{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Table of Contents\n", "\n", "1. [Datasets](#dataset)
\n", "2. [Total Imprisonment Rates](#2)
\n", " 2a. [Visualization Pitfall](#3)
\n", " 2b. [Population Dataset](#4)
\n", " 2c. [Visualization Breakthrough, Observations, and interactive maps](#5)
\n", "3. [State Imprisonment Distributions by Gender](#6)
\n", " 3a. [Static Scatter Plots with Distributions](#7)
\n", " 3b. [Interactive Scatter Plots](#8)
\n", "4. [Summary](#9)
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Dataset: Taiwanese Credit Card Default Prediction \n", "\n", "https://archive.ics.uci.edu/ml/datasets/default+of+credit+card+clients\n", "\n", "this is where I expect the solutions to my issues will be: https://github.com/amueller/ml-training-advanced/blob/48162f50954a524ecb69b9d85de5233d886f8576/notebooks/extra%20-%20imbalanced%20datasets.ipynb\n", "\n", "https://scipy2017.scipy.org/ehome/220975/493423/" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "# General Utility\n", "import os\n", "import pandas as pd\n", "import numpy as np\n", "import seaborn as sns\n", "# import pickle\n", "from scipy import interp\n", "import matplotlib.pyplot as plt\n", "# import matplotlib.gridspec as gridspec\n", "from matplotlib.collections import LineCollection\n", "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "from IPython.core.display import display, HTML\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 187, "metadata": {}, "outputs": [], "source": [ "# Preprocessing\n", "import missingno as msno\n", "from sklearn.model_selection import train_test_split \n", "from sklearn.preprocessing import RobustScaler\n", "from imblearn.over_sampling import SMOTE \n", "from imblearn.over_sampling import ADASYN\n", "from imblearn.pipeline import Pipeline as imbPipeline\n", "from imblearn.pipeline import make_pipeline as make_imb_pipeline\n", "from sklearn.pipeline import Pipeline\n", "from sklearn.pipeline import make_pipeline\n", "from sklearn.preprocessing import StandardScaler\n", "from sklearn.base import clone" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "# Model Building\n", "from sklearn.model_selection import GridSearchCV\n", "from sklearn.linear_model import LogisticRegression\n", "from sklearn.neighbors import KNeighborsClassifier\n", "from sklearn.ensemble import RandomForestClassifier\n", "from sklearn.ensemble import BaggingClassifier\n", "from sklearn.ensemble import AdaBoostClassifier\n", "from sklearn.tree import DecisionTreeClassifier" ] }, { "cell_type": "code", "execution_count": 190, "metadata": {}, "outputs": [], "source": [ "# Model Validation\n", "from sklearn.metrics import accuracy_score\n", "from sklearn.metrics import precision_score\n", "from sklearn.metrics import precision_recall_curve\n", "from sklearn.metrics import recall_score\n", "from sklearn.metrics import log_loss\n", "from sklearn.metrics import roc_auc_score\n", "from sklearn.metrics import roc_curve\n", "from sklearn.metrics import auc\n", "from sklearn.metrics import confusion_matrix\n", "from sklearn.metrics import classification_report\n", "from sklearn.model_selection import cross_val_score\n", "from sklearn.model_selection import StratifiedKFold\n", "from sklearn.model_selection import RepeatedStratifiedKFold\n", "from sklearn.metrics import precision_recall_curve" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['bmh', 'classic', 'dark_background', 'fivethirtyeight', 'ggplot', 'grayscale', 'seaborn-bright', 'seaborn-colorblind', 'seaborn-dark-palette', 'seaborn-dark', 'seaborn-darkgrid', 'seaborn-deep', 'seaborn-muted', 'seaborn-notebook', 'seaborn-paper', 'seaborn-pastel', 'seaborn-poster', 'seaborn-talk', 'seaborn-ticks', 'seaborn-white', 'seaborn-whitegrid']\n" ] } ], "source": [ "print(plt.style.available)" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [], "source": [ "# Global\n", "nb_seed = 1234\n", "# plt.style.use('seaborn-darkgrid')\n", "sns.set()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.options.display.max_columns = None\n", "display(HTML(\"\"))\n", "pd.set_option('display.float_format',lambda x: '%.4f' % x)\n", "plt.rcParams['figure.figsize'] = 10,10" ] }, { "cell_type": "code", "execution_count": 182, "metadata": {}, "outputs": [], "source": [ "def roc_plotter(fitted_clf, data_, labels_, ax=None):\n", " \"\"\"\n", " Formats and plots the ROC curve and colors the curve by its \n", " threshold value at each point.\n", " Args:\n", " fitted_clf: A classifier that has already been fit to training data and labels\n", " test_data: An array containing the corresponding testing data \"\"\"\n", " if ax == None:\n", " fig, ax = plt.subplots(figsize=(8, 8))\n", " ax.plot([0, 1], [0, 1], linestyle='--', lw=2, color='r', label='Random', alpha=.8)\n", " y_pred_prob = fitted_clf.predict_proba(data_)[:,1]\n", " fpr, tpr, thresh = roc_curve(labels_, y_pred_prob) \n", " mean_auc = auc(fpr, tpr)\n", " lc = colorline(ax, fpr, tpr, thresh)\n", " ax.plot(fpr, tpr, color='k',\n", " label='Mean ROC (AUC = {:0.2f})'\n", " .format(mean_auc), lw=1, alpha=0.5)\n", " ax.legend(loc='best', fancybox=True, framealpha=0.4)\n", " ax.set_title('ROC Curve', fontsize=14)\n", " ax.set_ylabel('True Positive Rate', fontsize=14)\n", " ax.set_xlabel('False Positive Rate', fontsize=14)\n", " ax.set_xlim([0.0,1.0])\n", " ax.set_ylim([0.0,1.0])\n", " divider = make_axes_locatable(ax)\n", " fig = ax.get_figure()\n", " cax = divider.append_axes('right', size='5%', pad=0.05)\n", " fig.colorbar(lc, cax=cax, orientation='vertical')\n", " return ax" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Used the example at this address to encode threshold to color on the ROC curve # Used t \n", "# https://nbviewer.jupyter.org/github/dpsanders/matplotlib-examples/blob/master/colorline.ipynb\n", "def make_segments(x, y):\n", " '''\n", " Create list of line segments from x and y coordinates, in the correct format for LineCollection:\n", " an array of the form numlines x (points per line) x 2 (x and y) array\n", " '''\n", " points = np.array([x, y]).T.reshape(-1, 1, 2)\n", " segments = np.concatenate([points[:-1], points[1:]], axis=1)\n", " return segments\n", "\n", "\n", "def colorline(ax, x, y, z=None, cmap='coolwarm', \n", " norm=plt.Normalize(0.0, 1.0), linewidth=10, alpha=0.9):\n", " '''\n", " Plot a colored line with coordinates x and y\n", " Optionally specify colors in the array z\n", " Optionally specify a colormap, a norm function and a line width\n", " ''' \n", " # Default colors equally spaced on [0,1]:\n", " if z is None:\n", " z = np.linspace(0.0, 1.0, len(x))\n", " # Special case if a single number:\n", " if not hasattr(z, \"__iter__\"): # to check for numerical input -- this is a hack\n", " z = np.array([z])\n", " z = np.asarray(z)\n", " segments = make_segments(x, y)\n", " lc = LineCollection(segments, array=z, cmap=cmap, norm=norm, linewidth=linewidth, alpha=alpha)\n", " ax.add_collection(lc)\n", " return lc" ] }, { "cell_type": "code", "execution_count": 114, "metadata": {}, "outputs": [], "source": [ "g_cmap = sns.light_palette('seagreen', n_colors=10, as_cmap=True)\n", "def confusion_mat_plotter(fitted_clf, X_train_, X_test_, y_train_, y_test_,\n", " class_labels, cmap=g_cmap, ax=None):\n", " \"\"\"\n", " Generates plots of the confusion matrices for a classifier's performance\n", " with both the training data (to check for overfitting) and the testing data.\n", " Args:\n", " fitted_clf: A classifier that has already been fit to training data and labels\n", " X_train, ... Arrays containing the training/testing data/labels.\"\"\"\n", " if ax == None:\n", " fig, ax = plt.subplots(ncols=2, figsize=(13, 6.5))\n", " \n", " y_pred_train = fitted_clf.predict(X_train_)\n", " y_pred_test = fitted_clf.predict(X_test_)\n", " cfn_train = confusion_matrix(y_train_, y_pred_train)\n", " cfn_test = confusion_matrix(y_test_, y_pred_test)\n", " \n", " sns.heatmap(cfn_train.T, square=True, annot=True, fmt='d', cbar=True, \n", " xticklabels=class_labels, yticklabels=class_labels, ax=ax[0], cmap=g_cmap,\n", " annot_kws={\"size\": 16})\n", " ax[0].set_xlabel('True Class', fontsize=14)\n", " ax[0].set_ylabel('Predicted Class', fontsize=14)\n", " ax[0].set_title('Confusion Matrix (training data)', fontsize=14)\n", " sns.heatmap(cfn_test.T, square=True, annot=True, fmt='d', cbar=True, \n", " xticklabels=class_labels, yticklabels=class_labels, ax=ax[1], cmap=g_cmap,\n", " annot_kws={\"size\": 16})\n", " ax[1].set_xlabel('True Class', fontsize=14)\n", " ax[1].set_ylabel('Predicted Class', fontsize=14)\n", " ax[1].set_title('Confusion Matrix (testing data)', fontsize=14)\n", " plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "# avg_cfn = np.mean(cfns, axis=0).astype(int)\n", "g_cmap = sns.light_palette('seagreen', n_colors=10, as_cmap=True)\n", "def confusion_mat_plotter_single(cfn_matrix, class_labels, cmap=g_cmap, ax=None):\n", " if ax == None:\n", " fig, ax = plt.subplots(figsize=(6, 6))\n", " sns.heatmap(cfn_matrix.T, square=True, annot=True, fmt='d', cbar=True, \n", " xticklabels=class_labels, yticklabels=class_labels, ax=ax, cmap=g_cmap,\n", " annot_kws={\"size\": 16})\n", " ax.set_xlabel('True Class', fontsize=14)\n", " ax.set_ylabel('Predicted Class', fontsize=14)\n", " ax.set_title('Confusion Matrix', fontsize=14)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "ID\n", "1 1\n", "2 1\n", "3 0\n", "4 0\n", "5 0\n", "Name: default_payment_next_month, dtype: int64" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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LIMIT_BALSEXEDUCATIONMARRIAGEAGEPAY_0PAY_2PAY_3PAY_4PAY_5PAY_6BILL_AMT1BILL_AMT2BILL_AMT3BILL_AMT4BILL_AMT5BILL_AMT6PAY_AMT1PAY_AMT2PAY_AMT3PAY_AMT4PAY_AMT5PAY_AMT6
ID
1200002212422-1-1-2-23913310268900006890000
212000022226-120002268217252682327234553261010001000100002000
39000022234000000292391402713559143311494815549151815001000100010005000
45000022137000000469904823349291283142895929547200020191200110010691000
55000012157-10-10008617567035835209401914619131200036681100009000689679
\n", "
" ], "text/plain": [ " LIMIT_BAL SEX EDUCATION MARRIAGE AGE PAY_0 PAY_2 PAY_3 PAY_4 \\\n", "ID \n", "1 20000 2 2 1 24 2 2 -1 -1 \n", "2 120000 2 2 2 26 -1 2 0 0 \n", "3 90000 2 2 2 34 0 0 0 0 \n", "4 50000 2 2 1 37 0 0 0 0 \n", "5 50000 1 2 1 57 -1 0 -1 0 \n", "\n", " PAY_5 PAY_6 BILL_AMT1 BILL_AMT2 BILL_AMT3 BILL_AMT4 BILL_AMT5 \\\n", "ID \n", "1 -2 -2 3913 3102 689 0 0 \n", "2 0 2 2682 1725 2682 3272 3455 \n", "3 0 0 29239 14027 13559 14331 14948 \n", "4 0 0 46990 48233 49291 28314 28959 \n", "5 0 0 8617 5670 35835 20940 19146 \n", "\n", " BILL_AMT6 PAY_AMT1 PAY_AMT2 PAY_AMT3 PAY_AMT4 PAY_AMT5 PAY_AMT6 \n", "ID \n", "1 0 0 689 0 0 0 0 \n", "2 3261 0 1000 1000 1000 0 2000 \n", "3 15549 1518 1500 1000 1000 1000 5000 \n", "4 29547 2000 2019 1200 1100 1069 1000 \n", "5 19131 2000 36681 10000 9000 689 679 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "CSV_PATH = os.path.join('data', 'taiwan_cc', 'default_of_credit_card_clients.csv')\n", "cc_raw = pd.read_csv(CSV_PATH, encoding='latin1', index_col='ID')\n", "cc_target = cc_raw['default_payment_next_month'] \n", "display(cc_target.head())\n", "cc_data = cc_raw.drop('default_payment_next_month', axis=1)\n", "display(cc_data.head())" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 30000 entries, 1 to 30000\n", "Data columns (total 23 columns):\n", "LIMIT_BAL 30000 non-null int64\n", "SEX 30000 non-null int64\n", "EDUCATION 30000 non-null int64\n", "MARRIAGE 30000 non-null int64\n", "AGE 30000 non-null int64\n", "PAY_0 30000 non-null int64\n", "PAY_2 30000 non-null int64\n", "PAY_3 30000 non-null int64\n", "PAY_4 30000 non-null int64\n", "PAY_5 30000 non-null int64\n", "PAY_6 30000 non-null int64\n", "BILL_AMT1 30000 non-null int64\n", "BILL_AMT2 30000 non-null int64\n", "BILL_AMT3 30000 non-null int64\n", "BILL_AMT4 30000 non-null int64\n", "BILL_AMT5 30000 non-null int64\n", "BILL_AMT6 30000 non-null int64\n", "PAY_AMT1 30000 non-null int64\n", "PAY_AMT2 30000 non-null int64\n", "PAY_AMT3 30000 non-null int64\n", "PAY_AMT4 30000 non-null int64\n", "PAY_AMT5 30000 non-null int64\n", "PAY_AMT6 30000 non-null int64\n", "dtypes: int64(23)\n", "memory usage: 5.5 MB\n" ] } ], "source": [ "cc_data.info()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['LIMIT_BAL', 'SEX', 'EDUCATION', 'MARRIAGE', 'AGE', 'PAY_0', 'PAY_2',\n", " 'PAY_3', 'PAY_4', 'PAY_5', 'PAY_6', 'BILL_AMT1', 'BILL_AMT2',\n", " 'BILL_AMT3', 'BILL_AMT4', 'BILL_AMT5', 'BILL_AMT6', 'PAY_AMT1',\n", " 'PAY_AMT2', 'PAY_AMT3', 'PAY_AMT4', 'PAY_AMT5', 'PAY_AMT6',\n", " 'default_payment_next_month'],\n", " dtype='object')" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cc_raw.columns" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**From the plot below, we see that there is a significant class imbalance between the populations that did and did not default. To counteract this imbalance, I'll explore over-sampling and under-sampling strategies to balance the class counts.**\n", "\n", "**We also see an imbalance between the number of men and women in the study, but as gender isn't a target variable, I won't balance for gender. **" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tmp = cc_raw[['default_payment_next_month','SEX']]\n", "sex_dict = {1: 'Male', 2:'Female'}\n", "tmp = tmp.replace({'SEX': sex_dict})\n", "\n", "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(figsize=(6,6))\n", " sns.countplot(x='default_payment_next_month', data=tmp, ax=ax)\n", " ax.set_ylabel('Count', fontsize=14)\n", " ax.set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax.set_xlabel('Default-on-next-payment-cycle status', fontsize=14)\n", " ax.set_title('Defaulted on CC Payment', fontsize=16)\n", " plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tmp = cc_raw[['default_payment_next_month','SEX']]\n", "sex_dict = {1: 'Male', 2:'Female'}\n", "tmp = tmp.replace({'SEX': sex_dict})\n", "\n", "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(figsize=(6,6))\n", " sns.countplot(x='default_payment_next_month', hue='SEX', data=tmp, ax=ax)\n", " ax.set_ylabel('Count', fontsize=14)\n", " ax.set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax.set_xlabel('Default-on-next-payment-cycle status', fontsize=14)\n", " ax.set_title('Defaulted on CC Payment', fontsize=16)\n", " plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [], "source": [ "male_no_def = tmp[(tmp['SEX'] == 'Male') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "female_no_def = tmp[(tmp['SEX'] == 'Female') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "male_def = tmp[(tmp['SEX'] == 'Male') & (tmp['default_payment_next_month'] == 1)].count()[0]\n", "female_def = tmp[(tmp['SEX'] == 'Female') & (tmp['default_payment_next_month'] == 1)].count()[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**We see that women were less likely to default on their credit.**" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Males who didn't default: 9015, Females who didn't default: 14349\n", "Males who did default: 2873, Females who did default: 3763\n", "Percent of males who defaulted: 31.87%\n", "Percent of females who defaulted: 26.22%\n" ] } ], "source": [ "print('Males who didn\\'t default: {:5d}, Females who didn\\'t default: {:5d}'\n", " .format(male_no_def, female_no_def))\n", "print('Males who did default: {:8d}, Females who did default: {:8d}'\n", " .format(male_def, female_def))\n", "print('Percent of males who defaulted: {:3.2f}%'.format(male_def*100/male_no_def))\n", "print('Percent of females who defaulted: {:3.2f}%'.format(female_def*100/female_no_def))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**From the plot below, we see that several things.