jshirius/twitter_reputation_programming_school.ipynb

## twitter_reputation_programming_school.ipynb
{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "#warnings.filterwarnings('ignore')\n",
    "\n",
    "# ライブラリのインポート\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import dataset\n",
    "import datetime\n",
    "import pandas as pd\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from matplotlib.font_manager import FontProperties\n",
    "import os\n",
    "import nlp_tools.string_preprocessing_tool as string_preprocessing_tool\n",
    "\n",
    "import nlplot #自然言語の可視化を手軽にできるようにしたパッケージnlplotのインポート\n",
    "\n",
    "#日付の設定\n",
    "start_day = \"2020-12-01\"\n",
    "end_day = \"2020-12-29\"\n",
    "\n",
    "#処理対象のスクール\n",
    "school_id = 1\n",
    "\n",
    "#DBから読み込む\n",
    "db = dataset.connect('mysql://root:mysql_pass@127.0.0.1:33306/affiliate_blog?charset=utf8mb4')\n",
    "programming_school_datas = db['programming_school_datas']\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'テックキャンプ'"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#対象スクールの情報取得\n",
    "school_info = db['programming_school_datas']\n",
    "school_info = school_info.find_one( id = school_id)\n",
    "\n",
    "school_info[\"name\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# スクール全体のツイート数\n",
    "\n",
    "- リツートは除外(programming_school_datasですでに除外している)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "twitter_datas = []\n",
    "begin_date = \"\"\n",
    "end_date = \"\"\n",
    "for data in programming_school_datas:\n",
    "    #print(data)\n",
    "    twitter_dict = {}\n",
    "    if(data[\"twitter_info\"]  == None):\n",
    "        continue\n",
    "    twitter_dict[\"name\"]  = data['name']\n",
    "    twitter_dict[\"features\"]  = data['features']\n",
    "    twitter_dict[\"tweet_cnt\"] = data['twitter_info']['tweet_cnt']\n",
    "    twitter_dict[\"unique_user\"] = data['twitter_info']['unique_user']\n",
    "    begin_date = data['twitter_info']['begin_date']\n",
    "    end_date = data['twitter_info']['end_date']\n",
    "    twitter_datas.append(twitter_dict)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.DataFrame(twitter_datas)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#日本語の設定\n",
    "# デフォルトのスタイルを変えてプロット\n",
    "#plt.style.use('seaborn-pastel')\n",
    "\n",
    "\n",
    "font_path = './ipamp.ttf' #任意のディレクトリを指定する\n",
    "font_prop = FontProperties(fname=font_path)\n",
    "\n",
    "#xラベルの数字文取得\n",
    "x_number_list = list(range(len(df['tweet_cnt'])))\n",
    "\n",
    "fig = plt.figure(figsize=(16,10))\n",
    "plt.bar( x_number_list,  df['tweet_cnt'] )\n",
    "\n",
    "#X軸ラベルの設定\n",
    "plt.xticks(x_number_list,df['name'], fontproperties=font_prop)\n",
    "plt.ylabel(\"ツイート回数\", fontsize = 25,fontproperties=font_prop) # (5)y軸ラベル\n",
    "plt.grid(True) # (6)目盛線表示\n",
    "\n",
    "fig.savefig(\"プログラミングスクールのプロット.png\",bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# wordcloudでポジ、ネガをそれぞれ表示する"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "#対象データを読み込む\n",
    "#ポジ、ネガを分けたファイルを読み込む\n",
    "file_name = \"posi_nega_school_id_%d.csv\" % school_id\n",
    "twitter_df = pd.read_csv(file_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "形態素　neologdの初期化\n"
     ]
    }
   ],
   "source": [
    "#形態素の初期化\n",
    "from nlp_tools.janome_data_set import JanomeDataSet\n",
    "\n",
    "print(\"形態素　neologdの初期化\")\n",
    "#morpheme_janome = JanomeDataSet('neologd')\n",
    "morpheme_janome = JanomeDataSet('')\n",
    "\n",
    "#文字列に前処理を施す\n",
    "text_list = []\n",
    "for index, row in twitter_df.iterrows():\n",
    "    text = row[\"text\"]\n",
    "    \n",
    "    #前処理\n",
    "    text = string_preprocessing_tool.remove_http(text)\n",
    "    text = string_preprocessing_tool.translate_half_width_character(text)\n",
    "    text = string_preprocessing_tool.format_text(text)\n",
    "    \n",
    "    #名詞と形容詞\n",
    "    data = morpheme_janome.text_morpheme_list(text,[\"名詞\",\"形容詞\"],stopword_file = \"./nlp_tools/stopword.txt\" )\n",
    "    text_list.append(\" \". join(data))\n",
    "    \n",
    "    #空白を入れる\n",
    "\n",
    "twitter_df[\"pre_text\"] = text_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "254"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(twitter_df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "'\\nnpt = nlplot.NLPlot(twitter_df, target_col=\\'pre_text\\')\\nwordcloud = npt.wordcloud(\\n    max_words=100,\\n    max_font_size=100,\\n    colormap=\\'tab20_r\\',\\n    save = True\\n)\\n\\n#ファイル名変更\\nos.rename(\"./wordcloud.png\", \"wordcloud_2.png\") \\n'"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def wordcloud_create(kind, twitter_df):\n",
    "    #条件設定\n",
    "    \n",
    "    tmp_df = twitter_df[twitter_df[kind] == 1]\n",
    "    \n",
    "    npt = nlplot.NLPlot(tmp_df, target_col='pre_text')\n",
    "    wordcloud = npt.wordcloud(\n",
    "        max_words=100,\n",
    "        max_font_size=100,\n",
    "        colormap='tab20_r',\n",
    "        save = True\n",
    "    )\n",
    "\n",
    "    #ファイル名変更\n",
    "    fname = \"wordcloud_%s.png\" % kind\n",
    "    os.rename(\"./wordcloud.png\", fname) \n",
    "    \n",
    "wordcloud_create(\"positive\", twitter_df)\n",
    "wordcloud_create(\"negative\", twitter_df)\n",
    "\n",
    "\n",
    "#TODO:ファイル名を「wordcloud.png」から変更する処理が必要"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 900x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#ネガとポジの分布\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.cm as cm\n",
    "\n",
    "from matplotlib.font_manager import FontProperties\n",
    "\n",
    "\n",
    "fpath = \"./ipamp.ttf\"\n",
    "fp = FontProperties(fname=fpath, size=14)\n",
    "\n",
    "positive = twitter_df[ twitter_df[\"positive\"] == 1].positive.count()\n",
    "negative = twitter_df[ twitter_df[\"negative\"] == 1].negative.count()\n",
    "general = twitter_df[ (twitter_df[\"negative\"] == 0) &  (twitter_df[\"positive\"] == 0)].negative.count()\n",
    "\n",
    "# 円グラフを描画\n",
    "data = [positive, negative, general]\n",
    "label = [\"ポジティブ\", \"ネガティブ\",\"どちらでもない\"]\n",
    "size=(9,5) #凡例を配置する関係でsizeは横長にしておきます。\n",
    "col=cm.Spectral(np.arange(len(data))/float(len(data))) #color指定はcolormapから好みのものを。\n",
    "\n",
    "plt.figure(figsize=size,dpi=100)\n",
    "plt.pie(data,colors=col,counterclock=False,startangle=90,autopct=lambda p:'{:.1f}%'.format(p) if p>=5 else '')\n",
