Preprocessing.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "1d5b8d7d-2867-4b23-ab4d-587e0ff7ad0b",
   "metadata": {},
   "source": [
    "### 네이버 영화 평점 리뷰 데이터 노트북"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca267689-bfc2-45fc-9684-c04c885f1153",
   "metadata": {},
   "source": [
    "#### 읽어오기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2953aea1-b1f6-4c29-b229-3e7629cb2d27",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'data/ratings_test (1).txt'"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import wget\n",
    "\n",
    "wget.download('https://github.com/e9t/nsmc/raw/master/ratings_train.txt', out='data')\n",
    "wget.download('https://github.com/e9t/nsmc/raw/master/ratings_test.txt', out='data')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "57eb0e7e-1e42-4273-95d5-8d863a810cca",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "train = pd.read_csv('data/ratings_train.txt', sep='\\t')\n",
    "test = pd.read_csv('data/ratings_test.txt', sep='\\t')\n",
    "\n",
    "# 필요없는 열은 drop\n",
    "train.drop(['id'], axis=1, inplace=True)\n",
    "test.drop(['id'], axis=1, inplace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "43bc5f78-3f71-452d-897f-b2f4d941174b",
   "metadata": {},
   "source": [
    "#### Null 값 제거하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d14ffad7-4e05-424f-ba28-61cc3d00e99b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "trainset null 개수:\n",
      "document    5\n",
      "label       0\n",
      "dtype: int64\n",
      "\n",
      "testset null 개수:\n",
      "document    3\n",
      "label       0\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# null 개수 확인\n",
    "print(f'trainset null 개수:\\n{train.isnull().sum()}\\n')\n",
    "print(f'testset null 개수:\\n{test.isnull().sum()}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fbb578b3-5c0d-499f-baeb-77daf0e86855",
   "metadata": {},
   "outputs": [],
   "source": [
    "train.dropna(inplace=True)\n",
    "test.dropna(inplace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c4f0b7f-bbcd-4049-85ae-295cac6ef340",
   "metadata": {},
   "source": [
    "#### 중복 제거하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "22890b74-901c-4def-abc5-ea7f94c8bb4a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "중복 제거 전 train length: 149995\n",
      "중복 제거 후 train length: 146182\n",
      "\n",
      "중복 제거 전 test length: 49997\n",
      "중복 제거 후 test length: 49157\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(f'중복 제거 전 train length: {len(train)}')\n",
    "train.drop_duplicates(subset=['document'], inplace=True, ignore_index=True)\n",
    "print(f'중복 제거 후 train length: {len(train)}\\n')\n",
    "print(f'중복 제거 전 test length: {len(test)}')\n",
    "test.drop_duplicates(subset=['document'], inplace=True, ignore_index=True)\n",
    "print(f'중복 제거 후 test length: {len(test)}\\n')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "94867514-82e1-43d1-bb86-551bb946e844",
   "metadata": {},
   "source": [
    "#### 전체 데이터 label 분포 확인하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "3d77bf92-7e0e-4852-b842-a524152f1989",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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uLiY4ONgIRwC9e/fmxhtv5L333muwbXs8T85nf//73zl27FiTz6uvvvqK8vLyc37ceMP8+D18+DDLli3jxhtvJCoqyrhA9/S40RxPnr9XXHEFW7du5cUXX+Tjjz9utP+9e/cyYsQI+vTpY5wbf39/oqKi2LdvX5sd95neeustfvzjH3Pttddy1VVXGS+i5mMeMWKEEY4Axo4di9vtNpaW9+7dS1RUFAMGDDDaDjBs2LA2bXtLvy3f0jlujsVi8ThEjBkzhm7d/hsfxo4dS01NTbu8NpSXl+NyubjpppsalI8bN47q6mr+9a9/GWXdu3dvsLR3ySWXAOB0Olu17y4xg3TBBRc0Klu/fj1PP/00M2bMYNiwYfTt25cPPviAzMxMjh8/3uz9nfkpHzjVKW63mxMnTnh08XdTnE6n8Wm5L7/8krvuuovo6GiWLl2K1Wqle/fuzJw5s8UXl+rqau666y5CQkJYsGABF154IT169GDx4sVG3W7duvHSSy/x/PPPs3DhQmpqarjmmmtYvHgxV111FZWVlQANpi7P1FKAbI1nn32WzZs3M3v2bKKioggICKCgoIAXXniB48ePN3ihDQkJaVA3JCSEuro6KisrjYvwly5dytKlS9u17U6ns8nHFrR8jltytvttinlpMyQk5Kzv/M7VwYMHm2xbSEgIhw8fblDWHs+T89np59WZMzVnKisro3///uf0uPGG0+mke/fuBAYGAqeucfvHP/7BrFmzuOSSS+jTpw8bNmygoKCgxfvy5Pk7a9YsunXrxoYNG1i+fDlhYWFMnz6dO++8Ezh1foqKinj99dcb3f+Zs2htpbi4mFmzZvHDH/6Qe+65h5CQECwWC7fcckuj1wDzmNOzZ0969+6Ny+Vq0Pamlv3a8sMVp1/oze05raVz3JzAwECPn5fm/Z8eg9pj3Dl9n02N+0CDccff379BcDt9PC29pp9NlwhITfnTn/7ETTfdxEMPPWSUffrppx3Slk8//ZTy8nJjmnH37t3U1NTwi1/8gt69ewMYU+EtKSoqory8nHXr1hnpGWh0QeEll1zCqlWrOHHiBH/7299Yvnw5M2bMoLCw0JgiffzxxxvNvAHt8vHLP/3pT9x+++3cc889Rtlbb73V5Lbmd9UVFRX4+vrSr18/jh8/jsVi4f7772/yaxOsVmubtPfw4cPs27ev2YGnuXN85pO4KRaLxeO2HDp0iH79+hn/r6ioaHDNg5+fn3Fx/Zntb43Q0NAmZzUqKiqMF1pp2unzk52d3eQL3OllznN53Hhjz549REVF0b17d44fP85bb73FY489ZlwHCfDb3/7Wo/vy5Pnbo0cPHnzwQR588EFKSkr43e9+xxNPPMHFF19MXFwcgYGBxMfHG9dWnenM2Zu2kp+fT79+/Xj++eeN59sXX3zR5Lbmx3xNTQ3Hjh0zxpPT1yQ2tXzclm8G9uzZQ2ho6FnH4JbOcVsxn49Dhw4BGONOjx492nTMaWqfp//fnuNOl1hia0pNTU2jB+5rr732rbejtraWZcuW0bdvX+OdZU1NDd26dWswa/LGG280Wmry8/NrlIxPf0/Omcf2/vvvn/WJ3717d2JjY0lNTeXgwYMcOXKEiy++mLCwML744gsGDx7c6N/pF+PTA2tbOH78eIM219fX43A4mtzW/CV5+fn5REVF4ePjQ+/evRkyZAifffZZk20PCws757aePHmSJ598kpMnTzJ58uQWt2/qHEPT/dcaZ35q7eTJkxQUFBAdHW2U2Wy2RuF/z549jdoILb/TiomJoaKignfffdco++abb3jzzTeNT9tJ04YOHUrPnj1xuVxNPjbPvGAW2vdxs3nzZoqLi40wVFtb2+jrT6qrqxt9oeTZHifePH8Bvve97/Hoo4/i5+dnPDZjY2PZv38/kZGRjc7N6dl1Tx+nnqipqaF79+4N3oyc7TXgr3/9a4MPseTl5WGxWLj66quNtn/++edceOGFjdp+rp+0O+309879+Mc/9mj7ps5xW52/goKCBp9QzMvLo2fPnkRGRgKnLmv5+uuvGyxtmcec0+1pqS2nr3f905/+1KD8jTfeoE+fPm12fpvSZWeQRowYwSuvvEJ0dDQXXXQRr732WoOP0beXDz74gJ49e/LNN98YXxT5xRdfkJWVZXwH0vDhw6mvryc9PZ3JkyfzySefsG7dukZLFhdffDF/+ctf2L17N0FBQQwYMIAhQ4bQu3dvHnvsMe6++27Ky8tZvXp1g2Dw8ccf88wzz5CYmEhERARHjhzhxRdf5IorrjBmjxYsWMAjjzxCdXU1cXFxdO/enQMHDpCfn8/KlSvp1asXgwYN4quvvmLLli1ERkbSr1+/ZmeXnE5nowc5nPqOjxEjRvDqq69y0UUXERQUxKuvvnrW5cTCwkJWrFjBsGHDyMvLY8+ePfziF78wbn/44YeZNm0a3bp1IyEhAX9/f8rKynjzzTd56KGHjHfqnvrXv/7FsWPHOH78OCUlJWzZsoV9+/aRkZHR4FNbZ/LkHDfVf2fOBHlq06ZNdO/encjISDZt2mR84vA0u93O448/zi9/+UsGDx5MXl4e+/fvb3Afp8/Jxo0bSUpKomfPnk0OPKNGjeKaa67hoYceYt68eQQFBbFu3TpqamqMC8WlaX379uX+++/nZz/7GV988QXDhg3j5MmTxqdB16xZ0y6Pmy+++IKioiLq6uooLy+noKCAN954g5tvvpmUlBQAAgICGDx4MGvWrKFPnz5069aNnJwc+vTp0+DrMU4HlfXr1zN8+HD69OnDoEGDPHr+nl5+u+qqq+jRowc7duygvr6e73//+wBMmzaNP/7xj9x5553cfvvthIWF8dVXX/Huu+9y7bXXMn78eC688EJ69uxJbm4uAQEB+Pr6Mnjw4GbPe35+fqPr+U5/dcn69ev52c9+Rnx8PO+//36DrzU4U48ePZg5cybTp0/n4MGDPPPMM9jtduNTVykpKfzud79j6tSp3HXXXURERFBVVUVxcTGhoaFef5muy+WiqKiI+vp6vvrqK/7yl7+wdetWRowY0ehDK2dq6Ryfrf+89fXXX/Pggw8yZcoU9u/fz5o1a7j99tuNx+ioUaPo2bMnCxcuJDU1ldLSUn73u981up9Bgwbx1ltvMWrUKHr37s3FF1/c6I1Ct27deOCBB1iyZAlBQUGMHDmSd999lw0bNjB37lyPr9VsjS4bkGbPnk1lZSVZWVnAqReRxYsXG98H015OL8n07t2bAQMGEBsbyx133NFgnfryyy/nySefZPXq1ezcuZMrrriCrKysBsuBcGq9uaysjLS0NKqrq3nyySeZNGkSWVlZPPPMM8yaNYuBAweydOlS1q5da9QLDQ0lJCSEX/7yl7hcLvr27cv111/Pww8/bGwzbtw4/P39yc7O5g9/+APdunUjIiKCG264wXgXkpiYyNtvv82zzz7LoUOHmDhxIk899dRZj72oqIgHH3ywUfm//vUvHnvsMX7605+SmZlJz549SUlJwW6389hjjzXaftmyZaxfv56XX36ZwMBAlixZwpgxY4zbv//97/Pqq6+ycuVKHnnkEU6ePMmFF17IqFGjvLq257TT56VXr16EhYUxbNgwli5d2uzH6D05x2frP2+tWLGCJ554gueffx6bzcaKFSsaXK9yyy238Pnnn/PKK69QW1vLhAkTuO+++1iyZImxTf/+/Xn00Ud55ZVX+M1vfoPNZjvrz1GsWbOGp556iieeeILjx48THR3N+vXrzxoW5b/uuecerFYr69ev51e/+hU9evTge9/7nvFJo/Z43Kxbt45169bh5+dHcHAwgwcP5he/+IXxXVen/fznP+exxx7j0UcfJSgoiP/5n/+hpqamwffRfP/732f69On8+te/5rnnnmPYsGG88sorHj1/hw4dyuuvv85LL73EyZMnufTSS1m5cqURcIKDg9m4cSPPP/88Tz75JEeOHMFqtXLNNdcYYb1Hjx48/vjjrFmzhqlTp3LixIkGF+k25ZFHHmlUdvqcPfzww/zmN79h06ZNDBkyhOzsbBISEhptn5SUhL+/P4sWLeLYsWPEx8c3WE7r0aMHv/71r8nKymLVqlVUVFQQHBxMdHR0o/Psie3bt7N9+3a6d