**\n", "* **The third largest population completed high school,**\n", "* **The plurality of the sampled population also went to university,**\n", "* **The second largest population also completed grad school, and**\n", "* **The remainder are either 'others' or in a column of 'unknown' values (these had values that weren't defined in the data description)**\n" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tmp = cc_raw[['default_payment_next_month','EDUCATION']]\n", "edu_dict = {1:'Grad School',\n", " 2:'University',\n", " 3:'High School',\n", " 4:'Other',\n", " 5:'unknown',\n", " 6:'unknown',\n", " 0:'unknown'}\n", "tmp = tmp.replace({'EDUCATION': edu_dict})\n", "\n", "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(figsize=(8,6.5))\n", " sns.countplot(x='default_payment_next_month', hue='EDUCATION', data=tmp, ax=ax)\n", " ax.set_ylabel('Count', fontsize=14)\n", " ax.set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax.set_xlabel('Default-on-next-payment-cycle status', fontsize=14)\n", " ax.set_title('Defaulted on CC Payment', fontsize=16)\n", " ax.legend(loc='upper right', fontsize=14)\n", " plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "uni_no_def = tmp[(tmp['EDUCATION'] == 'University') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "grad_no_def = tmp[(tmp['EDUCATION'] == 'Grad School') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "hs_no_def = tmp[(tmp['EDUCATION'] == 'High School') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "other_no_def = tmp[(tmp['EDUCATION'] == 'Other') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "unk_no_def = tmp[(tmp['EDUCATION'] == 'unknown') & (tmp['default_payment_next_month'] == 0)].count()[0]\n", "uni_def = tmp[(tmp['EDUCATION'] == 'University') & (tmp['default_payment_next_month'] == 1)].count()[0]\n", "grad_def = tmp[(tmp['EDUCATION'] == 'Grad School') & (tmp['default_payment_next_month'] == 1)].count()[0]\n", "hs_def = tmp[(tmp['EDUCATION'] == 'High School') & (tmp['default_payment_next_month'] == 1)].count()[0]\n", "other_def = tmp[(tmp['EDUCATION'] == 'Other') & (tmp['default_payment_next_month'] == 1)].count()[0]\n", "unk_def = tmp[(tmp['EDUCATION'] == 'unknown') & (tmp['default_payment_next_month'] == 1)].count()[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**We see from the printouts below that 1.56% of the dataset is unknown or other. That's a **" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "University Grads who didn't default: 10700, University Grads who did default: 3330\n", "Grad School Grads who didn't default: 8549, Grad School Grads who did default: 2036\n", "High School Grads who didn't default: 3680, High School Grads who did default: 1237\n", "Others who didn't default: 116, others who did default: 7\n", "unknowns who didn't default: 319, unknowns who did default: 26\n", "Percent of University grads who defaulted: 31.12%\n", "Percent of Grad School grads who defaulted: 23.82%\n", "Percent of High School grads who defaulted: 33.61%\n", "Percent of Others who defaulted: 6.03%\n", "Percent of Unknowns who defaulted: 8.15%\n", "Percent of dataset that is unknown or other: 1.56%\n" ] } ], "source": [ "print('University Grads who didn\\'t default: {:5d}, University Grads who did default: {:5d}'\n", " .format(uni_no_def, uni_def))\n", "print('Grad School Grads who didn\\'t default: {:5d}, Grad School Grads who did default: {:5d}'\n", " .format(grad_no_def, grad_def))\n", "print('High School Grads who didn\\'t default: {:5d}, High School Grads who did default: {:5d}'\n", " .format(hs_no_def, hs_def))\n", "print('Others who didn\\'t default: {:5d}, others who did default: {:5d}'\n", " .format(other_no_def, other_def))\n", "print('unknowns who didn\\'t default: {:5d}, unknowns who did default: {:5d}'\n", " .format(unk_no_def, unk_def))\n", "print('Percent of University grads who defaulted: {:3.2f}%'.format(uni_def*100/uni_no_def))\n", "print('Percent of Grad School grads who defaulted: {:3.2f}%'.format(grad_def*100/grad_no_def))\n", "print('Percent of High School grads who defaulted: {:3.2f}%'.format(hs_def*100/hs_no_def))\n", "print('Percent of Others who defaulted: {:3.2f}%'.format(other_def*100/other_no_def))\n", "print('Percent of Unknowns who defaulted: {:3.2f}%'.format(unk_def*100/unk_no_def))\n", "print('Percent of dataset that is unknown or other: {:3.2f}%'\n", " .format(100*(unk_def+unk_no_def+other_def+other_no_def)/cc_raw.shape[0]))" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "from sklearn.preprocessing import Imputer\n", "from sklearn.pipeline import Pipeline" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**I want to try imputing new values for the undefined education values, so I'll mark them as missing data (by making them NaN), and as I'm experimenting, I'll perform this step on a copy of the data.**\n", "\n", "**note: I've included these print statements to confirm that I'm not changing the original dataframe (copy() only produces a shallow copy which copies values only if the element is a primitive, otherwise it copies the object address).**" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Pre-NaN: cc_data[\"EDUCATION\"].count(): 30000\n", "Pre-NaN: cc_data_copy[\"EDUCATION\"].count(): 30000\n", "Post-NaN: cc_data[\"EDUCATION\"].count(): 30000\n", "Post-NaN: cc_data_copy[\"EDUCATION\"].count(): 29655\n" ] } ], "source": [ "cc_data_copy = cc_data.copy()\n", "print('Pre-NaN: cc_data[\"EDUCATION\"].count(): {}'\n", " .format(cc_data['EDUCATION'].count()))\n", "print('Pre-NaN: cc_data_copy[\"EDUCATION\"].count(): {}'\n", " .format(cc_data_copy['EDUCATION'].count()))\n", "\n", "cc_data_copy.loc[cc_data_copy['EDUCATION'].isin([0,5,6]),'EDUCATION'] = np.nan\n", "\n", "print('Post-NaN: cc_data[\"EDUCATION\"].count(): {}'\n", " .format(cc_data['EDUCATION'].count()))\n", "print('Post-NaN: cc_data_copy[\"EDUCATION\"].count(): {}'\n", " .format(cc_data_copy['EDUCATION'].count()))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Baseline model\n", "\n", "**There are still a number of preprocessing steps that need to be performed (making dummy features for categorical features, implementing an under/over-sampling strategy to address the class imbalance), but let's implement a model **" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(cc_data_copy, \n", " cc_target,\n", " test_size=0.3,\n", " random_state=nb_seed,\n", " stratify=cc_target)" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [], "source": [ "steps = [('imputation', Imputer(missing_values='NaN', strategy='most_frequent', axis=0)),\n", " ('r_forest', RandomForestClassifier())]\n", "pipeline = Pipeline(steps)" ] }, { "cell_type": "code", "execution_count": 67, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " precision recall f1-score support\n", "\n", " 0 0.83 0.94 0.88 7009\n", " 1 0.61 0.31 0.41 1991\n", "\n", "avg / total 0.78 0.80 0.78 9000\n", "\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pipeline.fit(X_train, y_train)\n", "y_pred = pipeline.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(pipeline, X_train, X_test, y_train, y_test, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "roc_plotter(pipeline, X_test, y_test)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "image/png": 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GYZddyR/0DjJnnxt0nCHxsZtgPdBR8byvEMBa+zdjzB3AQuAV4PfAG4NdLHzFgAuRSL/eDXUTiIg0DHf0GDrn3w5tbaH79z0yyp8BhMAi4GTgAWPMkZRaAwAwxowFxlprjzXGjAB+Abw42MVCWAwMNIAwXD8sIiKyBf03pAsJ17+WgYeAE4wxi8rPJxpjJgFLrLUPG2N2M8Y8DWSBS6217mavRAiLgaLr4vS/+asWEBGROhAZ6U/LQPnmfkG/wy9XnD9/KNcLXTGglgERkcbhrF5N4mc/JfOpidC/CziE3E7tTeAL10WzCUREGoCzbi0d0yYTWfY6RKOhGyw4EO1N4BPXdYn0Kwa0AqGISLg46U5Sl00hsux1Cru+jezpZwQdyRORkdqbwBelFQjVMiAiElo9PbTPvIzo0lcobr8D6bk343aMCDqVJ9RN4JOBVyAMJouIiAxd27e+QeylFymOG0d63nzcMdsEHckzUf+mFnoqdMXAwHsTqBoQEQmLzDkTiaz8Nz2fv5DithOCjuMptQz4pLSDsfYmEBEJK7djBF3Xzgk6Rk1ERo4KOsKwhLAYcIlsMlpTxYCIiATP7Xxryy+qQ6EsBjYdQCgiInXJLS981yT/bjshXSshdMXAwCsQNscPmYhI2LR+7z4ir/+D7kunQzQadJyai4xQN4EvtAKhiEg4JH7yIK13fRMcyJ10MvkDDw46Us25aXUT+GKgFQhd1QIiInUl/uhC2m7/CgDdX760KQoBUMuAbxxHyxGLiNSzliceI3nzXAB6zr+I3EknB5zIP2oZ8MmAgwc1ZkBEpD4UiyQe/CEUXTJnn0v2Q2cGnchXzggtOuQLzSQQEaljkQjp2fOI/+r/yJ18atBp/KeWAX8MWAqoQBARqR/JJLlTTgs6RSC0a6FPBm4ZCOeHLyIijcXp0ABCX2y6+iCoGBARCYazejXumDFNsYZAVbrWB51gWEJXDGyy4FDpoIiI+MxZvZqOSRdR2GMvui6/EuLxoCMFLzUy6ATDEr5iQN0EIiKBc9auoWPaZCIrV+KOHgP5vIoBUMuAXwaqBVwNIBQR8Y2T7iQ1fQqRZa9T2G030tfPg2Qy6Fh1welQy4AvBuwmUMuAiIg/urtpnzGN6NKlFHfYkfQNN+N2jAg6Vf1Qy4A/NIBQRCRgsRjFcePonDu/1EUgG2jXQp8MvAKh/zlERJpSMkn6+huJrF2Du+22QaepO+om8Im6CUREApZIUJywXdAp6pO6Cfwx8GQCFQMiIhI8J6VFh3yhvQlERHziusR/9Si5Y4/XtMFqdatlwBcR7VooIuKL1u/dR+td36Tlsd/Qdc0c/VtbBUeLDvlEiw6JiNRc4qEHaL3rm+BA7t0nqBColloG/DHgokP+xxARaVjxXyykbcFtAHRPmkrv8e8JOFF4aNdCnww8tTCcH76ISL2JPf8syflzAeg5/yJyJ34g4EQho24Cf2hqoYhI7eT33Z/eQw6jsM9+ZD90ZtBxwqe7M+gEwxK6YmDAFQjVMiAi4o3WVrquvQFCupJe0Jz2cC7NHLpiQFMLRURqLBoNOkF4qWXAHwOXAioQRESkDmjMgD80gFBExBuRFctpve8eur90CbS2Bh2nIThqGfDHwN0EKgZERIbCWbWK1LTJRFauxB09mp7PXRh0pMagqYVbZoxxgAXAQUAGOM9a+2rF+SnAR4ECMMda++P+1xh4BcIaBRYRaUDO2jV0TJ1EZOVKCvvsS88nzw06UuNo96ebwIv7aSW/WwZOBxLW2qOMMUcA88vHMMaMBC4GdgM6gD8Cm4QfeNEhVQMiIlVZv57U9ClEViynsNtupGfPhWQy6FQNw+nxrZtgq++nlfwuBo4GHgGw1i42xhxaca4LeI1S8BSlamYTGjMgIjJ8sfvuJbJ0KcUddiR9w824HeGcCle3/JtauNX300p+FwMjgLcqnueNMRFrbbH8fDnwFyACzBnwCokUhbYx5SflhYgdzYcVEalG/rzP4nZ2kTnzY7ijx2z5DTIkPrYMbP39tILfxcB6SpVKn8rgJwITgF0ojQJ41BizyFr7bOUFYm/+k8jfX9zooq07HwBJba85HC0tUZL67Dylz9Rb+jy91dISpXfaVNqCDtKokr61DGz1/bSS38XAIuBk4AFjzJHACxXn1gI91tpeAGPMOmDUJldwwXU33poo05PDjedqlbmhJZNxurv12XlJn6m39Hl6S5+n99rbE/950pP269tu/f20gt/FwEPACcaYReXnE40xk4Al1tqHjTHPGmN+T6l/40lr7S+ruqrGDIiIbMp1obcX4mpZ8YuPuxZ6ej/1tRiw1rrABf0Ov1xx/mrgah8jiYg0Jtel7RsLiL5sSV8zB9rbg07UHHzqJvD6fhq6RYc0i1BEZMtav/sdEg/cD9EIsVdeJn/Q24OO1BScjG/dBJ4KXzEgIiKDSjz4Q1rv+TZEHLqmX6lCwE/Jji2/pg6pGBARaSDxR35O29duB6B70lR6jzs+4ERNRi0DIiISKNel5ZnFAPScfxG5958UcKAm1BbORZxUDIiINArHoevyK2l5zwn0HnV00GmaksYMiIhI8KJRFQJB0q6F/tDeBCIiUrf8W4HQU6ErBkREpCSyfBnFMdto18E6om4CERHxTWTFcjomX0xx3HjSN9yk3QfrRVsq6ATDomJARCRknFWrSE2bjLN2Le4ub8NNtAYdSfpkuoJOMCwqBkREQsRZu4aOqZOIrFxJYZ99Sc+arb0H6kmbFh0SEZFaSqdJTZ9CZMVyCrvvTnr2XI0XqDNOVi0Dvhh43oBmE4hIE2hro7DrbjjZHOk5GidQl0I6uy10xYCISNOKRumeejlO53rckYNuTy9BUTeBiIjUXCSiQqCeqZtARESkyWlqoYiIeMZ1Sdz/PXInnayxAWGiqYUiIuIJ16XtGwtIPHA/8Scfp/MrCyASCTqVVENjBkRExAut3/0OiQfuh1iUnrMnqhAIE21U5I8BNyoSEWkQiR/dT+s934aIQ9dlV5A//IigI8kQOOomEBGRrRH74/O03XkHAN2TptJ73PEBJ5Ih0wBCERHZGvkDDyZ78qkUd96F3PtPCjqODIOT7Q46wrA0RjGgrgMRaQSRCD1fnKx/00LMbW0POsKwNEYxICLSKFQIhJpaBkRERJpdSGd+hK4Y0GwCEWkEkVeXklxwG10zrsQdPSboOOIRdROIiEhVIsuX0TFtMs66dbR+9156vvCloCOJR9RNICIiW+SsXEmqXAjk3/4Oej53QdCRxEuaWhgkdR2ISP1z1q6hY9pkIqtWkd93P9JXz4Z4POhY4iG1DIiIyKDij/ycyIrlFHbfna7ZcyGZDDqSeMxtVcuAiIgMIvvRT0A0Su6E9+GmwrmhjQxOLQMiIjI4xyF75seCTiG1pI2K/DHgxxzOz15ERBpNQlMLRUSkT7GI05XG7RgRdBLxkZPrCTrCsKgYEBHxmuuSvPUmYn/+E53zbsEdPz7oROITtzWcg0IbpBhQP4GI1AnXpe3OO4gv/BnE40RW/puCioGmoZYBERGh9d67STz4Q4hFSV91HYUDDgw6kvjI1ZgBEZHmlnjgB7TeezdEHLqmX0n+8COCjiQ+86tlwBjjAAuAg4AMcJ619tXyuYOAWwGXUtP5kcBp1tpHN3e90BUD2qhIROpVZM2bAHRPnkbvse8KNowEw7971OlAwlp7lDHmCGB++RjW2j8BxwMYYz4MrBisEIAQFgMiIvWq57MXkDv2eAp77xN0FAmIj7sWHg08AmCtXWyMObT/C4wxSWAWcMyWLqZiQETEK46jQqDJ+TiAcATwVsXzvDEmYq0tVhz7DHC/tXbNli7WGMWAeg5ERKQOuAnfphauByrXtO5fCAB8AvhQNRdrjGJARMRnUfs3imO2wR03LugoUkecXMavb7UIOBl4wBhzJPBC5UljzAggbq1dUc3FVAyIiAxR9NVXSF12CW57O5233KGCQDZwE21+fauHgBOMMYvKzycaYyYBS6y1DwN7Aa9VezEVAyIiQxBZvozUtEtw0mnyBx6MO2ZM0JGkjji9/rQMWGtd4IJ+h1+uOP8scEa11wtdMTDwrA0NGhCR2nNWriQ1dRLOunXk3/4OumZcBdFo0LGknjiRoBMMS+iKARGRQHR10TFtMpHVq8nvux/pWddDPB50Kqkzbty3bgJPqRgQEalGMknu3f9Ny++eoGv2XGgL5z/6Ult+dRN4TcWAiEg1HIfMpyaSOevjkEgEnUbqlI9TCz2lYkBEZChUCMgg1DIgIiLS5DRmwCeOZg6ISK0Vi7R9YwHZUz9Icfsdgk4jIaKWARGRRuC6JG+9ifjCn9Hy9GLWf/MeiIRzupgEQFMLRURCznVpu/MO4gt/BvE43ZOmqBCQIfFxBUJPNUgxoK4DEdl6rffeTeLBH0IsSvqq68gfcFDQkSRk1E0gIhJi0ZdepPXeuyHi0HX5VeQPPyLoSBJCGkAoIhJihf32p+dzF+COHEnvMccFHUdCyunNBh1hWEJXDAy4N4F6CUTEA9mPfDToCBJybotaBkRERJqak9eYARGR8CgUtOOgeE9TC0VEwiH6l5don3c96auvo7jr24KOIw1EAwgDpUEDIlKd6NIlpGZMxUmnSfy/n9Bz8ZeDjiQNRN0EIiJ1LrJ8GanLpuCk0/S+8xh6Lrw46EjSYIoaQCgiUr8iK/9NauoknHXryL/jELouv1JjBsRzahnwiTYqEpHhiD33LJHVq8nvtz/pq2dDPB50JGlAmlooIlLHciedjJtM0nvo4dAWzn+wpf45eS06JCJS13rf9e6gI0ij09TCAA24LKGIiIi/ii2tQUcYlsYoBkREKvX2EnnzDYoTtgs6iTQZdROIiNSDYpH2G64j9sc/kL7hJgp77hV0ImkiGkDoE/UIiMhmFYsk58+j5fHf4ra1gesGnUiajFoGRESC5Lq03XkH8V8shHicrtlzKexlgk4lTcbVmAERkeC0fucuEg89ALEo6auvI3/AQUFHkiakloFAqe9ApNkVx2wDsShdl19F/rAjgo4jzSrSBFMLjTHvBPYCHgB2AZZYa8NZBolIQ8mdchr5ww7XDAIJVDGWCDrCsFRVDBhjxgP/D9gfSACPAbOBA4wx77XWvlK7iCIi1VEhIEFzCrmgIwxLtS0DtwH/AN4FrCofOxv4DvBV4CTPk4mIiISMG2vsAYTvAY611vYYUxqda61db4y5DFhcq3ADcQaYW+hqyIBIU4n98XncVAeFPfYMOorIRhq9ZaAIJAc4vh0Qzv0aRSSUoi+9SOqK6bjRKJ23f53ijjsFHUlkg0ZvGfhf4DZjzPmAC4wwxpwA3AH8oFbhBuKOmkDvNrtCJArRFtyWltLXItLwokuXkJo5DTIZet9zAsXtdwg6ksjGGrxlYCowh1KXQBx4HsgD3yyf881bjy9i1atLAXCiDpGIw8hr/svPCCISgMiy10lNm4KTTtP7zmPovnR6aKdxSQML6TK5VRUD1toccIkxZiawW/l9S621aWPMWKrsKjDGOMAC4KDye86z1r5acf5E4EpKrQ/PW2u/MNj13IJLoeCqZUCk0WUypC67BOetdeQPOZSuy6+EqP67l/rjVzeB1/fTqspqY0zBGDPOWttjrX3JWvunciGwK/DaEPKfDiSstUcB04H5Fd8jBcwDPlA+/5oxZpshXFtEGlVrK5mJ55E/8GDSV10H8XjQiUQGVsh5/xiYp/fTzbYMGGPOAT5TfuoAPzXG9PZ72XbAPwf7Bv0cDTwCYK1dbIw5tOLcUcALwHxjzG7A/1hr3xzCtUWkgeX++33k3n2Cugakvvm36JCn99PBugn6Vhl0yt/0SSBdcd4tP//REMKPAN6qeJ43xkSstUVgLKV1DA4CuoEnjDFPaUEjEdlAhYDUO/8GEHp6P91sMWCt7QKuATDGvAZ834Olh9cDHRXP+4IDvAk8Y61dXf6ejwMHA5uE77/WQDKpJsPhammJ6vPzmD5Tb+nz9JY+zxrzr2XAk/tpn2oHEN5jjDmq5G/NAAAgAElEQVTUGLMf0Ddqx6G0NPHbrbWfrTL8IuBk4AFjzJGUmjH6PAfsb4wZQ+kveSTwjYEu4vbbo7y7O5xTOepBMhnX5+cxfaZbqbeX5I1zyJ52BoX99tfn6TF9nt5rb68oAAr9e9NrxpP7aZ9q9yaYBVwB/BvYFlhR/jPG0LoJHgJOMMYsKj+faIyZRGnDo4eNMdOBRyl1QfzAWvuXIVxbRMKuUKB9zrW0PPEYsb++xPpv30dpNrNIOLj+TS309H5a7ToDnwXOt9Z+o9xl8G5gDfB9hjCbwFrrAhf0O/xyxfn7gfurvZ6INJBikeT8ebQ88RhuMknXlddCS0vQqUSGJupPN4HX99NqR+NsQ3nUIvAH4Chr7TpgBnBmtd9MRGRArkvb124n/ugjEI+Tvm4uhT33CjqVyNAVe71/+KDaloHllBYbeh34K/AO4D6gk9KoRRGRYYsufYXETx+EWIz0rNkUDjgw6Egiw+JGwtmtVW0x8A3gB8aYicCPgV8ZY1ZS2s3wj7UKJyLNobDHnnTNnAVA/tDDA04jshV8+k3ea9XOJphrjFkOdFlrnzbGfBk4n9L0hc8M/m4RkS3rPea4oCOIbDXXCedaGNW2DGCt/W7F198CvgVgjNm3BrlERETCx6cBhF4btBgwxhxDaf3jPPAja+3TFedSwCzgC5TWGxARqU53NySTQacQ8V5Iuwk2255hjDkfeAw4BTgJ+J0x5ozyuQ9SmsJwITDXh5wi0iBizz/LyLPPIvaH54KOIuI5Nxr3/OGHwVoGJgE3WmunARhjLgVmGWN2Am4BHga+ZK39e+1jikgjiL70IqkrL4dslpbfP0X+7YcEHUnEWyFtGRisGNgZ+GbF81uBOcBM4GPW2h/UMpiINJbo0iWkZkyFbJbcCe+j5/MXBh1JxHN+/SbvtcGKgQQVOyJZa3uNMT3AxSoERGQoIq//g9S0KThdXfQefSzdl0zTDoTSmIr5oBMMS9WzCSo843kKEWlo0RXLcbo6yR96GF3Tr4BodMtvEgkj//Ym8NRgxYBbfvQ/VhzgtSIim9X7X++kc96tpSWG4+FsRhWpRiN2EzjAH4wxlTf/duBJY0yh8oXW2p1rEU5EGoeWGJam0IDdBBN9SyEiItIA3Eg4d9rcbDFgrb3HzyAi0iAyGaKv/Z3C3vsEnUTEfw3YMiAiMjS9vbRfcwUtf/wD6atnkz/8iKATifirAccMiIhUr1Cg/fpraHnmadwRIylOmBB0IhH/qWVARJpWsUhy/jxannwct72d9NybKe68S9CpRHznNuDUwgEZY2LW2nCWPiJSE21fX0D80UcgkSB93VwKe+wZdCSRYDTaAML+jDEXUdqvYGdjzN7AZcAbwExrrdYeEGlivYccRvzRhXTNvJrC/gcEHUckMG6xsOUX1aGqigFjzGTgS8AVwNfKhx8Fbi9/fbn30UQkLPKHH8H6e7+Pm+oIOopIsKLh7H2vdnHw84HPWWu/Q3kFQmvtA8DZwKdqlE1EQkSFgEipZcDrhx+qLWF2BJYMcHwZMNq7OCIiIiEW0jED1bYMPMXGKxK6xpgIMA1Y7HkqEalbLb97ktji3wcdQ6QuuW7B84cfqm0Z+CKw0BhzMtAKfB3Yi9I2x++vUTYRqTOx556h/dqrwC3SueB/KOy2R9CRROqKSwNPLbTWvmSM2Qv4BLB3+X0PAvdZa9M1zCcidSL60oukrpoB+TzZ086g8Lbdg44kUn9C2k1Q7WyCucD3rLXfqnEeEalD0VeWkJoxFbJZcu99Pz0XXhzafdtFasmvZn2vVdtNcCDwZWPMa8D3gO9ba/9Wq1AiUkdyOdqvuhynq4veo4+le/JUiFQ73EikyUQaeGqhtfZEYFvgBuAw4E/GmD8ZYy4zxrytlgFFJGDxON3TZtB77Lvomn4FRKNBJxKpW40+gBBr7TrgLuAuY8xI4PPATGA2oH8dRBpY/sCDyR94cNAxROqfE86WgSGlLi9DfAbwIWB/4P8odRuIiIg0vYYeM2CMuYZSAbAX8ARwJ/CAtXZtDbOJSBBcV4MDRYbJdcI5nqbaloETgG8AP7DW/ruGeUQkSJkMqSunk/3AqfQed3zQaUTCxwlnr3m16wz8V62DiEjAcjlSs2YS+8PzRP65gt4jj4JEIuhUIuHihnMT380WA8aY14G3W2vfNMYsA9zNvdZau3MtwomITwoF2udcS+zZZ3BHjiJ9/Y0qBESGI6RTCwdLfQXQt7rgTB+yiEgQikWSN8+l5cnHcdvbSc+9ieLOuwSdSiSU3EZrGbDW3lPxdBfgJmttd+VrjDEjgCtrlE1EfBBZsZyWJx+HRIL07HkUdt8z6Egi4dVoYwaMMfsCE8pPrwJeNMas6/ey/YALgCm1iScitVbcaWfS827B6e6isN/+QccRCTW/WgaMMQ6wADgIyADnWWtfrTj/FeAooLN86DRrbecmFyobrJtgPPDLiucPDPCaNHBTddFFpF4V9t4n6AgiDcHHqYWnAwlr7VHGmCOA+eVjfd4BvM9au6aaiw3WTfBbyssVG2P+DhxmrX1juKlFREQann/dBEcDjwBYaxcbYw7tO1FuNdgT+IYxZgLwLWvtXYNdrNq9Cd6mQkCkMTirVwcdQaRhuW7R88dmjADeqnieN8b03dPbga8CnwTeD1xojBm0D1BTC0WaSMuTj9M+exbdk6aQe++JQccRaTwR31oG1gMdld/ZWttXOXQDX7XWZgCMMb+mNLbgxc1dTFMLRZpE7LlnaJ89C/J5IitWBB1HpCH5OLVwEXAy8IAx5kjghYpzewHfN8a8ndJ9/mjg7sEuVtXUwn7TDDHGJIADgZettW/1f6+I1Jfoiy+QumoG5PNkT/8QmXM/E3QkkQblW8vAQ8AJxphF5ecTjTGTgCXW2oeNMfcBi4EccI+19q+DXazajYr2orR98aWUmhl+B+wLdBpjPmCtfXJ4fxcRqbXokpdJzZgK2Sy5951IzwVf0EZEIjXiV8uAtdalNLW/0ssV529iCLP9ql038XbgX8ASYCIwDtgJ+DSl6QyHV/sNRcRn+TxEIvQecxzdk6dCJJy7qomEgVvduPy6U20x8E7gAGvtamPMacBPrLUrjDHfAabXLp6IbK3CPvvSedudFLedoEJApNYafAvjNDDKGDOW0kCEr5SP7wW8WYtgIuKd4o47BR1BpCm47mYn3tW1aouBB4EfAD2UugsWGmPOolQUfLtG2URERMIlpC0D1aa+mNIayL8G3mOtzQFx4DpgRo2yichQpdO0/E7jeUWC4rqu5w8/VNUyYK3NA7cYYzqAPY0xhwEPW2vX1jSdiFQvkyF1xWXEXnyB7qnTyZ3w/qATiTSfkLYMVDu1MEFpisLnK96TN8Z8D/hsuaVARIKSy5G6egaxF1+gOHYs+QMOCjqRSFMK65iBakuYm4ATgVOAkcAYSrsjHQVcX5toIlKVQoH2OdcSe+5Z3JGjSM+dT3HCdkGnEmlKLo7nDz9UO4Dwo8CHrbWPVRz7uTGmG/g+MMXzZCJSlbYFt9Hy5OO47e2k595Eceddgo4k0rScBl9nIAIMtGvhm0DKuzgiMlS5kz5Ay9NP0XXZFRR23zPoOCJNrdjg3QS/AuYaY0b2HTDGjALmUJphICIBKey+J+vv+i6F/QbdoVREfOA4Ec8ffqi2ZWAS8BtghTHmlfKxPSitg3x6LYKJyBDEqv1PWURqKawtA9VOLVxhjNmP0iDCvYEM8Ffgl+XNEkRERJqeX7/Je23QYqC8rsDxQBZ4ylr7U+CnfgQTkU3Ff/kL6O4md+oHg44iIgNouJYBY8yRwMOUphECrDbGnGWt/a0fwURkYy1PPEbyxjlQdCnstTeFvfcJOpKI9OPXVECvDdaecSPwS2A7YDzwc+DrfoQSkY3FnllM+/WzoOiS+cSnVAiI1CmnBv/nh8GKgYOBmdbaldbaN4BLKC1FPNqXZCICQPSFP5O6eibkC2Q/+GEy53w66EgishlF1/uHHwYrBtqB9X1PrLVrKO1aOHKz7xARbxUKtN90A+Ry5N53Ij3nXwROOJshRZqC43j/8MFQ5yMVqX5tAhHZWtEo6WvnkPjpj+m58GKI6D8/kXrm12/yXhusGHCBiDGm718fZ4BjAFhrizXKJ9L0ijvvQs8XvhR0DBGpghPSlrvBigEHWDHAMTvAa6OeJRIREQmpRmwZON63FCJSkstBPB50ChEZJtdtsJaBfjsUikitpdN0XPplcu96N9mzPh50GhEZhkgDdhOIiF96ekjNnEb0lSUkurvJnnI6JJNBpxKRISo0YDeBiPghlyM1ayaxl16kOHYs6XnzVQiIhFQkpCsQqhgQCVKhQPv11xB77lncUaNI33grxW0nBJ1KRIapKVoGylMKdwGWARFrba4mqUSahPPmm0TtX3FTKdI33ERxx52CjiQiWyGsexNUVQwYY2LAHODi8nv2Am4wxuSBz1pru2oXUaRxuePHk77ldpx16yjsvmfQcURkK4W1m6Da5cyuBd4HvBfIlI99FXg7cHMNcok0jeKE7bTxkEiDKLjeP/xQbTHwMeACa+3jlFYhxFr7JPBp4IwaZRMREQmVkG5NUPWYgbHAqgGOdwFt3sURaWzRV5ZQ2EPdASKNKqwDCKttGfglMM0Y01ejuMaYkZTGEfy6JslEGkz80YV0XHAerXd/K+goIlIjEcfx/OGHalsGLgIeotQ60Ab8DNgJeBU4tTbRRBpHyxOPkbx5LgBue3vAaUSkVgoh3bavqmLAWrsCONwY8x5g7/L7LPCodiwUGVzsmcW0Xz8Lii6ZT55D9iMfDTqSiNRIo08t7OtO+E35sdE5FQQiA4u++AKpq2dCvkD2jI+Q+dTEoCOJSA1FwlkLVN1NkKc8i2AztIWxyADcbbahOGYM+YPfQc/5F/k3NFhEAlEohvO/8WqLgf7bGceA3YFJwAxPE4k0kOJ229P51a/hjhylQkCkCUSqHZZfZ6odMzDQdsa/MsZY4CvAg9VcpzwbYQFwEKXFi86z1r46wGt+BvzYWvuNaq4rUs/c0WOCjiAiPvFrAKHX99OtrWHeAMwQXn86kLDWHgVMB+YP8JrrgNFbmUtERMR3Ecf7x2Z4ej+tdgDhpwc4PAI4H3iqmmuUHQ08AmCtXWyMObTf9/kQUAAWDuGaInXBWbeW+G9/DR/TbAGRZpX3b8yAp/fTascMXNHvuQvkgGeAmVVeA0oFxFsVz/N9sxGMMfsBHwc+DFw52EWcfn2vyWR8CBGkUktLVJ+fFzo7ScycirNkCW6LA5o+6Bn9jHpLn2dt+Ti10JP7aZ9qi4HzgUXW2vSQom5qPdBR8bxyWuKngO0prWi4K5A1xrxmrX20/0Vcd+OJDd3d2kl5uJLJuD6/rdXTQ+qyS3DtyxR22JH8u0/QZ+oh/Yx6S5+n99rbExu+jvo3TtiT+2mfaouB/wWOBV4actyNLQJOBh4wxhwJvNB3wlo7re9rY8xVwL8GCy5SF3I5UlddTuwvL1EcN47OufNp22Yb0D+2Ik0p79+qO57eT6stBv6EN8XAQ8AJxphF5ecTjTGTgCXW2oe38toivmv7+gJif3ged9Qo0vNuwd1226AjiUiAfGwZ8PR+Wm0x0AncboyZBbxGaRrDBtbaY6u5iLXWBS7od/jlAV43q8pcIoHKfPQTRF95mZ4vTaa4405BxxGRgPk1gNDr+2m1xcDz5YeIVHDHjSN96x1aUEhEgAZcdMgY8yngB9barH5TFxmECgERKfNxaqGnBqth7gJG+hVEREQk7FzX+4cfBusmCGd5I1IjiZ88SORf/6Tn89pwSEQG5uMAQk9tacyATzWJSH2LP7qQttu/AkDvUUeTP/DggBOJSD0KazfBloqBfxuz5a0HrLXawlgaVssTj5G8eS4APedfpEJARDYr2mgDCMvOAtb6EUSkHsWeXkz79bOg6JI5+1yyHzoz6EgiUsd8XHTIU4MVAy7wuLV2lV9hqtGb6SWbzgYdQ5pBsUjbXf8D+QLZMz5C5uxzg04kInWuEccMhPSvJOKRSIT09fNILPwZmY99UoMGRWSLehtwzMA9QI9fQUTqkTt6DJmPnx10DBEJCb+mAnpts8WAtXain0FERETCLhbOhoGqlyMWaXhO53rcVIe6A0Rk2MLaTRDSSRAi3nLWrqHjSxeRvPUmKIZ0OLCIBC4a8f7hB7UMSNNz0p2kpk8hsux1oi0x6O6GVCroWCISQr0h/V1CxYA0t+5u2mdMI7p0KcUddiR9w80qBERk2GIhbW9XMSDNK5cjdfUMYn95ieK4cXTOnY87ekzQqUQkxHoLQScYHhUD0rScnm6c9W/hjhpFet4tuNtuG3QkEQk51w3nAEIVA9K03JGjSN94K86aNRR33CnoOCLSAKKRcC40oGJAmprbMQK3Y0TQMUSkQfQW1DIgIiLS1FrUMiBS32JPLyZ/6GEQCelwXxGpezm1DIjUr8RDD9C24DZy7zmB7mkztMqgiNRESzToBMOjYkAaXvyRn9O24DYA8ge/Q4WAiNSMWgZE6lDLY78hecs8AHrOv4jc+08KOJGINLJiOIcMqBiQxhX74/O033AtFF0yn5pI9kNnBh1JRBqcBhCK1JnC7ntQ2NOQ33c/Mp88J+g4ItIE1E0gUmfcjhF03ngrxOMaJyAivlDLgEg9SiSCTiAiTUQtAyIiIk1OuxaKBMhZvZrWB++n5zOfh5h+rEUkGGoZEAmIs3YNHVMnEVm+DLclTubTnw06kog0KTecQwZUDEi4OZ3rSU2fQmT5Mgq77Ub2I2cFHUlEmpgGEIr4rbub9pmXEV26lOIOO5K+4WbtQCgigVI3gYjP2u75NrG/vERx/Hg6592CO3pM0JFEpMm1RNUyIOKrnnM+TWTNm/Sc82nc8eODjiMiQjavlgERfyWTdM24KugUIiIbxLVroYiISHPzq2XAGOMAC4CDgAxwnrX21YrzFwHnAEXgWmvtzwa7nooBCQfXLT0iIV3RQ0Sago9TC08HEtbao4wxRwDzy8cwxmwDnE+pUEgCfwF2Huxi+pdVQqH1f++l/ZorIZcLOoqIyGa1RF3PH5txNPAIgLV2MXBo3wlr7ZvAQdbaIrAdsHZLudUyIHUv8eAPab37WxBxiL30Avm3HxJ0JBGRAfk4gHAE8FbF87wxJlIuALDWFstdBVcDX93SxdQyIHUt/sjPafva7QB0T5qqQkBE6lo86nr+2Iz1QEfF8w2FQB9r7R2UWgaOM8YcN1hutQxI3Wp57Dckb5kHQM/5F5F7/0kBJxIRGZyPLQOLgJOBB4wxRwIv9J0wxuwFzLHWfggoAFlKAwk3S8WA1CfXJfHz/wdFl8w5nyb7oTODTiQiskWD/Ca/FQYsMB4CTjDGLCo/n2iMmQQssdY+bIz5kzHmKUpFwEJr7RODfQcVA1KfHIf0NXOI/+ZX5N53YtBpRESq4lfLgLXWBS7od/jlivPXANdUez0VA1K/Egl1DYhIqBTDuRqxigERERGvJPzrJvCUigGpC87KlbijR0M8HnQUEZFhy2hvApHhcVatomPyFyjuvAvpq66D1tagI4mIDEs8opYBkSFz1q6hY+okIqtW4W4zFoqDzn4REalrahkQGSKncz2p6VOIrFhOYffdSc+eC8lk0LFERIbNx70JPKViQILR3U1qxjSiS5dS3HEn0nNuwu0YEXQqEZGtkoipm0CkepEIxVQKZ9tt6Zw7H3f0mKATiYhstUyvuglEqtfaStes63HWrsUdPz7oNCIinoirZUBkiFpaVAiISENRy4CIiEiTS8RqMSMqWoNrbkzFgNSe6xJ/5Ofkjn+P1hAQkYYW1paBSNABpPG1fvc7JOfPI3Xl9PDOuxERqYLrev/wg1oGpKYSP7qf1nu+DRGH7AdOBSecVbOISDVqszdB7akYkJqJL/wZbXfeAUD3pKn0Hnd8wIlERGqrJ6TdBCoGpCZif3ye5C3zAOi58GJtRSwiTaG1JlMLa0/FgNREfr8D6H3nsRT23IvsBz8cdBwREV+oZUCkUksLXVfM0hgBEWkqtVmOuPZUDEjtRDRZRUSai1oGREREmlxYZ0+rGJCtFlm+jLa7vknX5KnQ3h50HBGRwLTWZAXC2reyqhiQreKsXElq2mQiq1bRNnYcPRd8IehIIiKB6cmpm0CajLN2DR3lQiC/7370nPuZoCOJiAQq0RLOfgIVAzIsTuf6UovAiuUUdt+drtlzoa0t6FgiIoFSy4A0lcSPfkj073+nuONOpOfchJvqCDqSiEjgWtUyIM0kc/a5OL05Mqd/GHf0mKDjiIjUBbUMSHOJRun57AVBpxARqSvFoloGREREmlqbugmkYbkuZLPQ2hp0EhGRutatbgJpSK5L29fvIPbCn0nPuRF3xMigE4mI1C21DEhDar3vHhI/+iHEokRfXUr+4HcEHUlEpG6pZUAaTuJH99P6nbsg4tA1/UoVAiIiW6CphdJQ4j9/mLY77wCge/I0eo99V7CBRERCoDsXdILhUTEgm3JdYi+9AEDPhReTe9+JAQcSEQkHtxb7FPlAxYBsynHovmQauePeTf7wI4JOIyISGm1xdRNII4lEVAiIiAxRdzboBMOjYkBERMQjrS1BJxgeX4sBY4wDLAAOAjLAedbaVyvOTwLOAlzg59baa/3M16wir/0dd5ttcDtGBB1FRCTUenxqGfD6fhqpYdaBnA4krLVHAdOB+X0njDFvAz5mrT0SOAp4nzFmf5/zNR1n2et0XPplUpd8EWfd2qDjiIiEWlvc9fyxGZ7eT/0uBo4GHgGw1i4GDq049zrw/vI5F2ihVO1IjTgrVxL/8hdx1q3DHT0GN9kedCQRkVDrynr/2AxP76d+jxkYAbxV8TxvjIlYa4vW2gKwBsAYcyPwvLX2FZ/zNQ1nzZt0TJ2Es2oVvfvuR/rq2RCPBx1LRCTUXP8mE3h6P/W7GFgPdFQ8j1hrN8zKNMYkgG9T+gteuLmLOM7Gyz0mk7qJDUlXF4kZU3H+/U/Yay+K828h2dGx5fdJVVpaovqZ9JA+T2/p86wtH/cm8OR+2sfvYmARcDLwgDHmSOCFfud/CvzSWnvjYBdx+5Ve3WFd8ikobhR3731pyebI33QL3dFEeJfNqkPJZFw/kx7S5+ktfZ7ea29PbPjax6mFntxP+/hdDDwEnGCMWVR+PrE84nFJOcsxQIsx5iRKIyCnl/tCxEuRCD1fnEwm3Unb6NEqBEREPNLmX6OLp/dTX4uB8kCGC/odfrni66SPcZqb42gqoYiIxwYZ8Ocpr++nWnRIRETEI1qOWOqT69L6v/eSPelk3NFjgk4jItLQukM6Id7vdQbET65L25130Hr3t0hNnwLFkG6nJSISEq7rev7wg1oGGljrvXeTePCHEIvS8+nPQ0S1n4hILfk4gNBTKgYaVOKBH9B6790Qcei6/CrtQCgi4oOwdhOoGGhA0Rf+TNvXFwDQfck0eo85LuBEIiLNoS2hAYRSJwr7H0D2zI9SHDee3HtPDDqOiEjT6FLLgNQNx6Hns/2nn4qISK0l1TIgIiLS3NQyIMFxXei3eZOIiPivWFTLgAQg+uorJG+9mfTMWbjjxwcdR0SkqSUTW35NPVIxEGKR5ctITbsEZ906Wr//XXq+OCnoSCIiTU3dBOKryMp/k5o6CWfdOvLvOISe8y8KOpKISNNTy4D4xlnzJqmpk4msXk1+v/1JXz0b4iFd9kpEpIF09WjMgPgk/ptfEfnnCgq770H6urnQ1hZ0JBERAdpag04wPCoGQih7xkdwW1roPfZdkEoFHUdERMrUMiD+cRxyp34w6BQiItKPq6mFIiIizU0DCKU2ikWct9bhjh4TdBIREdmCrp6gEwxP6IqB99/9Azo6Rgcdwx/FIsn584j98XnSc+dT3GHHoBOJiMggkhpA6I9tt92W7u5c0DFqz3Vpu/MO4r9YCPE4ztq1oGJARKSupTWAULzU+p27SDz0AMRipGfNprD/AUFHEhGRLWjXmAHxSuL+79F63z0Qcei6/Eryhx4edCQREamCWgbEM042C0D3lMvoPea4gNOIiEi1XFfFgHgkc/a59B71Tgq77xl0FBERGQINIBRPqRAQEQmfdLdaBkRERJpae0i3ilExELDo3/6KO2IExe13CDqKiIhsJbUMyJBFly4hNX0KxON0fvVrFLedEHQkERHZCu0aMyBDEVn2OqnLpuCk0/S+8xiKY8cFHUlERLaSNiqSqkVW/pvU1Ek469aRP+RQui6/EqLRoGOJiMhWSncHnWB4VAz4rbub1NTJRN54g/z+B5C+6jqIx4NOJSIiHtAAQqlOMkn2lNOI//qXpK+9AdpC+pMjIiKb6NQAQqlW9sNnkT3tDGhpCTqKiIh4KBXS3+9UDARFhYCISMNRy4CIiEiT02wC2VSxSNsdXyV7ymkUd31b0GlERKTG/BpAaIxxgAXAQUAGOM9a+2q/14wDFgH7W2tzg11PxUCtFIsk588j/ouFtDyzmPV33afpgyIiDa6zy7eWgdOBhLX2KGPMEcD88jEAjDHvBW4AxldzMRUDteC6tH3tduK/WAiJBF1TL1chICLSBHwcQHg08AiAtXaxMebQfucLwHuA56q5mIqBGmi959skfvwjiMVIz5pNYf8Dgo4kIiI+8HEA4QjgrYrneWNMxFpbBLDW/go2dCdskYoBj0Xt32j97ncg4tA14yryhxwWdCQREfGJjy0D64GOiucbCoF+qqpOVAx4rGD2pvtLl0Brgt6jjw06joiI+Kiza6D7cU0sAk4GHjDGHAm8sJnXqWUgKLmTTw06goiIBMB1fesmeAg4wRizqPx8ojFmErDEWvtwZaRqLqZiQERExCN+TS201rrABf0OvzzA63ar5noqBrZWb69WExQREcDXqYWeUjGwFaIvvUj7DdfSdeW1FPbcK+g4IiISsIHwb5sAABsASURBVI5k0AmGR8XAMEWXLiE1YypOVxfxhT+jR8WAiEjTW6+WgeYRef0fpKZNwenqovfoY+m56ItBRxIRkTrQ0VbV4P26o2JgiCL//hepaZNx3lr3/9u78/CarvWB49+TRKIyiEpIVU0XixovRU11W5rU8EOrhlJKS+mgpotqteaaa1ZFlZaaW1pqKHVbVTS4t5e2d5VrvtVEUhGJITk5+f2xdk5PIokgTnLk/TxPHs7e+6zz7uXIfvdaa6+F/aF6JI54S2YXFMKD/f77OTp2bEvt2nWYM+f9dPsmTBjN1q2b2bx5B0FBRe9oHO+8M4bIyP0UK1YMgJQUB1evXqFdu6fo2rWH87ivv97BqlXLSUxMwMenEKVLl+aFF/pSoUJF5zEnT55g8eL3OHv2LDYbBAQE0qfPS9SsWTvTz46JOc+0aROZNOld57Z161Yxa9Z03n//Qx58sLpz+5IlC4mPv8jAgUPTldGjR2cGDx5O7dp1ANizZ7czTrvdTvnyf+GVVwZQokTJ266rqKjf6dfveZYtW5npv4vD4WDu3Bns37+XlBQHXbp0o337DgCcPXuGSZPGERcXR5EiRRg5cjRlypQjOjqKWbOmMWHC1NuKLd59jxbmKkkGbpLPT4fxio3BXqMmCaPGg69vXockhLhNvr6+nD59iqio3ylZMgyAq1evcvjwv7HZ3Hen17lzV7p0edb5Oirqd559tiNNmjSjTJmyrF+/mi+/3MSoUeMoU6YcAHv37mHQoFeYPn0uFStW4vTpkwwc+DJvvjmaevUaAHDwYCTDhw/mvfc+4MEH1XWfO3nyeHr3Tj8wfePGTwkPb8nq1Z8wZsw7N3Ue27dv5eOPlzB58gxKlbofgI8/Xsprr73E8uVr8PG59UvPli2bWLJkEbGxMVkes3Hjp5w9e4bly9eSkJBAv369qFKlKlWqPMiYMSPp0qUbzZuHs2/f94wcOZyPPlpNiRIlqVRJsX79Gjp06HTL8cmqhQVEUvNwUov4k1yjFhQunNfhCCFygZeXN82bP8727Vvo3r0XAN988zVNmzZj9eoVzuP27NnNsmUfYLfbKVy4MC+/PIDq1Wtw4cIfTJnyDnFxfxAbG0tY2H2MHTuJ4OBgOnZsS8uWbTh4MJLo6CgiIlrRu3e/HMUVHR0FQJEi/iQnJ7No0XssXLiMMmXKOo9p2LAx3bo9x8KF85kyZQbLly+jdeu2zkQAoG7deowePQE/P7/rPuPnn48QF3cBpao4tx06dIBLly7x8suv0alTO86fjyY0NEfr3QCwaNF7vP76SGciANC9e0/CwsJISkpKlwwkJCTQv/+L1yVdjz7awvlvkSYmJoY9e75lxoy5dO3aIcvP//bbXbRr9xQ2m43AwECaNw9n27YthISEcubMKZo3Dwfg4YcbMX36JI4e1VSqpGjTpj19+vSgXbunbjlhCZABhAVHcsPGeR2CEHeFJUsWERNzPttjChXyJjk55ZbKDwkJ5fnn+9zwOJvNxhNPtGbs2LecF6AtWzYxYMDfncnA2bNnWLhwHnPmLCQoKIgTJ44zcODLrFmzgR07tlOjRk1nc/7QoQPYtm0znTt3A+Dq1SvMm2fOtXPn9rRp046wsPuui2P16k/Yvn0LCQkJXL6cSM2af2Xq1FmEhISg9X8oVMg3XSKQ5qGH6rNkySIAtP6Fxx57/LpjGjRomOm579q1k0aNmqbbtmHDesLDW1K8eAh169Zn/fo19Ov36g3rESA+/iJRUeeoXr3mdfsef/yJ67YFBATw4Yef5KjskJAQxo+fAmQ/uU90dFS67ogSJUpw/PgxoqKiCAkJTXdsaGgJoqOjqVRJERISQlBQUQ4f/pG//rVujmLKSLoJhBDiJuXkQl2kiC+XL2e7FHuuqFy5Cl5eXvz6638IDi7GlStXKF++gvOiExm5n9jYWAYOfMm5zdvbm7Nnz9KxYxd+/PFfrF69gjNnznDixHGqVftzgbImTZoBJjkpVuxe4uMvZpoMpHUTXLt2lbffHkGhQoWcffAAdrs909iTkpKdd9Y2mxepqTm/IJ06dZIWLSKcr//4I5bdu//BBx8sByAiohXTp0+iV6/e+PkVxsvLK9NyHI5UvLy8sNnM/pzOxOfaMpD2HpvNlmnLQE45HI50LQ2pqab1x9RL+haI1NTUdOdUqlQpTp8+dcvJgAwgvBslJ+N17jccmWTiQoi7T0REK7Zt+5Lg4GJERLQCcF5UHI4U6tatl67/PDra3GnOnz8brX+hdeu21KlTj5QUe7qLoZ/fn12K5qKXfRx+foUZOXIszz77NGvWfEKnTl0pX95MJHfs2FEqVqyU7vhDhyKpUcPciVerVp0jRw7TsGGTdMcsXbqY++8vTbt26adLt9lIlzx8/vln2GxeDB8+GDD7Ll9OZMuWTbRv/zRFiwZz6tTJ62K+cCGWokWDCQwM5IEHyvDTT4epm2GhtrffHsFzz73AX/7y52DHm2kZyKmSJcPStTjFxJwnNLTEddvNvph0rQje3j54e2ee8OSEp7YM3PoZ3+1SUvCfOI7A117C+6cjeR2NEOIOSrtwR0S0YteunXz99VfOJu20fXXr1icycj+nT58EYO/e7+jZsytJSUlERu6jY8dnCA9vSXBwMJGR+3E4bu+iEBgYyCuvDGLx4veJiYnB19eXfv1eZfz4Uc4YAL7//jtWrVpBnz5mAGDXrj3YtGkDkZH7ncfs2/c969atomLF6+dDKVOmHP/731nA3FF/8cUGhg4dwdq1G1m7diPr1n1B9+69WLNmJWC6JA4ejOT06VPOMrZs2URAQCBly5YDoGfP3syaNS1duUuXLubYsV+dx9xJTZs2Y/Pmz0lJSeHSpUvs3LmdRx55lNDQEjzwwAPs3PkVAPv378Xb2ytdcnLu3G/OwZm3IrCILdd/3EFaBjLjcFDk3SkU2v0Nqf7+kMmgGyHE3SPt7j8kJJRy5coTEBBIYGBgun3lypVn2LA3GDXqDcDcQU6e/C6FCxemZ88+zJ07k8WLF+Dj40OtWrU5e/ZMWukZPy3HcYWHP8GmTRuYN28mo0aNp127pyhevDiTJo0nIeESdrudsmXLMWPGPOcF7f77SzN58kwWLpzHvHmzcDhSKFbsXiZPnulsXXD1t781Z/bs6Tz//It8//1uUlNTr+vb79SpK2vXrmLv3j00bNiYYcPeYNy4t0hJSSEpKZlSpUoxbdps5/Fp7x89+g3rmCQqV67C7NkLbutJAlcZBxx+8IF5LPSFF/rSvv3T/Pbb/+jZ8xnsdjvt23egVq3aVkzvMGnSOJYtW4yfnx/jxk12lnHhwh/ExV3I8hHMnIhP8MyWAZsbV1jKFYmJ11LvaP9hair3zJ+D34b14OfHpUnTSale48bv81Du6o8tSKROc5fUZ+7KrD6HDHmN3r37UrVqtTyKKn9YsmQhxYrdy5NPPn1T7wsNDXRmJu1f1rl+Ud0wX93x5gHpJsig8LIlJhHw8SFhzIS7OhEQQgiAoUNHsHTp4rwOI09FR0dx9Kh2Tk50qwKK5P6PO0g3QQaO0qWhUCES3xyFPcPgFyGEuBuFhd3H5Mkz8jqMPFWiREkmTpx+2+V4ajeBJAMZJLWIILl2XVJDQvI6FCGEEB4myE0D/nKbJAOZkERACCHErbgoLQNCCCFEwRbkLy0DHsfn0AFS/QqTUq36jQ8WQgghbuBiwq1NnZ3XCmwy4H3kMAFvvwE2G/Fz38fhhokwhBBC3N1k1UIP4n3sKAEjh8O1aySFP4HjgTJ5HZIQQoi7QJC/Zz6xX+CSAa9TJwkYPgRbYiLJTR7h8uBhkMXCG0KIgqFp03pUqFARLy8bNpuNq1ev4u8fwJAhr1OlStVc+Yx//GMn69evYc6c93OlPJE/Xbwk3QT5X1ISAW8OwxZ/keR69Ukc8RZ4e+d1VEKIPGaz2Zgz532CgoKc21auXM7MmVNZsGBJrn6OuLsFBnjmv3HBSgZ8fbnS71X8vthA4tvjwNc3ryMSokALfrxZptvjvvomV47PKTMt+599vSkpKURF/U5QUFHAzFk/Zco7xMX9QWxsLGFh9zF27CSCg4Pp2LEtLVu24eDBSKKjo4iIaEXv3v0AWLx4AV99tZWiRYMpXfoBZ/mJiQm8++5kjh79FZvNiwYNGtKv36t4eXnx2GON6dy5KwcO/MDVq1fo1etFdu3awfHjxwgJKcGUKe+mWwVR5C/SMuAhkps8QnLjpmbdTiGEsPTvby7gFy/G4evrS+PGj/DGG6MA2LFjOzVq1KRr1x4ADB06gG3bNtO5czcArl69wrx5i4iJOU/nzu1p06YdR49qvv12F8uWrcLX15fXXx/i/KwZM6ZStGgwH320GrvdzrBhg1i58mO6dXuO5OQkQkJCWbRoGStWLGPKlPGsWLGO4sVDeOGF7uze/Q0tWkS4uXZETsmYAU8iiYAQ+cLN3tHfbgtAdtK6CX799T8MHTqQOnXqEhwcDEDHjl348cd/sXr1Cs6cOcOJE8epVu3PdUuaNDEtFiEhodx7b3Hi4y9y8GAkzZo9RuHC5i6+deu2rF+/GjBL56Z1P/j4+NC+fQfWrl1Jt27PAdCs2WOAWYGwQoWKFC9uJkK7775SxMfH37E6ELdPWgaEEMKjmW6CypWr0L//ICZMGM3SpasICwtj/vzZaP0LrVu3pU6deqSk2HFd8TVjs33aLtdjvF3GJ6WmOjIc78Butztf+/oWcv49t5b8Fe6R6vDMGQg9sz0jJ5KS8B/7Nj6HDuR1JEIID9OiRQRVq1ZjzhyzcE1k5D46dnyG8PCWBAcHExm5H8cNfuk3aNCIXbt2kJCQgMPhYNu2L5376tdvyKefrgEgKSmJjRs/o379h+/cCQm3CfL3yvUfd7g7U86UFPwnjqPQd9/i/Z+fiV/6iQwWFEJkKbNR/oMGDaNnz65ERu6jV68XmTt3JosXL8DHx4datWpz9uyZtHdnLA2Ahg0bc+LEf+nduzuBgUFUrFiZixfjABg48O/MmDGVHj06Y7fbadCgEd2798oyluziFPmLp3YT2FybsTxBYuK11MuXk7I+wOGgyPTJ+G7fSqq/PwnTZpFSsZL7AvQwRYr4km19ipsmdZq7pD5zl9Rn7gsNDXRmaU+/eCjXL6rrFta541ng3dUykJrKPfPn4Lt9K/j5kTBhiiQCQggh3Cbukv3GB+VDd1Uy4HXqJH6bN4KPDwlj35EFiIQQQrhVUIBnTmR3VyUDjnLlSRgzEVtyEvY6D+V1OEIIIQqYuHhpGcgX7PUb5HUIQgghCihPfbTwrksGhBBCiLxSVLoJ3M+WcInUgMC8DkMIIYQApJvA7XwO/ID/uFFcHvEWyQ83yutwhBBCCIoGeuZcfm5NBpRSNmA+UAu4CvTWWh932d8HeBFIBiZorTdnVo734X8TMOpNSErC55+HJBkQQgiRL7irZSC3rqdp3N0y0B7w01o3Uko1AN61tqGUKgn0B+oARYDvlFLbtdbJrgXYtCZg5HBISiIpoiVX+r7s5lMQQgghMufGMQO3fT115e5koAmwFUBrvV8p5fr8X33gO621HYhXSh0FagIHXQvwGzIQx+XLJD/yNy4PHgZentkkI4QQ4u7jxjEDt309deXuZCAIuOjy2q6U8tJaOzLZlwAUva6EK1dIrlefxNdHSiIghBAiX3Fjy8DtX09duDsZiAdch/+nBZ62L8hlXyAQl7EA7317bUUw7R4id/j7++V1CHcdqdPcJfWZu6Q+75wvljdy12pSt309deXuW+s9QCsApdTDwGGXfT8ATZRSvkqpokAV4Iib4xNCCCE8Qa5eT926aqHL6Mea1qZeQGvgqNZ6k1LqBaAvZg3QCVrrDW4LTgghhPAQuX099bgljIUQQgiRu2QEnhBCCFHA5dsZCHN7QoWCLgf1OQjoDKQCX2qtx+VJoB7iRvXpcsxmYIPWeqH7o/QsOfiOtgTexnxHD2mtX82TQD1EDurz70AXIAWYKN2yOWM90z9Ja/1ohu3/B7yFuSZ9qLVenBfx3ar83DLgnFABGIGZUAFIN6FCQ+AJYKJSqlCeROk5sqvP8sAzWuuHgUZAhFKqet6E6TGyrE8X44Fibo3Ks2X3HQ0ApgCtrf0nlVLF8yZMj5FdfRbF/A5tAEQAM/MkQg+jlBoKLAL8Mmz3wdRvC+BvwItKqRJuD/A25OdkIN2ECkCmEyporeOBtAkVRNayq8/TmKQKrXUqUAhzJyGyll19opTqgLnj2uL+0DxWdnXaCDNa+l2l1LdAlNY61v0hepTs6jMROIl55CwA810VN3YMeDKT7VUxA/firVn+vgOaujWy25Sfk4FMJ1TIYt8NJ1QQWden1jpFa/0HgFJqKqYJ9lgexOhJsqxPpVQ1oCswCjOSV+RMdv/nQzB3XEOBlsAgpVRF94bncbKrT4CzwM/AAWC2OwPzVFrrz4DMphjMWNeX8LBrUn5OBnJ1QgWRbX2ilPJTSq0A/AFZ8OHGsqvPHkAp4GugJzBYKRXu3vA8UnZ1GgtEaq3Pa60TgW+B2u4O0MNkV58tgTCgLFAGeDLDdLbi5nj8NSnfDiDETKjQBliXxYQK45VSvsA9yARFOZFdfQJ8DuzQWk91e2SeKcv61FoPT/u7UmoUcE5rvd39IXqc7L6jB4HqSql7Mb94HwZkUGb2sqvPC8CVtIVrlFJxQLD7Q/RYGVv8fgEqKqWCgcvAI4BH/S7Nz8nAZ8DjSqk91ute1oj3tAkVZmP6ZWzAG1rrpLwK1ENkWZ+Y70FToJBSqhVmtPYIq59RZC7b72cexuXJbvR/fgSwHfP9XK21/jmvAvUQN6rPA0qpfZjxAt9prXfkWaSeJxVAKfUM4K+1XqyUGoz5ftqAxVrrc3kZ4M2SSYeEEEKIAi4/jxkQQgghhBtIMiCEEEIUcJIMCCGEEAWcJANCCCFEASfJgBBCCFHASTIghBBCFHD5eZ4BIdxOKXUSMyNbRke01jdc/0IpdQIYp7VecofjsgNngIVa68m5UL4DaKG1/lopFQo8qrVek3Hf7X5OJp/pyoGZaXAb8Kq17khOyukA7NZaR+dmfEIUJNIyIER6qcAgzFStrj/N8jIoro+rPDAGMxNnt1woPwwzxS/AZMzMdZnty21P8+c5lcUsS96SzFeBvI5SqgywFrPYjhDiFknLgBDXu5RP7zIzxvWRNQNaB2DF7RScoVxbNvtyW1yG8v9nLfQ0BOidg/d7Yc0GJ4S4dZIMCHETrHXLJwJdgJLAb8AkrfWCTI6tDswD6mLm0/8EGK61TrH2jwT6Ye5qvwdeu4XVIu3ANas8G/B3oC9moaQfrDL/be1/GtOaUAGzbPVErfVSa58DsxZ7U+A5a1sTrXUFl32VgDe11s7uCqVUZ2Cm9XmFgCmYFRu9gJ1A/1tIJpJwWRlOKdUQ01pRF3Ph3w08b033etzadlQp1Utr/ZFSqj0wHtN68osV87abjEGIAkW6CYS4OcMxTehPAZWBD4E5SqmwTI5dgbkYVQM6Ac8CzwMopfpbr7sB9THrpO9QShXOSRBKKR+l1FNAOLDR2jwKGAwMAP4KnAC2KqX8rXEAK4DpVtzvAIuUUpUzFD0VWAOsAzKuYrcOKKmUquey7WnMOgGpmCSpAdAKs1CLDfgiJ+fjcl71MN0ha63XAcAmzJzvVYHHMRf5N6231Lf+fBhYrZSqBXxknV91zGJGnyqlbjjeQ4iCTFoGhLjeXKXULJfXqUAFrXUMZuW33lrrSACl1CTMRVgBv2copyzmYnhGa31KKdUSM0AOYCjmrvkbq5wBQGuyb/J3jeseIBGYrrVeZW17FbNo12arzD7AfzFLKu/F/H//TWt9BlimlDoFRLl+gNb6slLqCuCttf4jw75YpdROK8ZIpVQRTP9+C6XUPcArQAOt9Y/W5z8HxCilGmut95C5L1wGEvpiWlBWYJIuMEtqT9Bap40hOK2U+hRoaL0+j0k6YrXW15RSQ4APtNafWPsXWiv29Qf6ZBGDEAWeJANCXG8M1p2pi1gArfXnSqkWSqlpmKWz62CSBe9MynkdmAv0VUptAVZprf+plPIHSgMrlFKu/d1+mLv2nMR1FbM0ctrqaSWAezFdA1ix2pVSB4CqWuv3lFKfAF8qpf6LSVKWaq0v3qgyMlgFjLTOrQ0Qo7XeZ/Xz+wK7re6KjOeUVTLwIiZRCcG0SlwD3tZaX7POIUoptcxaba828CBQC9iXRXlVMUsdu4438AFkBU4hsiHJgBDXO6+1Pp7ZDqXUeMwd5hJMc/RLwKnMjtVaL1BKbQLaYe76N1jvT7u774zpRnAVdytxYZKDzHhbP2ituyulpgNtrZ+XlFL/d5NL134GvKeUqoHVRWBtT/td8gjm7j5d3NmUd846p+NWX/9hYLkVH0qpUsAB4BDmkcOFmCSkcRbl+QDTMN03rq5lf1pCFGwyZkCIm9MXMyhvhPUcfqC1Pd0IfKWUn1JqJoDWep7WuhXmzr6zdTceDZTSWh+3LoYnMX3utW4lKOuZ/HOYPvu0GHwwg+60MqZrrf+ltR6rtX4I+A54MpPishydr7W+BGwBOgIRmJYCMN0RdiDU5ZxigBmY7pKcnMMF4DWgjVKqo7X5SeCi1rqN1nqO1d3wF/6s74yxakyXznGXOJ7L4jyFEBZpGRDi5sRiLlY/YEbQz8JckPxcD7L6r5sAZZVSIzAj7Vti7nLBPEc/XikVDRwBhmFG7A+4jdimA6OVUr8Bv2Ka8gsDKzGJf1+lVDywDDMIrybmCYeMEoBaSqlSWuvfMtm/CtMyck5r/U/rfBOUUouBeUqpvpjEZBJQAzia0xPQWn+qlPoKmGa1qsQC9yulWmASjk6YwZuHXGLFijcKk3zsVkpFYrpCHgdGYFpnhBBZkJYBIdK70TPrvTAXuCPAUszI+32Y0fsZ398JkyTsxUza81/MnS+Ypuz3MGMKfsT0hYdrrTMOQsxpXGAuhAusn4OYcQnNtNbntdZRmLvjtsBPmC6OeVrrtOZ01/I/AioC/8riszdZ21Zm2D4Y2IpJFvZjxhCEp/X/38Q5vYZ5bHMkphtiufXnAeBRYCCglFJ+1iDHpZik5nmt9X7MExp9MP9GA4CeWustWXyWEAKwpabKfB1CCCFEQSYtA0IIIUQBJ8mAEEIIUcBJMiCEEEIUcJIMCCGEEAWcJANCCCFEASfJgBBCCFHASTIghBBCFHCSDAghhBAF3P8D+Y5yBn8IbdkAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# This shows that the random forest perfectly fits the training data\n", "# as one should expect.