    "plt.subplots_adjust(left=0,right=0.7)\n",
    "plt.legend(label,fancybox=True,loc='center left',bbox_to_anchor=(0.9,0.5), prop=fp)\n",
    "\n",
    "title = school_info[\"name\"] + \"のツイート分布(ツイート件数\" + str(len(twitter_df)) + \"件)\"\n",
    "plt.title(title, fontproperties=fp)\n",
    "plt.axis('equal') \n",
    "plt.savefig('figure.png',bbox_inches='tight',pad_inches=0.05)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>hashtag</th>\n",
       "      <th>id</th>\n",
       "      <th>school_id</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>スキルアップ</td>\n",
       "      <td>10240</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>テックアカデミー</td>\n",
       "      <td>10241</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>テックアカデミー</td>\n",
       "      <td>10241</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>テックアカデミー</td>\n",
       "      <td>10241</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>大学生</td>\n",
       "      <td>10243</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>駆け出しエンジニア</td>\n",
       "      <td>10246</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>駆け出しエンジニア</td>\n",
       "      <td>10246</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>駆け出しエンジニアとつながりたい</td>\n",
       "      <td>10247</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>駆け出しエンジニアとつながりたい</td>\n",
       "      <td>10247</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>プログラミング初心者と繋がりたい</td>\n",
       "      <td>10248</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2675</th>\n",
       "      <td>テックキャンプで勉強なう</td>\n",
       "      <td>637</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2676</th>\n",
       "      <td>プログラミング初心者</td>\n",
       "      <td>638</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2677</th>\n",
       "      <td>プログラミング勉強</td>\n",
       "      <td>639</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2678</th>\n",
       "      <td>テックキャンプで勉強なう</td>\n",
       "      <td>640</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2679</th>\n",
       "      <td>テックキャンプで勉強なう</td>\n",
       "      <td>644</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2680</th>\n",
       "      <td>プログラミング勉強</td>\n",
       "      <td>645</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2681</th>\n",
       "      <td>テックキャンプで勉強なう</td>\n",
       "      <td>646</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2682</th>\n",
       "      <td>テックキャンプで勉強なう</td>\n",
       "      <td>647</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2683</th>\n",
       "      <td>プログラミング初心者</td>\n",
       "      <td>648</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2684</th>\n",
       "      <td>プログラミング</td>\n",
       "      <td>650</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2685</th>\n",
       "      <td>プログラミング</td>\n",
       "      <td>650</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2686</th>\n",
       "      <td>プログラミング</td>\n",
       "      <td>650</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2687</th>\n",
       "      <td>アウトプット</td>\n",
