Case Study - Face Detection.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.datasets import fetch_olivetti_faces"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "downloading Olivetti faces from https://ndownloader.figshare.com/files/5976027 to /home/awantik/scikit_learn_data\n"
     ]
    }
   ],
   "source": [
    "face_data = fetch_olivetti_faces()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "from skimage.io import imshow, imread\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7fd2f277cc50>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "imshow(face_data.images[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "face_data.target[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(400, 64, 64)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "face_data.images.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "trainX, testX, trainY, testY = train_test_split(face_data.data, face_data.target)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.svm import SVC"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "svc = SVC(kernel='rbf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/awantik/anaconda3/lib/python3.7/site-packages/sklearn/svm/base.py:196: FutureWarning: The default value of gamma will change from 'auto' to 'scale' in version 0.22 to account better for unscaled features. Set gamma explicitly to 'auto' or 'scale' to avoid this warning.\n",
      "  \"avoid this warning.\", FutureWarning)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "SVC(C=1.0, cache_size=200, class_weight=None, coef0=0.0,\n",
       "  decision_function_shape='ovr', degree=3, gamma='auto_deprecated',\n",
       "  kernel='rbf', max_iter=-1, probability=False, random_state=None,\n",
       "  shrinking=True, tol=0.001, verbose=False)"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "svc.fit(trainX,trainY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.0"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "svc.score(testX,testY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  1,  1,  1,  1,  1,  1,  1,\n",
       "        1,  1,  1,  2,  2,  2,  2,  2,  2,  2,  2,  2,  2,  3,  3,  3,  3,\n",
       "        3,  3,  3,  3,  3,  3,  4,  4,  4,  4,  4,  4,  4,  4,  4,  4,  5,\n",
       "        5,  5,  5,  5,  5,  5,  5,  5,  5,  6,  6,  6,  6,  6,  6,  6,  6,\n",
       "        6,  6,  7,  7,  7,  7,  7,  7,  7,  7,  7,  7,  8,  8,  8,  8,  8,\n",
       "        8,  8,  8,  8,  8,  9,  9,  9,  9,  9,  9,  9,  9,  9,  9, 10, 10,\n",
       "       10, 10, 10, 10, 10, 10, 10, 10, 11, 11, 11, 11, 11, 11, 11, 11, 11,\n",
       "       11, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 13, 13, 13, 13, 13, 13,\n",
       "       13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 15, 15, 15,\n",
       "       15, 15, 15, 15, 15, 15, 15, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16,\n",
       "       17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 18, 18, 18, 18, 18, 18, 18,\n",
       "       18, 18, 18, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20,\n",
       "       20, 20, 20, 20, 20, 20, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 22,\n",
       "       22, 22, 22, 22, 22, 22, 22, 22, 22, 23, 23, 23, 23, 23, 23, 23, 23,\n",
       "       23, 23, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 25, 25, 25, 25, 25,\n",
       "       25, 25, 25, 25, 25, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 27, 27,\n",
       "       27, 27, 27, 27, 27, 27, 27, 27, 28, 28, 28, 28, 28, 28, 28, 28, 28,\n",
       "       28, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 30, 30, 30, 30, 30, 30,\n",
       "       30, 30, 30, 30, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 32, 32, 32,\n",
       "       32, 32, 32, 32, 32, 32, 32, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33,\n",