\n", "roc_plotter(pipeline, X_train, y_train)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 30000 entries, 1 to 30000\n", "Data columns (total 23 columns):\n", "LIMIT_BAL 30000 non-null int64\n", "SEX 30000 non-null int64\n", "EDUCATION 29655 non-null float64\n", "MARRIAGE 30000 non-null int64\n", "AGE 30000 non-null int64\n", "PAY_0 30000 non-null int64\n", "PAY_2 30000 non-null int64\n", "PAY_3 30000 non-null int64\n", "PAY_4 30000 non-null int64\n", "PAY_5 30000 non-null int64\n", "PAY_6 30000 non-null int64\n", "BILL_AMT1 30000 non-null int64\n", "BILL_AMT2 30000 non-null int64\n", "BILL_AMT3 30000 non-null int64\n", "BILL_AMT4 30000 non-null int64\n", "BILL_AMT5 30000 non-null int64\n", "BILL_AMT6 30000 non-null int64\n", "PAY_AMT1 30000 non-null int64\n", "PAY_AMT2 30000 non-null int64\n", "PAY_AMT3 30000 non-null int64\n", "PAY_AMT4 30000 non-null int64\n", "PAY_AMT5 30000 non-null int64\n", "PAY_AMT6 30000 non-null int64\n", "dtypes: float64(1), int64(22)\n", "memory usage: 5.5 MB\n" ] } ], "source": [ "cc_data_copy.info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**The features 'SEX', 'EDUCATION', and 'MARRIAGE' are definitely categorical, and the features 'PAY_0', 'PAY_2', 'PAY_3', 'PAY_4', 'PAY_5', and 'PAY_6' are somewhat categorical. We should modify the type of those features to reflect that.**" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "cats = ['SEX','EDUCATION','MARRIAGE','PAY_0',\n", " 'PAY_2','PAY_3','PAY_4','PAY_5','PAY_6']\n", "cc_tmp = cc_data_copy.copy() # for use a little later" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "for cat in cats:\n", " cc_data_copy[cat] = cc_data_copy[cat].astype('category')" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 30000 entries, 1 to 30000\n", "Data columns (total 23 columns):\n", "LIMIT_BAL 30000 non-null int64\n", "SEX 30000 non-null category\n", "EDUCATION 29655 non-null category\n", "MARRIAGE 30000 non-null category\n", "AGE 30000 non-null int64\n", "PAY_0 30000 non-null category\n", "PAY_2 30000 non-null category\n", "PAY_3 30000 non-null category\n", "PAY_4 30000 non-null category\n", "PAY_5 30000 non-null category\n", "PAY_6 30000 non-null category\n", "BILL_AMT1 30000 non-null int64\n", "BILL_AMT2 30000 non-null int64\n", "BILL_AMT3 30000 non-null int64\n", "BILL_AMT4 30000 non-null int64\n", "BILL_AMT5 30000 non-null int64\n", "BILL_AMT6 30000 non-null int64\n", "PAY_AMT1 30000 non-null int64\n", "PAY_AMT2 30000 non-null int64\n", "PAY_AMT3 30000 non-null int64\n", "PAY_AMT4 30000 non-null int64\n", "PAY_AMT5 30000 non-null int64\n", "PAY_AMT6 30000 non-null int64\n", "dtypes: category(9), int64(14)\n", "memory usage: 3.7 MB\n" ] } ], "source": [ "cc_data_copy.info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Changing the type of those 9 features reduced the memory usage from 5.5 MB to 3.7 MB, which is about a 33% reduction in size. In general, the length of time needed for a calculation depend on the memory footprint, so it's important to be mindful of memory usage. Granted this is a fairly small data set and the performance gain will be small, but in data sets that are 10, 100, or 1000+ as large, it can save hours of computation time. **" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Dummy Variables\n", "We have to make dummy variables for categorical features so that scikit-learn classifiers can correctly interpret categorical features. The process of making dummy variables takes a categorical feature (eg MARRIAGE, which has 3 categories: [married, single, other]) and makes that one categorical feature column into multiple columns (1 for each unique category, eg [MARRIAGE_married, MARRIAGE_single, MARRIAGE_other]) that contain a 1 if the row is in that new column's category or a 0 if the row is not. \n", "\n", "We see from the printout below that making dummy variables for each unique value in the 9 categorical columns increased the number of columns from 23 to 79. While this will help scikit-learn correctly process these features, adding feature columns adds complexity and noise, which can promote overfitting and hurt a model's predictive power. Let's look at the same model again with this dummified data set." ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [], "source": [ "dummy_df = pd.get_dummies(cc_data_copy, columns=cats, drop_first=True)" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of feature columns before making dummy variables for categoricals: 23\n", "Number of feature columns after making dummy variables for categoricals: 79\n" ] } ], "source": [ "print('Number of feature columns before making dummy variables for categoricals: {:3}'\n", " .format(cc_data_copy.shape[1])) \n", "print('Number of feature columns after making dummy variables for categoricals: {:3}'\n", " .format(dummy_df.shape[1]))" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(dummy_df, \n", " cc_target,\n", " test_size=0.3,\n", " random_state=nb_seed,\n", " stratify=cc_target)" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [], "source": [ "steps = [('imputation', Imputer(missing_values='NaN', strategy='most_frequent', axis=0)),\n", " ('r_forest', RandomForestClassifier())]\n", "pipeline = Pipeline(steps)" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " precision recall f1-score support\n", "\n", " 0 0.83 0.94 0.88 7009\n", " 1 0.61 0.32 0.42 1991\n", "\n", "avg / total 0.78 0.80 0.78 9000\n", "\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pipeline.fit(X_train, y_train)\n", "y_pred = pipeline.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(pipeline, X_train, X_test, y_train, y_test, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "roc_plotter(pipeline, X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Observations after generating dummy variables\n", "\n", "The precision in identifying cases of default is 0.61 rather than 0.60, which is a good sign, but it's too small to consider it statistically significant, especially considering we're just looking at 1 model. \n", "\n", "We did increase the number of features fairly significantly, and as there are only 8 columns that would come from previously discussed features (MARRIAGE: [maried, single, other], EDUCATION: [grad_school, university, high_school, other], and SEX: [male, female]) we know that the remaining ~50 columns are from the PAY features. Let's look at the distributions of values for these features." ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pay_cols = ['PAY_0', 'PAY_2', 'PAY_3', 'PAY_4', 'PAY_5', 'PAY_6']\n", "\n", "with plt.style.context('seaborn-darkgrid'):\n", " fig, ax = plt.subplots(2,3)\n", " fig.set_size_inches(15,7)\n", " fig.suptitle('Distribution of repayment delays over the past 6 months', fontsize=16)\n", " \n", " for i in range(len(pay_cols)):\n", " row,col = (i//3, i%3)\n", " pay_data = cc_tmp[pay_cols[i]].value_counts()\n", " ax[row,col].bar(pay_data.index, pay_data, align='center', alpha=0.7)\n", " ax[row,col].set_title(pay_cols[i], fontsize=12)\n", " plt.tight_layout(pad=3.0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "From the data set's documentation, we would not expect to see the values -2 or 0, but per (the Taiwanese professor that collected this data set)[https://www.kaggle.com/uciml/default-of-credit-card-clients-dataset/discussion/34608], -2 indicates no credit usage, and 0 indicates the person uses revolving credit (ie the credit user doesn't fully pay off their debt, but they do make at least the minimum payment). -1 indicates payment in full, and values above 0 indicate the number of months past due.\n", "\n", "We also see that only a vanishingly small part of the population is more than 2 months behind on their bills, so I'll try lumping them into the 2 month bin. As -2 (no credit usage), -1 (pays in full every month), and 0 (revolving credit) seem like distinct types of behavior, I'll leave them as distinct categories." ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [], "source": [ "rolldown_vals = [3,4,5,6,7,8,9,10]\n", "# using another copy for convenience while developing\n", "# cc_tmp = cc_data_copy.copy()\n", "for feat in pay_cols:\n", " cc_tmp.loc[cc_data_copy[feat].isin([3,4,5,6,7,8,9]), feat] = 2" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "with plt.style.context('seaborn-darkgrid'):\n", " fig, ax = plt.subplots(2,3)\n", " fig.set_size_inches(15,6)\n", " fig.suptitle('Distribution of repayment delays over the past 6 months', fontsize=16)\n", " \n", " for i in range(len(pay_cols)):\n", " row,col = (i//3, i%3)\n", " pay_data = cc_tmp[pay_cols[i]].value_counts()\n", " ax[row,col].bar(pay_data.index, pay_data, align='center', alpha=0.7)\n", " ax[row,col].set_title(pay_cols[i], fontsize=12)\n", " plt.tight_layout(pad=3.0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see that we've successfully lumped the longer payment delays into the '2' category, which now means 'at least 2 months past due on payment'. I'll try making dummy variables from this smaller pool of categories." ] }, { "cell_type": "code", "execution_count": 93, "metadata": {}, "outputs": [], "source": [ "cats = ['SEX','EDUCATION','MARRIAGE','PAY_0',\n", " 'PAY_2','PAY_3','PAY_4','PAY_5','PAY_6']\n", "dummy_df = pd.get_dummies(cc_tmp, columns=cats, drop_first=True)" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['LIMIT_BAL', 'AGE', 'BILL_AMT1', 'BILL_AMT2', 'BILL_AMT3',\n", " 'BILL_AMT4', 'BILL_AMT5', 'BILL_AMT6', 'PAY_AMT1', 'PAY_AMT2',\n", " 'PAY_AMT3', 'PAY_AMT4', 'PAY_AMT5', 'PAY_AMT6', 'SEX_2',\n", " 'EDUCATION_2.0', 'EDUCATION_3.0', 'EDUCATION_4.0', 'MARRIAGE_1',\n", " 'MARRIAGE_2', 'MARRIAGE_3', 'PAY_0_-1', 'PAY_0_0', 'PAY_0_1',\n", " 'PAY_0_2', 'PAY_2_-1', 'PAY_2_0', 'PAY_2_1', 'PAY_2_2', 'PAY_3_-1',\n", " 'PAY_3_0', 'PAY_3_1', 'PAY_3_2', 'PAY_4_-1', 'PAY_4_0', 'PAY_4_1',\n", " 'PAY_4_2', 'PAY_5_-1', 'PAY_5_0', 'PAY_5_2', 'PAY_6_-1', 'PAY_6_0',\n", " 'PAY_6_2'], dtype=object)" ] }, "execution_count": 94, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dummy_df.columns.values" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [], "source": [ "new_cats = []\n", "for cat in cats:\n", " for col in dummy_df.columns.values:\n", " if cat in col:\n", " new_cats.append(col)" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [], "source": [ "for cat in new_cats:\n", " dummy_df[cat] = dummy_df[cat].astype('category')" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of feature columns before making dummy variables for categoricals: 23\n", "Number of feature columns after making dummy variables for categoricals: 43\n" ] } ], "source": [ "print('Number of feature columns before making dummy variables for categoricals: {:3}'\n", " .format(cc_tmp.shape[1])) \n", "print('Number of feature columns after making dummy variables for categoricals: {:3}'\n", " .format(dummy_df.shape[1]))" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(dummy_df, \n", " cc_target,\n", " test_size=0.3,\n", " random_state=nb_seed,\n", " stratify=cc_target)" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [], "source": [ "steps = [('imputation', Imputer(missing_values='NaN', strategy='most_frequent', axis=0)),\n", " ('r_forest', RandomForestClassifier())]\n", "pipeline = Pipeline(steps)" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " precision recall f1-score support\n", "\n", " 0 0.83 0.94 0.88 7009\n", " 1 0.61 0.33 0.43 1991\n", "\n", "avg / total 0.78 0.80 0.78 9000\n", "\n" ] }, { "data": { "image/png": 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Rt27dmgIFClC4cOF4dY4aNYrvv/+eAQMGcP/+ffr162ezfcHBwTg7O1OgQAEA0qVLZ5l//sILL1jmodeqVYsKFSpQunRpIiMjef/99/nggw/InTs3FSpU4OWXX+avv/6yWUdCn6UtcXFxjBo1Ch8fH1q0aEGJEiUsZZcsWUKHDh1o2LAhhQsXZvz48ZY/pv4tLCyMn376icGDB1OiRAmqV69O9+7dLfufdg6P/zfm6upKzpw5GTduHFWqVCF37ty0bt2arFmzcurUKav3PW/evAmem4jI0yhH40sLOTpnzhz69+9P5cqV8fHxYciQITg5ObFhwwauXr1KbGws2bNnJ1euXLz++uvMnTuXrFmz4u7uTrp06axu/fj3tNG3336bKlWqULp0adq2bWvJoLVr15IxY0aGDh2Kj48P7du355VXXknwfV6xYgVNmjThtddeo3DhwgQEBFiNhvv7+zNy5EiKFy9O/vz56dSpE/fu3ePatWtW7cycObPdfycUKVJEmSmJziW5GyDPztvbG7PZzN27d8mXL1+C5U6fPo27u7vl3gEAHx8fPD09OX36tOUX/OPHcHd3f+5V6fr168fo0aMJCgqiVq1aNGnShFKlStls1wcffGC1rXz58pZAttWmuLg4zGbzE6+K1KtXj9mzZ/PRRx+xadMmateujbOzc7wyO3bsYPz48Zw5c4Zjx45hMpmIjY1N8Lh58uRJcJ+/vz+vv/4633//PTNmzEjwj4SbN2/i4eHx1Ks6j9eVNWtWmjdvzvz58zl+/DinTp3i5MmT+Pr6Jvh6ez9Lb29v3NzcLD+7ublZyp48eZJ33nnHss/Dw8Pqv6HHnT17lri4OMu0L8Dqyv6znkPlypU5fPgwEydO5PTp0xw/fpybN2/G+3y8vb25detWQm+DJJIUeDuQSKJQjtqWmnM0IiKCK1eu8PHHH1ttj46OJiQkhKZNm/Lqq6/SrVs38ufPz0svvcTrr7/+1AsJjyT0Gf/555+ULFnSalGS8uXLW6ag/tvp06dp1aqV5Wdvb2+r96dZs2Zs3LiRoKAgzp49a+n827r/096M9fLysnsVdEkcRshPjUSmQvnz58fT0zPBm/779OnDr7/+muDoUWxsrNUv+3/fD/IsN20/fpy2bduyadMmevXqxe3bt+nRo4dlWsjjMmTIYPM4j/+C/HebntSuR9vr1KnDmTNnuHjxIr/++isNGjSIV3bSpEn0798fFxcXmjVrZplq9CSurq4J7jObzfz11184Ozuze/fuBMuZTCa7FgB4/DO7evUqr732Gjt37qRMmTIMHjyYzp07P/H19n6WT3p/XVziX1t62nv0+P7HX/+s57B8+XLefvttHjx4wMsvv8yCBQtsLkYRGxv7TKsFiog8Tjlqe3tqztFH7+OkSZNYs2aN5Wv9+vWW+we/+OILVq1aRdOmTdm7dy9vvvmm3fcKJvQZOzs7xzv/Z8lMsM7Njz/+mPHjx+Pp6Unbtm3j3TP5OHszNjY2Nt7FAJH/Sn+FpUJOTk68+uqrLF68mOjoaKt9u3bt4qeffiJLliwUKlSI8PBwzpw5Y9l/6tQpwsPDExxZ+rfHr/i5urpaLQkcERFhubIVFRVFQEAAAO3bt2fWrFn06NGD9evXxzumj48Phw4dstp26NAhChUqZFebEmqjh4cH/v7+rF27lkOHDtmcAhQUFMTQoUPp168fjRs3Jjw8/LnqfGThwoVcunSJKVOmsGDBAo4fP26zXNasWbl3755VcDxtVHLjxo1kzpyZGTNm0KFDB/z8/Dh//vwzr8z2rIoUKWI17SksLMxqYYLH+fj44OzsbDVNJjg42PL9087BZDJZnc/SpUvp3r07gwYNolmzZnh6enLjxo1453znzh2yZs2aKOcrCdMjPiStUo7abmNqztHMmTOTJUsWrl27Rr58+ciXLx958uRhwoQJnDhxgjNnzvDZZ59RsmRJevbsycqVK/Hz87OMGP47k+1dmbVo0aKcOHHCql3/XmDu3+Ufz8ywsDAuXrxo+X7t2rVMnDiRXr16Ub9+fcuiQ4/n5iP2/p1w584dsmTJYtf5SOIwQn6qE5lK9ejRgwcPHtClSxd2797NhQsXWLVqFX369KFFixaUL18eHx8fateuzcCBAzly5AiHDx9m4MCB+Pv72/0w+Md/EZUtW5Y///yTNWvWcO7cOYYPH265eubq6sr+/fsZPXo0p0+f5uTJk2zdutXmogVdunRh8eLFrF69mpCQEMsv+MendzyLx9tYt25dZs6cSaVKlWxeqfXy8uK3337jwoUL7N+/n08++QSTyWRZxdTNzY3Lly9z9erVp9b7999/M3nyZD7++GPq1q1Lo0aNGDJkiM0rpSVKlMBkMlndp5ApUyZCQ0M5d+6czWlAXl5eXL16lR07dnDhwgVmzpzJL7/8YmlrUunQoQOLFy/m559/5vTp0wwZMoTIyEibZd3d3WnWrBkBAQEcOnSIXbt2WT2z62nnkClTJgBOnDhBREQEXl5e7Nq1yzKFp0+fPsTGxlqdc3h4OJcuXUpwQQxJPEYIQTEu5ajtNqbGHA0JCSE2NpZOnTrx1VdfsXHjRs6fP8+IESPYuXMnhQsXxsPDg6CgIAIDA7l48SK7du3i5MmTlvc3U6ZMnD9/3nKrhL0XbJs0aUJkZCQBAQGcPXuW5cuXs3bt2gQ7oe3bt+fnn38mKCiIM2fOMHToUMt7lyFDBjJlysSGDRu4dOkS27ZtsyyI9HhuPmqnvX8nnDhxQpnpYEbIT3UiU6kXXniB7777jkKFCjFw4EBee+015syZw3vvvcfIkSMt5T7//HPL6mTvvvsuxYoVY9q0aXbX8/gvwWrVqtG1a1cCAgJo06YNhQsXpmLFipb9kydPJioqijZt2vDWW2+RP39+hg4dGu84L7/8Mv369WPKlCk0a9aMvXv3Mm/ePMsN98/6XKbHy9erV4+IiAjLoyP+vX/s2LH8+eefvPbaawwaNIhGjRrh6+trGT1r1qwZ586do3nz5k9ty6hRoyhZsiTNmjUDHi6NfOHCBebNmxevrLu7OxUqVLBa5bRq1ar4+PjQtGlTTp48Ga+uRo0a0axZM/r06UPLli3ZvXs3gwcP5uzZs4nekXy87saNG9O1a1dGjBhB69atyZ07N3nz5k1wOtLw4cPx8/Oja9euDBkyxGpZ86edg5eXF6+//jr9+vXj+++/Z+jQoURERPDGG2/w4YcfUrx4cV5++WWrK9P79+8nZ86cFClSJFHfAxExFuWo7Tamxhxt1qwZJ0+epGvXrrRt25bRo0fTrFkzTp06xZw5c8iWLRtZs2YlMDCQTZs28eqrrzJgwADatWtHixYtAGjTpg3btm3j3XffjdfuJ51DpkyZmD59On/88QfNmjVj9erVNGvWzOZ0Ynh4D+hnn33GrFmzaNmyJbly5aJYsWLAw2mtX3zxBRs3bqRJkyZ89tlndO/enRw5clje38fb2bhxY5o2bfrUvxMOHDhAnTp1EjwHkedhMif13DgRAR4+OiMoKIjFixcnd1OeaO/eveTLl8/y2JHY2FiqVq3KtGnTbC677mgDBw7Ex8eH9957L7mbkuY1mPHB0ws9h1/es/8PcBGRR1Jijl68eJGrV69aPZh91KhRREZGMm7cuGRs2UO7du1i5MiRNqdFS9IxQn5qJFLEQZo0acKNGzesHleREm3cuJEPP/yQ48ePc+7cOcaOHUvmzJmfuCqso9y6dYtdu3bRtm3b5G6KiIg4WErM0bCwMDp16sSGDRu4fPkyP//8M2vWrKFRo0bJ3TTg4T2s3bp1S+5mSBqkTqSIgzg7OzN8+HCmTJmS3E15ot69e1OoUCG6dOlC8+bNCQkJYdasWU9cXc9RZs+eTffu3S3P8ZKkZYR7OkQk9UiJOVqiRAmGDx/OxIkTadSoERMnTmTQoEHUqlUruZvGX3/9xbVr13j99deTuymGY4T81HRWERGx6ZWZPZLkuBu6TU2S44qIiKQERsjP+A+ES6F8v2yT3E0QsdjQ45unFxJxsJwZvZO7CZLCKDslpfm245jkboKIFd/sWqjveaSaTqSIiDhWSps6IyIikhoYIT91T6SIiIiIiIjYTSORIiJi2zM+a05EREQwRH5qJFJERERERETsppFIERGxKe1fRxUREUl8RshPdSJFRMQmIywMICIiktiMkJ+azioiIiIiIiJ200ikiIjYZIB1AURERBKdEfJTI5EiIiIiIiJiN41EiohIAgxwKVVERCTRpf381EikiIiIiIiI2E0jkSIiYpPJCDd1iIiIJDIj5Kc6kSIiYlPaj0AREZHEZ4T81HRWERERERERsZtGIkVExCYjTMcRERFJbEbIT41EioiIiIiIiN3UiRQRERERERG7aTqriIjYZDLE0gAiIiKJywj5qZFIERERERERsZtGIkVExCYjLAwgIiKS2IyQnxqJFBEREREREbtpJFJERGxK+9dRRUREEp8R8lMjkSIiIiIiImI3jUSKiIhtBrinQ0REJNEZID/ViRQREZvSfgSKiIgkPiPkp6azioiIiIiIiN00EikiIjYZYYlyERGRxGaE/NRIpIiIiIiIiNhNI5EiIpKAtH8lVUREJPGl/fzUSKSIiIiIiIjYTSORIiJikwFu6RAREUl0RshPdSJFRMQmkwGm44iIiCQ2I+SnprOKiIiIiIiI3TQSKSIiNhnhSqqIiEhiM0J+aiRSRERERERE7KaRSBERsS3tX0gVERFJfAbIT3UiRUTEJiNMxxEREUlsRshPTWcVERERERERu2kkUkREbDLCc65EREQSmxHyUyORIiIiIiIiYjeNRIqIiE1GuKdDREQksRkhPzUSKSIiIiIiInbTSKSIiNhmhJs6REREEpsB8lOdSBERsSntR6CIiEjiM0J+ajqriIiIiIiI2E0jkSIiYpMRFgYQERFJbEbIT41EioiIiIiIiN00EikiIjYZYF0AERGRRGeE/NRIpIiIiIiIiNhNI5EiIpIAA1xKFRERSXRpPz/ViRQREZtMRpiPIyIiksiMkJ+azioiIiIiIiJ200ikiIjYlPavo4qIiCQ+I+SnRiJFRERERETEbhqJFBERm4xwT4eIiEhiM0J+aiRSRERERERE7KZOpIiIpDiHDh2iQ4cOABw/fpz27dvTsWNH3nnnHW7dugXAsmXLaNGiBW3atGHz5s0A3L59m65du/LWW2/Rt29fHjx4kGBZEREReT6azioiIjaZkmlpgNmzZ/PDDz/g5uYGwNixY/n0008pXrw4QUFBzJo1i65du7Jw4UJWrVrF/fv3adu2LdWrV2fq1Km89tprNG/enJkzZ7J06VKaNGlis2y6dOmS5fxERCRtS678dCSNRIqISIpSoEABpk6davl50qRJFC9eHICYmBhcXV05fPgwfn5+uLi44O7uTsGCBTlx4gR//PEHNWvWBKBWrVrs2LHDZtmTJ08my7mJiIikBQ7tRB45csTq5z179jiyehEReQYmkylJvp6mQYMGODs7W37OmjUrAH/88QdLliyhU6dOhIWFkTlzZksZNzc3wsLCCA8Pt2x3c3MjNDTUahtApkyZCA0NTay3KckpO0VEUpfkyk9Hcsh01n379nHq1Cnmz59P586dAYiNjWXJkiX8+OOPjmiCiIikYuvWrWPGjBnMnDkTb29v3N3dCQsLs+wPCwvDw8PD0pl84YUXCA8Px8PDI17ZR9tTOmWniIikVA4ZifTw8ODGjRtERUVx/fp1rl+/zu3bt/n4448dUb2IiDwHUxJ9PasffviBxYsXs3DhQvLkyQNAuXLl2L9/P1FRUYSGhnLmzBmKFi1KxYoV2bJlCwBbt27F39+fsmXL2iyb0ik7RURSp5SSn0nJISORxYoVo1ixYrz55ptkz57dEVWKiMh/lQKmzsTFxTF27Fhy585Njx49MJlMVK5cmZ49e9KhQwfatWuH2Wymb9++uLq60r17dwYMGMDy5cvx9vZmwoQJZMiQwWbZlE7ZKSKSSqWA/ExqDulE1qifHbzlAAAgAElEQVRRI8F927Ztc0QTREQkFcmTJw9Lly4FYPfu3TbLtGrVilatWllty5IlC7Nnz7arbEqn7BQRkZTKIZ1IhZ2ISOqT9q+jpmzKThGR1MkI+enQ50QOGjQo3rZx48Y5sgkiIiKpirJTRERSGod2Ihs3bgyA2WwmODiYa9euObJ6ERF5BiltOXGjUnaKiKQuRshPh3YiHz0AGh4+BLpLly6OrF5ERCTVUXaKiEhK49BO5OP3d1y/fp0bN244snoREXkGJkPc1ZHyKTtFRFIXI+SnQzuRa9eutXzv6urK2LFjHVm9iIhIqqPsFBGRlMahnch/LwSg+zpERESeTNkpIiIpjUM7kVOmTGHJkiVER0dz//59ChYsaHWFVUREUg4jLAyQGig7RURSFyPkp5MjK9u6dStbt27ltddeY926deTIkcOR1YuIiKQ6yk4REUlpHDoS6eXlhaurK+Hh4RQoUIDIyEhHVi8iIs8g7V9HTR2UnSIiqYsR8tOhncicOXOyYsUKMmbMyIQJEwgLC3Nk9ale7cJ+jG3cg+pfWy/v3rB4NbpWbU5+r1xcDb3JkgM/sfTABsv+LJk86f9SR6oWKIuzyYktZ/YzcfMibkeGWsoU8M5F/zodKJ+nGFGxMfx0YgeB24KIjH5gKZPBxZXetdrSoFhVMqZLT/DVM0zYvIgT10KS/NwldYqOjqbLm29RulxZBo4cGm//isVB/LhqDfNXLLbafunCRaZOmMyBvftxdU1P9To1eP+jnnh4ejqq6YIxpuOkBsrOxFM5fxl61WhN0Wz5uRVxjzXHtjB9xwoASubwYclbAVblzWb4dt+PfLV1CQCZ02eiT+321PSpgKtLOv64eIIvN3/LpbvXLa/J7v4CH9VqR6V8pUjv4krw1TN8tXWJslIStG/bLr4e/SULNqywbIsIj2DJ9Hns/X0X9yMjKV3Rl7d7vUOO3LksZe7cvMWCwNkc3nuAuLg4/KpXoeMHXfHw/l9WXj5/iW8DZ3HySDAurumoXq82bd7tSIaMGRx6jkZjhPx0SCdy7969VKpUiSFDhnDr1i0aNmzIqlWrmDRpkiOqTxN8cxcjoHGPeNtfKV6NsU16sWDv/7E9ZAFV8pdhQN23CXsQwY/Bv+NscmJai4Gkc0nHqJ9nYjab6V2rHdNaDKLtosHAw1Cc2WooV0JvMuDHKXhmyEzfOu3J7ZGVPj9MtNT1ZdM+FMuWnwmbF3H3fijvVHmdaS0G0nxeP+7dD3fYeyGpx7xvZnMh5Dyly5WNt2/rps1M/yqQfAXzW22/d/cuvbq8T4YMGeg/bBCZMmXi21lz+ejdHsxcMh8XF4de+xJJNsrOxFU+dzGmvjGAtce3Mfn37yiVw4ce1VsTFxfHzF0rKZYtPxFR9+m2fIzV8vzXwm5bvh//6ocUy1aAiVsWce9+OD2qv8mMVkNpOf9j7sdE4eqcjhmthhBnjuOzTfOJjH5AR/8mzG0znJbzP+Hyveu2miYGdvJIMF+PmRBv++QR4zl3+iwdenTF3cOdFfO/Y+SHg5j47TdkyJSR2JhYxn48nOioaN775ENMJlgyYz4B/Ycxfs4UAMJDwxjdZzBZsmel94gBhN0LZeHUOVy/co2Px8a/sCvyLBzy19j48eP59ttvee+995g7dy5ms5nWrVs7oupUz8XJmbf8GvNB9VZERN0nnbP1R9a7VjuWHtjA5N+/A2DfhWBye2SjaoGy/Bj8O1ULlqNotgK0WTiQP6+fB+Deg3DmtP4U39zFOHT5TxqWqM4LmTx489sB3L3/8Aq3s5MToxp2J5ubN9fDb1M5fxmqFSzHW4uHcvzqWQCCr55laYdxVMhdnC1n/nDguyKpwZ8nTrJy6XK8vL2stkdERLBg+hyWLfqOzB6Z471u/Q8/cufWbRas/I58BR52MEuVK0ObJq+zdtUamrV6wyHtFzDGhJyUS9mZuD6s2ZbtIYcYsWEG8DAvPTNkplL+UszctZKiWQtw6sZFjl05Y/P13hkzU61gOT79aTrrjm8H4PztK/zQdSLVfXz59a+91CpckQLeuXhtTm/L6OT+i8H81C2QVr71LVktEhMdzdplP7Bs7iIyZMxITHS0Zd/FkPMc3PMH/ccMplLNagDkLZifHq26sG/7bmo0qMPhfQc4dzqE8XMmU7BIIQDcMmdm5IcDOXkkmOJlS7F94xbu3r7D53O/JrOnBwCxsbFMG/cVt27c5IWsWRx/4oaR9vPTIZ3I6tWr07x5c65cuULDhg0xm83Aw6HeX3/91RFNSLVq+JSnc+WmTNi8CO9MHnTwa2zZVzKHDzkzZ+H7w9bv4ZD1Uy3f778QzNvffWrpQALExMYC4PpPh3T98W0cvXLK0oEEiIn7p8w/oz51i/hz8lqIpQMJcCcylIYzeybWqUoaEhsby+cjAmjb6S22/rrZat+6Vf/Hrz/9zLBxI9m9fRd/Hj9htf/i+Ytkz5nD0oEE8PTyJH/BguzZvkudSDEMZWfi8cqYmfJ5itN79RdW27/ettTyfbFs+fnr+rkEj+Hq4gpARNT/7kl9lJseGdwBCL0fzpI/1ltNb30QE82VezfJ45n9v5+IpBkHdu3jhyUr6NDjHe7ducvaoFWWfTly5yJg+gQKFvGxbHP+52+26KiHnc2SvmUYPe0LSwcSwMXF+WGZfzqkNRrUoUipYpYOJIDzP2Viov7XaRV5Hg7pRPbp04c+ffowdepUevSIPyVTEnb0ymkaz/qQ8KhI3qvWwmpfsWwP/8hO5+zC7Naf4purKDcj7jJn9w8sP/QLAPdjojjy9yng4ahmsWwFGFD3bU7fuMj+i8cBCIuKtHQOXZ3TUS53UXpUf5Pd545YgrBotvycuXmJVr4N6Fz5NbK7v8Dhy38x9tc5nLpx0SHvhaQeS+Z+S0xMLO27dIzXiaxepyZNW72Oq6sru7fvivfa7Dmyc/fOHaKionB1ffhHW2xsLNeuXrW6UitJzwC3dKRoys7EUzRrPgAeREcxuXl/qhYoR3hUBEEHf2HGzu8flsmWj6jYaII6jKNQlrz8HXqDmTtX8mPw7wBcDb3JltN/8E6V1zl14yKhD8LpX6cjYQ8i2HbmIAC7zx9l9/mjVnXn8cxGkaz5NGNHrBQpWZzAZXPJ5JaJ5fOWWO1L55qOIiWLARAXG/vwvsaps/F6wZtKtaoCkCFjBoqVLgFATEwM506dZd6UmeT1yU8p3zIAZHJ3o1DxogBEPYjir+ATBM1eRDm/8mTPndNRp2pIRshPh95c1KJFC/r378/t27d55ZVXKF68OL6+vo5sQqpzI/xOgvu8M3oQZ47jq+b9WXbwZ6bvWEHdIpUYXL8zdyLv8cufu63Kf9NyEP75SvEgJoreq74k7p+r2o9b1flLcntm405kGBO3/G+xE+9MHuT3zkmpnIX44rdviYmLpUf1N/mm5WCazelLRPT9xDtpSdXOnQ1h0ZwFfDVrqs37F3Plyf3E19d5uR7fzp7PmMEj6NHvQ1zSpWPutJmEhYaRMWPGpGq2SIql7PzvvDN5YDLB6EYfsP7Edr7dtxb/fCV5t+ob3I95wNrgbXhlzEx+r5xM/n0JofcjaFjyRUY36o7ZbGbt8W0AfPHbAqa3HMLqLg/vYXsQE0WvlZ9zPfy2zXpdnJwZ8cp73I+JYsWhjQ47X0n5vLO+YFe56Z9/zZb1G3FycqL7wI9wzxz/NpCAfsMIPnAE1/SufDxuGE7OzvHK9O3wPtevXMPdIzNvfdAl3n6RZ+XQ50R++umntGjRgqioKPz9/QkICHj6iyRBLk7OODs5seLQRubuWcO+C8F8/tsCfj9zgPdfbBmv/NRty3hvWQCb/trL1BYDqVog/mInIzfM5IMVn3H86hnmtx1BkX+u3ro4OeOVITM9vx/Pb6f28fuZA/Ra+Tke6d1p6Vs/yc9VUgez2cwXI8fy6hvNKFm29HMdI1+B/Az/bDSH/zhA68av06phU+Li4qheu4ZWk3MwUxL9k2ej7PzvXJwe/lG9PeQgX21dwv6Lx5mxcyUrDm3k3apvEPognO4rxtFp6Qh+/Wsvey4cY9TPs9h+9hDvvfhwFlA2N28WthtNZPQD+v4wkfeWj2XL6T+Y1Lw/ZXIWtlnnF699RIU8JRi6buoTLwqLJOSV15swfPI4XnnjVaaOnchva3+JV6Z11w4MmxRApZrVGPfxCA7vPRCvzPsDejP4y1EUKl6ET3t8zPnTIQ5ovXEZIT8d2ol88OAB1apVw2QyUahQIdKnT+/I6tOciOgHmM2wI+Sw1fZdIUco4J0LZ5P1x3vw8p/suXCMweumcvJaCJ0qvRbvmHsuHGPnucP0Xv0lYQ8iaVexIQCRUfc5f+eK1cpy18Nvc/bWJYpmy5cEZyep0fdLlnH1ylU6d3+X2NhYYmJigIedy9h/7sW1R42XarHq13Us+mEZqzauY8CIIdy5fYfMHh5Pf7EkGlMSfcmzUXb+dxFRD2fL/Dsvd547QqZ0Gcjq5sWuc0e4FXHXav+Os4fI65mDDC6uNC9bB/f0mei+Yiy/ndrHnvNHGfDjFE7fuMhHtdtbvc7NNSPTWw2hhk95hq6bqqms8twKlyhKqQpl6fRhNyrXepFVi5bFK1OiXCnK+Pny4acfU7BoIX5YsiJemTJ+vvhWrsgn4z4lk7sb61ascUTzDcsI+enQTqSrqyu///47cXFxHDx40HK/kzyfC3euAMRbsdXln2kMcWYzRbLmpWHxavFee/L6ObJnfjiVomzOItQuVNFqf3RsDGdvXSK7+8My5+9cJZ1T/KmJLk7O2JgVKwb1+29buHHtOq/WakA9/xrUr1STM3+dYsP/raN+pZpc/fvKU49x9e8rrFv9IyaTibz58+Hp5YnZbObsqTMULV7MAWchkrIoO/+7C3euAsTLsUcjlE4mJ1qWq2f5+ZH06Vx5EBPF/Zgocri/wJXQm9z8V0fz4OWTFM6Sx/KzZwZ35rUZQZmchei7ZiI/ndyZFKckadi1y1dsjjj6FCvEres3ATh/JoTtG7fEK1OgsI+lzF/HTrBvu/WtTelc05E7f15u37iZBC0XI3FoJ3L06NGsXLmS27dvM3fuXEaMGOHI6tOc/ReOExUbTYNiVa221ypUkaNXTmPGTPncxRnbpBd5PLNZ9qdzdsEvb0n++mfF1peK+jOmcQ8ypfvfVEHPDO6UzOFjKbMz5DB5vXJYFvMByOuZg4Iv5ObgpZNJeZqSinw8bCAzFs9l5pJ5lq+8+fPxYu0azFgyjyzZsj71GNevXefzkQH8deJPy7ZNGzZy7+5dXqxTMymbL/9mMiXNlzwTZed/d/rmRa6F3ubl4lWsttcuXJHrYbfJlTkrQxp0pYZPeav99YpWtixCd+723+TKnJVsbt5WZcrlKmpZhM7Z5MTUFgPJ7ZmN95eP5fcz8acVijzN5QuXmD5+MsEHjlhtP7TnAAUKFwTg5JHjTBn9Jdcu/+/ibHRUNMcPHaVA4Yeruu79fReBYyYQGRFhKRN69x5n/zxN/n+OI0nEAPnp0IV1oqOj6dy5Mzly5CBHjhyOrDpNioi+z5zdq3mvWgsioiPZd+E4DUtUo0LeEvT4/jMA1p/YQcdKrzKpWX+m71hBbFwsb/k3JqubFzN3rgQg6OAvvFG2Ll+/8Qnz9qwhQ7r0vFulOVEx0Szcvw6A/wveSnu/Rkxq1o+vf19KVGwMPWq8yaW71ywr14nkfeyxHI+4pk+Ph6cnxUoUt+sYpcqWpljJ4nw+MoB3er7PjWvX+fqLr6hSoxoVK/kldpNFUjxlZ+L4ettSRjXszuD6Xdh4cjdVC5alSamajPllNnsvBHPg4kmGNngHz4zuXA+7Qyvf+hTJmo9O3w0HYPXRzbTza8S0lgOZsXMl4Q8iea10LcrlLspHq78EoG3FhpTOWYi5u9cQGxdH2ZxFLPXfexDOudt/J8u5S+pSzr88xUqXYOq4SbR5pwOZPT3Y9OMG/jx2giFfjgKgev3a/N/SlXwxeAyturTDydmZtctWc+fmLVoEDAHg5deb8OuPG/jsk5E0a9+SqPsPWLkwiHSurjR5s3lynqKkAQ7pRF68eJGPPvqIdOnSkSVLFi5fvkzGjBmZNGkS2bPruUnP4t8zR2ftWkXogwjaVniFjv6vcu723/T9YSK7zj28ehUeFck7QaPpW7s9Qxt0Jb2LK39cOsHb3w3n9M2Hj+a4GnqTLkEj6VOrPQGNe2DCxK5zR/johwmW+0OiY2PoGjSKvrXfYlD9LjiZnNh9/iifb5pPVKweuyAJe3jxLOGrZ//e5+TkxJhJnzP5swmMGvgpGTNlpFnL1+nSo1tSN1X+JaXdxG80ys7E9WPw7w+zrEpzmpauzdXQm4z5eTarjv4GQO/VX9CrZhu6v9gKr4zuHL8awnvLAzhxLQSA0AcRdPpuBP1qv8WnDd7FZIKT18/zTtBoDlx6+LzbOoX9MJuhc+WmdK7c1Kr+38/8Qe9/Opsi8TyWhU7Ozgz4fDhLZixgyYz5hN0LpVDxIgybFECp8v88vsMtE8Mnj2PhtDnM+nIqUQ8eUKJcaUZP+5J8PgUAyJojGyO/Hs+ib+YSOGYCZrOZcpUq8PHYYXi94G2zGZI4jJCfJrM56e9o69mzJ506dcLf39+ybfv27Xz33XcEBgbadQzfL9skVfNEntmGHt8kdxNE4smZMXH/KOi56vNEPd4jga9/kiTHTWuUnZIWfdtxTHI3QcSKb/YiTy/0jIyQnw65J/LWrVtWIQhQvXp1wsLCHFG9iIg8BwPc0pGiKTtFRFInI+SnQ6az2nrgOEBcXJwjqhcRkedghOk4KZmyU0QkdUrO/Lx58yYtWrRg3rx5REZG8v7771OwYEEA2rZtS6NGjQgMDGTLli24uLgwaNAgypUrx/nz5xk4cCBOTk4ULVqU4cOHP7Eeh3Qi79y5w7Zt26y2mc1m7t69m8ArREREjE3ZKSIizyImJobhw4eTIcPDJy4cO3aMLl260KlTJ0uZ4OBg9u3bx/Lly/n777/p1asXK1asYNy4cfTt2xd/f3+GDx/Oxo0bqV+/foJ1OaQTWbp0adauXRtve6lSpRxRvYiIPA8NRCYrZaeISCqVTPk5fvx42rZty4wZM4CHnciQkBA2btxIwYIFGTRoEPv376d69eoA5MqVi7i4OG7dusWxY8cst1DUqlWLHTt2JH8ncty4cY6oRkREJM1QdoqIiL1WrlxJlixZqF69OtOnT8dsNuPr68ubb75JqVKlmDFjBoGBgXh6euLl5WV5nZubW7x77d3c3AgNDX1ifQ5ZWEdERFIfUxL9ExERScuSIz9XrlzJ9u3b6dChAydOnGDgwIHUqlXLMnulfv36HD9+HHd3d6tOY3h4OJkzZ8bJyclqm4eHxxPrUydSRERsUidSRETk2SVHfi5atIiFCxeycOFCSpYsyfjx4+nevTuHDx8GYOfOnZQpU4aKFSuybds2zGYzly9fJi4uDm9vb0qWLMnevXsB2Lp1K35+fk+szyHTWR+3ZcsW/vrrLwoWLPjEebYiIiLykLJTRESe1ciRIxk5ciSurq5ky5aNUaNG4ebmhr+/P61bt8ZsNltWYR0wYADDhg0jOjqawoUL07Bhwyce26GdyAkTJhASEoKfnx+rV69m3759DBw40JFNEBERO6W0Z1IZlbJTRCR1Se78/Pbbby3fL126NN7+nj170rNnT6ttBQsWZOHChXbX4dBO5N69ey0n8vbbb/Pmm286snoREZFUR9kpIiIpjUM7kTExMcTFxeHk5ITZbMaU3N10ERF5Av2OTgmUnSIiqU3a/z3t0E5k48aNadu2Lb6+vhw+fJjGjRs7snoREZFUR9kpIiIpjUM7kV26dKFGjRqcOXOGli1bUqxYMUdWLyIiz0AjXimDslNEJHUxQn46pBO5evXqeNuCg4MJDg6mefPmjmiCiIg8o7QfgSmbslNEJHUyQn46pBN5+vRpq5/NZjMrV64kQ4YMCkIREREblJ0iIpJSOaQT2a9fP8v3586dY+DAgdSpU4fBgwc7onoREXkeBpiOk5IpO0VEUikD5KdD74lcvHgxCxYsYNCgQbz00kuOrFpERCRVUnaKiEhK45BO5NWrVxk0aBCenp4sX74cT09PR1QrIiL/Qdq/jpqyKTtFRFInI+SnQzqRr776KunSpaNq1aqMGjXKat+ECRMc0QQREZFURdkpIiIplUM6kVOnTnVENSIikohMhriWmnIpO0VEUicj5KdDOpGVK1d2RDUiIpKIjPCcq5RM2SkikjoZIT+dkrsBIiIiIiIiknqoEykiIiIiIiJ2UydSRERERERE7ObQ50SKiEjqYYR7OkRERBKbEfJTnUgREbEp7UegiIhI4jNCfmo6q4iIiIiIiNhNI5EiImKTEabjiIiIJDYj5KdGIkVERERERMRuz9SJjIuLA+D69eusX7+ekJCQpGiTiIikCKYk+jIWZaeIiNGk/fy0qxN58OBBateuzZ49e7hx4wYtWrRgyJAhvPrqq/zyyy9J3UYREZFUR9kpIiJplV2dyM8++4x69epRtmxZVqxYgYuLCzt37mT48OFMnjw5qdsoIiLJIO1fR01ayk4REWMyQn7a1YkMDg6ma9euuLm5sWnTJurVq0f69Ol58cUXOX/+fFK3UUREkoHJZEqSL6NQdoqIGJMR8tOuTqSXlxd///03Fy9e5MiRI9SpUweAo0ePki1btqRsn4iISKqk7BQRkbTKrkd8tGjRgh49epAuXTqKFy9OtWrVWLx4MV988QUfffRRUrdRRESSQcq65pn6KDtFRIzJCPlpVyeyd+/elCpVikuXLtG0aVOcnJzImzcvkyZN4qWXXkrqNoqIiKQ6yk4REUmr7OpEAjRo0IC4uDicnJy4fv06ERERlCxZMinbJiIiySmF3X+RGik7RUQMyAD5qUd8iIiIJAFlp4iIpFV6xIeIiNhkSqJ/RqHsFBExJiPkpx7xISIiNplMSfNlFMpOERFjMkJ+6hEfIiIiSUDZKSIiaZUe8SEiIjaltKkzqY2yU0TEmIyQn3rEh4iISBJQdoqISFr1TI/4eFzt2rUBuHLlCjlz5kzcVomIiKQByk4REUmL7OpEnj59ms8//5y//vqLuLg4AMxmM1FRUdy5c4fjx48naSNFRMTxTCntLv5URtkpImJMRshPuxbWGTZsGHfv3uW9997j9u3bvPvuuzRp0oTIyEjGjRuX1G0UERFJdZSdIiKSVtk1Enn06FGCgoIoWbIkq1evplChQrRv3x4fHx+WLVtG8+bNk7qdIiLiYEZYGCApKTtFRIzJCPlp10iki4sLmTNnBqBQoUKWKTgvvvgif/75Z9K1TkREJJVSdoqISFplVyfSz8+POXPmEBkZSZkyZdi4cSNxcXEcOnSI9OnTJ3UbRUQkGRjhYclJSdkpImJMRshPuzqRAwcOZMeOHSxZsoRmzZpx+/Zt/P396d+/P+3atUvqNoqIiKQ6yk4REUmr7LonsnDhwmzYsIHIyEgyZszI999/z549e/Dy8qJ8+fJJ3UYREUkWyXPZMyoqikGDBnHx4kXc3d359NNPuXPnDgEBAbi4uPDiiy/Ss2dPzGYzI0aM4OTJk7i6uhIQEEC+fPk4ePAgY8eOtSqbHJSdIiJGlcKGDZNAgp3ICxcuPPGFhQsXtpTLly9f4rZKRESSXXJNnVm+fDlubm4EBQUREhLCqFGjuHXrFl9//TV58+alW7duHD9+nIsXLxIVFcXSpUs5dOgQ48aNY9q0aYwYMYLAwECrsiVLlnRI25WdIiKS0qaeJoUEO5ENGjTAZDJhNput/heIt03PuhIRkcRy6tQpatWqBUDBggU5evQoWbNmJW/evADUqFGDHTt2cP36dWrWrAmAr68vx44dIywsjOjoaKuyO3fudFgnUtkpIiJGkGAn8tdff3VkO0REJIVJriXKS5YsyebNm6lfvz4HDx4kNDSU/PnzW/a7ublx4cIFwsPDLaufAjg7OxMeHo67u7tV2YsXLzqs7cpOERExwiM+EuxE5smTB4CrV6+SJUsWXFz+V/TAgQPkzp2bHDlyJH0LRUTEUFq0aMHp06fp2LEjFStWpESJEkRGRlr2h4eH4+npyYMHDwgPD7dsj4uLw93dnbCwMKuyHh4eDmu7slNERIzgiauzfvXVV9SrV4+DBw9abZ86dSp169blm2++SdLGiYhI8jEl0b+nOXLkCH5+fnz77bfUr1+fggULki5dOi5cuIDZbGbbtm34+flRoUIFtmzZAsDBgwcpVqwYbm5uuLq6xivrSMpOERFjS678dKQERyKXLVvGwoULGTNmDL6+vlb7pk+fzg8//MCYMWPIlSsXzZs3T/KGioiIMRQoUIDJkyczd+5cPDw8CAgI4O+//6Z///7ExcVRvXp1ypUrR9myZdm+fTtt2rQBYNy4cQCMGDEiXllHUXaKiIgRJNiJXLx4MUOHDrUZci4uLrRo0YLw8HAWLFigIBQRSYuS6aKnt7c38+bNs9qWLVs2goKCrLaZTCZGjhwZ7/W+vr7xyjqKslNERFLYoGGSSHA667lz56hUqdITX1y7dm1CQkISu00iIpICGGE6TmJTdoqIiBHyM8FOpJeXF9evX3/ii+/cuWO1Mp6IiIiRKTtFRMQIEuxE1q5dmzlz5jzxxbNnz37qFVcREUmdTKak+UrLlJ0iImKE/EywE/nBBx9w8OBBunbtyvbt27l79y5xcXHcvn2bLVu20KVLF/bu3UuvXr0c2V4REZEUS9kpIiJGkODCOjly5GDJkiUMHz6cd955x2qfyWSiVq1afPfddxQsWDCp2ygiIskgpd1/kRooO0VExAj5mWAnEiB//vzMmzePq1evcuLECUJDQ/H29qZ06dJ4eXk5qo0iIpIcUtrcmVRC2SkiYnAGyM8ndiIfyZEjBzly5EjqtvnzzYQAACAASURBVIiIiKQZyk4REUmr7OpEioiI8aT966giIiKJzwj5meDCOiIiIiIiIiL/ppFIERGxyQgLA4iIiCQ2I+SnRiJFRERERETEbgmORJYoUQKTnSsLHT9+PNEaJCIiKYO9GSD/o+wUEREj5GeCnch58+ZZvj927Bjz58+ne/fulClTBhcXF4KDg/nmm2/o0KGDQxoqIiKS0ik7RUTECBLsRFarVs3y/ahRoxg/fjzVq1e3bCtdujT58uVjyJAhdO7cOWlbKSIikgooO0VExAjsWljn6tWrZMmSJd72jBkzcvfu3URvlIiIJD8jTMdJSspOERFjMkJ+2rWwTp06dRg8eDD79u0jNDSUe/fusX37dgYNGkSjRo2Suo0iIiKpjrJTRETSKrtGIkeNGsXw4cN5++23iYuLA8DZ2ZlmzZoxbNiwJG2giIgkj7R/HTVpKTtFRIzJCPlpVyfS3d2dCRMmMHLkSM6ePQuAj48P7u7uSdo4ERGR1ErZKSIiaZVdnUiAGzdusHz5cs6dO8fHH3/M1q1bKVy4MMWLF0/K9lls+nCmQ+oRsceBCyeTuwki8eQsXClRj2eEezqSmrJTxNqDmOjkboJIkjNCftp1T+SRI0d45ZVX2LlzJz/++CMRERHs3r2bVq1asW3btqRuo4iIJAtTEn0Zg7JTRMSo0n5+2tWJ/Oyzz+j2/+3de3zO9f/H8ed1mS2Mbc7HbETkEDY0pNJEiA6EsEo/QpNTDpNTyinHJDmkHL8tVCKkJIfNcTqQOR9Shok5jexwXb8/fLu+Xe0al7qua9v1edx32+0278/7+ux1ubHn3p/3+/P+dO+uhQsXKm/evJKkN954Q927d9fkyZPdWiAAALkR2QkA8FZODSITEhIc7iTXpk0bHTt2zOVFAQCyn/dfR3UvshMAjMkI+enUILJIkSI6evRopvbdu3erePHiLi8KAIDcjuwEAHgrpzbW6datm4YPH65u3brJarUqLi5Op0+f1sKFC/Xaa6+5u0YAQDYwwsYA7kR2AoAxGSE/nRpEtm/fXsWKFdO8efN01113afLkyQoJCdGYMWPUokULd9cIAMgG3h+B7kV2AoAxGSE/nRpE7tq1S40bN1aTJk3s2lNTU7V+/XpFRES4pTgAAHIrshMA4K1ueU+kxWJRRkaGIiMjlZycLIvFYvd54MAB9e/f31O1AgA8yWRyz6eXIzsBwOAMkJ9ZzkTGxMRo1KhRMplMslqtaty4scN+DRs2dFtxAADkJmQnAMAIshxEdujQQRUrVpTFYtHzzz+v6dOnKyAgwHbcZDIpf/78qly5skcKBQB4lskQd3W4FtkJADBCft7ynsi6detKkr799lsFBATo6tWrKlmypCQpNjZWVatWtT1AGQAAkJ0AAO/n1HMiz507p0cffVSLFy+2tY0bN07NmzfX/v373VYcACD7GOCWDrciOwHAmIyQn04NIseOHat27dppwIABtrbVq1erTZs2evPNN91WHAAg+5jc9GEUZCcAGJMR8tOpQeShQ4fUvn37TA/ObN++vRISEtxSGAAAuRnZCQDwVk4NIsuWLau4uLhM7Tt27FCxYsVcXhQAALkd2QkA8Fa33FjnTz179tTgwYP1/fffq1q1apKk/fv3a82aNRo9erRbCwQAIDciOwEA3sqpQWTLli1VuHBhxcTEaNmyZcqbN6/Kly+v+fPnq06dOu6uEQCQDf6+DBN3huwEAGMyQn46NYiUpPDwcIWHh7uzFgAAvArZCQDwRlkOIgcNGqQRI0bI399fgwYNuuVJ3n77bZcXBgDIXjltJ7jcgOwEABghP7McRObJk8fh1wAAg/D+DHQ5shMAYIT8NFmtVmt2F+GM86mXs7sEwOaHXw9mdwlAJhEV67r0fDO3L3fp+f7U64G2bjkvMiM7kdPcSE/L7hIAO6XzF3H5OY2Qn1nORM6YMcPpk0RFRbmkGABAzmGE5TiuRnYCAIyQn1kOIrdu3Wr72mKx6Mcff1TRokVVpUoV+fj46NChQzp79qwefPBBjxQKAEBOR3YCAIwgy0Hkf/7zH9vXY8aMUeXKlTVixAj5+Nx8icVi0dixY3Xp0iX3VwkA8DgD7FDucmQnAMAI+enUIz6WL1+uzz77zBaCkmQ2m9WpUyc99dRTbisOAJB9jLAcx53ITgAwJiPkp9mZTsWLF9eWLVsyta9du1blypVzeVEAAOR2ZCcAwFs5NRP52muvqV+/flq/fr2qVKkiq9WqvXv3av/+/Zo1a5a7awQAZAvvv5LqTmQnABiV9+enUzORTZs21YoVK1StWjX98ssvOnnypMLCwrRy5UqFh4e7u0YAAHIdshMA4K2cmomUpHvuuUcDBw7UqVOnVLJkSVmtVvn6+rqzNgBANjLCxgDuRnYCgPEYIT+dmolMS0vThAkTdP/996tZs2Y6c+aMBg4cqAEDBujatWvurhEAgFyH7AQAeCunBpHTp09XbGys5s2bJz8/P0lSly5dlJCQoPHjx7u1QABA9jC56cMoyE4AMCYj5KdTg8jVq1dr1KhRqlevnq0tLCxMY8eO1TfffOO24gAA2cdkcs+nUZCdAGBMRshPp+6JTE5OVpEiRTK158uXT3/88YfLiwIAILcjOwEAnmKxWDRs2DAdP35cPj4+Gjt2rKxWq4YMGSKz2axKlSpp5MiRkqQZM2Zo06ZN8vHxUXR0tGrWrKmTJ0867JsVp2Yiw8PDNXfuXFmtVlvblStXNGXKFD3wwAP/4u0CAHIuk5s+jYHsBACj8nx+btiwQSaTSR9//LF69+6tcePGady4cerfv78WL14si8Wi9evXKyEhQfHx8Vq2bJmmTJmi0aNHS5LDvrfi1CBy5MiROnjwoMLDw3Xjxg29/PLLaty4sc6cOaNhw4Y5cwoAAAyF7AQAeEpERITefPNNSVJiYqKKFi2qhIQEhYWFSZIaN26srVu3avfu3WrYsKEkqVSpUrJYLLpw4YL27dtn13fbtm23/H5OLWf18/PT8uXLtW3bNh07dkzp6ekKCQlRo0aNZDY7NQ4FAOQyppx2A0YuQ3YCgDFlV36azWYNGTJE69ev1zvvvKONGzfajhUoUEBXrlxRSkqKAgMD7dqvXr1qd54/+96KU4PINm3aaObMmQoPD+cByQAAOIHsBAB42vjx43X+/Hm1bdtWN27csLWnpKQoICBA/v7+doPGlJQUFSxY0O7iZkpKigoVKnTL7+PUpVA/Pz+lpqbe6XsAAORi3BH575CdAGBM2ZGfX3zxhebMmSPpZv6YzWZVr15dO3fulCRt3rxZoaGhql27tuLi4mS1WpWYmCiLxaKgoCBVrVpVu3btsut7K07NRD744IPq2rWrGjdurDJlytied/WnPn36OHMaAEAuwnLWf4fsBABjyo78fOyxxxQdHa3OnTsrPT1dw4YNU4UKFTRs2DClpaWpYsWKat68uUwmk0JDQ9W+fXtZrVbbLqyDBw/W8OHD7freilODyEOHDql69eq6cOGCLly4YHeMXzIAAMiM7AQAeEq+fPk0bdq0TO2LFi3K1BYVFaWoqCi7tuDgYId9s+LUIPJOTggAAMhOAID3uuUgcuXKlfr666/l6+urRx99VC1btvRUXQAA5EpkJwDA22W5sc6cOXMUHR2tP/74Q9euXdPgwYM1ZcoUT9YGAMhGJjd9eDOyEwBghPzMciZy6dKlGjNmjJ588klJ0tdff63o6Gj169ePezkAwAD4WX/nyE4AgBF+3mc5E3nmzBm751o1adJE169fV1JSkkcKAwAgtyE7AQBGkOVMZHp6unx8/nfYx8eHZ14BgIF4/3VU1yM7AQBGyM8sZyIBAAAAAPi7W+7O+uWXX6pAgQK2P1ssFq1du1aFCxe269e2bVv3VAcAyD4GuKfDHchOADA4A+RnloPI0qVLa8GCBXZtRYoUUUxMjF2byWQiCAEAENkJADCGLAeRGzZs8GQdAIAcJqdtJ54bkJ0AACPk5y2XswIAjMsAq3EAAHA5I