       "      <td>651</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2688</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>653</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2689</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>653</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2690</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>653</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2691</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>653</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2692</th>\n",
       "      <td>ダイエット</td>\n",
       "      <td>654</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2693</th>\n",
       "      <td>ダイエット</td>\n",
       "      <td>654</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2694</th>\n",
       "      <td>ダイエット</td>\n",
       "      <td>654</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2695</th>\n",
       "      <td>3DCG</td>\n",
       "      <td>655</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2696</th>\n",
       "      <td>3DCG</td>\n",
       "      <td>655</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2697</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>656</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2698</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>656</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2699</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>656</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2700</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>656</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2701</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>657</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2702</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>657</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2703</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>657</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2704</th>\n",
       "      <td>微分積分</td>\n",
       "      <td>657</td>\n",
       "      <td>テックキャンプ</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2705 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "               hashtag     id school_id\n",
       "0               スキルアップ  10240   テックキャンプ\n",
       "1               スキルアップ  10240   テックキャンプ\n",
       "2               スキルアップ  10240   テックキャンプ\n",
       "3               スキルアップ  10240   テックキャンプ\n",
       "4               スキルアップ  10240   テックキャンプ\n",
       "5               スキルアップ  10240   テックキャンプ\n",
       "6               スキルアップ  10240   テックキャンプ\n",
       "7               スキルアップ  10240   テックキャンプ\n",
       "8               スキルアップ  10240   テックキャンプ\n",
       "9               スキルアップ  10240   テックキャンプ\n",
       "10            テックアカデミー  10241   テックキャンプ\n",
       "11            テックアカデミー  10241   テックキャンプ\n",
       "12            テックアカデミー  10241   テックキャンプ\n",
       "13                 大学生  10243   テックキャンプ\n",
       "14                 大学生  10243   テックキャンプ\n",
       "15                 大学生  10243   テックキャンプ\n",
       "16                 大学生  10243   テックキャンプ\n",
       "17                 大学生  10243   テックキャンプ\n",
       "18                 大学生  10243   テックキャンプ\n",
       "19                 大学生  10243   テックキャンプ\n",
       "20                 大学生  10243   テックキャンプ\n",
       "21                 大学生  10243   テックキャンプ\n",