       "       34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 35, 35, 35, 35, 35, 35, 35,\n",
       "       35, 35, 35, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 37, 37, 37, 37,\n",
       "       37, 37, 37, 37, 37, 37, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 39,\n",
       "       39, 39, 39, 39, 39, 39, 39, 39, 39])"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "face_data.target"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.decomposition import PCA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [],
   "source": [
    "pca = PCA(n_components=64, whiten=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [],
   "source": [
    "face_data_img = pca.fit_transform(face_data.data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7fd2f0f826d8>"
      ]
     },
     "execution_count": 85,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAATcAAAEYCAYAAAA52LHRAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAE/xJREFUeJzt3X2MZXV9x/H3Z2Z3WVied4nCLhZMkT4YBTqFUBp8AMwiFGtTE2glFU1HEx+gNbVYkhLtP01tiSa1xsmCYkQoBYloKbhGEWmFsqyoLAuIiGFYdFmeH4RlZj79Y+42s+uyc86de+859zefV3Kyc2buPd/vzWa+83s8R7aJiCjNSNMJRET0Q4pbRBQpxS0iipTiFhFFSnGLiCKluEVEkVLcIqJIKW4RUaQUt4go0pJ+XPSg5ct82Ip9+nHpeS0//DWNxOXll5qJCzw3sndjsbc89avGYr9uv5lG4t7/bHNtgn0feaiRuE97ihc8rR3nI/uvMVMvVn6/f/X4TbbX9iW5V9CX4nbYin24+ow/7Mel53XUv/xbI3FHfvGTRuIC3LL8DY3F/uTX72ks9vq3vNBI3NO+08wfboATLzyvkbhfnHpk529Mv8TS335n5fdv37huVY9TmldfiltElE8jo02nsEcpbhHRBaW4RUSBlOIWEQUSoNEUt4gojcRIWm4RUaJ0SyOiPBlzi4gSCdBIuzc4pbhFRBfScouIEg1Bt7RSu1LSWkn3SXpA0oX9Tioi2k8jo5WPJszbcpM0CnwWOA2YBO6QdL3t5jYVRkSzpCLWuR0PPGD7QQBJVwHvAFLcIhap2QmF4S9uq4GH55xPAifs+iJJ48A4wKErmrsFT0QMwBCMuVUpbtrN937tMfW2J4AJgN9deWAeYx9RtDJ2KEwCh885XwNs6U86ETEUVEa39A7gKElHAo8AZwN/1tesIqLVVMI6N9tTkj4E3ASMApfZ3tT3zCKi1XpZ3CQdDnwJeDUwA0zY/sxCrllpEa/tG4AbFhIoIgrS+wmFKeCjtjdK2g+4U9L6hSw5yw6FiOhCb4ub7UeBRztfPytpM7MrNVLcImJwJDGydFmdt6yStGHO+URnhcXurn0EcCxwe9cJkuIWEd2o3y3dZnts/stqX+Ba4ALbz3SbHqS4RUSXej1bKmkps4XtCttfXej1UtwioisjI7tb398dSQIuBTbbvqQX12z33eYiopUkoZHqRwUnAecCb5V0V+d4+0JyTMstIroy29jqDdu3svutnl1LcYuIrvSyW9oPKW4RUZ+o2t1sTIpbRNQ2ez+3RVjclq9Zw+v+sScTHrU9tuTgRuLytWuaiQvc/PurG4v9+T8/trHYP2vod+sv37Kg5VcL8gdbfthI3G+c+qZdviNGejjm1g9puUVEfemWRkSpUtwiojhSZksjolBq+RaAFLeI6EovF/H2Q4pbRNQmKd3SiChTJhQiokgpbhFRHpFFvBFRnkW7/SoiSlf5Pm2NmXeliqTLJG2VdPcgEoqIIdBZxFv1aEKVZXhfBNb2OY+IGDKSKh9NqPLE+Vs6j9qKiAB2jLk1ncWe9WzMTdI4MA7wmtWH9eqyEdFGQ7C3tGe11/aE7THbY6tWHtSry0ZEK4mR0ZHKRxMyWxoRteWuIBFRrBKWglwJfB84WtKkpPf1P62IaDMJRkdU+WhCldnScwaRSEQMl6aKVlXplkZEbaK5FllVKW4RUZ/ScouIAokUt4gokARLUtwiojRpuUVEmZQJhYgo0GzLrd0751PcIqIrablFRHG0WJeCPD+zhNtePLgfl57X8fd+tZG4+sBFjcQF+PsXnmws9uPLRxuLvW7DI43E/Ztj9m0kLsCtT7zYSNzt0zM7nWcRb0QUazRPv4qI0izabmlElC/FLSKKkx0KEVGkTChERLFS3CKiOMMwodDu/RMR0Uo7Ns736jbjki6TtFXS3b3KMcUtIurr/TMUvgis7WWK6ZZGRG1CLFvSu7aR7VskHdGzC5LiFhFd6GLMbZWkDXPOJ2xP9DitnaS4RURtXdyscpvtsT6ls1tVnlt6uKTvSNosaZOk8weRWES0WAnPLQWmgI/a3ihpP+BOSett39Pn3CKipYRav3F+3pab7Udtb+x8/SywGVjd78Qiot1GpMrHfCRdCXwfOFrSpKT3LTS/WmNundmMY4Hbd/OzcWAc4FWHrVloXhHRYgJGe9hws31O7642q/JcrqR9gWuBC2w/s+vPbU/YHrM9duDBK3uZY0S0jWBkRJWPJlRquUlaymxhu8J2M7e6jYjWmG25tXvMbd7iJknApcBm25f0P6WIGAZVxtKaVKVbehJwLvBWSXd1jrf3Oa+IaLEdY25VjybM23KzfSuznyUiYpaaG0urKjsUIqI20f5uaYpbRHSlqe5mVSluEVFbWm4RUaYhuBNviltE1JaWW0QUK2NuEVEcUW1DfJNS3CKivoy5RUSJZsfcms5iz/pS3KZmzLYXXu7Hpeflqe2NxP3kHc82Ehfg4t/br7HYByyZaSx2Lx9QUsfUzV9pJC7AyDHvaSz2roZ+43xExK4yWxoRZRKMtvypxyluEVGbEEtH2l3dUtwiorZ0SyOiTOmWRkSJ0nKLiGK1vLaluEVEd0ZafoPuFLeIqE2k5RYRhVqU268ionAqoOUmaTlwC7BX5/XX2L6434lFRHsJFTHm9hLwVtvPdZ48f6uk/7J9W59zi4gWG/qWm20Dz3VOl3YO9zOpiGi/to+5VVpjLGlU0l3AVmC97dt385pxSRskbXjmycd7nWdEtIxqHE2oVNxsT9s+BlgDHC/p9bt5zYTtMdtj+x+0std5RkSL7NihUPVoQq3dYbafAm4G1vYlm4gYGlL1ownzFjdJh0g6sPP13sCpwL39Tiwi2m2kxtGEKrOlhwKXSxplNs+rbX+jv2lFRJvNtsjaPaNQZbb0R8CxA8glIoZI22dLs0MhIrrS8oZbiltE1CeaG0urKsUtIroy9GNuERG/Rhlzi4hCtby2pbhFRH2zOxSazmLPUtwioittH3Nr+4RHRLSQgFFVPypdU1or6T5JD0i6cKE5puUWEV3o7Yb4zg6ozwKnAZPAHZKut