+9OUFAQV1xxBcuWLeNHP/pRs8usLZ3js/Wft+666y4OHDjAvHnzOHnyJFOmTDE+WQyn+nLlypU888wzRmj7+c9/3uBTi3CqbzIzM5k5cybffPMNv/71r5v8/qRbbrmF2tpa1q9fzyuvvEJYWBgLFixo919xsLi9ucxdREREpAvostcgiYiIiJyNApKIiIiIiQKSiIiIiIkCkoiIiIiJApKIiIiIyXn7Mf+DB4+2vFE76NevN5WVx7rMfrvqvrviMXfUvkNDA77V/bUFjT/a93dxv11x382NP5pB8pKvr0+X2m9X3XdXPOaO3re0TM+HrrHvrnjMHb3vpiggiYiIiJgoIImIiIiYKCCJiIiImCggiYiIiJgoIImIiIiYKCCJiIiImCggiYiIiJgoIIlIp1VWVsbUqVNJTEwkKSmJ9evXA7Bq1SpGjRrFhAkTmDBhAm+99ZZRJzs7G7vdTkJCArt37zbK9+3bR3JyMna7nWXLluF2uwGora0lLS0Nu93OlClTKC0t/XYPUkQ6pfP2m7RF5LvPx8eHBQsWEBUVRXV1NTfffDMjR44EYNq0aUyfPr3B9vv378fhcOBwOHA6naSmprJjxw58fHzIyMggMzOTIUOGcM8991BYWMjo0aPZtGkTffv2ZefOnTgcDpYvX87zzz/fAUcrIp2JZpBEpNOyWq1ERUUB0KdPHwYNGoTT6Tzr9gUFBSQlJeHn50dERAQDBw6kuLgYl8tFdXU1Q4cOxWKxkJKSQkFBAQC7du1i4sSJACQkJLB3715jdklEui4FJBE5L5SWlvLRRx8RExMDwKuvvkpycjLp6ekcPnwYAKfTic1mM+qEhYXhdDobldtsNiNoOZ1OwsPDAfD19SUgIIDKyspv67BEpJPSEpuIdHpff/01c+bMYeHChfTp04fbbruNWbNmYbFYyMrK4qmnnuLJJ59scubHYrGctRxo9raz6devd4f9blRH/bhvR/6ocFfcd1c85o7et5kCkoh0aidOnGDOnDkkJyczduxYAC644ALj9ilTpnDvvfcCp2aGysvLjducTidWq7VReXl5OVar1ahTVlaGzWajrq6Oo0ePEhQU1GybOurXzkNDAzh48GiX2W9X3XdXPOaO2ndzgUxLbCLSabndbhYtWsSgQYNITU01yl0ul/F3fn4+kZGRAMTHx+NwOKitreXAgQOUlJQQHR2N1WrF39+foqIi3G43ubm5jBkzxqizdetWAHbs2MHw4cNbnEESke8+zSCJSKf13nvvsW3bNi677DImTJgAwNy5c9m+fTsff/wxAP379yczMxOAyMhIEhMTGTduHD4+PixZsgQfn1NLYRkZGaSnp1NTU0NcXBxxcXEATJ48mfnz52O32wkMDGTFihUdcKQi0tlY3OfpxzW8mYZ7qfR4O7ZEPDV9QA+v62iK+7u/7850zYGnulL/dOR+z7d967Wmc/DmtUZLbCIiIiJe0BKbfKe02Tu4jnwn+B3Yd2tmC0VEOhMFJBGRdtSmyy4dFZ4V2qUL0hKbiIiIiIkCkoiIiIiJApKIiIiIiQKSiIiIiIkCkoiIiIiJApKIiIiIiQKSiIiIiIkCkoiIiIhJiwHpP//5DxMmTDD+XXPNNbz88stUVVWRmprK2LFjSU1N5fDhw0ad7Oxs7HY7CQkJ7N692yjft28fycnJ2O12li1bxumfgautrSUtLQ273c6UKVMoLS1th0MVERER8UyLAWnQoEFs27aNbdu2sWXLFnr16oXdbicnJ4fY2Fjy8vKIjY0lJycHgP379+NwOHA4HKxdu5alS5dSX18PnPo17czMTPLy8igpKaGwsBCATZs20bdvX3bu3Mm0adNYvnx5Ox6yiIiISPO8WmLbu3cvERER9O/fn4KCAlJSUgBISUkhPz8fgIKCApKSkvDz8yMiIoKBAwdSXFyMy+WiurqaoUOHYrFYSElJoaCgAIBdu3YxceJEABISEti7d68xuyQiIiLybfPqt9gcDgfjx48HoKKiAqvVCoDVauXQoUMAOJ1OYmJijDphYWE4nU58fX2x2WxGuc1mw+l0GnXCw8NPNcjXl4CAACorKwkODj5rW/r1642vr49nDe/I3xESQ2hoQPvXU193Cq3taxGRzsLjgFRbW8uuXbuYN29es9s1NfNjsVjOWt5cneZUVh5r9nbpfA4ePOp1ndDQgFbVk47lTZ8pTIlIZ+TxElthYSFRUVFccMEFAISEhOByuQBwuVzGbI/NZqO8vNyo53Q6sVqtjcrLy8uNGSibzUZZWRkAdXV1HD16lKCgoHM7MhEREZFW8jggORwOkpKSjP/Hx8eTm5sLQG5uLmPGjDHKHQ4HtbW1HDhwgJKSEqKjo7Farfj7+1NUVITb7W5UZ+vWrQDs2LGD4cOHtziDJCIiItJePFpi++abb/jrX/9KZmamUTZjxgzS0tLYvHkz4eHhZGVlARAZGUliYiLjxo3Dx8eHJUuW4ONz6lqhjIwM0tPTqampIS4ujri4OAAmT57M/PnzsdvtBAYGsmLFirY+ThERERGPWdzn6cfFvLnG4SVduNspTB/Qw+s63l6DpL7uHLzp6/PxGiQ9Js8/Gn+6jrYaf/RN2iIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImHgWkI0eOMGfOHG666SYSExP5+9//TlVVFampqYwdO5bU1FQOHz5sbJ+dnY3dbichIYHdu3cb5fv27SM5ORm73c6yZctwu90A1NbWkpaWht1uZ8qUKZSWlrbxYYqIiIh4zqOA9LOf/YxRo0bxpz/9iW3btnHJJZeQk5NDbGwseXl5xMbGkpOTA8D+/ftxOBw4HA7Wrl3L0qVLqa+vByAjI4PMzEzy8vIoKSmhsLAQgE2bNtG3b1927tzJtGnTWL58eTsdroiIiEjLWgxI1dXVvPvuu0yePBkAPz8/+vbtS0FBASkpKQCkpKSQn58PQEFBAUlJSfj5+REREcHAgQMpLi7G5XJRXV3N0KFDsVgspKSkUFBQAMCuXbuYOHEiAAkJCezdu9eYXRIRERH5tvm2tMGBAwcIDg4mPT2djz/+mKioKBYtWkRFRQVWqxUAq9XKoUOHAHA6ncTExBj1w8LCcDqd+Pr6YrPZjHKbzYbT6TTqhIeHn2qQry8BAQFUVlYSHBx81nb169cbX18fz46y9Lhn20m7Cg0NaP966utOobV9bVZWVsYjjzzCV199Rbdu3bjlllu48847qaqq4qGHHuKLL76gf//+PP/88wQGBgKnlvg3b95Mt27dWLx4MaNGjQJOLfGnp6dTU1PD6NGjWbRoERaLhdraWh555BE+/PBDgoKCWLFiBQMGDGiT9ovI+avFgFRXV8c///lPHnvsMWJiYli2bJmxnNaUpmZ+LBbLWcubq9OcyspjLTVdOpmDB496XSc0NKBV9aRjedNnzYUpHx8fFixYQFRUFNXV1dx8882MHDmSLVu2EBsby4wZM8jJySEnJ4f58+c3WOJ3Op2kpqayY8cOfHx8jCX+IUOGcM8991BYWMjo0aMbLPE7HA6WL1/O888/3wZnQUTOZy0usdlsNmw2mzErdNNNN/HPf/6TkJAQXC4XAC6Xy5jtsdlslJeXG/WdTidWq7VReXl5uTEDZbPZKCsrA04FsqNHjxIUFNQ2Rygi5y