       "22                 大学生  10243   テックキャンプ\n",
       "23                 大学生  10243   テックキャンプ\n",
       "24                 大学生  10243   テックキャンプ\n",
       "25           駆け出しエンジニア  10246   テックキャンプ\n",
       "26           駆け出しエンジニア  10246   テックキャンプ\n",
       "27    駆け出しエンジニアとつながりたい  10247   テックキャンプ\n",
       "28    駆け出しエンジニアとつながりたい  10247   テックキャンプ\n",
       "29    プログラミング初心者と繋がりたい  10248   テックキャンプ\n",
       "...                ...    ...       ...\n",
       "2675      テックキャンプで勉強なう    637   テックキャンプ\n",
       "2676        プログラミング初心者    638   テックキャンプ\n",
       "2677         プログラミング勉強    639   テックキャンプ\n",
       "2678      テックキャンプで勉強なう    640   テックキャンプ\n",
       "2679      テックキャンプで勉強なう    644   テックキャンプ\n",
       "2680         プログラミング勉強    645   テックキャンプ\n",
       "2681      テックキャンプで勉強なう    646   テックキャンプ\n",
       "2682      テックキャンプで勉強なう    647   テックキャンプ\n",
       "2683        プログラミング初心者    648   テックキャンプ\n",
       "2684           プログラミング    650   テックキャンプ\n",
       "2685           プログラミング    650   テックキャンプ\n",
       "2686           プログラミング    650   テックキャンプ\n",
       "2687            アウトプット    651   テックキャンプ\n",
       "2688              微分積分    653   テックキャンプ\n",
       "2689              微分積分    653   テックキャンプ\n",
       "2690              微分積分    653   テックキャンプ\n",
       "2691              微分積分    653   テックキャンプ\n",
       "2692             ダイエット    654   テックキャンプ\n",
       "2693             ダイエット    654   テックキャンプ\n",
       "2694             ダイエット    654   テックキャンプ\n",
       "2695              3DCG    655   テックキャンプ\n",
       "2696              3DCG    655   テックキャンプ\n",
       "2697              微分積分    656   テックキャンプ\n",
       "2698              微分積分    656   テックキャンプ\n",
       "2699              微分積分    656   テックキャンプ\n",
       "2700              微分積分    656   テックキャンプ\n",
       "2701              微分積分    657   テックキャンプ\n",
       "2702              微分積分    657   テックキャンプ\n",
       "2703              微分積分    657   テックキャンプ\n",
       "2704              微分積分    657   テックキャンプ\n",
       "\n",
       "[2705 rows x 3 columns]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#イメージ\n",
    "#プログラミングスクール、タグ、カウント\n",
    "\n",
    "import json\n",
    "twitter_datas = []\n",
    "\n",
    "\n",
    "twitter_collections = db['twitter_collections']\n",
    "twitter_collections = twitter_collections.find( order_by='-tweet_created_at' )\n",
    "twitter_collections\n",
    "\n",
    "table = db['programming_school_datas']\n",
    "school_datas = table.find( order_by='-tweet_created_at' )\n",
    "\n",
    "school_dict = {}\n",
    "for s in school_datas:\n",
    "    school_dict[s['id']] = s['name']\n",
    "\n",
    "for data in twitter_collections:\n",
    "    #print(data)\n",
    "    \n",
    "    if(school_id != data['school_id']):\n",
    "        #対象外のスクール\n",
    "        continue\n",
    "    \n",
    "    #ハッシュタグを取得する\n",
    "    json_data = json.loads(data['text_json'])\n",
    "    #print(json_data)\n",
    "    hashtags = json_data[\"hashtags\"]\n",
    "    if(len(hashtags) > 0):\n",
    "        \n",
    "        hashtags = [i[\"text\"]  for i in hashtags]\n",
    "        twitter_dict = {}\n",
    "        for tag in hashtags:\n",
    "            \n",
    "            #スクールに特化したタグ分布を作る、よって、スクール名のタグは弾く\n",