31Pt9dMyy0i6quxab5iDTweeMD2g7a3A1cB71hIin1puR2wFM44tJn7Wb7560c2Eveq8cMbiQsw8vzPGoutn/+osdjn3ra+kbj6naMbiQuw/v7HGon7zItTO53LRq71O75K0oY55xO2J+acrwYennM+CZxQN8+50i2NiO54ps6rt9ke28PPd9e+W1ALKcUtIrqiesVtPpPA3O7PGmDLQi6YMbeI6IJnW25Vj/ndARwl6UhJy4CzgesXkmFabhHRnXpjbvNcylOSPgTcBIwCl9netJBrprhFRH123TG3Cpf0DcANvbpeiltEdKXHY249l+IWEd1JcYuI8vS+W9prKW4RUZ9JcYuIEhlmUtwiokDFTCh0du1vAB6xfWb/UoqIoVBKcQPOBzYD+/cpl4gYFnZPF/H2Q6XtV5LWAGcA6/qbTkQMjd5uv+q5qi23TwMfA/Z7pRdIGgfGAV6zZvXCM4uIVmv7mNu8LTdJZwJbbd+5p9fZnrA9Znts1cqVPUswItqo5xvne65Ky+0k4CxJbweWA/tL+rLtd/c3tYhotWFvudn+uO01to9g9jYk305hi1jkXEbLLSJiJ6L9Y261ipvtm4Gb+5JJRAyX7FCIiOLYMDPddBZ7lOIWEV0pqlsaETErtzyKiFKluEVEcTLmFhGlcmZLI6I8ablFRIlMiltElMcYT6e4RURpzOLcofDctPifp5b149LzWnfeWCNxl42qkbgA4//9cmOxP/X49xqL/ZN3XdxI3BO2fLuRuAAnHnxQI3Gv3mt0l+9kzC0iSmTjFLeIKNJi7JZGROnScouIEmUpSESUKU+cj4gSmaxzi4gSZSlIRJQodwWJiFLlriARUaC03CKiRKUsBZH0EPAsMA1M2W5mA2dEtIJxUd3St9je1rdMImJ4lNJyi4jYiY1f3t50Fns0UvF1Br4p6U5J47t7gaRxSRskbXj6icd7l2FEtFBnh0LVowFVi9tJto8DTgc+KOnkXV9ge8L2mO2xAw5e2dMkI6KFZqarHwsg6V2SNkmakVR5vL9ScbO9pfPvVuA64Pju0oyIInTu51b1WKC7gT8BbqnzpnnH3CStAEZsP9v5+m3AJ7tKMSKKMajZUtubAaR6d7uuMqHwKuC6zoWXAF+xfWPdBCOiIDaerlXcVknaMOd8wvZEj7PaybzFzfaDwBv7mUREDBebusVt257Wx0r6FvDq3fzoIttfq5sfZClIRHSlt4t4bZ/as4t1pLhFRH31W24DV3UpSETETjw9U/lYCEnvlDQJnAj8p6SbqrwvLbeIqM02MwO6E6/t65hdglZLiltEdKWkjfMREbPqLwUZuBS3iOhKiltEFMcu635uERH/b2Yxttxs89JUMzeyW/KJDzQS94b3XtJIXIDPv2nfxmJr5r2NxR55ud5ew1751TFnNhIX4I3/9JFG4u79xJadvzEE69zScouI+jKhEBElMlkKEhElSsstIkqV4hYR5THMpFsaEaUx6ZZGRIkMHtDG+W6luEVEF7JDISJKZDOzfarpLPYoxS0iarMX6fariChd+7ullW4zLulASddIulfSZkkn9juxiGgxD+42492q2nL7DHCj7T+VtAzYp485RUTbGTztprPYoypPnN8fOBl4D4Dt7cD2/qYVEW1m3Poxtyrd0tcCjwFfkPQDSeskrehzXhHRZgbPuPLRhCrFbQlwHPA528cCzwMX7voiSeOSNkja8PSTT/Q4zYhom5lpVz6aUKW4TQKTtm/vnF/DbLHbie0J22O2xw446OBe5hgRLeMSJhRs/0LSw5KOtn0fcApwT/9Ti4jWsod/QqHjw8AVnZnSB4Hz+pdSRAyDprqbVVUqbrbvAsb6nEtEDIs8QyEiSmRgpqFZ0KpS3CKivoLG3CIidtL2RbwpbhFRm0vYfhUR8WtS3CKiTO3fW5riFhH1dfaWtlmKW0TUZgpZxBsRsZM8cT4iSrUoJxSe3HQv1/3WCf249Lz+4elNjcR998tPNxIXYGbZIY3Fft1Hbmgs9nf/+axG4i777uWNxAUY/atPNxJXX9+40/nsA2IWYXGLiPK1/QExKW4RUd+Mmd6e4hYRhTG5K0hElChjbhFRptwVJCIKZMOMB1PcJH0K+CNmHyn6U+A820/N975KT5yPiNjVtF35WKD1wOttvwG4H/h4lTeluEVEbQamXf1YUCz7m7anOqe3AWuqvC/d0ojoSs0W2SpJG+acT9ie6CLse4F/r/LCFLeIqG1Hy62GbbZf8SFTkr4FvHo3P7rI9tc6r7kImAKuqBIwxS0iarNrt9zmuZ5P3dPPJf0FcCZwil0t8LxjbpKOlnTXnOMZSRdUSzkiSjWoMTdJa4G/Bc6y/ULV91V54vx9wDGdIKPAI8B1XeYZEQUwPZkFrepfgb2A9ZIAbrP9gfneVLdbegrwU9s/r59fRJSiizG37mPZv9nN++oWt7OBK3f3A0njwDjAvox2k0tEDJGWb1CoXtwkLQPO4hUW0HWmdScADtFeLf/YEbEQvZ5Q6Ic6LbfTgY22f9mvZCJieBTTcgPO4RW6pBGxuMyOubW7ulUqbpL2AU4D3t/fdCJiGAxyQqFblYpbZ23Jyj7nEhFDpIiWW0TEXO7B4tx+S3GLiK6k5RYRxTHQ7icopLhFRFcGuv2qKyluEVFbMbOlERFz2bB9pt3VLcUtImorZhFvRMSu0i2NiOKk5RYRRRqGCQVVvB15vYtKjwHd3tByFbCth+kMQ+zF+JkXa+xh/cy/YfuQHSeSbuxcr6ptttd2GbsrfSluCyFpw56eklNi7MX4mRdr7MX4mZuShzJHRJFS3CKiSG0sbt08hXrYYy/Gz7xYYy/Gz9yI1o25RUT0QhtbbhERC5biFhFFak1xk7RW0n2SHpB04YBjXyZpq6S7Bxz3cEnfkbRZ0iZJ5w8w9nJJ/yvph53YnxhU7E78UUk/kPSNAcd9SNKPJd0lacOAYx8o6RpJ93b+z08cUNyjO593x/GMpAsGEbtJrRhzkzQK3M/sQ2gmgTuAc2zfM6D4JwPPAV+y/fpBxOzEPRQ41PZGSfsBdwJ/PIjPLUnACtvPSVoK3Aqcb/u2fsfuxP9rYAzY3/aZg4jZifsQMGZ74AtpJV0OfM/2us5zgPex/dSAcxgFHgFOsN3tQvuh0JaW2/HAA7YftL0duAp4x6CC274FeGJQ8ebEfdT2xs7XzwKbgdUDim3bz3VOl3aOgfylk7QGOANYN4h4bSBpf+Bk4FIA29sHXdg6TgF+Wnphg/YUt9XAw3POJxnQL3lbSDoCOBa4fYAxRyXdBWwF1tseVOxPAx+jmTtVG/impDsljQ8w7muBx4AvdLrj6yStGGD8Hc5mkTx/uC3FTbv5XvP95QGRtC9wLXCB7WcGFdf2tO1jgDXA8ZL63iWXdCaw1fad/Y71Ck6yfRxwOvDBzpDEICwBjgM+Z/tY4Hlg0GPLy4CzgP8YZNymtKW4TQKHzzlfA2xpKJeB6ox3XQtcYfurTeTQ6R7dDAxiY/NJwFmdsa+rgLdK+vIA4gJge0vn363AdcwOiQzCJDA5p3V8DbPFbpBOBzba/uWA4zaiLcXtDuAoSUd2/rqcDVzfcE591xnUvxTYbPuSAcc+RNKBna/3Bk4F7u13XNsft73G9hHM/j9/2/a7+x0XQNKKzsQNnS7h24CBzJDb/gXwsKSjO986BRjIhNkc57BIuqTQkvu52Z6S9CHgJmAUuMz2pkHFl3Ql8GZglaRJ4GLblw4g9EnAucCPO2NfAH9n+4YBxD4UuLwzezYCXG17oMsyGvAq4LrZvyksAb5i+8YBxv8wcEXnD/iDwHmDCixpH2ZXI7x/UDGb1oqlIBERvdaWbmlERE+luEVEkVLcIqJIKW4RUaQUt4goUopbRBQpxS0iivR/nOCOSKhwiwEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "imshow(face_data_img[0].reshape(8,8))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [],