2r1UpUVBQAffr0YdCgQTidTi3xi0i7a3EGKTQ0FJvNxn/+8x8GDRrE3r17ueSSS7jkkkvIzc1lxowZ5ObmMmbMGADi4+OZN28eqampOJ1OSkpKiI6OxsfHB39/f4qKioiJiSE3N5epU6cadbZu3crQoUPZsWMHw4cPb3EGSUS6ltLSUj766CNiYmK0xC9e0xJ/19FWS/wtBiSAxx57jIcffpgTJ04QERHBk08+ycmTJ0lLS2Pz5s2Eh4eTlZUFQGRkJImJiYwbNw4fHx+WLFmCj8+pgSQjI8O4BiAuLo64uDgAJk+ezPz587Hb7QQGBrJixYo2OTgR+W74+uuvmTNnDgsXLqRPnz5n3U5L/HI2WuLvOtpqid+jgHTllVeyZcuWRuXr169vcvv77ruP++67r1H54MGD2b59e6PyHj16sHLlSk+aIiJdzIkTJ5gzZw7JycmMHTsWwFjit1qtbbbEb7PZtMQvIgZ9k7aIdFput5tFixYxaNAgUlNTjfL4+Hhyc3MBGi3xOxwOamtrOXDggLHEb7VajSV+t9vdqM7WrVsBtMQvIgaPZpBERDrCe++9x7Zt27jsssuYMGECAHPnzmXGjBla4heRdmVxn6cf1/BmjfElXTjXKUwf0MPrOt5eA6C+7hy86eu2uqDy26TH5PlH40/X0Vbjj5bYREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREw8Ckjx8fEkJyczYcIEJk2aBEBVVRWpqamMHTuW1NRUDh8+bGyfnZ2N3W4nISGB3bt3G+X79u0jOTkZu93OsmXLcLvdANTW1pKWlobdbmfKlCmUlpa25TGKiIiIeMXjGaT169ezbds2tmzZAkBOTg6xsbHk5eURGxtLTk4OAPv378fhcOBwOFi7di1Lly6lvr4egIyMDDIzM8nLy6OkpITCwkIANm3aRN++fdm5cyfTpk1j+fLlbX2cIiIiIh5r9RJbQUEBKSkpAKSkpJCfn2+UJyUl4efnR0REBAMHDqS4uBiXy0V1dTVDhw7FYrGQkpJCQUEBALt27WLixIkAJCQksHfvXmN2SUREROTb5uvphtOnT8disXDrrbdy6623UlFRgdVqBcBqtXLo0CEAnE4nMTExRr2wsDCcTie+vr7YbDaj3Gaz4XQ6jTrh4eGnGuTrS0BAAJWVlQQHB5+1Pf369cbX18ezxpce9/QwpR2Fhga0fz31dafQ2r4WEeksPApIGzZsICwsjIqKClJTUxk0aNBZt21q5sdisZy1vLk6zamsPNZSs6WTOXjwqNd1QkMDWlVPOpY3faYwJSKdkUdLbGFhYQCEhIRgt9spLi4mJCQEl8sFgMvlMmZ7bDYb5eXlRl2n04nVam1UXl5ebsxA2Ww2ysrKAKirq+Po0aMEBQWd+9GJiIiItEKLAenYsWNUV1cbf+/Zs4fIyEji4+PJzc0FIDc3lzFjxgCnPvHmcDiora3lwIEDlJSUEB0djdVqxd/fn6KiItxud6M6W7duBWDHjh0MHz68xRkkERERkfbS4hJbRUUFs2fPBqC+vp7x48cTFxfH4MGDSUtLY/PmzYSHh5OVlQVAZGQkiYmJjBs3Dh8fH5YsWYKPz6lrhTIyMkhPT6empoa4uDji4uIAmDx5MvPnz8dutxMYGMiKFSva63hFREREWmRxn6cfF/PmGoeXdOFupzB9QA+v63h7DZL6unPwpq/Px2uQ9Jg8/2j86TraavzRN2mLiIiImCggiYiIiJgoIImIiIiYKCCJiIiImCggiYiIiJgoIImIiIiYKCCJiIiImCggiYiIiJgoIImIiIiYKCCJiIiImCggiYiIiJgoIImIiIiYKCCJiIiImCggiYiIiJgoIImIiIiYKCCJiIiImCggiUinlZ6eTmxsLOPHjzfKVq1axahRo5gwYQITJkzgrbfeMm7Lzs7GbreTkJDA7t27jfJ9+/aRnJyM3W5n2bJluN1uAGpra0lLS8NutzNlyhRKS0u/vYMTkU5NAUlEOq1Jkyaxdu3aRuXTpk1j27ZtbNu2jdGjRwOwf/9+HA4HDoeDtWvXsnTpUurr6wHIyMggMzOTvLw8SkpKKCwsBGDTpk307duXnTt3Mm3aNJYvX/7tHZyIdGoKSCLSaQ0bNozAwECPti0oKCApKQk/Pz8iIiIYOHAgxcXFuFwuqqurGTp0KBaLhZSUFAoKCgDYtWsXEydOBCAhIYG9e/cas0si0rUpIInIeefVV18lOTmZ9PR0Dh8+DIDT6cRmsxnbhIWF4XQ6G5XbbDacTqdRJzw8HABfX18CAgKorKz8Fo9ERDor345ugIiIN2677TZmzZqFxWIhKyuLp556iieffLLJmR+LxXLWcqDZ25rTr19vfH19PGtw6XHPtpN2FRoa0P711NedQmv72kwBSUTOKxdccIHx95QpU7j33nuBUzND5eXlxm1OpxOr1dqovLy8HKvVatQpKyvDZrNRV1fH0aNHCQoKarENlZXH2uho5Nty8OBRr+uEhga0qp50LG/6rLkwpSU2ETmvuFwu4+/8/HwiIyMBiI+Px+FwUFtby4EDBygpKSE6Ohqr1Yq/vz9FRUW43W5yc3MZM2aMUWfr1q0A7Nixg+HDh3s0gyQi332aQRKRTmvu3Lm88847VFZWEhcXxwMPPMA777zDxx9/DED//v3JzMwEIDIyksTERMaNG4ePjw9LlizBx+fUMlhGRgbp6enU1NQQFxdHXFwcAJMnT2b+/PnY7XYCAwNZsWJFxxyoiHQ6Fvd5+pENb6bQXtK6cKcwfUAPr+t4O8Wtvu4cvOnrtrpe4Nukx+T5R+NP19FW44+W2ERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREw8Dkj19fWkpKQwc+ZMAKqqqkhNTWXs2LGkpqZy+PBhY9vs7GzsdjsJCQns3r3bKN+3bx/JycnY7XaWLVvG6d/Jra2tJS0tDbvdzpQpUygtLW2r4xMRERHxmscB6de//jWXXHKJ8f+cnBxiY2PJy8sjNjaWnJwcAPbv34/D4cDhcLB27VqWLl1KfX09ABkZGWRmZpKXl0dJSQmFhYUAbNq0ib59+7Jz506mTZvG8uXL2/IYRURERLziUUAqLy/nzTffZPLkyUZZQUEBKSkpAKSkpJCfn2+UJyUl4efnR0REBAMHDqS4uBiXy0V1dTVDhw7FYrGQkpJCQUEBALt27WLixIkAJCQksHfvXmN2SUREROTb5uvJRk888QTz58/n66+/NsoqKiqwWq0AWK1WDh06BIDT6SQmJsbYLiwsDKfTia+vLzabzSi32Ww4nU6jTnh4+KkG+foSEBBAZWUlwcHBZ21Tv3698fX18ewoS497tp20q9DQgPavp77uFFrb1yIinUWLAenPf/4zwcHBXH311bz99tst3mFTMz8Wi+Ws5c3VaU5l5bEW2yKdy8GDR72uExoa0Kp60rG86TOFKRHpjFoMSO+//z67du2isLCQ48ePU11dzcMPP0xISAgulwur1YrL5TJme2w2G+Xl5UZ9p9OJ1WptVF5eXm7MQNlsNsrKyrDZbNTV1XH06FGCgoLa+FBFREREPNPiNUjz5s2jsLCQXbt28dxzzzF8+HCWL19OfHw8ubm5AOTm5jJmzBgA4uPjcTgc1NbWcuDAAUpKSoiOjsZqteLv709RURFut7tRna1btwKwY8cOhg8f3uIMkoiIiEh78egapKbMmDGDtLQ0Nm/eTHh4OFlZWQBERkaSmJjIuHHj8PHxYcmSJfj4nLpWKCMjg/T0dGpqaoiLiyMuLg6AyZMnM3/+fOx2O4GBgaxYsaINDk1ERESkdSzu8/TjYt5c4/CSLtztFKYP6OF1HW+vQVJfdw7e9PX5eA2SHpPnH40/XUdbjT/6Jm0REREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQRERERkxYD0vHjx5k8eTI/+tGPSEpKYuXKlQBUVVWRmprK2LFjSU1N5fDhw0ad7Oxs7HY7CQkJ7N692yjft28fycnJ2O12li1bhtvtBqC2tpa0tDTsdjtTpkyhtLS0rY9TRERExGMtBiQ/Pz/Wr1/PH//4R3Jzc9m9ezdFRUXk5OQQGxtLXl4esbGx5OTkALB//34cDgcOh4O1a9eydOlS6uvrAcjIyCAzM5O8vDxKSkooLCwEYNOmTfTt25edO3cybdo0li9f3o6HLCLni/T0dGJjYxk/frxRpjdnIvJtaDEgWSwW/P39Aairq6Ourg6LxUJBQQEpKSkApKSkkJ+fD0BBQQFJSUn4+fkRERHBwIEDKS4uxuVyUV1dzdChQ7FYLKSkpFBQUADArl27mDhxIgAJCQns3bvXGMBEpOuaNGkSa9eubVCmN2ci8m3w6Bqk+vp6JkyYwIgRIxgxYgQxMTFUVFRgtVoBsFqtHDp0CACn04nNZjPqhoWF4XQ6G5XbbDacTqdRJzw8HABfX18CAgKorKxsmyMUkfPWsGHDCAwMbFCmN2ci8m3w9WQjHx8ftm3bxpEjR5g9ezb//ve/z7ptU4OLxWI5a3lzdZrTr19vfH19Wmr6KaXHPdtO2lVoaED711Nfdwqt7WtPNPfmLCYmxtju9JszX19fr9+cBQcHt1v7ReT84FFAOq1v375cf/317N69m5CQEFwuF1arFZfLZQwoNpuN8vJyo47T6cRqtTYqLy8vNwY5m81GWVkZNpuNuro6jh49SlBQULNtqaw85k3TpRM4ePCo13VCQwNaVU86ljd91lZh6tt6cwZ6g3Y+0hu0rqOtxpQWA9KhQ4fw9fWlb9++1NTU8Ne//pV77rmH+Ph4cnNzmTFjBrm5uYwZMwaA+Ph45s2bR2pqKk6nk5KSEqKjo/Hx8cHf35+ioiJiYmLIzc1l6tSpRp2tW7cydOhQduzYwfDhwz0apESk6+noN2egN2jnI71B6zra6g1ai9cguVwu7rjjDpKTk5k8eTIjRozgxhtvZMaMGezZs4exY8eyZ88eZsyYAUBkZCSJiYmMGzeOu+++myVLluDjc+qdVkZGBosXL8Zut3PRRRcRFxcHwOTJk6mqqsJut/OrX/2Khx9+2OODE5Gu5fSbM6DRmzOHw0FtbS0HDhww3pxZrVbjzZnb7W5UZ+vWrQB6cyYiDVjc5+kVid4kxJc07dkpTB/Qw+s63r6DU193Dt70dXPv4ObOncs777xDZWUlISEhPPDAA/zwhz8kLS2NsrIywsPDycrKMmZ9XnjhBf7whz/g4+PDwoULGT16NAAffPAB6enp1NTUEBcXx2OPPYbFYuH48ePMnz+fjz76iMDAQFasWEFERESLbdZj8vyj8afraKvxRwFJvjUaoLqOthqgOis9Js8/Gn+6jrYaf/RTIyIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYKSCIiIiImCkgiIiIiJgpIIiIiIiYtBqSysjKmTp1KYmIiSUlJrF+/HoCqqipSU1MZO3YsqampHD582KiTnZ2N3W4nISGB3bt3G+X79u0jOTkZu93OsmXLcLvdANTW1pKWlobdbmfKlCmUlpa29XGKiIiIeKzFgOTj48OCBQt444032LhxI7/97W/Zv38/OTk5xMbGkpeXR2xsLDk5OQDs378fh8OBw+Fg7dq1LF26lPr6egAyMjLIzMwkLy+PkpISCgsLAdi0aRN9+/Zl586dTJs2jeXLl7fjIYuIiIg0r8WAZLVaiYqKAqBPnz4MGjQIp9NJQUEBKSkpAKSkpJCfnw9AQUEBSUlJ+Pn5ERERwcCBAykuLsblclFdXc3QoUOxWCykpKRQUFAAwK5du5g4cSIACQkJ7N2715hdEhEREfm2eXUNUmlpKR999BExMTFUVFRgtVqBUyHq0KFDADidTmw2m1EnLCwMp9PZqNxms+F0Oo064eHhAPj6+hIQEEBlZeW5HZmIiIhIK/l6uuHXX3/NnDlzWLhwIX369Dnrdk3N/FgslrOWN1enOf369cbX16elZp9Setyz7aRdhYYGtH899XWn0Nq+FhHpLDwKSCdOnGDOnDkkJyczduxYAEJCQnC5XFitVlwuF8HBwcCpmaHy8nKjrtPpxGq1NiovLy83ZqBsNhtlZWXYbDbq6uo4evQoQUFBzbapsvKYVwcqHe/gwaNe1wkNDWhVPelY3vSZwpSIdEYtLrG53W4WLVrEoEGDSE1NNcrj4+PJzc0FIDc3lzFjxhjlDoeD2tpaDhw4QElJCdHR0VitVvz9/SkqKsLtdjeqs3XrVgB27NjB8OHDW5xBEhEREWkvLc4gvffee2zbto3LLruMCRMmADB37lxmzJhBWloamzdvJjw8nKysLAAiIyNJTExk3Lhx+Pj4sGTJEnx8Ti2FZWRkkJ6eTk1NDXFxccTFxQEwefJk5s+fj91uJzAwkBUrVrTX8YqIiIi0yOI+Tz8u5s0U/ku6LqVTmD6gh9d1vF1iU193Dt709fm4xKbH5PlH40/X0Vbjj75JW0RERMREAUlERETERAFJRERExEQBSURERMREAUlERETERAFJRERExEQBSURERMREAUlERETERAFJRERExEQBSURERMREAUlERETERAFJRERExEQBSURERMREAUlERETERAFJRERExMS3oxsgItIa8fHx+Pv7061bN3x8fNiyZQtVVVU89NBDfPHFF/Tv35/nn3+ewMBAALKzs9m8eTPdunVj8eLFjBo1CoB9+/aRnp5OTU0No0ePZtGiRVgslo48NBHpBDSDJCLnrfXr17Nt2za2bNkCQE5ODrGxseTl5REbG0tOTg4A+/fvx+Fw4HA4WLt2LUuXLqW+vh6AjIwMMjMzycvLo6SkhMLCwg47HhHpPBSQROQ7o6CggJSUFABSUlLIz883ypOSkvDz8yMiIoKBAwdSXFyMy+WiurqaoUOHYrFYSElJoaCgoAOPQEQ6Cy2xich5a/r06VgsFm699VZuvfVWKioqsFqtAFitVg4dOgSA0+kkJibGqBcWFobT6cTX1xebzWaU22w2nE5ni/vt1683vr4+njWy9LgXRyTtJTQ0oP3rqa87hdb2tZkCkoiclzZs2EBYWBgVFRWkpqYyaNCgs27rdrsblVkslrOWt6Sy8ph3jZUOd/DgUa/rhIYGtKqedCxv+qy5MKUlNhE5L4WFhQEQEhKC3W6nuLiYkJAQXC4XAC6Xi+DgYODUzFB5eblR1+l0YrVaG5WXl5cbM1Ai0rUpIInIeefYsWNUV1cbf+/Zs4fIyEji4+PJzc0FIDc3lzFjxgCnPvHmcDiora3lwIEDlJSUEB0djdVqxd/fn6KiItxud4M6ItK1aYlNRM47FRUVzJ49G4D6+nrGjx9PXFwcgwcPJi0tjc2bNxMeHk5WVhYAkZGRJCYmMm7cOHx8fFiyZAk+PqeuIcrIyDA+5h8XF0dcXFyHHZeIdB4Wd1OL8OcBb9YYX9KFc53C9AE9vK7j7TUA6uvOwZu+bqsLKr9NekyefzT+dB1tNf5oiU1ERETERAFJRERExEQBSURERMREAUlERETERAFJRERExEQBSURERMREAUlERETERAFJRERExEQBSURERMREAUlERETERAFJRERExEQBSURERMREAUlERETEpMWAlJ6eTmxsLOPHjzfKqqqqSE1NZezYsaSmpnL48GHjtuzsbOx2OwkJCezevdso37dvH8nJydjtdpYtW4bb7QagtraWtLQ07HY7U6ZMobS0tC2PT0RERMRrLQakSZMmsXbt2gZlOTk5xMbGkpeXR2xsLDk5OQDs378fh8OBw+Fg7dq1LF26lPr6egAyMjLIzMwkLy+PkpISCgsLAdi0aRN9+/Zl586dTJs2jeXLl7f1MYqIiIh4pcWANGzYMAIDAxuUFRQUkJKSAkBKSgr5+flGeVJSEn5+fkRERDBw4ECKi4txuVxUV1czdOhQLBYLKSkpFBQUALBr1y4mTpwIQEJCAnv37jVml0REREQ6QquuQaqoqMBqtQJgtVo5dOgQAE6nE5vNZmwXFhaG0+lsVG6z2XA6nUad8PBwAHx9fQkICKCysrJ1RyMiIiLSBnzb8s6amvmxWCxnLW+uTkv69euNr6+PZw0rPe7ZdtKuQkMD2r+e+rpTaG1fi4h0Fq0KSCEhIbhcLqxWKy6Xi+DgYODUzFB5ebmxndPpxGq1NiovLy83ZqBsNhtlZWXYbDbq6uo4evQoQUFBLbahsvJYa5ouHejgwaNe1wkNDWhVPelY3vSZwpSIdEatWmKLj48nNzcXgNzcXMaMGWOUOxwOamtrOXDgACUlJURHR2O1WvH396eoqAi3292oztatWwHYsWMHw4cP92gGSURERKS9tDiDNHfuXN555x0qKyuJi4vjgQceYMaMGaSlpbF582bCw8PJysoCIDIyksTERMaNG4ePjw9LlizBx+fUMlhGRgbp6enU1NQQFxdHXFwcAJMnT2b+/PnY7XYCAwNZsWJFOx6uiIiISMss7vP0I2PeTOG/pOtSOoXpA3p4XcfbJTb1defgTV+fj0tsekyefzT+dB1tNf7om7RFRERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETBSQREREREwUkERERERMFJBERERETDpNQCosLCQhIQG73U5OTk5HN0dEuhCNPyJi1ikCUn19PZmZmaxduxaHw8H27dvZv39/RzdLRLoAjT8i0pROEZCKi4sZOHAgERER+Pn5kZSUREFBQUc3S0S6AI0/ItKUThGQnE4nNpvN+H9YWBhOp7MDWyQiXYXGHxFpim9HNwDA7XY3KrNYLM3WCQ0N8Pj+F3ixrXQ+6mtpTxp/pDnq666rU8wg2Ww2ysvLjf87nU6sVmsHtkhEugqNPyLSlE4RkAYPHkxJSQkHDhygtrYWh8NBfHx8RzdLRLoAjT8i0pROscTm6+vLkiVLuPvuu6mvr+fmm28mMjKyo5slIl2Axh8RaYrF3dQCvIiIiEgX1imW2EREREQ6EwUkERERERMFJJOqqipSU1MZO3YsqampHD58uNE2ZWVlTJ06lcTERJKSkli/fr1x26pVqxg1ahQTJkxgwoQJvPXWWy3us6WfOXC73Sxbtgy73U5ycjIffvihx3XPZb9//OMfSU5OJjk5mR//+Md8/PHHxm3x8fEkJyczYcIEJk2a5NV+Pdn322+/zbXXXmucx9WrV3tc91z3vXbtWmO/48eP58orr6Sqqgo4t+NOT08nNjaW8ePHN3l7e/WzJ/tuz74Wz2n8+S+NPxp/oIPHH7c08PTTT7uzs7PdbrfbnZ2d7X7mmWcabeN0Ot379u1zu91u99GjR91jx451f/LJJ2632+1euXKle+3atR7vr66uzj1mzBj3559/7j5+/Lg7OTnZuK/T3nzzTff06dPdJ0+edP/97393T5482eO657Lf9957z11VVWW04fR+3W63+8Ybb3RXVFR4fJze7vt///d/3TNmzGhV3XPd95kKCgrcU6dONf5/Lsf9zjvvuPft2+dOSkpq8vb26GdP991efS3e0fjzXxp/NP643R07/mgGyaSgoICUlBQAUlJSyM/Pb7SN1WolKioKgD59+jBo0KBWf/OuJz9zcLpNFouFIUOGcOTIEVwu1zn9RIInda+55hoCAwMBGDJkSIPvijkX7d3utqzvcDjO+q7HW8OGDTPOZ1Pao5893Xd79bV4R+PPf2n80fjT0RSQTCoqKowvibNarRw6dKjZ7UtLS/noo4+IiYkxyl599VWSk5NJT09vcor8TJ78zIF5G5vNhtPpPKefSPC27ubNm4mLi2tQNn36dCZNmsTGjRs92qe3+y4qKuJHP/oRd999N5988kmr2t3afQN888037N69m7FjxzYob+1xe9u2tujn1mjLvhbvaPxpmsaf/9L48+3pFN+D9G2bNm0aX331VaPytLQ0r+7n66+/Zs6cOSxcuJA+ffoAcNtttzFr1iwsFgtZWVk89dRTPPnkk2e9D7cHP3Nwtm08qXsu+z3tf//3f9m8eTO//e1vjbINGzYQFhZGRUUFqampDBo0iGHDhrXZvqOioti1axf+/v689dZbzJ49m7y8vHM6Zk/3fdqf//xnrrnmGoKCgoyycznu1rbtXI/ZG23d19KYxh+NP57U1/hzSkeOP10yIL388stnvS0kJASXy4XVasXlchEcHNzkdidOnGDOnDkkJyc3SPgXXHCB8feUKVO49957m22LJz9zYN6mvLwcq9XKiRMnWv0TCZ7+vMLHH3/M4sWLefHFF+nXr59RHhYWBpw6X3a7neLiYo8ftJ7s+/SADzB69GiWLl3KoUOHzvlnIbyp73A4SEpKalB2Lsftbdvaop+90R59LY1p/NH440l9jT+ndOT4oyU2k/j4eHJzcwHIzc1lzJgxjbZxu90sWrSIQYMGkZqa2uA2l8tl/J2fn9/iN/J68jMHp9vkdrspKioiICAAq9V6Tj+R4EndL7/8kgceeIBnnnmGiy++2Cg/duwY1dXVxt979uzx6puHPdn3wYMHjXcuxcXFnDx5kn79+p3zz0J4Wv/o0aO8++67Dfr/XI+7Je3Rz55qr74W72j8+S+NPxp/Onr86ZIzSM2ZMWMGaWlpbN68mfDwcLKysoBTqfl0un3vvffYtm0bl112GRMmTABg7ty5jB49mmeffdb4iGL//v3JzMxsdn9n+5mDDRs2AKemzEePHs1bb72F3W6nV69ePPHEE83W9YQn+12zZg1VVVUsXboUAB8fH7Zs2UJFRQWzZ88GoL6+nvHjxzdaMz7Xfe/YsYMNGzbg4+NDz549ee6557BYLOf8sxCe7Btg586djBw5kt69ext1z/W4586dyzvvvENlZSVxcXE88MAD1NXVGfttj372dN/t1dfiHY0/Gn9A409nGX/0UyMiIiIiJlpiExERETFRQBIRERExUUASERERMVFAEhERETFRQBIRERExUUASERERMVFAEhERETFRQBIREREx+X8wYJKCc50hvwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('seaborn')\n",