+QnG+sAAAAAAJzGTCQAwCEjLMcBAMDVjJCfzEQCAAAAAJzGIBIAAAAA4DSWswIAcpw5c+Zow4YNSktL03PPPae6detqyJAhMpvNqlSpkkaOHClJmjFjhjZt2iQfHx9FR0erZs2aOnnypMO+AADANZiJBAA4ZDKZ3PJ5Ozt37tQPP/ygmJgYLVq0SKdPn9a4cePUv39/LV68WBaLRevXr1dCQoLi4+O1bNkyTZkyRaNHj5Ykh30BAPCU7MpPT2IQCQBwyOSmj9uJjY1V5cqV1atXL/Xs2VMPP/ywEhISFBYWJklq3Lixtm7dqt27d6thw4aSpFKlSslisejChQvat2+fXd9t27a57y8JAIC/ya789CSWswIAcpTk5GQlJiZq9uzZ+vXXX9WzZ09ZLBbb8QIFCujKlStKSUlRYGCgXfvVq1ftzvVnXwAA4DoMIgEADmXXypnAwEBVrFhRPj4+CgkJkZ+fn86ePWs7npKSooCAAPn7+9sNGlNSUlSwYEGZzWa7tkKFCnm0fgCAseWwladuwXJWAECOEhoaqi1btkiSzp49q+vXr+uBBx7Qzp07JUmbN29WaGioateurbi4OFmtViUmJspisSgoKEhVq1bVrl277PoCAADXYSYSAJCF7LmU+vDDDys+Pl5t27aV1WrVqFGjVKZMGQ0bNkxpaWmqWLGimjdvLpPJpNDQULVv315Wq9W2C+vgwYM1fPhwu74AAHiO909FmqxWqzW7i3DG+dTL2V0CYPPDrwezuwQgk4iKdV16vk/2fuPS8/2pfY2mbjkvMiM7kdPcSE/L7hIAO6XzF3H5OY2QnyxnBQAAAAA4jeWsAACHctp24gAA5AZGyE9mIgEAAAAATmMmEgDgkBGupAIA4GpGyE9mIgEAAAAATmMmEgDgmPdfSAUAwPUMkJ8en4mcOXOm3Z8nT57s6RIAAE4wuekDd47sBIDcwwj56bGZyGXLlmn58uU6evSoNm/eLEnKyMhQenq6BgwY4KkyAADINchOAEBO5LFBZJs2bdSgQQPNmjVLPXr0kCSZzWYVKeL6B3wCAP49U8666GlIZCcA5D5GyE+PDSJ37twpSWrWrJmOHz9uaz969KgaNWrkqTIAAMg1yE4AQE7ksUHk6tWrszxGEAJAzpPT7r8wIrITAHIfI+SnxwaR48aN89S3AgDAK5CdAICcyOOP+PjrldOLFy+qXLlyWrt2rafLMIwt323SG9EjtX77Rltb8oVkvfP2FG3bslWSFFa/rqJe66NSpUtlU5XwFulp6RobNVQhVe5Rl37dJUlpqala+/EKfb9lhy4nX1Lx0iXUtN0TCm38gO11166kaOXCpdq36yddu5qiUuXL6okubXVvrWq2PpYMi9Z8/Lm2f7NZKZevqlT5smrzwrN2feBiRripI5cgO90rLS1Nkc88p+r319Drb46QJN24cUMfzZ6nDevW68Lv51W2fDl16fq8Hm3eVJI07/25+vD9uQ7PV6pMaS1fu8Jj9cN77N4Rr3nvzdaxw0cUGBSk5q1b6PmXX5LJZNLBhAPq2fklu/4mk0ntunRUj76vSJKuXrmiWVNnaEfsNqWmpqpG7fv1ymt9VKpM6ex4O8ZlgPz0+CAyNjbW9vWpU6c0Y8YMT5dgGHt//Emjh460a0tPS1fvl3oq+UKyoga8quIlS2jp4hj16PJ/WvTZxyoUUCibqoU3WL3kUyX9dlohVe6xtX084yPt3f69nni+nUqUKaW9O77XRxPek8lsVp1G9SRJc8e8o3Onz+qJyHYKKByobV9v0oxhE9R/0gjbuZbOWqBd323VUy91VNGSxbV59Xq9/8ZkRb87RiXKcgHEHbw/AnMPstO95s2co5MnflH1+2vY2iaOHqctG7fo5Vd76u7g8orduFkjBr0uk9msJo89qtbPPKnwRg3sznPi2HGNG/mWWj/zpKffArzA3h/3KLr3AEW0aKbur/bUoYQDmjdzjszmPIrs/qKOHT6ifPnzafLs6bJa//e6osWK2r4ePWSEjh46oh79olSwYEF9+P5cvdbjVc1bulh35bsrG96VMRkhPz0+iPyrMmXK6NixY9lZgldKS0vTJ4s+1gfvzVa+/PmUlpZuO7Zl42adOHZcU2dNV93w+pKkOnVD1eGJtlr84QL16tc7u8pGLvfr0RPatOob+QcUtLVdvXRFO7+NVae+3RTetLEk6d5a1XQu8ay+/XS16jSqp18OHdXhn/fr1bHRqlzzPluf0ydP6bsVXylkSJSSTp1R7NoN+r+hr6pWg7qSpEo1qmhs1Os6+NM+BpEwFLLTtQ7uP6jl/1mqwKAgW9vF5Itau2qNho4erpZPPiHp5qqd307+po8XLFaTxx5VseLFVKx4MdtrLBaLJr01QbXD6ijy/17w9NuAF/hg+vuq26C+Bo0aKkmqFVZHly5d1o/xu/87iDyqkIoVVKXafQ5ff/FCsuK37dSgUa+raYtmkqSyd5dT5FMdtHPrdjV+9GFPvRUYgMcHkf3795fpv1O8SUlJbFPuBtu2bNXiDxeq92t9lJx8UTEL/2M79usvJ2U2mxVav66tLW/evKpa7T7tiNvGIBL/iCXDoiXT5qrpMy3149Z4W/sf16/rwRaPqmrt6nb9i5ctpV++u/lLsMlsVoNmD6tC1cq24yaTScVKldDvZ85JkvZs360CBQvaBpCSlMfHR8NnTXDn2zI8I2wMkFuQne6RkZGhcSPfVKcXu2jjt9/Z2q+lpOipZ59Rvf9ebP3T3cF3a92XCQ7PtXL5Ch09fEQLlv/H4XHgVi4lX9TPP+3VW9Psc61b7x62r48ePqIKle75+0ttUlNTJUn5C+S3tRX87wqzK5cuu7Jc3IYR8tPjg8gOHTrYvvbz81P16tVv0Rv/xH01qunTr1aogL+/5v3tfo0SJUvIYrHo96RzKl6yhK098bdTOp142tOlwkt8vWyVMtIz9Fj71naDyKIli6v9Ky/Y9bVYLEqI/0klyt68P+Pue0L0XG/7ezz+uHZdR34+oGr1akmSEk/8qhJlS+mH2J36ctFyJSWeVenyZdX25S6qVKOKe98ckAOQne6xaN4Cpaelq8v/vWA3iCxdtoxeGzbYrq/FYtH22G0qH1I+03lSU1P14ay5avV0awVXCHZ32fBCx44clXTz//frfQYpfsdOFShQQG2efVrPv3wzI48fPirfvL7q1uF5/XLshIqXLKEu3V5UsycelyQVL1lC4Y0bavG8BQquGKKChQrqvUnTVcDfX/UbhWfbe4N3Mnv6G1auXFlJSUlKTEzUsWPH9MEHH3i6BK9XtFhRFfD3d3jsgUbhKhQYoDeiR+jEsRO6dPGiPpg5R8eOHtP169c9XCm8wZlfE7Xuk5Xq1Leb8uTJc9v+qxd9qrOnTqtpu1ZZ9ol5b77+uHZdjz51MxivXLqipMQz+nTuEjXr0Ea93nhNBQMLaebIibqQ9LvL3gvsmUzu+cSdIztd78SxE1r4wUcaOnq4fHxuf0197ozZOnniF3Xu+nymY9+sWafk5GQ993xnd5QKA7iYfFFWq1XjR7yluyuU14QZU9Xm2We06IP5ilmwROfP/a5LFy/p1K+/qUu3FzV+xmTVCqutCSPf0jerv7KdJ2pgX6VcvaoXnn5Oz0Q8objvNmv05LEq+pel13A/I+Snx2ciX331VQUHB+vQoUPy8/NTvnz5PF2CoQUEBmrCOxP1RvRIdXryWZlMJjVo3Eitn3lSa1d+md3lIZexWq1a8s4Hatj8YQXfW/G2/b9etkrrlq5UxDMtVb1uLYd9PnlvvuI3bdWzPSJVJuRuSZIlPUNXL11WvwnDVbHazWWvFe+rrJEv9dc3y1erfa/Mv9TBFXJYYhkY2elaVqtV40fd3ADnvhq33+F50bwFWvjBR3ruhS5q0LhhpuMrP12h8EYNVKZcWXeUCwNIT7+5f0W9BvX1cp+bO63WCqutS8kXtfiD+XqqfVu9PXOqKlS6R4WLFJYk1akXpt+TfteC2R+qacvm+j3pnF6J7KagIkU0evJY5ctfQKs/+0LD+w/RxPffUdXqju+lhDt4f356fCZSkkaPHq2QkBB99NFHunTpUnaUYGg1at2v5WtXaPnaFVqxfrXefneyrl+7pkIBAdldGnKZjV+sU/K582rZ+RlZMizKyMi4ecBqlSXDYtf30zmLtXL+UjV+oqme7Noh07ky0tM1b9y72rL2Wz35Ygc1btXUdswvn598/fxsA0hJ8r3LTyFVKynxxK/ueXNADkN2us7SJTE6e/qM/q/Xy8rIyLD9Am+1Wv/3c+y/3nl7qma9856e6fisXumfed+AC+cvaN+enxXxeDOP1A7v9OeFobp/uw839IG6un7tui6cP6+wB+rZBpB/qtugvk6fStQf1//Q2i++1NWrKZo4c6oaPfKQQuuHacSENxVcIUSzp73nsfcCY8iW3Vlv3Lih69evy2Qy6dq1a9lRgmFdunhRcZti1eSxCLtnBh09dESV7q18i1cCmf20fbcunr+ggc++/L9Gk3Tq+Ent2BCr0R9OVVCxIlowaZbiN21V8w5t1KpL20znSUtN1fujJuvw3gPqGNVVDZs/Yne8aOkSsny/VxaLRWbz/659ZaRn5LjlHd7ExF9ujkJ2us6WDZt0LumcmjVsYmszmUw6cvCwvlq1Rsu/+kIlSpbQ6KEj9c2adXqhe1d1i+rh8Fw74rYpT548avTwg54qH16ozN03Z7HT0tPt2v+8wGHJsGjl8hVq0aaVfPL+79f31Bs35Ovnp7vy3aVzZ8+peIniKlzUfuOt6rVqat2qNW5+B/grI+SnxweRnTp10oIFC9SwYUM99NBDCg0N9XQJhpaWlq4xw0ergL+/HvrvVs97f9yjg/sP6OkOmX+5B27lud4v6Y+/3Us7/+2ZKl62lFp2eloBhQP16dwlit+0Vc/8Xyc98mRzh+f56O2ZOvrzQXUd/Ipq//fZkX9VtXYNbfh8rfbu+EH3h9/8mXHtaoqO7z+sRi2aZOoPeBuy07UGjxyqayn2A/GRg4fp7uDyeqlXdxUtWlTT356qb9asU++BfdW+c8csz7X/5wQFVwhW/vz5s+wD3E5whRAVLV5Mm77ZoIjHH7O1b98SpyLFiursmTOaNnaiChcprEaPNLYd37xhk+6vc/P2kLLly+mrlav1e9I5u3sgE/buU8m/TBwAruCxQeTUqVPVr18/5cmTR927d5ckPf744/LPYgMYuEfRYkX14CMP6d1J0yRJaWmpmv72VFWucq+aP9Eim6tDblO8TMlMbXl9fVWgoL/KVQzWySPHtXHlOlWpXV3BVe7R8QNHbP3MZrPKV66gH7fu0p5tu1X/0UYKLFrYro+vn5/KhJRT1To1dG/NalryzlylXL6iQoUD9fXSlZJJerg1S8jcxfuvo+Z8ZKd7lCt/d6Y2v7v8FBAYoHur3quDCQe07D+fqG54PVWvWUP79vxs62fOY1bVvzyn79iRo7o7OPOOrcCdMJlM+r+olzVh5BhNHTtRD0U8ot3bd+nr1evUf+hA1Qqroxq1amrq2Im6cvmyihQtqpXLP9fxI0f17kezJEktnmylz/6zVIOj+iuy24vK719A61at1b49P+utqeOz+R0aixHy02ODyG+//VbFixfXokWLdP78ebtj7du391QZhvT3GfXX3xyhdyZM1oQ3xshkMqvRww+qV78op3anA27n5g5iN//R7d3xgyTpwA8/68APP9v18/Pz0+RPP9De7d9LJmnHhljt2BBr16fU3WX1+sxxkqSXR/TTF/M/0aqFy3TjjxuqULWS+r09XIWCuJcX3ovs9ByTyWT72RW7aYskade2ndq1baddv7vy5dP67Rttf05OTmYQCZd4rNXj8smbV0vmLdS6VWtUvEQJ9X99kFo+9YQkacw7b2vuu7M0f9Y8Xb54SZWq3qtJ709XpSr3SpL8CxbU9I9m6f2pMzT5rQmyWqWKle/R1DnvqmYdx5vZAf+UyWq1Wj3xjfbs2aO4uDgtW7ZMTz/9tN2xqKio277+fCoPSUXO8cOvB7O7BCCTiIp1XXq+Lw/G3r7TP9Dq3kZuOa83IjvhbW6kp2V3CYCd0vmL3L7THTJCfnps6qlmzZqqWbOmGjZsqAoVKujUqVMqV64c9xAAAJAFshMAkBN5fP1iYmKiRowYoYyMDDVv3lwmk0m9evXydBkAAOQaZCcAICfx+HMi58+fr6VLlyowMFC9evXS+vXrPV0CAMAJJjd94M6RnQCQexghPz0+iDSZTPL19bXdwP7nw1UBAIBjZCcAICfx+HLWunXrasCAATp79qxGjBihGjVqeLoEAIATjPCw5NyC7ASA3MMI+enRQeSBAwdkNpu1b98+tW7dWoUKFVKXLl08WQIAALkK2QkAyGk8tpx17dq1Gjp0qMqUKaOBAweqUKFCWrp0Kfd1AACQBbITAJATeWwmcuHChVq8eLHdtuRPPfWUevbsqYiICE+VAQBwkhGW4+R0ZCcA5D5GyE+PzUT6+Phkeq6Vv7+/8uTJ46kSAADIVchOAEBO5LGZyKxG5BaLxVMlAADugPdfR835yE4AyH2MkJ8eG0QeOXJEAwYMsGuzWq06evSop0oAACBXITsBADmRxwaR06ZNc9jeoUMHT5UAALgDRrinI6cjOwEg9zFCfnpsEFmvXj1PfSsAgEt4fwjmdGQnAORG3p+fHttYBwAAAACQ+3lsJhIAkLt4/3VUAABczwj5yUwkAAAAAMBpzEQCABwywsYAAAC4mhHyk5lIAAAAAIDTmIkEADhkMsRdHQAAuJYR8pNBJADAMe/PQAAAXM8A+clyVgAAAACA05iJBAA4ZITlOAAAuJoR8pOZSAAAAACA05iJBAA4ZIAdygEAcDkj5CczkQAAAAAApzETCQBwyAj3dAAA4GpGyE8GkQCALHh/jvRyvwAAEdtJREFUCAIA4Hren58sZwUAAAAAOI2ZSACAQ0bYGAAAAFczQn4yEwkAAAAAcBozkQAAh4ywMQAAAK5mhPxkEAkAcMgIy3EAAHA1I+Qny1kBAAAAAE5jJhIAkAUDXEoFAMDlvD8/mYkEAAAAADiNmUgAgEMmI9zUAQCAixkhP5mJBAAAAAA4jZlIAIBD3n8dFQAA1zNCfjKIBAA4ZITnXAEA4GpGyE+WswIAAAAAnMZMJADAMe+/kAoAgOsZID+ZiQQAAAAAOI2ZSACAQ0a4pwMAAFczQn4yEwkAAAAAcBozkQAAh4zwsGQAAFzNCPnJIBIA4JD3RyAAAK5nhPxkOSsAAAAAwGnMRAIAHDPAchwAAFzOAPnJIBIAkKNYLBYNGzZMx48fl4+Pj8aOHSur1aohQ4bIbDarUqVKGjlypCRpxowZ2rRpk3x8fBQdHa2aNWvq5MmTDvsCAADXYDkrAMAhk5s+b2fDhg0ymUz6+OOP1bt3b40bN07jxo1T//79tXjxYlksFq1fv14JCQmKj4/XsmXLNGXKFI0ePVqSHPYFAMBTsis/PYmZSACAQ9n1nKuIiAg1adJEkpSYmKiiRYtq06ZNCgsLkyQ1btxYcXFxCgkJUcOGDSVJpUqVksVi0YULF7Rv3z67vlu3blVERES2vBcAgPHwnEgAALKB2WzWkCFD9NZbb6lZs2ayWq22YwUKFNCVK1eUkpKiggUL2rVfvXrV7jx/9gUAAK7DTCQAwKHsfs7V+PHjdf78ebVt21Y3btywtaekpCggIED+/v52g8Y/B5Vms9murVChQh6tGwBgbNmZnz/99JMmTZqkRYsWKSEhQT169FBwcLAkqWPHjnr88cddsp8AM5EAgBzliy++0Jw5cyRJfn5+MpvNql69unbu3ClJ2rx5s0JDQ1W7dm3FxcXJarUqMTFRFotFQUFBqlq1qnbt2mXXFwAAb/fBBx9o2LBhSktLkyTt27dPXbt21cKFC7Vw4UI9/vjjLttPgJlIAECO8thjjyk6OlqdO3dWenq6hg0bpgoVKtiCsWLFimrevLlMJpNCQ0PVvn17Wa1W21XTwYMHa/jw4XZ9AQDwduXLl9d7772nQYMGSbo5iDxx4oTWr1+v4OBgRUdHa/fu3S7ZT4BBJAAgR8mXL5+mTZuWqX3RokWZ2qKiohQVFWXXFhwc7LAvAADerGnTpjp16pTtz/fff7+effZZ3XfffZo9e7ZmzJihgIAABQYG2vr80/0EWM4KAHDIZDK55RMAAG+WU/IzIiJC9913n+3r/fv3u2w/AQaRAACHjPCcKwAAXC2n5OdLL72kvXv3SpK2bdum6tWrq06dOoqNjf3X+wmwnBUAAAAAvMyoUaM0evRo+fr6qlixYho9erQKFCigsLCwf72fgMn614dv5WDnUy9ndwmAzQ+/HszuEoBMIirWden5vj/jnn/ndUre65bzIjOyEznNjfS07C4BsFM6fxGXn9MI+clyVgAAAACA01jOCgDIAncwAgBw57w/PxlEAgAc8v4IBADA9YyQnyxnBQAAAAA4jZlIAIBDPNMRAIA7Z4T8ZCYSAAAAAOA0ZiIBAA55/3VUAABczwj5yUwkAAAAAMBpzEQCABwzwD0dAAC4nAHyk0EkAMAhkyEW5AAA4FpGyE+WswIAAAAAnMZMJADAIQOsxgEAwOWMkJ/MRAIAAAAAnMZMJADAISPc0wEAgKsZIT+ZiQQAAAAAOI1BJAAAAADAablmOWsR30LZXQJgE1GxbnaXALidyQg7A3g5shM5jm92FwC4nxHyk5lIAAAAAIDTcs1MJADAs4ywMQAAAK5mhPxkJhIAAAAA4DRmIgEADhnglg4AAFzOCPnJIBIAkAUDpCAAAC7n/fnJclYAAAAAgNOYiQQAOGSELcoBAHA1I+QnM5E50M6dO1W3bl2dPXvW1jZ58mStWLHCqddHR0erdevWioyM1HPPPaeoqCj99ttvt3zN1KlT1bZtW+3ateuOam3UqJEk6dChQ4qPj7+j18J77Ny5Uw0aNFBkZKS6dOmijh07au3atVn237Nnj1q1aqWpU6fe0feJjo5WbGysUlNTtWzZsn9bNgAvQnYityE7kZsxE5lD5c2bV9HR0frwww//0esHDRpkC6n4+Hj17dtXy5cvz7L/2rVrtWLFCuXPn/8ffb+vv/5aRYsWVVhY2D96PXK/8PBwTZ48WZJ07do1de7cWSEhIapSpUqmvnFxcerYsaM6der0j77XuXPntHz5crVr1+5f1Yxb8/7rqPA2ZCdyG7LTOxkhPxlE5lAPPPCArFarlixZkumHxYcffqg1a9bIx8dHdevW1YABA255rrCwMOXNm1e//vqr8ubNq+HDhys1NVV+fn4aPXq0Pv30U505c0Yvv/yy5syZozFjxujMmTO6ePGiGjdurFdffVXR0dFq2bKlGjVqpC1btmjNmjUaN26cJCkpKUmfffaZfH19Va1aNdWoUcNtfy/IHfLnz6+OHTvqq6++0po1a7Rr1y5ZrVa98MILKl26tJYtWyZfX1+VKFFCGRkZWrJkie2106dP16FDhxQTE6MpU6ZIunnVPjY21tZn1qxZOnr0qGbOnKlevXp5/P0ByJnITuRmZCdyEwaROZTJZNLIkSPVrl0721VR6ebSl3Xr1mnp0qUym83q3bu3Nm3apIceeuiW5ytSpIiSk5P10UcfKTIyUg8++KC2bdumSZMmadKkSfrss8/04YcfKikpSbVq1VLbtm2VmppqC8JbKV68uJ5++mkVK1aMEIRN4cKFNW/ePFWrVk0ff/yxUlNT9eyzz2rx4sW2fy8RERGaM2eO5s6dKz8/P40YMUKxsbEqXrz4Le8n6NGjhw4fPkwIup0RrqXCm5CdyO3ITm/h/fnJIDIHCwgIUHR0tIYMGaLQ0FBJ0rFjx3T//ffLbL55O2toaKgOHz582yBMTExUiRIldOjQIc2ePVtz586V1WqVr6+vJMlqtcpqtSogIEB79uzRjh07VKBAAaWlpWU6l9VqdfE7hTdKTEzUE088oZUrVyoyMlJWq1UZGRk6deqUXb+goCANHjxY+fLl0/Hjx1WnTp1sqhh/Z4B9AeCFyE7kZmSndzBCfrKxTg73yCOPKCQkRJ999pkkqUKFCtqzZ48sFousVqvi4+MVHByc6XV/Dau4uDjly5dPJUqUUMWKFfXaa69p4cKFeuONN9SsWTO7133++ecKCAjQxIkT9eKLL+qPP/6QJPn6+urcuXOSpISEhEzfz2QyKSMjw1VvG7nQX//NXb16VUuXLlWhQoVUv359LVy4UAsXLlTz5s1Vrlw5u37vvvuupk6dqjFjxsjPz09Wq1V+fn5KSkqSJJ06dUoXL160+15ms5l/bwCyRHYityA7kVsxE5kLDB06VNu3b5ckVa5cWc2bN1eHDh1ktVoVGhqqiIiITK+ZNGmS5s6dK7PZLH9/f9tOXgMHDtSoUaOUmpqqGzdu6PXXX5f0v62Iw8PD1a9fP8XHxytfvnwKDg5WUlKS2rVrp6FDh2rVqlUOg7d69eqaOHGi7rnnHtWrV89NfxPIyXbs2KHIyEhbSPXp00cREREaP368OnXqpOvXrysiIsJuAwp/f3+FhobqySefVP78+RUQEKCkpCS1bt1aBQsWVPv27VWhQgW78JRuLjFLT0/X5MmTb3tfE/45kwGW48B7kZ3IDchO72SE/DRZWV8BAHDgcPKtH2/wT1UKKuuW8wIAkBMYIT+ZiQQAOGSEhyUDAOBqRshP7okEAAAAADiNQSQAAAAAwGksZwUAOGSE5TgAALiaEfKTmUgAAAAAgNOYiQQAOOT911EBAHA9I+QnM5HIdaKjo1WlShVVrVpVVapUsfusWrWqVqxY4bFafvzxR/Xs2VMPPPCAwsLC1KVLF+3YscN2/PPPP9dDDz3ksXoAAHCE7ATgSgwikeu8/vrriouLU2xsrKZNmyaTyaStW7fa2lq0aOGROr755htFRkaqcuXKWrhwoZYtW6Y6deropZdeUmxsrK2fEdbFwzuZ3PQBwPPITsBzjJCfLGdFruPv7y9/f39JUkBAgCSpcOHCHq3h6tWrGjZsmHr16qUePXrY2vv166ekpCSNHz9eX375pUdrAlyOX+IAr0F2Ah5kgPxkJhJeacaMGerZs6ciIyNVv359bdmyRU2aNNHy5cttfXbu3KkqVarIYrFIks6ePatevXqpdu3aatKkiSZPnqz09HSH59+wYYNSUlIUGRmZ6Vjfvn01efJkh6/77rvv9PTTT6tmzZoKCwtTv379lJKSIulmuPbt21f169dXaGioevfurd9///22xwAAcAWyE4CzGETCa23cuFHNmzfX4sWLVadOHYd9/rpc5pVXXlFQUJA+//xzTZw4URs3bswy0A4ePKgKFSoof/78mY6VKFFC9957b6b23377Ta+++qo6duyor776StOnT9f27dsVExMjSZo2bZpOnz6tJUuWaOnSpbpw4YLGjRt322OAu5jc9Akg5yI7gX/PCPnJclZ4rcDAQD333HNO9d22bZt+++03LVu2TCaTScHBwRoxYoS6du2qgQMHymy2v95y5coVFSxY8I7qycjI0LBhw9SuXTtJUunSpdWgQQMdOXJEkpSYmKj8+fOrdOnSyp8/v95++21dvnz5tscAAHAVshOAMxhEwmuVKVPG6b7Hjh3T5cuXM111zcjI0KlTp1SuXDm79qCgoDsOovLly8vX11ezZs3S4cOHdfjwYR09elQtW7aUJHXv3l3du3dXeHi46tevr6ZNm6pNmza3PQa4CxtbAMZDdgL/nhHyk+Ws8Fp+fn52f/77f+iMjAzb1+np6QoODtbKlSvtPtetW6dSpUplOneNGjV0/PhxXb16NdOx/fv3q0ePHkpOTrZrP3DggFq0aKHDhw8rLCxMY8eO1eOPP247XqtWLX333XcaM2aMAgICNGHCBHXr1u22xwAAcBWyE4AzmImEYeTNm9cuuE6ePGn7OiQkRKdPn1ZgYKBtqU18fLwWLVqkiRMnZjpXw4YNFRgYqAULFuiVV16xOzZ//nydOHFCQUFBdu1ffPGFQkND7e4V+eWXXxQcHCxJWrBggSpVqqRWrVqpVatW2r17tzp37qwLFy5o1apVWR7z9O56MA7vv44K4HbITuDOGSE/GUTCMGrUqKGYmBg1bNhQycnJmj9/vu1Yo0aNVK5cOQ0YMED9+/fX9evXNXz4cN13333y9fXNdK58+fJp6NChGjRokFJTU9W6dWulp6frk08+0erVqzVv3rxMrwkKCtLhw4e1Z88eFSpUSDExMdq7d69Kly4tSTpz5oxiYmI0duxYFS1aVCtXrlTp0qUVFBTk8FipUqUyhS3gUgZYjgPg1shO4B8wQH4yiIRh9O3bV9HR0XrmmWcUEhKifv36qU+fPpIks9ms999/X2+99ZY6duyou+66S02bNtWQIUOyPF+LFi0UGBio2bNnKyYmRlarVdWqVdOiRYtUu3btTP27dOmi/fv3q2vXrvL19VVYWJiioqK0atUqSVKfPn2UkpKiqKgopaSkqGbNmpo1a5ZMJpPDY7NnzzbEmnsAQPYhOwE4YrJardbsLgIAkPP8evWcW85bzr+YW84LAEBOYIT8ZGMdAAAAAIDTWM4KAHCIBV8AANw5I+QnM5EAAAAAAKcxEwkAcIjNJwAAuHNGyE9mIgEAAAAATmMQCQAAAABwGstZAQAOGWE5DgAArmaE/GQmEgAAAADgNGYiAQAOmQyxSTkAAK5lhPxkEAkAcMgAq3EAAHA5I+Qny1kBAAAAAE5jJhIAkAUDXEoFAMDlvD8/mYkEAAAAADiNmUgAgENGuKcDAABXM0J+MhMJAAAAAHAaM5EAAIeMsEU5AACuZoT8ZBAJAHDICCEIAICrGSE/Wc4KAAAAAHAaM5EAAMe8/0IqAACuZ4D8ZCYSAAAAAOA0ZiIBAA4Z4Z4OAABczQj5yUwkAAAAAMBpzEQCABwywsOSAQBwNSPkp8lqtVqzuwgAAAAAQO7AclYAAAAAgNMYRAIAAAAAnMYgEgAAAADgNAaRAAAAAACnMYgEAAAAADiNQSQAAAAAwGn/D51X5t1P6dpLAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pipeline.fit(X_train, y_train)\n", "y_pred = pipeline.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(pipeline, X_train, X_test, y_train, y_test, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": 183, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 183, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "roc_plotter(pipeline, X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Again, we don't see a statistically significant improvement, but the data is in a better form for further analysis.**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Handling Imbalanced Classes (SMOTE)\n", "\n", "As we noted earlier, the number of observations where the credit-user defaulted is much, much smaller than the number where the credit-user did not default. This imbalance makes it more difficult for most machine learning algorithms to correctly classify cases. To address this, we can use an **oversampling** or **undersampling** algorithm to either (respectively) add more examples of the scarce class (credit default), or remove examples of the abundant class (no credit default). There are a number of over/under-sampling algorithms, and the more effective algorithms tend to be somewhat complex, but their impact can be incredible. \n", "\n", "**Synthetic Minority Oversampling TEchnique** (**SMOTE**) is one of the most popular oversampling algorithms. Without going into too much detain, the SMOTE algorithm creates synthetic examples to add to the data set using a process that doesn't bias the data set. You can read more about the [SMOTE algorithm in its whitepaper](https://arxiv.org/pdf/1106.1813.pdf), or see below for more detail." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### General SMOTE algorithm (semi-technical)\n", "Synthetic examples for the minority class are generated by taking each minority example (ie the row of values for each credit-default example), calculating the difference between that example of its nearest neighbor (ie the row of values most similar to that minority example), and multiply this difference by a random number between 0 and 1. If you need to generate more samples, you can repeat this process with the 2nd nearest neighbor, 3rd, 4th, etc.\n", "\n", "This creates reasonable examples that are within the domain of the existing minority class data." ] }, { "cell_type": "code", "execution_count": 115, "metadata": {}, "outputs": [], "source": [ "cc_data_copy = dummy_df" ] }, { "cell_type": "code", "execution_count": 142, "metadata": {}, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(dummy_df, \n", " cc_target,\n", " test_size=0.3,\n", " random_state=nb_seed,\n", " stratify=cc_target)" ] }, { "cell_type": "code", "execution_count": 143, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " precision recall f1-score support\n", "\n", " 0 0.83 0.93 0.88 7009\n", " 1 0.59 0.34 0.43 1991\n", "\n", "avg / total 0.78 0.80 0.78 9000\n", "\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sm = SMOTE(random_state=nb_seed)\n", "X_test_sm, y_test_sm = sm.fit_sample(X_test, y_test)\n", "X_train_sm, y_train_sm = sm.fit_sample(X_train, y_train)\n", "\n", "clf_rf = RandomForestClassifier()\n", "clf_rf.fit(X_train_sm, y_train_sm)\n", "y_pred = clf_rf.