    "            if(school_dict[data['school_id'] ] ==  tag):\n",
    "                #タグ名が同じ\n",
    "                continue\n",
    "            \n",
    "            twitter_dict['id'] = data['id'] \n",
    "            twitter_dict['school_id'] = school_dict[data['school_id'] ]\n",
    "            twitter_dict['hashtag'] = tag\n",
    "            twitter_datas.append(twitter_dict)\n",
    "\n",
    "df = pd.DataFrame(twitter_datas)\n",
    "df\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds = df.groupby(['school_id','hashtag'])['id'].count().reset_index()\n",
    "ds.columns =['school_id','hashtag','count']\n",
    "ds = ds[ds[\"count\"] > 10]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
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this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},i.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},i.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},i.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},i.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},i.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var a=0;a<e;a++)this.words[a]=67108863&~this.words[a];return r>0&&(this.words[a]=~this.words[a]&67108863>>26-r),this.strip()},i.prototype.notn=function(t){return this.clone().inotn(t)},i.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,a=t%26;return this._expand(r+1),this.words[r]=e?this.words[r]|1<<a:this.words[r]&~(1<<a),this.strip()},i.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var a=0,i=0;i<n.length;i++)e=(0|r.words[i])+(0|n.words[i])+a,this.words[i]=67108863&e,a=e>>>26;for(;0!==a&&i<r.length;i++)e=(0|r.words[i])+a,this.words[i]=67108863&e,a=e>>>26;if(this.length=r.length,0!==a)this.words[this.length]=a,this.length++;else if(r!==this)for(;i<r.length;i++)this.words[i]=r.words[i];return this},i.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},i.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,a=this.cmp(t);if(0===a)return this.negative=0,this.length=1,this.words[0]=0,this;a>0?(r=this,n=t):(r=t,n=this);for(var i=0,o=0;o<n.length;o++)i=(e=(0|r.words[o])-(0|n.words[o])+i)>>26,this.words[o]=67108863&e;for(;0!==i&&o<r.length;o++)i=(e=(0|r.words[o])+i)>>26,this.words[o]=67108863&e;if(0===i&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},i.prototype.sub=function(t){return this.clone().isub(t)};var p=function(t,e,r){var n,a,i,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],h=8191&u,f=u>>>13,p=0|o[1],d=8191&p,g=p>>>13,m=0|o[2],v=8191&m,y=m>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,M=0|o[5],A=8191&M,S=M>>>13,E=0|o[6],C=8191&E,L=E>>>13,P=0|o[7],I=8191&P,z=P>>>13,O=0|o[8],D=8191&O,R=O>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,q=0|s[1],H=8191&q,G=q>>>13,Y=0|s[2],W=8191&Y,Z=Y>>>13,X=0|s[3],J=8191&X,K=X>>>13,Q=0|s[4],$=8191&Q,tt=Q>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,at=0|s[6],it=8191&at,ot=at>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ht=8191&ut,ft=ut>>>13,pt=0|s[9],dt=8191&pt,gt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var mt=(c+(n=Math.imul(h,U))|0)+((8191&(a=(a=Math.imul(h,V))+Math.imul(f,U)|0))<<13)|0;c=((i=Math.imul(f,V))+(a>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(d,U),a=(a=Math.imul(d,V))+Math.imul(g,U)|0,i=Math.imul(g,V);var