    "\n",
    "train_vlcnt = train['label'].value_counts().reset_index()\n",
    "test_vlcnt = test['label'].value_counts().reset_index()\n",
    "\n",
    "plt.subplots(constrained_layout=True)\n",
    "\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.title('Train Dataset Label Distribution', fontsize=15)\n",
    "plt.bar(train_vlcnt['index'], train_vlcnt['label'], color='skyblue')\n",
    "\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.title('Test Dataset Label Distribution', fontsize=15)\n",
    "plt.bar(test_vlcnt['index'], test_vlcnt['label'], color='skyblue')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "575645ff-ccd9-4089-bf39-7badc6dcc899",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('seaborn')\n",
    "\n",
    "train_doc_len = [len(x) for x in train['document']]\n",
    "test_doc_len = [len(x) for x in test['document']]\n",
    "\n",
    "plt.subplots(constrained_layout=True)\n",
    "\n",
    "plt.subplot(2, 1, 1)\n",
    "plt.title('Train Dataset Document Length', fontsize=20)\n",
    "plt.hist(train_doc_len, bins=30)\n",
    "\n",
    "plt.subplot(2, 1, 2)\n",
    "plt.title('Test Dataset Document Length', fontsize=20)\n",
    "plt.hist(test_doc_len, bins=30)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1588824-94d9-4e2a-8005-d1a82647870c",
   "metadata": {},
   "source": [
    "#### 정규표현식으로 한국어만 남기기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "e5800cc2-a1c7-4896-a346-a7e26bb3e8fb",
   "metadata": {},
   "outputs": [],
   "source": [
    "import re\n",
    "from tqdm import tqdm\n",
    "\n",
    "def removing_non_korean(df):\n",
    "    for idx, row in tqdm(df.iterrows(), desc='removing_non_korean', total=len(df)):\n",
    "        new_doc = re.sub('[^가-힣]', '', row['document']).strip()\n",
    "        df.loc[idx, 'document'] = new_doc\n",
    "    return df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "05d9e9d5-87e8-45b6-b63c-6433aa55d460",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "removing_non_korean: 100%|██████████| 146182/146182 [00:23<00:00, 6164.58it/s]\n",
      "removing_non_korean: 100%|██████████| 49157/49157 [00:07<00:00, 6221.34it/s]\n"
     ]
    }
   ],
   "source": [
    "train = removing_non_korean(train)\n",
    "test = removing_non_korean(test)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54ff6db1-847f-4248-867d-7ef5638fa9c0",
   "metadata": {},
   "source": [
    "#### 조사 제거하지 않은 데이터 저장"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "46ee1bb7-5a7a-45bf-8a58-d7f7a341c2b5",
   "metadata": {},
   "outputs": [],
   "source": [
    "train.to_csv('data/train_none.csv', index=False)\n",
    "test.to_csv('data/test_none.csv', index=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "210a8c33-571d-4559-a92a-aec2db9d3c75",
   "metadata": {},
   "source": [
    "#### 조사 제거하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "e4af453a-f31e-4f42-9590-95ffd81c3744",
   "metadata": {},
   "outputs": [],
   "source": [
    "tags = ['JK', 'JKS', 'JKC', 'JKG', 'JKO', 'JKB', 'JKV', 'JKQ', 'JX', 'JC', 'EP', 'EF', 'EC', 'ETN', 'ETM']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "95dc7828-b3f6-4ff7-a764-addc1ef2e7ad",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "removing josa: 100%|██████████| 146182/146182 [00:38<00:00, 3833.24it/s]\n",
      "removing josa: 100%|██████████| 49157/49157 [00:12<00:00, 3925.97it/s]\n"
     ]
    }
   ],
   "source": [
    "from konlpy.tag import Mecab\n",
    "\n",
    "m = Mecab()\n",
    "\n",
    "def remove_josa_mecab(df, tags):\n",