   "source": [
    "svc = SVC(kernel='rbf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [],
   "source": [
    "trainX, testX, trainY, testY = train_test_split(face_data_img, face_data.target)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/awantik/anaconda3/lib/python3.7/site-packages/sklearn/svm/base.py:196: FutureWarning: The default value of gamma will change from 'auto' to 'scale' in version 0.22 to account better for unscaled features. Set gamma explicitly to 'auto' or 'scale' to avoid this warning.\n",
      "  \"avoid this warning.\", FutureWarning)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "SVC(C=1.0, cache_size=200, class_weight=None, coef0=0.0,\n",
       "  decision_function_shape='ovr', degree=3, gamma='auto_deprecated',\n",
       "  kernel='rbf', max_iter=-1, probability=False, random_state=None,\n",
       "  shrinking=True, tol=0.001, verbose=False)"
      ]
     },
     "execution_count": 72,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "svc.fit(trainX, trainY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.88"
      ]
     },
     "execution_count": 73,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "svc.score(testX, testY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.pipeline import make_pipeline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {},
   "outputs": [],
   "source": [
    "pipeline = make_pipeline(PCA(n_components=64, whiten=True), SVC(kernel='rbf'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/awantik/anaconda3/lib/python3.7/site-packages/sklearn/svm/base.py:196: FutureWarning: The default value of gamma will change from 'auto' to 'scale' in version 0.22 to account better for unscaled features. Set gamma explicitly to 'auto' or 'scale' to avoid this warning.\n",
      "  \"avoid this warning.\", FutureWarning)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Pipeline(memory=None,\n",
       "     steps=[('pca', PCA(copy=True, iterated_power='auto', n_components=64, random_state=None,\n",
       "  svd_solver='auto', tol=0.0, whiten=True)), ('svc', SVC(C=1.0, cache_size=200, class_weight=None, coef0=0.0,\n",
       "  decision_function_shape='ovr', degree=3, gamma='auto_deprecated',\n",
       "  kernel='rbf', max_iter=-1, probability=False, random_state=None,\n",
       "  shrinking=True, tol=0.001, verbose=False))])"
      ]
     },
     "execution_count": 88,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "trainX, testX, trainY, testY = train_test_split(face_data.data, face_data.target)\n",
    "pipeline.fit(trainX,trainY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.89"
      ]
     },
     "execution_count": 89,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pipeline.score(testX,testY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([29, 20, 13, 17,  1, 29, 16, 21, 11, 28, 24, 36,  9, 39,  2, 21, 37,\n",
       "        6, 34, 30, 31, 25, 38, 10,  0,  3, 26, 27, 24, 16, 36,  4, 28, 23,\n",
       "       10,  7,  3,  4,  0,  9,  7, 39, 10, 15, 39, 36, 22, 26,  5,  7,  3,\n",
       "       29, 16, 35,  7,  4,  4, 20, 36, 18, 22,  1, 12, 20, 22, 17, 39, 30,\n",
       "       17, 33, 17, 28, 34,  8,  2, 38, 23, 33, 15,  1,  5, 30,  4, 34, 26,\n",
       "       21, 11,  3, 13, 35, 10,  2, 29, 11, 30, 29, 14, 32, 27, 19])"
      ]
     },
     "execution_count": 90,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pipeline.predict(testX)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7fd2f126d080>"
      ]
     },