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(clf_rf, X_train_sm, X_test_sm, y_train_sm, y_test_sm, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": 184, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 184, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "roc_plotter(clf_rf, X_test_sm, y_test_sm)" ] }, { "cell_type": "code", "execution_count": 176, "metadata": {}, "outputs": [], "source": [ "# y_train" ] }, { "cell_type": "code", "execution_count": 181, "metadata": { "scrolled": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\mattt\\Anaconda3\\envs\\py36\\lib\\site-packages\\ipykernel\\__main__.py:11: FutureWarning: \n", "Passing list-likes to .loc or [] with any missing label will raise\n", "KeyError in the future, you can use .reindex() as an alternative.\n", "\n", "See the documentation here:\n", "http://pandas.pydata.org/pandas-docs/stable/indexing.html#deprecate-loc-reindex-listlike\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "X_train_fold.shape: (13999, 43)\n", "y_train_fold.shape: (13999,)\n", "[ 0.5 0.4 0.2 ..., 0.1 0.1 0.2]\n", "0.1065562062562491\n", "X_train_fold.shape: (14000, 43)\n", "y_train_fold.shape: (14000,)\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\mattt\\Anaconda3\\envs\\py36\\lib\\site-packages\\ipykernel\\__main__.py:11: FutureWarning: \n", "Passing list-likes to .loc or [] with any missing label will raise\n", "KeyError in the future, you can use .reindex() as an alternative.\n", "\n", "See the documentation here:\n", "http://pandas.pydata.org/pandas-docs/stable/indexing.html#deprecate-loc-reindex-listlike\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[ 0.6 0.2 0.2 ..., 0.1 0.8 0.1]\n", "0.10557142857142857\n", "X_train_fold.shape: (14001, 43)\n", "y_train_fold.shape: (14001,)\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\mattt\\Anaconda3\\envs\\py36\\lib\\site-packages\\ipykernel\\__main__.py:11: FutureWarning: \n", "Passing list-likes to .loc or [] with any missing label will raise\n", "KeyError in the future, you can use .reindex() as an alternative.\n", "\n", "See the documentation here:\n", "http://pandas.pydata.org/pandas-docs/stable/indexing.html#deprecate-loc-reindex-listlike\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[ 0.6 0.2 0.1 ..., 0.2 0.6 0. ]\n", "0.10230032861837406\n" ] } ], "source": [ "clf_ = clf_rf\n", "n=3\n", "reps=1\n", "thresh=0.5\n", "skfolds = RepeatedStratifiedKFold(n_splits=n, n_repeats=reps, random_state=nb_seed)\n", "for train_index, test_index in skfolds.split(X_train, y_train):\n", " clone_clf = clone(clf_)\n", " X_train_fold = X_train.iloc[train_index.tolist()]\n", " y_train_fold = (y_train.iloc[train_index])\n", " X_test_fold = X_train.iloc[test_index]\n", " y_test_fold = (y_train.loc[test_index])\n", " print('X_train_fold.shape: {}'.format(X_train_fold.shape))\n", " print('y_train_fold.shape: {}'.format(y_train_fold.shape))\n", " sm = SMOTE(random_state=nb_seed)\n", " X_train_fold_sm, y_train_fold_sm = sm.fit_sample(X_train_fold, y_train_fold)\n", " clone_clf.fit(X_train_fold_sm, y_train_fold_sm)\n", " y_pred = clone_clf.predict_proba(X_test_fold)[:,1]\n", "# y_pred = 1 if y_pred >= thresh else 0\n", " print(y_pred)\n", " n_correct = sum(y_pred == y_test_fold)\n", " print(n_correct / len(y_pred))" ] }, { "cell_type": "code", "execution_count": 192, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.7615356 , 0.76936637, 0.80273182, 0.99119745, 0.99172295,\n", " 0.99360492, 0.99187517, 0.99144685, 0.9899365 , 0.99219856])" ] }, "execution_count": 192, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# smote_pipe = make_imb_pipeline(SMOTE(), RandomForestClassifier())\n", "scores = cross_val_score(RandomForestClassifier(), X_train_sm, y_train_sm, cv=10, scoring='roc_auc')\n", "scores" ] }, { "cell_type": "code", "execution_count": 152, "metadata": {}, "outputs": [ { "ename": "KeyError", "evalue": "'[ 1 2 3 ..., 20997 20998 20999] not in index'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mtrain_index\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_index\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mskfolds\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msplit\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mX_train\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0my_train\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[0mclone_clf\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mclone\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mclf_\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 7\u001b[1;33m \u001b[0mX_train_fold\u001b[0m \u001b[1;33m=\u001b[0m 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\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mloc\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_convert_to_indexer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2178\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_take\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mindexer\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mconvert\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mTrue\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2179\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\indexing.py\u001b[0m in \u001b[0;36m_convert_to_indexer\u001b[1;34m(self, obj, axis, is_setter)\u001b[0m\n\u001b[0;32m 1267\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mmask\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0many\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 1268\u001b[0m raise KeyError('{mask} not in index'\n\u001b[1;32m-> 1269\u001b[1;33m .format(mask=objarr[mask]))\n\u001b[0m\u001b[0;32m 1270\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 1271\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0m_values_from_object\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mindexer\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;31mKeyError\u001b[0m: '[ 1 2 3 ..., 20997 20998 20999] not in index'" ] } ], "source": [ "clf_ = clf_rf\n", "n=5\n", "reps=2\n", "skfolds = RepeatedStratifiedKFold(n_splits=n, n_repeats=reps, random_state=nb_seed)\n", "for train_index, test_index in skfolds.split(X_train, y_train):\n", " clone_clf = clone(clf_)\n", " X_train_fold = X_train[train_index]\n", " y_train_fold = (y_train[train_index])\n", " X_test_fold = X_train[test_index]\n", " y_test_fold = (y_train[test_index])\n", " \n", " sm = SMOTE(random_state=nb_seed)\n", " X_train_fold_sm, y_train_fold_sm = sm.fit_sample(X_train_fold, y_train_fold)\n", " clone_clf.fit(X_train_fold_sm, y_train_fold_sm)\n", " y_pred = clone_clf.predict(X_test_fold)\n", " n_correct = sum(y_pred == y_test_fold)\n", " print(n_correct / len(y_pred))" ] }, { "cell_type": "code", "execution_count": 185, "metadata": {}, "outputs": [], "source": [ "# X_train" ] }, { "cell_type": "code", "execution_count": 136, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "roc_plotter(clf_rf, X_test_sm, y_test_sm)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "\n", "parametersparamete = {\n", " 'criterion': ['entropy','gini'],\n", " 'max_depth': [15,25,35],\n", " 'min_samples_leaf': [1,4,6],\n", " 'min_samples_split': [2,4],\n", " 'random_state': [123]\n", "}\n", "\n", "dt_clf = tree.DecisionTreeClassifier()\n", "\n", "dt_clf_gs = GridSearchCV(dt_clf, parameters, verbose=1, cv=5, n_jobs=-1)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "train_index.shape: (23999,)\n", "test_index.shape: (6001,)\n", "train_index.shape: (24000,)\n", "test_index.shape: (6000,)\n", "train_index.shape: (24000,)\n", "test_index.shape: (6000,)\n", "train_index.shape: (24000,)\n", "test_index.shape: (6000,)\n", "train_index.shape: (24001,)\n", "test_index.shape: (5999,)\n" ] } ], "source": [ "skfolds = StratifiedKFold(n_splits=5, random_state=nb_seed)\n", "\n", "for train_index, test_index in skfolds.split(cc_data_copy, cc_target):\n", " print('train_index.shape: {}'.format(train_index.shape))\n", " print('test_index.shape: {}'.format(test_index.shape))" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 30000 entries, 1 to 30000\n", "Data columns (total 43 columns):\n", "LIMIT_BAL 30000 non-null int64\n", "AGE 30000 non-null int64\n", "BILL_AMT1 30000 non-null int64\n", "BILL_AMT2 30000 non-null int64\n", "BILL_AMT3 30000 non-null int64\n", "BILL_AMT4 30000 non-null int64\n", "BILL_AMT5 30000 non-null int64\n", "BILL_AMT6 30000 non-null int64\n", "PAY_AMT1 30000 non-null int64\n", "PAY_AMT2 30000 non-null int64\n", "PAY_AMT3 30000 non-null int64\n", "PAY_AMT4 30000 non-null int64\n", "PAY_AMT5 30000 non-null int64\n", "PAY_AMT6 30000 non-null int64\n", "SEX_2 30000 non-null category\n", "EDUCATION_2.0 30000 non-null category\n", "EDUCATION_3.0 30000 non-null category\n", "EDUCATION_4.0 30000 non-null category\n", "MARRIAGE_1 30000 non-null category\n", "MARRIAGE_2 30000 non-null category\n", "MARRIAGE_3 30000 non-null category\n", "PAY_0_-1 30000 non-null category\n", "PAY_0_0 30000 non-null category\n", "PAY_0_1 30000 non-null category\n", "PAY_0_2 30000 non-null category\n", "PAY_2_-1 30000 non-null category\n", "PAY_2_0 30000 non-null category\n", "PAY_2_1 30000 non-null category\n", "PAY_2_2 30000 non-null category\n", "PAY_3_-1 30000 non-null category\n", "PAY_3_0 30000 non-null category\n", "PAY_3_1 30000 non-null category\n", "PAY_3_2 30000 non-null category\n", "PAY_4_-1 30000 non-null category\n", "PAY_4_0 30000 non-null category\n", "PAY_4_1 30000 non-null category\n", "PAY_4_2 30000 non-null category\n", "PAY_5_-1 30000 non-null category\n", "PAY_5_0 30000 non-null category\n", "PAY_5_2 30000 non-null category\n", "PAY_6_-1 30000 non-null category\n", "PAY_6_0 30000 non-null category\n", "PAY_6_2 30000 non-null category\n", "dtypes: category(29), int64(14)\n", "memory usage: 4.3 MB\n" ] } ], "source": [ "cc_data_copy.info()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 107, "metadata": {}, "outputs": [ { "ename": "KeyError", "evalue": "'EDUCATION'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\indexes\\base.py\u001b[0m in \u001b[0;36mget_loc\u001b[1;34m(self, key, method, tolerance)\u001b[0m\n\u001b[0;32m 2524\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 2525\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_engine\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_loc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2526\u001b[0m \u001b[1;32mexcept\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32mpandas/_libs/index.pyx\u001b[0m in \u001b[0;36mpandas._libs.index.IndexEngine.get_loc\u001b[1;34m()\u001b[0m\n", "\u001b[1;32mpandas/_libs/index.pyx\u001b[0m in \u001b[0;36mpandas._libs.index.IndexEngine.get_loc\u001b[1;34m()\u001b[0m\n", "\u001b[1;32mpandas/_libs/hashtable_class_helper.pxi\u001b[0m in \u001b[0;36mpandas._libs.hashtable.PyObjectHashTable.get_item\u001b[1;34m()\u001b[0m\n", "\u001b[1;32mpandas/_libs/hashtable_class_helper.pxi\u001b[0m in \u001b[0;36mpandas._libs.hashtable.PyObjectHashTable.get_item\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mKeyError\u001b[0m: 'EDUCATION'", "\nDuring handling of the above exception, another exception occurred:\n", "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtmp\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcc_data_copy\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;34m'EDUCATION'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m edu_dict = {1:'Grad School',\n\u001b[0;32m 3\u001b[0m \u001b[1;36m2\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;34m'University'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[1;36m3\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;34m'High School'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;36m4\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;34m'Other'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\frame.py\u001b[0m in \u001b[0;36m__getitem__\u001b[1;34m(self, key)\u001b[0m\n\u001b[0;32m 2137\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_getitem_multilevel\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2138\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 2139\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_getitem_column\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2140\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2141\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0m_getitem_column\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\frame.py\u001b[0m in \u001b[0;36m_getitem_column\u001b[1;34m(self, key)\u001b[0m\n\u001b[0;32m 2144\u001b[0m \u001b[1;31m# get column\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2145\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcolumns\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mis_unique\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 2146\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_get_item_cache\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2147\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2148\u001b[0m \u001b[1;31m# duplicate columns & possible reduce dimensionality\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\generic.py\u001b[0m in \u001b[0;36m_get_item_cache\u001b[1;34m(self, item)\u001b[0m\n\u001b[0;32m 1840\u001b[0m \u001b[0mres\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcache\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 1841\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mres\u001b[0m \u001b[1;32mis\u001b[0m \u001b[1;32mNone\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 1842\u001b[1;33m \u001b[0mvalues\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_data\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 1843\u001b[0m \u001b[0mres\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_box_item_values\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 1844\u001b[0m \u001b[0mcache\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m]\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mres\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\internals.py\u001b[0m in \u001b[0;36mget\u001b[1;34m(self, item, fastpath)\u001b[0m\n\u001b[0;32m 3841\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3842\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;32mnot\u001b[0m \u001b[0misna\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 3843\u001b[1;33m \u001b[0mloc\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mitems\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_loc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 3844\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3845\u001b[0m \u001b[0mindexer\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0marange\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mlen\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mitems\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0misna\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mitems\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Anaconda3\\envs\\py36\\lib\\site-packages\\pandas\\core\\indexes\\base.py\u001b[0m in \u001b[0;36mget_loc\u001b[1;34m(self, key, method, tolerance)\u001b[0m\n\u001b[0;32m 2525\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_engine\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_loc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2526\u001b[0m \u001b[1;32mexcept\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 2527\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_engine\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_loc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_maybe_cast_indexer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2528\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2529\u001b[0m \u001b[0mindexer\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_indexer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mkey\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mmethod\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmethod\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtolerance\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtolerance\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32mpandas/_libs/index.pyx\u001b[0m in \u001b[0;36mpandas._libs.index.IndexEngine.get_loc\u001b[1;34m()\u001b[0m\n", "\u001b[1;32mpandas/_libs/index.pyx\u001b[0m in \u001b[0;36mpandas._libs.index.IndexEngine.get_loc\u001b[1;34m()\u001b[0m\n", "\u001b[1;32mpandas/_libs/hashtable_class_helper.pxi\u001b[0m in \u001b[0;36mpandas._libs.hashtable.PyObjectHashTable.get_item\u001b[1;34m()\u001b[0m\n", "\u001b[1;32mpandas/_libs/hashtable_class_helper.pxi\u001b[0m in \u001b[0;36mpandas._libs.hashtable.PyObjectHashTable.get_item\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mKeyError\u001b[0m: 'EDUCATION'" ] } ], "source": [ "tmp = cc_data_copy['EDUCATION']\n", "edu_dict = {1:'Grad School',\n", " 2:'University',\n", " 3:'High School',\n", " 4:'Other',\n", " 5:'unknown',\n", " 6:'unknown',\n", " 0:'unknown'}\n", "tmp = tmp.replace({'EDUCATION': edu_dict})\n", "\n", "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(figsize=(8,6.5))\n", " sns.countplot(x='EDUCATION', data=tmp, ax=ax)\n", " ax.set_ylabel('Count', fontsize=14)\n", " ax.set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax.set_xlabel('Default-on-next-payment-cycle status', fontsize=14)\n", " ax.set_title('Defaulted on CC Payment', fontsize=16)\n", " ax.legend(loc='upper right', fontsize=14)\n", " plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pipeline = make_pipeline(Imputer(missing_values='NaN', strategy='most_frequent', axis=0),\n", " RandomForestClassifier(random_state=nb_seed))\n", "model = pipeline.fit(X_train, y_train)\n", "prediction = model.predict(X_test)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "y_pred = model.