {fill:#d0d0d0;fill-rule:nonzero;stroke:#000000;stroke-width:0.178287;}\n",
".State_Lines {fill:none;stroke:#221e1f;stroke-width:0.89143497;}\n",
".separator {fill:none;stroke:#a9a9a9;stroke-width:2.3177309;}\n",
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" <path class=\"c30083\" d=\"m 398.23071,76.448143 -1.16422,13.612 -1.35141,-0.121 -0.0874,0.997 -4.52493,-0.411 -1.45304,-0.128 0.36193,-3.969 -1.29785,-0.28508 0.22099,-1.80392 -6.00292,-0.564 0.19968,-1.984 -4.00076,-0.385 0.20146,-1.977 0.16938,-1.76 0.64183,-0.265 0.28169,-2.668 0.12659,-1.487 1.14995,0.225 1.88806,0 0.32983,-0.168 0.49742,-0.377 0.41006,-0.546 0.90926,-0.369 6.50748,1.638 3.03801,1.767 2.94887,1.022\" id=\"Richland, MT\" inkscape:connector-curvature=\"0\" sodipodi:nodetypes=\"cccccccccccccccccccccccccc\"/>\n",
" <path class=\"c37043\" d=\"m 751.68289,363.42214 1.6824,-0.0555 3.52536,3.15652 -1.21592,0.194 -7.17248,1.045 -1.28011,0.167 1.73375,-3.04809 2.727,-1.45891\" id=\"Clay, NC\" inkscape:connector-curvature=\"0\" sodipodi:nodetypes=\"cccccccc\"/>\n",
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" <path class=\"c37175\" d=\"m 769.21028,354.82314 2.40866,2.145 0.51346,0.589 0.2086,0.657 0.12123,0.844 0.44394,1.342 0.1355,0.227 0.24068,0.126 -3.29474,2.25 -2.41757,0.619 -1.96116,0.947 -0.42428,-0.96678 1.2034,-5.32322 2.00869,-0.99465 0.81359,-2.46135\" id=\"Transylvania, NC\" inkscape:connector-curvature=\"0\" sodipodi:nodetypes=\"ccccccccccccccc\"/>\n",
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" <path class=\"c37089\" d=\"m 777.89464,352.53414 0.32983,1.696 -1.41393,2.1142 0.29964,2.3998 -3.82783,2.009 -0.24068,-0.126 -0.1355,-0.227 -0.44394,-1.342 -0.12123,-0.844 -0.2086,-0.657 -0.51346,-0.589 -2.40866,-2.145 0.47246,-0.666 0.17829,-0.138 0.56873,-0.223 0.36014,0.06 0.19434,0.101 0.57765,0.13 0.85221,0.07 1.39064,-0.516 1.53505,-0.827 1.21413,-0.852 1.34072,0.563\" id=\"Henderson, NC\" inkscape:connector-curvature=\"0\" sodipodi:nodetypes=\"ccccccccccccccccccccccc\"/>\n",
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