     "execution_count": 96,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAARsAAAEYCAYAAABsuVKPAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJztnW2sZ1d13p/lsY2HefHM4LE99pBCZKCAVF40okRUkQMhIjQKfIAKGlVuZclfaEWUVMG0UtVIrUS+BCq1orIKjSvRACGhRihNYrlAFakyDMUkNg4xoeMXjT3jlxnPjG3w2+6H+5/JOs/8/+v573tn9r0z9/lJ1tx9zzn77LPPudt7PXvttaK1BmOMOd9cst4NMMZsDjzYGGOG4MHGGDMEDzbGmCF4sDHGDMGDjTFmCB5sjDFD8GBjjBnCmgabiHhfRPwwIn4UEbeeq0YZYy4+YrUexBGxBcBfA3gvgEcAfAfAR1trP1h0zdatW9vOnTtzHZPjl1xyycIyH+NrFXx9prcP+N6qXN2r51pVn6qbeemllybll19+eeFx7j++l3o/1btluG51Lz7+4osvTsqXXnrpwnvxMzNVOxVcd++7ZfJzct1c5j5R5+dy9R3MK586deqJ1trequ0AsPgtaN4B4EettR8DQER8EcAHACwcbHbu3ImPfOQjZ8qXXXbZ5Pi2bdsm5a1bt575+ZWvfOXk2OWXXz4pq4+Cz9+yZcuZn1944YXyWv5I+OPl56g+7p/85CeTcn5GQP8hcVvyi+e6r7jiioXtAIBjx45Nys8999ykfOrUqYXtfP7558t7cZmv53J+Th4s+P1w3fzxP/XUU5Pynj17zvzM/cd9xqg+rNrx05/+dFLm70QNRvzucz/wu+Ln4PKzzz47KfP7y8dPnDgxOXby5Mmy/K1vfetBLMFazKjrATycyo/MfjchIm6JiIMRcZA7yBizeVjLYDNvTniWPdJau621dqC1doD/b2aM2TysxYx6BMCrU3k/gMPVBS+//PJkeveKV7xicpynoT02qtIIquuzSTWvHXxc3auamrM5V5lc8+7N5Hsrc1BpU2y+5Lr5mXfs2DEp83MxyuzN03q+F5sy3GfZ3Jt3fjbBlbbB5gW3k58jfyvcLr4Xm1HV9w6c/T6r96eei/u0+ua5XfxdPPPMMwvbUbGWmc13ALwuIl4bEZcD+AiAr62hPmPMRcyqZzattRcj4p8D+FMAWwB8vrV23zlrmTHmomItZhRaa38M4I/PUVuMMRcxaxpsemmtTexQto/Z5s22Y6UnAHr5mW3WfO/eZXOm8mlg/UAtf7ItrTSdfD1rYMrmV3Z9rm/79u2TY1xW2ofSqvJzqP7mJWXuM25bvpfyweF2cx9WLhTcLl4QUT5VPZqb0t9Yd1HkflBL8Kv1zfN2BWPMEDzYGGOG4MHGGDOE4ZpN9kHh7QnVngzlkzDvXhm263OZNRu247ms9upkXYaPcTuU/0mPz0+PTwhwtp7Emk++F2tNfK3qE6WL5eP8jGrvE29l4XKum78xbhf3Ad+70ovYQ171r9JGmHx+r/5WbXPh4+pdKR1xEZ7ZGGOG4MHGGDOE4WZUtXzH5TzV42VB5RrOVOZLr0mwFjOK2622Sqgl/nyczQvl/q7cA/L1yt2d+1/tZmeyicHtZnNQbV+opvnK1FSuCWxG5T7nuvl98L16w3BUpo4KX8Hvq3ofqj/ZHFwWz2yMMUPwYGOMGYIHG2PMEIZqNhFR2pbVMbXtnfUItYSZbVgVQkJF6qu0D7aN2ebndrFmwG3j567OVcvmrKvw+blPlZ6gtgHw8Srkh1qmVUvhTPU+VDsrlwk+nzWZ3lCdTPU+e8Ow8r0qHYb/ltiVgL/hZfHMxhgzBA82xpgheLAxxgxhqGZzySWXTOw/FfKyx45XYUOVX0h1bq8/ROV23qsRMJUvjNoaobZw9DyHCoegdJTKV0n1L+tx6t1Xda01BUpG+bqoe/Wcz99Rb8qZagsOh+joDYWxCM9sjDFD8GBjjBmCBxtjzBCGazbZHlR7czK9+gL7q1T7bart9vPK1R4upkeXAs62h9Xx3Da2tZUvRk9qF6WRqf1iKkxl5Quj9ospn58K5evS89zqu+B3p767nlQuKkurCqubv1MVCqOnfyf3XNVVxhjTiQcbY8wQPNgYY4YwfG9UtiWVnlHRu4eoCgfJdXE6D+Vnw+Tzq/Q089qpnuPYsWMLz2ebXtnxDN8rh7ms0uXOq1tpOpXdr/yFVP9X71qFBVXvpzquzuW0zGqfXNVnvF+JY/yob7i6Fx9jDefKK6/EavDMxhgzBA82xpgheLAxxgxhuGbTk+Yz29fKTmcble3jSnNQPjvK76ZqG2sZbKdzO3fs2DEpP/vss5PyqVOnFtbP2gbb9UqzYT0jazY9aYAB/W75ufJxtTeN76X0uVw3fycqVg6fz8dzHymfHBWDqWe/GcfOueaaayblKi0PUOtFyv9HpUdehGc2xpghyMEmIj4fEUcj4t70uz0RcWdEPDD7d/f5baYx5kJnGTPq9wD8RwD/Lf3uVgB3tdY+FRG3zsqfWOaG1XI3T9+qlChsTjA8Ta9c95VbuQoDWk3FVTZNvterXvWqSfnkyZOTMk/Ns6nE011lSqrQqflebAJwSFFlenJbqm0Xyq2f3z2bBHzvbOo89dRTk2P8nXA7lWmUzawqzc4yqKXvKosrPxf/nXHb2MTOplFvypllkVe11v43gKfo1x8AcPvs59sBfHBVdzfGbBpWq9lc01p7FABm/1696MSIuCUiDkbEQf6/iDFm83DeBeLW2m2ttQOttQM8dTPGbB5Wu/R9JCL2tdYejYh9AI4uc1FElOlimWyLnzhxYnKM7frK1R6olzTZLldlFbohn6/Su7Jtzba3Shebn4P7hK9ll3ZeZue6s960bdu2yTGepSpt6plnnpmUK12G+5uXn7mPWGfh58j3fuihh8pruczfUZWGWL1bFTZUuSZk+Bl7QngAZ4cjyfXt379/1e2qWO3M5msAbpr9fBOAO85Ja4wxFy3LLH3/PoD/A+ANEfFIRNwM4FMA3hsRDwB476xsjDELkWZUa+2jCw695xy3xRhzETN8u0K2DVlnYX+Jxx577MzPbLczfG1PaABGuZGrdLy5brbb2dZW6WDZn4W392dthH1A+Jl37576XrKfTRVqg5+DNRiVoobPr7Yz8LtkvxrWi7hufo58PtfNmozy8al8rFT4TKVrMXx+fr89oWnn1cUaaIYXcnbt2jUp83ezLN6uYIwZggcbY8wQPNgYY4awriEm2KZ9+OGHJ+UcAlP55PSmX6n2/aj0HlwX+2ZUsPakQqOyhsB6RX5O1iNYD2L9h7WQyp+In5E1ABXisickaW8KFBW2I5dV6FSlsTH5epWaiI8rH6wqxS77TKmwqyq8Re5D7t9ef6FFeGZjjBmCBxtjzBA82BhjhjBUswGmdifbjU8++eSkXKWXYHuX9+7wcbY7K58F1jpUjJNKH1LpdJWvRRU/hY+reDVqfxk/Z/a34H1UyteCj7NmUMWRUTFk2DeGy1WIWG6HCgOqfKyqdrBGxjqLOs7k/Uys7yhtSflgZc2G/5ZWG7+G8czGGDMEDzbGmCF4sDHGDGGoZtNam9jE7EfAMTayPc32LNuVrBEoH4dso7KdrtJ3sPZRpexQ/kGMSplSxZZlO577hPcQ7dy5c1Lm58zvg98N759R/ipKu8q6ytNPP122m/uf/Wz4ufO9+BjrJsePHy/vxefnfnj88ccnx1gD42+Y4/Lwce7jrHOxhsb7l1jDUaldcn3qb2m18W08szHGDMGDjTFmCMOXvjM8Neesfnn6rFy51fYEng7nqTovWXL6FF7647qqVC88NeYybxnYu3fvpKyyKlZLsdwHbCIw/Jx79uw58zNPu1VoDH63bEZVIUP4mfl9sHlx1VVXTcpVeAs2P7i/H3zwwUmZn4uX7PNzcAiPo0en0XLf/OY3T8psdnHIUl6eZlMpo0LCsmnE5fyc/Lem0g8ti2c2xpgheLAxxgzBg40xZgjDNZtsj7PekDUCpjfdCi+Hst2fdRfWMlgzuOGGGyZltvN5qTaTw2QAZy+dcrrdN7zhDZMyazz33XffpJw1g+uvv35yjG3vJ554YlJW6VVy3dwnrOGwjsLH+X1U9+J3yXVfffU0JyL3Eb+PfD1rFfzNqdAY/B1lfYiXm5U+xHVzuQoBUqWUAc7Wmvi5uc+q5Wx+V176NsZsaDzYGGOG4MHGGDOE4ZpNtjVZB2DbPB9nW5k1ABWWgO3ObA+zTwL7M1x77bWTMm+VOHTo0MJ7sX3Lmg37ZnCqFtYBrrvuukk5u8RziI7Xv/71ZV05VQ5Qh39UoVK5D1VIAyZrH9xn3EfcTq6bdZd8Pn83rO/w+1E6S37XrJPs27evvJbhe3Of5udirY//dtR3V6XxUXqoCmW7CM9sjDFD8GBjjBmCBxtjzBDWdW9UFS6Bj7P9yhqOstu5nMMrsP3K+3pUuAr2+8h+O2xLs27Cfh6896ZKkwpMfTmUtqH2L1VpTHrDmTLq/Sy677x2MRwqg8u5D7l/WcvjdrE/Cr/rKmQKf7O8B0+Ffaj8cPha/s5UWAg+ntvKx5SGsyye2RhjhiAHm4h4dUR8IyLuj4j7IuLjs9/viYg7I+KB2b+7VV3GmM3LMjObFwH8ZmvtjQDeCeBjEfEmALcCuKu19joAd83KxhgzF6nZtNYeBfDo7OeTEXE/gOsBfADAjbPTbgfwTQCfWKK+Mz+rdBRVegq2Kzk+Ch9nv4Rsi6vYLHxchaHMfjqqbi6rVMDV9bwXh/uAw1Sy74UKtZrh51K6ikrhmsusP3CfqDCu1b35mVRaHoa/ydwPyteoN/1upblxXT2azDyqfVfnii7NJiJeA+BtAO4GcM1sIDo9IF29+EpjzGZn6cEmIrYD+EMAv95aq5dIptfdEhEHI+Ig7zI2xmwelhpsIuIyrAw0X2it/dHs10ciYt/s+D4AR+dd21q7rbV2oLV2gKfpxpjNg9RsYsWA+xyA+1trv5sOfQ3ATQA+Nfv3jt6b98bkyLC9y3Y9+zTwfqfKLlU2q/LhUalQM2qfj7L7K+2JtQy+F+tYrOHkeymbn/1R1H4a7qN8Lz6X26Vi4zC5PpXiVvV35XNV7WVS1867vtJ41LX8HD3fhvKpWm063mWc+t4F4J8A+MuIuGf2u3+FlUHmyxFxM4CHAHx4VS0wxmwKllmN+nMAi/5X/55z2xxjzMWKPYiNMUMYnn4323/KNsw2LtvabMczyq5nn5MeWI9Qtnqm8i+ZVzdrUVU+ILUfhv1XeG9UpbPwfdW9VJ6pyseKn1n5X6mcVNVeHqXPqbTC+V1zXfx9n8s+U/dSuiKT+1zpbd4bZYzZ0HiwMcYMYV1TufSkZ1FpL3jKyWZXTzoK1S61FJin3mr5k4+r7QpsQuT6VLv4mVV6lmqJs3JLAM7us6rdQL01QrWT3zXXxX1aocwRvncuK3NjLWEfuKyWtlVd/PeQ26pMLhUidhGe2RhjhuDBxhgzBA82xpghDF/6rnSYniXKagkSONtur0IiqKVrLvekDlEajFrCrJa6+XxlS6utEBVKY1F1qfeX6+O6euuuUs9yfypdhd9fpbkpfa5XV6nCdqjQJD0hJRi1/cOajTFmQ+PBxhgzBA82xpghDNds8jYC9r3oSdna62dQhTRQWwYYpdnk42xbc7tVyAOlR+T6VFoSLvf43ajUsb3pdisfIFWX0gyqLQb8HXCf8DYWfu6q/9Uz94Yuqa5nPYffvQqby1R96lQuxpgLCg82xpgheLAxxgxh+N6obEsqWzD7Diibk21r9juowjuqNCNqz1GldVR7fubdi9vNtnilTanwFIpq348KtaBCZ3Bb+H1Vfjbc/0qzqfpItVu92yr8hdrDxfA3zXWrfXMZ9bfE31HVx+pdKj+cRXhmY4wZggcbY8wQPNgYY4YwVLOJiIntr/bAZJtW7SFilI9JT8wZ5R/Bukw+nzUAtrvX6sNQxSFhTYB9SHrSv/bEupkHaz5V+hulW6mwnz2hU1WMGfWd9YROVfvDlMaW+4zD3iqNRu3RW3SfeXX3aoGn8czGGDMEDzbGmCF4sDHGDGGoZnPJJZdM0ok8++yzk+OVrag0G+WHw+R7Kf2BtQ2lX+S29tjhwNmagdKecj+wJnP8+PHy3irdcaU9MWpfD9+LNYd8L+7vU6dOTcpqb9qJEycm5bz/rPLvmYdKibva2C7z6lJxgvNx5ZOj4iZVf098X6X/LItnNsaYIXiwMcYMYagZtWXLFuzatetMmU0fLucpLk+7earda65UKVB6rlXn92ZJVMunVWbPp556anJMbRHoaQu3i9+VSkuiln1zWbnDc1t27tw5KbP5mM0qlVKmatc8ch+q70Jtg+E+5G9+LXX3pGdRIT0cYsIYs6HxYGOMGYIcbCLiioj4dkR8PyLui4jfnv3+tRFxd0Q8EBFfiojLVV3GmM3LMprNTwG8u7V2KiIuA/DnEfE/AfwGgE+31r4YEf8ZwM0APltVFBETG3j37t2T44899thZ5y9CpXJR2keFCjPAqJAI1bm9+gTrMM8888yZn3mJOOtj8+richU6VWkyveEVKveB3hQnatvFyZMnz/z89NNPT44p3YTDtlbfXe+2F/WNbt++feG98nufd2+VCliFzqg4byEm2gqnv+LLZv81AO8G8JXZ728H8MFVtcAYsylYSrOJiC0RcQ+AowDuBPA3AI631k4Ph48AuH7BtbdExMGIOMj/5zXGbB6WGmxaay+11t4KYD+AdwB447zTFlx7W2vtQGvtAE8LjTGbhy4/m9ba8Yj4JoB3AtgVEZfOZjf7ARxW17/00ksTXUGlyM22obJ3les326TZplW+LL2pTivNRtnSatsFty3b7iq9DaPCPlR6BKPCPChy/SocAvufqBCw+XreIsPvnjUapenkMt+X4XevtL4qZIjanqBCmVTHVbvO23aFiNgbEbtmP28F8IsA7gfwDQAfmp12E4A7VtUCY8ymYJmZzT4At0fEFqwMTl9urX09In4A4IsR8e8AfA/A585jO40xFzhysGmt/QWAt835/Y+xot8YY4xkeFjQKmzBjh07JuXsH8FahdrD0pPKQvmQ9KaSzSjbujfkZZX+Q9nazz333KTM+kTlP8FaR2/6Y34ODoeRn4t9SHgVs9Kt5h3vSeOswm3yt5JDplQhOubdS2l/fDy3TWky6luownSocL09PmsZb1cwxgzBg40xZggebIwxQxiu2WSbl+1fjkuSNRtlc6q9OdX1ymdH2dbKxq3qUmXWHyp/I5XyluF9Qll/AICtW7ee+VmF4lR2PR+vdBkO68l6Eb9bPr/qM35GLjOs4VR78Hp9v7id/PdQaU3q+1fxbXrge6l9b4vwzMYYMwQPNsaYIXiwMcYMYahm8/LLL0/8K9iuZBs327DsX6Lioqr9StU+Fr6X2pfF5LapdiqNhmHfmNyfrG1wLF5+Zva7yRoZMPV74n1s7CfDegPDz82aTdZduN3cJ9wHao9Xfg6O8cN1qRg/3MdVimguq72Aam9Uj78Qn6s0nNyHKvaxNRtjzIbGg40xZggebIwxQxiq2Tz//PN4+OGHz5T37t07OZ79OoCpbdijk8wr91yr0uv22MNqDwvrEWxLK7+QrBmw1sTaB2syvOeIdZgcI5rjRbPWodIGcz/wvZ944om5PwNn9xH7Y/GeOj6eg7bxu63i0wDAtm3bJmXWXap4Qkp/4+9d7YvLZRXzp4qFM+/6/I2rv6XV+ux4ZmOMGYIHG2PMEIaaUS+88AIOH/7b6KE8recpa57+8rSdUSENePqcp5Fq2bY3/WjPdn1uFy/jctxmXorNZpWahj/55JOT8pEjRyZlXgrPJgIv+bLpwu3i51QmHptwGe4jNk/43ry8zcerdqrla/4O8zJx7xaBnlCdXO51qVCpjqrtO8PCghpjzLnAg40xZggebIwxQxiq2TDsss4hD/Jy6759+ybHlIs6U4VEULayWgqvUGEGVGpZXmrl58gaAi+L87lcF7eNl2KzBnHs2LHJMX5XvdsVWPu49tprl66LNRhe6q7CRiitQ+kT3GdZu1Jahgr7qZazc7nSc+aV1d9H5SqyllS9Gc9sjDFD8GBjjBmCBxtjzBCGazY9PihZF8g2/TzY94L1iSqlrgq9yfoC6yo9qS1Yb1DpP3pS2LDmwlx99dWTMvc3byHIx9nmV+lS+Pwrr7xyUubtD9nHSmlLyjepCo/Kz8z6EIdX6AkDwfdV6XZV6JIqxESvJsNUf3s9aYB78MzGGDMEDzbGmCF4sDHGDGG4ZlPpG2x7Zz+c3tSxKj1stuOVrc11q5QdPaExGLWdv2qb0iOuu+66SZn7kEM75P1QKoQEw74uyt8o6zSsPVV7m+bVxeQ+U/uXerWQ6rhKCc2ofVnVfXtD11btVml67GdjjNnQLD3YRMSWiPheRHx9Vn5tRNwdEQ9ExJciov7fjzFmU9Mzs/k4gPtT+XcAfLq19joAxwDcfC4bZoy5uFhKs4mI/QD+IYB/D+A3YsVAfDeAfzw75XYA/xbAZ3tuznZlZXeqeCq9mkKVbkVpNj1+HypUpPIHUvZxFeNE7bPiPmNtJGtmXBf7WnCfcGwiteco60dVmp15bVGpRfJ3pUK8Mmr/Un4u5SejNBn1zebzVXpj5ePTA3+TKtzpIpad2XwGwG8BON3iVwE43lo73fOPALh+VS0wxmwK5GATEb8C4Ghr7bv513NOnTssR8QtEXEwIg6q5FfGmIuXZcyodwH41Yh4P4ArAOzEykxnV0RcOpvd7AdweN7FrbXbANwGALt3715dWHZjzAWPHGxaa58E8EkAiIgbAfzL1tqvRcQfAPgQgC8CuAnAHWttDNvPWUM4evTo5NjP/MzPcDsnZbatq5g0fF/WDHrTplZ7WDjWrvLxUXuSKjuf61ZxYvbs2TMp51i+rNGwTw77xqh4Q5WepPqXUT5V+R0onYT7l2fjlcZT+Q4Bek9dj56k9hWquEmVhqP+lpTOtYi1+Nl8Aiti8Y+wouF8bg11GWMucro8iFtr3wTwzdnPPwbwjnPfJGPMxci6hgVVy3F52s9pSHgpfC2hO5le128mP5cyZfg52BxRS6/Vsq8KV6FCkmb3gt6UNIxyH6hCjyhTRi0p5/qUecd1s/nIoWzz+ew6wGE1eHuI2sKh0q9k1FK42gZT9T+b/s6IaYzZ0HiwMcYMwYONMWYI66rZsO3HNmy2h1nr4PStV1111cJrgXopULnH94YZyGXlNt671Mr3yjqB2lLA6Y5VWI4qNMNaQ1zyc+a2sI6l3OV7tqoozUu5KrBmk5+bXQeUPqSWxrktlRbYGyqjShuj3tVqtz54ZmOMGYIHG2PMEDzYGGOGsK6aDdudlZ3JKVYPH55uxcqu9YBOdVq57iuNRtnDlT8E6yisT7CuwpoBtzvb/crW5tCqPWlLlDs8t0v5kHA/VKE0lD7BfVSFv6hCRPC5gN6CkDUz9qNR74PvpbaT5Ot7txD0+Mbwd7La1C2MZzbGmCF4sDHGDMGDjTFmCOuq2fSg9nqw1sH7UipfGGXvsq3Ntnnlg8I+IWz/qr04jz/++KRchRXlY6wHsSbA5e3bty+sW6W4Vek/VB9XISaU3sYhYqt9cmqvGaP6KO9lUyEiVJjQHl8Z1d8M11X58LAvUc9+vArPbIwxQ/BgY4wZggcbY8wQNtTeqLVce+LEiUmZ7fgqLKLSF9i25rgllf3MGgy3g/Wfa6+9dlLm+DYcjjPrSewDwr5J11xzzaTMKXL5er53Ru2V4udWfZz7cC0pToDaB4V1LRUSlsv8vqrUwFw396/Sj6o9YUoPUsercKisf3Jdyh9oEZ7ZGGOG4MHGGDMEDzbGmCFsqL1RTGWrs/bBdibv72D9IsN2OfsZqNgt7NOTdRS+lu121k3YHt67d++kzLpLjuujfHpUOo8qTUyvnd675yj3GbdDaTJKj8h7p/g52GeEj7Nuxe+v0pq47krfAc7+hqu9g71+TMrP5umnnz7zM//tVM/cg2c2xpgheLAxxgxhqBnVWptM/1SKlMrM4ms5zABvMegJFclTabVcytPOjJpaq9AMXGZzMPcnb09QU2cVpiD3YU/ISkCnjWGqZV3lHs/Hqz5UYR3Y1OGl7qrP+FouK1NHbcnJfdSbJVS9r8cee2zhuWtJizSp55zUYowxAg82xpgheLAxxgxhqGYTERMNQy3F9tDrUl3ZvHwt161SoOTreelULeMyyj2At2VkWJ/gpfCetLVquZn7hDU0pRnke6tUyiqlcRWylPtE3YvbyTpMXq7mdvT077x7V2l9VN1Krzt69OikfOrUqTM/sytHr4a2CM9sjDFD8GBjjBnCUmZURBwCcBLASwBebK0diIg9AL4E4DUADgH4R621Y+enmcaYC50ezeYXWms5vsGtAO5qrX0qIm6dlT+hKsm2pdJoKl1FhSFg25rt6co3RqH8IbLt3esPwVqHcsXP/aB8SPheKixB1mmUZqP8iXpc3JWvkfJNYnJbuF1cVlpIlbaHz2Udi1HfkfLLqa7l98X6z5EjRybltaQ2Wpa1mFEfAHD77OfbAXxw7c0xxlysLDvYNAB/FhHfjYhbZr+7prX2KADM/r163oURcUtEHIyIgzy6GmM2D8uaUe9qrR2OiKsB3BkRf7XsDVprtwG4DQB27959buZjxpgLjqUGm9ba4dm/RyPiqwDeAeBIROxrrT0aEfsAHC0r+du6Fh6rfEp6Q0Xytni26/P1yteFUbZ4vpcKT8Ht4rp5Nljtt1H+D7zPh+uu9Aq26bn/+d7sX9QTppKfUfnCKPL13N98L/Wdsa9S7lPuI/6uVMphFUq1p10qTArvo6tCwFZpmXuQby0itkXEjtM/A/glAPcC+BqAm2an3QTgjlW1wBizKVhmZnMNgK/ORvxLAfz31tqfRMR3AHw5Im4G8BCAD5+/ZhpjLnTkYNNa+zGAt8z5/ZMA3nM+GmWMufjY0GFB8/EefxNAh2Cs6mbdpDckZraflZ2u4tuouDxValmlT7AtzuV8vdJNWA9ijYb9hypDUXVKAAAKOElEQVSdjPU2pfcw1R4kbrfys6nSHQPT96Pq7tkfNq++SmfMe5vmtVv5PeV7O56NMeaCxoONMWYIHmyMMUMYrtlUWgmT7Uy190PpEZU9rOLnqn0/VYwa1ipUWgx1L37uKuZMFdcFOLvPKo2H2600HC6zdlXFce7VllQs5Xy8SpUM6L1RXM5alYrxzH2m/Gq4rbk+5VejYvxUcbd7YyUvi2c2xpgheLAxxgzBg40xZgjDNZuefRU9tiFrCir3UxULuUpDC+i4wtk2Zz8Z1nCUZsB2PqfrrVLLKi2KfWOquDBcl9qHpeLW8vHcp5Uv0by6lA9W1oCU9qfa2fP9Kg2H3wcf53LWtXK6XKCOgw1obTBfz9+B+kaXxTMbY8wQPNgYY4awrtsVmJ4wEjzF3LNnz6SspsMZtbTK2/F5WlktZ3M7VHgKNtFUapFsCqmlb2VCMD3hTVVoTmUa5Xffm6aEQ7xyW6rnUG4M6v1VaYPZhObl6qquedcfP378zM+81M1pmdlE5u0M6n2dDzyzMcYMwYONMWYIHmyMMUNYV81GLVlmu5JtfLbTWbNRS30VKlyCcjPPukvvdn121We7vdKLlGajwm5Uy8BK61CajOqH/FyqLkaFrcxl5dagtodU6W+UBsPfDZcrjQaY6i7sAqHS33C7eWm8etcOMWGMuaDwYGOMGYIHG2PMEIZqNq21iT3I/inbtm2blLPvAGsu7FewY8eOs+6V4euzzcp2OZ/L9jH7LLB+lO/NtrFKA6z8PPj8