vt=(c+(n=n+Math.imul(h,H)|0)|0)+((8191&(a=(a=a+Math.imul(h,G)|0)+Math.imul(f,H)|0))<<13)|0;c=((i=i+Math.imul(f,G)|0)+(a>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(v,U),a=(a=Math.imul(v,V))+Math.imul(y,U)|0,i=Math.imul(y,V),n=n+Math.imul(d,H)|0,a=(a=a+Math.imul(d,G)|0)+Math.imul(g,H)|0,i=i+Math.imul(g,G)|0;var yt=(c+(n=n+Math.imul(h,W)|0)|0)+((8191&(a=(a=a+Math.imul(h,Z)|0)+Math.imul(f,W)|0))<<13)|0;c=((i=i+Math.imul(f,Z)|0)+(a>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(b,U),a=(a=Math.imul(b,V))+Math.imul(_,U)|0,i=Math.imul(_,V),n=n+Math.imul(v,H)|0,a=(a=a+Math.imul(v,G)|0)+Math.imul(y,H)|0,i=i+Math.imul(y,G)|0,n=n+Math.imul(d,W)|0,a=(a=a+Math.imul(d,Z)|0)+Math.imul(g,W)|0,i=i+Math.imul(g,Z)|0;var xt=(c+(n=n+Math.imul(h,J)|0)|0)+((8191&(a=(a=a+Math.imul(h,K)|0)+Math.imul(f,J)|0))<<13)|0;c=((i=i+Math.imul(f,K)|0)+(a>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),a=(a=Math.imul(T,V))+Math.imul(k,U)|0,i=Math.imul(k,V),n=n+Math.imul(b,H)|0,a=(a=a+Math.imul(b,G)|0)+Math.imul(_,H)|0,i=i+Math.imul(_,G)|0,n=n+Math.imul(v,W)|0,a=(a=a+Math.imul(v,Z)|0)+Math.imul(y,W)|0,i=i+Math.imul(y,Z)|0,n=n+Math.imul(d,J)|0,a=(a=a+Math.imul(d,K)|0)+Math.imul(g,J)|0,i=i+Math.imul(g,K)|0;var bt=(c+(n=n+Math.imul(h,$)|0)|0)+((8191&(a=(a=a+Math.imul(h,tt)|0)+Math.imul(f,$)|0))<<13)|0;c=((i=i+Math.imul(f,tt)|0)+(a>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(A,U),a=(a=Math.imul(A,V))+Math.imul(S,U)|0,i=Math.imul(S,V),n=n+Math.imul(T,H)|0,a=(a=a+Math.imul(T,G)|0)+Math.imul(k,H)|0,i=i+Math.imul(k,G)|0,n=n+Math.imul(b,W)|0,a=(a=a+Math.imul(b,Z)|0)+Math.imul(_,W)|0,i=i+Math.imul(_,Z)|0,n=n+Math.imul(v,J)|0,a=(a=a+Math.imul(v,K)|0)+Math.imul(y,J)|0,i=i+Math.imul(y,K)|0,n=n+Math.imul(d,$)|0,a=(a=a+Math.imul(d,tt)|0)+Math.imul(g,$)|0,i=i+Math.imul(g,tt)|0;var _t=(c+(n=n+Math.imul(h,rt)|0)|0)+((8191&(a=(a=a+Math.imul(h,nt)|0)+Math.imul(f,rt)|0))<<13)|0;c=((i=i+Math.imul(f,nt)|0)+(a>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(C,U),a=(a=Math.imul(C,V))+Math.imul(L,U)|0,i=Math.imul(L,V),n=n+Math.imul(A,H)|0,a=(a=a+Math.imul(A,G)|0)+Math.imul(S,H)|0,i=i+Math.imul(S,G)|0,n=n+Math.imul(T,W)|0,a=(a=a+Math.imul(T,Z)|0)+Math.imul(k,W)|0,i=i+Math.imul(k,Z)|0,n=n+Math.imul(b,J)|0,a=(a=a+Math.imul(b,K)|0)+Math.imul(_,J)|0,i=i+Math.imul(_,K)|0,n=n+Math.imul(v,$)|0,a=(a=a+Math.imul(v,tt)|0)+Math.imul(y,$)|0,i=i+Math.imul(y,tt)|0,n=n+Math.imul(d,rt)|0,a=(a=a+Math.imul(d,nt)|0)+Math.imul(g,rt)|0,i=i+Math.imul(g,nt)|0;var wt=(c+(n=n+Math.imul(h,it)|0)|0)+((8191&(a=(a=a+Math.imul(h,ot)|0)+Math.imul(f,it)|0))<<13)|0;c=((i=i+Math.imul(f,ot)|0)+(a>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(I,U),a=(a=Math.imul(I,V))+Math.imul(z,U)|0,i=Math.imul(z,V),n=n+Math.imul(C,H)|0,a=(a=a+Math.imul(C,G)|0)+Math.imul(L,H)|0,i=i+Math.imul(L,G)|0,n=n+Math.imul(A,W)|0,a=(a=a+Math.imul(A,Z)|0)+Math.imul(S,W)|0,i=i+Math.imul(S,Z)|0,n=n+Math.imul(T,J)|0,a=(a=a+Math.imul(T,K)|0)+Math.imul(k,J)|0,i=i+Math.imul(k,K)|0,n=n+Math.imul(b,$)|0,a=(a=a+Math.imul(b,tt)|0)+Math.imul(_,$)|0,i=i+Math.imul(_,tt)|0,n=n+Math.imul(v,rt)|0,a=(a=a+Math.imul(v,nt)|0)+Math.imul(y,rt)|0,i=i+Math.imul(y,nt)|0,n=n+Math.imul(d,it)|0,a=(a=a+Math.imul(d,ot)|0)+Math.imul(g,it)|0,i=i+Math.imul(g,ot)|0;var