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(model, X_train, X_test, y_train, y_test, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "roc_plotter(model, X_test, y_test)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "smote_pipeline = make_imbPipeline(Imputer(missing_values='NaN', strategy='most_frequent', axis=0),\n", " SMOTE(random_state=nb_seed),\n", " RandomForestClassifier(random_state=nb_seed))\n", "smote_model = smote_pipeline.fit(X_train, y_train)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "y_pred = smote_model.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(smote_model, X_train, X_test, y_train, y_test, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sm = SMOTE(random_state=nb_seed)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "steps = [('imputation', Imputer(missing_values='NaN', strategy='most_frequent', axis=0)),\n", " ('smote', SMOTE(random_state=nb_seed)),\n", " ('r_forest', RandomForestClassifier())]\n", "smote_pipeline = imbPipeline(steps)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "confusion_matrix(y_test, y_pred)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": false }, "outputs": [], "source": [ "smote_pipeline.fit(X_train, y_train)\n", "y_pred = smote_pipeline.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(smote_pipeline, X_train, X_test, y_train, y_test, ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "roc_plotter(smote_pipeline, X_test, y_test)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "confusion_matrix(y_test, y_pred_test)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from imblearn.metrics import classification_report_imbalanced" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(classification_report(y_test, prediction))\n", "print(classification_report_imbalanced(y_test, smote_prediction))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from sklearn.model_selection import KFold\n", "\n", "# cross validation done right\n", "kf = KFold(n_splits=5, random_state=nb_seed)\n", "accuracy = []\n", "precision = []\n", "recall = []\n", "f1 = []\n", "auc = []\n", "for train, test in kf.split(X_train, y_train):\n", " pipeline = make_pipeline_imb(SMOTE(), classifier(random_state=nb_seed))\n", " model = pipeline.fit(X_train[train], y_train[train])\n", " prediction = model.predict(X_train[test])\n", "\n", " accuracy.append(pipeline.score(X_train[test], y_train[test]))\n", " precision.append(precision_score(y_train[test], prediction))\n", " recall.append(recall_score(y_train[test], prediction))\n", " f1.append(f1_score(y_train[test], prediction))\n", " auc.append(roc_auc_score(y_train[test], prediction))" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": false }, "outputs": [], "source": [ "pipeline.fit(X_train, y_train)\n", "y_pred = pipeline.predict(X_test)\n", "print(classification_report(y_test, y_pred))\n", "confusion_mat_plotter(confusion_matrix(y_test, y_pred), ['No Default', 'Default'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# y_pred_prob = pipeline.predict_proba(X_test)[:,1]\n", "# fpr, tpr, thresholds = roc_curve(y_test, y_pred_prob) \n", "# roc_plotter(fpr, tpr, thresholds)\n", "roc_plotter(pipeline, X_test)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# y_pred_prob = pipeline.predict_proba(X_test)[:,1]\n", "# fpr, tpr, thresholds = roc_curve(y_test, y_pred_prob) \n", "# roc_plotter(fpr, tpr, thresholds)\n", "roc_plotter(pipeline, X_train)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# tmp.loc[(tmp['EDUCATION'] == 'Other'),'EDUCATION'] = np.nan\n", "type(fpr)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# \n", "def roc_plotterz(ax_, fprs_, tprs_, threshs_, clf_type, pp_steps, DEBUG=False):\n", " tpr_set = []\n", " aucs = []\n", " mean_fpr = np.linspace(0, 1, 100)\n", " if DEBUG:\n", " print('fprs_.shape: {}'.format(fprs_.shape))\n", " print('tprs_.shape: {}'.format(tprs_.shape))\n", " print('threshs_.shape: {}'.format(threshs_.shape))\n", " for i in range(len(fprs_)):\n", "# ax_.plot(fprs_[i], tprs_[i], lw=1, alpha=0.3)\n", " tpr_set.append(interp(mean_fpr, fprs_[i], tprs_[i]))\n", " tpr_set[-1][0] = 0.0\n", " roc_auc = auc(fprs_[i], tprs_[i])\n", " aucs.append(roc_auc)\n", " lc = colorline(ax_, fprs_[i], tprs_[i], threshs_[i])\n", " if DEBUG:\n", " print('[ROC plotter debug]: \\ni: {}\\nfprs_[i]: {}\\ntprs_[i]: {}\\nthreshs_[i]: {}'\n", " .format(i, fprs_[i], tprs_[i], threshs_[i]))\n", " mean_tpr = np.mean(tpr_set, axis=0)\n", " mean_tpr[-1] = 1.0\n", " mean_auc = auc(mean_fpr, mean_tpr)\n", " std_auc = np.std(aucs)\n", " std_tpr = np.std(tpr_set, axis=0)\n", " tprs_upper = np.minimum(mean_tpr + std_tpr, 1)\n", " tprs_lower = np.maximum(mean_tpr - std_tpr, 0)\n", " ax_.plot(mean_fpr, mean_tpr, color='k',\n", " label='Mean ROC (AUC = {:0.2f} $\\pm$ {:0.2f})'\n", " .format(mean_auc, std_auc), lw=1, alpha=0.8)\n", " ax_.fill_between(mean_fpr, tprs_lower, tprs_upper, color='grey', \n", " alpha=.2, label='$\\pm$ 1 std. dev.')\n", " ax_.plot([0, 1], [0, 1], linestyle='--', lw=2, color='r', \n", " label='Random', alpha=.8)\n", " ax_.legend(loc='best', fancybox=True, framealpha=0.4)\n", " ax_.set_title('ROC Curve: Base Clf: [{}] \\n Steps: [{}]'\n", " .format(clf_type, pp_steps), fontsize=14)\n", " ax_.set_ylabel('True Positive Rate', fontsize=14)\n", " ax_.set_xlabel('False Positive Rate', fontsize=14)\n", " ax_.set_xlim([0.0,1.0])\n", " ax_.set_ylim([0.0,1.0])\n", " divider = make_axes_locatable(ax_)\n", " fig = ax_.get_figure()\n", " cax = divider.append_axes('right', size='5%', pad=0.05)\n", " fig.colorbar(lc, cax=cax, orientation='vertical')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(figsize=(8, 6))\n", " sns.countplot(x='SEX', data=cc_raw, ax=ax)\n", " ax.set_ylabel('Count', fontsize=12)\n", "# ax.set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax.set_xlabel('Default-on-next-payment-cycle status')\n", " ax.set_title('Defaulted on CC Payment')\n", " plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(nrows=1, ncols=2,figsize=(12,5))\n", " sns.countplot(x='default_payment_next_month', data=cc_raw, ax=ax[0])\n", " ax[0].set_ylabel('Count', fontsize=12)\n", " ax[0].set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax[0].set_xlabel('Default-on-next-payment-cycle status')\n", " ax[0].set_title('Defaulted on CC Payment')\n", " sns.countplot(x='AGE', data=cc_raw, hue='default_payment_next_month', ax=ax[1])\n", " ax[1].set_xlabel('Age [years]', fontsize=12)\n", " ax[1].set_ylabel('Count', fontsize=12)\n", " ax[1].set_xticklabels(ax[1].get_xticklabels(), rotation=90, ha='right', fontsize=7.5)\n", " ax[1].legend(loc='upper right', title='Defaulted on CC Payment')\n", " ax[1].set_title('Age Distribution')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "with plt.style.context('seaborn-whitegrid'):\n", " fig, ax = plt.subplots(nrows=4, ncols=2,figsize=(15,25))\n", " sns.countplot(x='default_payment_next_month', data=cc_raw, ax=ax[0,0])\n", " ax[0,0].set_ylabel('Count', fontsize=12)\n", " ax[0,0].set_xticklabels(['Does not default (0)', 'Defaults (1)'])\n", " ax[0,0].set_xlabel('Default-on-next-payment-cycle status')\n", " ax[0,0].set_title('Defaulted on CC Payment')\n", " sns.countplot(x='AGE', data=cc_raw, hue='default_payment_next_month', ax=ax[0,1])\n", " ax[0,1].set_xlabel('Age [years]', fontsize=12)\n", " ax[0,1].set_ylabel('Count', fontsize=12)\n", " ax[0,1].set_xticklabels(ax[0,1].get_xticklabels(), rotation=90, ha='right', fontsize=7.5)\n", " ax[0,1].legend(loc='upper right', title='Defaulted on CC Payment')\n", " ax[0,1].set_title('Age Distribution')\n", " sns.countplot(x='MARRIAGE', data=cc_raw, hue='default_payment_next_month', ax=ax[1,0])\n", " ax[1,0].set_xlabel('Married status', fontsize=12)\n", " ax[1,0].set_xticklabels(['Missing', 'Married', 'Single', 'Other'])\n", " ax[1,0].set_ylabel('Count', fontsize=12)\n", " ax[1,0].set_title('Marriage Distribution (1=Married, 2=Single, 3=Other)')\n", " sns.countplot(x='EDUCATION', data=cc_raw, hue='default_payment_next_month', ax=ax[1,1])\n", " ax[1,1].set_xlabel('', fontsize=12)\n", " ax[1,1].set_xticklabels(['Missing','Grad School','University','High School','Other','Missing','Missing'],\n", " rotation=30)\n", " ax[1,1].set_ylabel('Count', fontsize=12)\n", " ax[1,1].set_title('Highest Completed Education Level Distribution') \n", " \n", " sns.countplot(x='SEX', data=cc_raw, hue='default_payment_next_month', ax=ax[2,0])\n", " ax[2,0].set_xlabel('Gender', fontsize=12)\n", " ax[2,0].set_xticklabels(['Male', 'Female'])\n", " ax[2,0].set_ylabel('Count', fontsize=12)\n", " ax[2,0].set_title('Gender')\n", " # Not including a number of bins, distplot uses the Freedman-Diaconis rule by default\n", " sns.distplot(cc_raw['LIMIT_BAL'], norm_hist=False, kde=False, ax=ax[2,1])\n", " ax[2,1].set_xlabel('Credit Limit (consumer and family credit) [NT dollars]', fontsize=12)\n", " ax[2,1].set_ylabel('Count', fontsize=12)\n", " ax[2,1].set_title('Histogram of Credit Limits')\n", " sns.distplot(cc_raw['LIMIT_BAL'][cc_raw['default_payment_next_month']==0], \n", " norm_hist=False, kde=False, ax=ax[3,0])\n", " ax[3,0].set_xlabel('Credit Limit (consumer and family credit) [NT dollars]', fontsize=12)\n", " ax[3,0].set_ylabel('Count', fontsize=12)\n", " ax[3,0].set_title('Histogram of Credit Limits For Observations that Did Not Default')\n", " sns.distplot(cc_raw['LIMIT_BAL'][cc_raw['default_payment_next_month']==1], \n", " norm_hist=False, kde=False, ax=ax[3,1])\n", " ax[3,1].set_xlabel('Credit Limit (consumer and family credit) [NT dollars]', fontsize=12)\n", " ax[3,1].set_ylabel('Count', fontsize=12)\n", " ax[3,1].set_title('Histogram of Credit Limits For Observations that Defaulted')\n", "plt.tight_layout" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from collections import Counter\n", "from imblearn.datasets import fetch_datasets\n", "from sklearn.model_selection import train_test_split\n", "from sklearn.pipeline import make_pipeline\n", "from imblearn.pipeline import make_pipeline as make_pipeline_imb\n", "from imblearn.over_sampling import SMOTE\n", "from imblearn.under_sampling import NearMiss\n", "from imblearn.metrics import classification_report_imbalanced\n", "from sklearn.metrics import precision_score, recall_score, f1_score, roc_auc_score, accuracy_score, classification_report\n", "from sklearn.ensemble import RandomForestClassifier\n", "import numpy as np\n", "\n", "\n", "def print_results(headline, true_value, pred):\n", " print(headline)\n", " print(\"accuracy: {}\".format(accuracy_score(true_value, pred)))\n", " print(\"precision: {}\".format(precision_score(true_value, pred)))\n", " print(\"recall: {}\".format(recall_score(true_value, pred)))\n", " print(\"f1: {}\".format(f1_score(true_value, pred)))\n", "\n", "\n", "# our classifier to use\n", "classifier = RandomForestClassifier\n", "\n", "data = fetch_datasets()['wine_quality']\n", "\n", "# splitting data into training and test set\n", "X_train, X_test, y_train, y_test = train_test_split(data['data'], data['target'], random_state=2)\n", "\n", "\n", "# build normal model\n", "pipeline = make_pipeline(classifier(random_state=42))\n", "model = pipeline.fit(X_train, y_train)\n", "prediction = model.predict(X_test)\n", "\n", "# build model with SMOTE imblearn\n", "smote_pipeline = make_pipeline_imb(SMOTE(random_state=4), classifier(random_state=42))\n", "smote_model = smote_pipeline.fit(X_train, y_train)\n", "smote_prediction = smote_model.predict(X_test)\n", "\n", "# build model with undersampling\n", "nearmiss_pipeline = make_pipeline_imb(NearMiss(random_state=42), classifier(random_state=42))\n", "nearmiss_model = nearmiss_pipeline.fit(X_train, y_train)\n", "nearmiss_prediction = nearmiss_model.predict(X_test)\n", "\n", "\n", "\n", "# print information about both models\n", "print()\n", "print(\"normal data distribution: {}\".format(Counter(data['target'])))\n", "X_smote, y_smote = SMOTE().fit_sample(data['data'], data['target'])\n", "print(\"SMOTE data distribution: {}\".format(Counter(y_smote)))\n", "X_nearmiss, y_nearmiss = NearMiss().fit_sample(data['data'], data['target'])\n", "print(\"NearMiss data distribution: {}\".format(Counter(y_nearmiss)))\n", "\n", "# classification report\n", "print(classification_report(y_test, prediction))\n", "print(classification_report_imbalanced(y_test, smote_prediction))\n", "\n", "print()\n", "print('normal Pipeline Score {}'.format(pipeline.score(X_test, y_test)))\n", "print('SMOTE Pipeline Score {}'.format(smote_pipeline.score(X_test, y_test)))\n", "print('NearMiss Pipeline Score {}'.format(nearmiss_pipeline.score(X_test, y_test)))\n", "\n", "\n", "print()\n", "print_results(\"normal classification\", y_test, prediction)\n", "print()\n", "print_results(\"SMOTE classification\", y_test, smote_prediction)\n", "print()\n", "print_results(\"NearMiss classification\", y_test, nearmiss_prediction)\n", "\n", "\n", "from sklearn.model_selection import KFold\n", "\n", "# cross validation done right\n", "kf = KFold(n_splits=5, random_state=42)\n", "accuracy = []\n", "precision = []\n", "recall = []\n", "f1 = []\n", "auc = []\n", "for train, test in kf.split(X_train, y_train):\n", " pipeline = make_pipeline_imb(SMOTE(), classifier(random_state=42))\n", " model = pipeline.fit(X_train[train], y_train[train])\n", " prediction = model.predict(X_train[test])\n", "\n", " accuracy.append(pipeline.score(X_train[test], y_train[test]))\n", " precision.append(precision_score(y_train[test], prediction))\n", " recall.append(recall_score(y_train[test], prediction))\n", " f1.append(f1_score(y_train[test], prediction))\n", " auc.append(roc_auc_score(y_train[test], prediction))\n", "\n", "print()\n", "print(\"done right mean of scores 5-fold:\")\n", "print(\"accuracy: {}\".format(np.mean(accuracy)))\n", "print(\"precision: {}\".format(np.mean(precision)))\n", "print(\"recall: {}\".format(np.mean(recall)))\n", "print(\"f1: {}\".format(np.mean(f1)))\n", "print()\n", "\n", "# cross validation done wrong\n", "kf = KFold(n_splits=5, random_state=42)\n", "accuracy = []\n", "precision = []\n", "recall = []\n", "f1 = []\n", "auc = []\n", "X, y = SMOTE().fit_sample(X_train, y_train)\n", "for train, test in kf.split(X, y):\n", " pipeline = make_pipeline(classifier(random_state=42))\n", " model = pipeline.fit(X[train], y[train])\n", " prediction = model.predict(X[test])\n", "\n", " accuracy.append(pipeline.score(X[test], y[test]))\n", " precision.append(precision_score(y[test], prediction))\n", " recall.append(recall_score(y[test], prediction))\n", " f1.append(f1_score(y[test], prediction))\n", "\n", "print(\"done wrong mean of scores 5-fold:\")\n", "print(\"accuracy: {}\".format(np.mean(accuracy)))\n", "print(\"precision: {}\".format(np.mean(precision)))\n", "print(\"recall: {}\".format(np.mean(recall)))\n", "print(\"f1: {}\".format(np.mean(f1)))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:py36]", "language": "python", "name": "conda-env-py36-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.4" } }, "nbformat": 4, "nbformat_minor": 2 }