Hq1DhRlgWLvK8LYL1gh6/Jz4OJ+r9LbK9wiY9pnSjlg3UX5RuQ+VRsN9xuWTJ0+Wx/O3w38rKqSE6v/Kj2ot+uekTau6yhhjOvFgY4wZggcbY8wQhmo2V1xxBW644YYz5f3790+OszaSbV7en8SajQq3yXZ9tmlVOAqVbqVKW6JCjHK7lW8MayNVKhE+lzUA7tMqZTH3n/I9UulvelKJMEoPYl0rvwN+Du6jnhCjwPS5Vf/yfiYuqxCy+VtQ30UVQgKofWfUHkVrNsaYDY0HG2PMEDzYGGOGMFSz2bFjB2688cYzZd7P9OCDD07Khw4dOvMz287Kr0PFKcm2tvJt4XsrzSbDtjLb6b1pM6o9MCoUJKPi3WQNoSceDXC2r4tKLVuFgFXvo0dXUSmAVEwavj4f53NPnDgxKfO7Zz2P21LpefyulUbDehBTxRPq9XtahGc2xpghLDXYRMSuiPhKRPxVRNwfET8XEXsi4s6IeGD27+7z3VhjzIXLsjOb/wDgT1prfxfAWwDcD+BWAHe11l4H4K5Z2Rhj5iI1m4jYCeDnAfxTAGitPQ/g+Yj4AIAbZ6fdDuCbAD5R1XXZZZfhuuuuO1NmW/Do0aOTcrZRqxS3fO68MpN1AG6H2g/DGgLb2lnfUPuP2JauUq4CZ9vxVWpZlW6Fn1OlgskozUa1pdqnxbqUSqei3l+uW70PvpbfT5WaR+11Uroj9z+/69zHSpPkdqp7V/qeihe0LMvMbH4WwOMA/mtEfC8i/ktEbANwTWvt0dnNHwVw9byLI+KWiDgYEQePHTu2qkYaYy58lhlsLgXwdgCfba29DcAz6DCZWmu3tdYOtNYO7N5tWceYzcoyS9+PAHiktXb3rPwVrAw2RyJiX2vt0YjYB+DowhpmRMTE5OCwhypsgao7o6Z+eRqqpvgqQyBPd6vlbBUKlftAZU2ssj0q9wBlMnAYg6puRmWarMziXtd7tSUkU20tmVeXKudwI8p0YXNbhTKpzHWV7kZtL6lMIfW3pNw1FiFnNq21xwA8HBFvmP3qPQB+AOBrAG6a/e4mAHesqgXGmE3BslOHfwHgCxFxOYAfA/hnWBmovhwRNwN4CMCHz08TjTEXA0sNNq21ewAcmHPoPee2OcaYi5Wh2xUiYmKPs02qNIYM26RKd6muV1sdVNqSahleuXar5Wl+zipsJdvSKiUN37tauuVlWbUdQS1HVxqDOpfDWail8lxf79YHtQUhh7NQ4UNUqBI+n8nPqXQTlW6o0tDOVUgJxtsVjDFD8GBjjBmCBxtjzBCGp9/N9h/rKjltLTC1M1VYQ6XZVCENlN7A9i/fi+36yh9C6RHKjbzyn2D3eG5XFWZyHlV6ld60wmux+5V/EL+fyqdE+Z9w3Rzaswq3oPqXyyr9SuXLpPpT/X1UaYjVuUpbWtimVV1ljDGdeLAxxgzBg40xZgix2u3iq7pZxOMAHgRwFYAnht14eTZqu4CN2za3q5+N2rbVtuvvtNb2qpOGDjZnbhpxsLU2zyN5Xdmo7QI2btvcrn42atvOd7tsRhljhuDBxhgzhPUabG5bp/sqNmq7gI3bNrern43atvParnXRbIwxmw+bUcaYIXiwMcYMYehgExHvi4gfRsSPImJd80xFxOcj4mhE3Jt+t+6J9yLi1RHxjVkywPsi4uMboW0RcUVEfDsivj9r12/Pfv/aiLh71q4vzaI5rgsRsWWWAeTrG6VtEXEoIv4yIu6JiIOz3637dzZrx9Dkk8MGm4jYAuA/AfhlAG8C8NGIeNOo+8/h9wC8j363ERLvvQjgN1trbwTwTgAfm/XTerftpwDe3Vp7C4C3AnhfRLwTwO8A+PSsXccA3Dy4XZmPYyWB4mk2Stt+obX21uTDst7v8jRjk0+21ob8B+DnAPxpKn8SwCdH3X9Bm14D4N5U/iGAfbOf9wH44Xq2b9aOOwC8dyO1DcArAfxfAH8fKx6nl857x4PbtH/2x/FuAF8HEBuhbQAOAbiKfrfu7xLATgD/D7NFohFtG2lGXQ/g4VR+ZPa7jcRSifdGERGvAfA2AHdjA7RtZqbcg5W0PXcC+BsAx1trp+Oiruc7/QyA3wJwOobEq7Ax2tYA/FlEfDcibpn9bt3fJdaYfHI1jBxs5gXg8Lr7AiJiO4A/BPDrrbUT6vwRtNZeaq29FSuziHcAeOO808a2CoiIXwFwtLX23fzrOaeux/f2rtba27EiH3wsIn5+HdowjzUln1wNIwebRwC8OpX3Azg88P7LcGSWcA/LJt47H0TEZVgZaL7QWvujjdQ2AGitHcdKbvd3AtgVEaejPK3XO30XgF+NiEMAvogVU+ozG6FtrbXDs3+PAvgqVgbpjfAu5yWffPv5bNvIweY7AF43WyG4HMBHsJLobiOx7on3YiUE2+cA3N9a+92N0raI2BsRu2Y/bwXwi1gRFL8B4EPr1S4AaK19srW2v7X2Gqx8V/+rtfZr6922iNgWETtO/wzglwDciw3wnbX1SD45WJR6P4C/xoqt/69Hi2LUlt8H8CiAF7Ayyt+MFTv/LgAPzP7dsw7t+gdYme7/BYB7Zv+9f73bBuDvAfjerF33Avg3s9//LIBvA/gRgD8A8Ip1fq83Avj6Rmjb7P7fn/133+lvfr3fZWrfWwEcnL3T/wFg9/lsm7crGGOGYA9iY8wQPNgYY4bgwcYYMwQPNsaYIXiwMcYMwYONMWYIHmyMMUP4/3hwBA48IJ5uAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "imshow(testX[0].reshape(64,64))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "29"
      ]
     },
     "execution_count": 97,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "testY[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "metadata": {},
   "outputs": [],
   "source": [
    "res = pipeline.predict(testX)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "metadata": {},
   "outputs": [],
   "source": [
    "res29 = testX[res == 29]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5, 4096)"
      ]
     },
     "execution_count": 106,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "res29.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "metadata": {},
   "outputs": [],
   "source": [
    "from joblib import dump, load"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['model.pipeline']"
      ]
     },
     "execution_count": 111,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dump(pipeline, 'model.pipeline')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "load('model.pipeline')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}