    "    for idx, row in tqdm(df.iterrows(), desc='removing josa', total=len(df)):\n",
    "        josa_removed = [x[0] for x in m.pos(row['document']) if x[1] not in tags]\n",
    "        df.loc[idx, 'document'] = ' '.join(josa_removed)\n",
    "    return df\n",
    "\n",
    "train_mecab = remove_josa_mecab(train, tags)\n",
    "test_mecab = remove_josa_mecab(test, tags)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "89d4dcee-3ad6-4044-b2af-18b5f2869df0",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "removing josa: 100%|██████████| 146182/146182 [01:53<00:00, 1285.80it/s]\n",
      "removing josa: 100%|██████████| 49157/49157 [00:38<00:00, 1292.33it/s]\n"
     ]
    }
   ],
   "source": [
    "from konlpy.tag import Komoran\n",
    "\n",
    "k = Komoran()\n",
    "\n",
    "def remove_josa_komoran(df, tags):\n",
    "    for idx, row in tqdm(df.iterrows(), desc='removing josa', total=len(df)):\n",
    "        josa_removed = [x[0] for x in k.pos(row['document']) if x[1] not in tags]\n",
    "        df.loc[idx, 'document'] = ' '.join(josa_removed)\n",
    "    return df\n",
    "\n",
    "train_komoran = remove_josa_komoran(train, tags)\n",
    "test_komoran = remove_josa_komoran(test, tags)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8ddfb1ff-08c9-46de-bf30-064dcdff8456",
   "metadata": {},
   "source": [
    "#### label 분포 확인하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "9085d6d5-87b6-4e7e-bd04-a4f663809fe8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('seaborn')\n",
    "\n",
    "train_mecab_vlcnt = train_mecab['label'].value_counts().reset_index()\n",
    "train_komoran_vlcnt = train_komoran['label'].value_counts().reset_index()\n",
    "\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.title('train_mecab', fontsize=20)\n",
    "plt.bar(train_mecab_vlcnt['index'], train_mecab_vlcnt['label'], color='skyblue')\n",
    "\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.title('train_komoran', fontsize=20)\n",
    "plt.bar(train_komoran_vlcnt['index'], train_komoran_vlcnt['label'], color='skyblue')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "960969dc-8d58-442b-a977-0e4d0a3919ab",
   "metadata": {
    "tags": []
   },
   "source": [
    "#### document 데이터 길이 확인해보기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7d67599b-5e6d-4151-ba26-d0068ee13405",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('seaborn')\n",
    "\n",
    "train_mecab_doc_len = [len(x) for x in train_mecab['document']]\n",
    "train_komoran_doc_len = [len(x) for x in train_komoran['document']]\n",
    "\n",
    "plt.subplots(constrained_layout=True)\n",
    "\n",
    "plt.subplot(2, 1, 1)\n",
    "plt.title('train_mecab', fontsize=20)\n",
    "plt.hist(train_mecab_doc_len, bins=30)\n",
    "\n",
    "plt.subplot(2, 1, 2)\n",
    "plt.title('train_komoran', fontsize=20)\n",
    "plt.hist(train_komoran_doc_len, bins=30)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "da1c4fb9-6421-4924-be38-a537882551be",
   "metadata": {},
   "source": [
    "#### 전처리 완료 데이터 저장하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "2e0d60ff-2487-471d-b76f-125bddd8f492",
   "metadata": {},
   "outputs": [],
   "source": [
    "train_mecab.to_csv('data/train_mecab.csv', index=False)\n",
    "test_mecab.to_csv('data/test_mecab.csv', index=False)\n",
    "\n",
    "train_komoran.to_csv('data/train_komoran.csv', index=False)\n",
    "test_komoran.to_csv('data/test_komoran.csv', index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2cc1aa98-793b-4778-b9a0-a2166cbc0fab",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "py38",
   "language": "python",
   "name": "py38"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}