Tt=(c+(n=n+Math.imul(h,lt)|0)|0)+((8191&(a=(a=a+Math.imul(h,ct)|0)+Math.imul(f,lt)|0))<<13)|0;c=((i=i+Math.imul(f,ct)|0)+(a>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(D,U),a=(a=Math.imul(D,V))+Math.imul(R,U)|0,i=Math.imul(R,V),n=n+Math.imul(I,H)|0,a=(a=a+Math.imul(I,G)|0)+Math.imul(z,H)|0,i=i+Math.imul(z,G)|0,n=n+Math.imul(C,W)|0,a=(a=a+Math.imul(C,Z)|0)+Math.imul(L,W)|0,i=i+Math.imul(L,Z)|0,n=n+Math.imul(A,J)|0,a=(a=a+Math.imul(A,K)|0)+Math.imul(S,J)|0,i=i+Math.imul(S,K)|0,n=n+Math.imul(T,$)|0,a=(a=a+Math.imul(T,tt)|0)+Math.imul(k,$)|0,i=i+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,a=(a=a+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,i=i+Math.imul(_,nt)|0,n=n+Math.imul(v,it)|0,a=(a=a+Math.imul(v,ot)|0)+Math.imul(y,it)|0,i=i+Math.imul(y,ot)|0,n=n+Math.imul(d,lt)|0,a=(a=a+Math.imul(d,ct)|0)+Math.imul(g,lt)|0,i=i+Math.imul(g,ct)|0;var kt=(c+(n=n+Math.imul(h,ht)|0)|0)+((8191&(a=(a=a+Math.imul(h,ft)|0)+Math.imul(f,ht)|0))<<13)|0;c=((i=i+Math.imul(f,ft)|0)+(a>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),a=(a=Math.imul(B,V))+Math.imul(N,U)|0,i=Math.imul(N,V),n=n+Math.imul(D,H)|0,a=(a=a+Math.imul(D,G)|0)+Math.imul(R,H)|0,i=i+Math.imul(R,G)|0,n=n+Math.imul(I,W)|0,a=(a=a+Math.imul(I,Z)|0)+Math.imul(z,W)|0,i=i+Math.imul(z,Z)|0,n=n+Math.imul(C,J)|0,a=(a=a+Math.imul(C,K)|0)+Math.imul(L,J)|0,i=i+Math.imul(L,K)|0,n=n+Math.imul(A,$)|0,a=(a=a+Math.imul(A,tt)|0)+Math.imul(S,$)|0,i=i+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,a=(a=a+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,i=i+Math.imul(k,nt)|0,n=n+Math.imul(b,it)|0,a=(a=a+Math.imul(b,ot)|0)+Math.imul(_,it)|0,i=i+Math.imul(_,ot)|0,n=n+Math.imul(v,lt)|0,a=(a=a+Math.imul(v,ct)|0)+Math.imul(y,lt)|0,i=i+Math.imul(y,ct)|0,n=n+Math.imul(d,ht)|0,a=(a=a+Math.imul(d,ft)|0)+Math.imul(g,ht)|0,i=i+Math.imul(g,ft)|0;var Mt=(c+(n=n+Math.imul(h,dt)|0)|0)+((8191&(a=(a=a+Math.imul(h,gt)|0)+Math.imul(f,dt)|0))<<13)|0;c=((i=i+Math.imul(f,gt)|0)+(a>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,H),a=(a=Math.imul(B,G))+Math.imul(N,H)|0,i=Math.imul(N,G),n=n+Math.imul(D,W)|0,a=(a=a+Math.imul(D,Z)|0)+Math.imul(R,W)|0,i=i+Math.imul(R,Z)|0,n=n+Math.imul(I,J)|0,a=(a=a+Math.imul(I,K)|0)+Math.imul(z,J)|0,i=i+Math.imul(z,K)|0,n=n+Math.imul(C,$)|0,a=(a=a+Math.imul(C,tt)|0)+Math.imul(L,$)|0,i=i+Math.imul(L,tt)|0,n=n+Math.imul(A,rt)|0,a=(a=a+Math.imul(A,nt)|0)+Math.imul(S,rt)|0,i=i+Math.imul(S,nt)|0,n=n+Math.imul(T,it)|0,a=(a=a+Math.imul(T,ot)|0)+Math.imul(k,it)|0,i=i+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,a=(a=a+Math.imul(b,ct)|0)+Math.imul(_,lt)|0,i=i+Math.imul(_,ct)|0,n=n+Math.imul(v,ht)|0,a=(a=a+Math.imul(v,ft)|0)+Math.imul(y,ht)|0,i=i+Math.imul(y,ft)|0;var At=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(a=(a=a+Math.imul(d,gt)|0)+Math.imul(g,dt)|0))<<13)|0;c=((i=i+Math.imul(g,gt)|0)+(a>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,W),a=(a=Math.imul(B,Z))+Math.imul(N,W)|0,i=Math.imul(N,Z),n=n+Math.imul(D,J)|0,a=(a=a+Math.imul(D,K)|0)+Math.imul(R,J)|0,i=i+Math.imul(R,K)|0,n=n+Math.imul(I,$)|0,a=(a=a+Math.imul(I,tt)|0)+Math.imul(z,$)|0,i=i+Math.imul(z,tt)|0,n=n+Math.imul(C,rt)|0,a=(a=a+Math.imul(C,nt)|0)+Math.imul(L,rt)|0,i=i+Math.imul(L,nt)|0,n=n+Math.imul(A,it)|0,a=(a=a+Math.imul(A,ot)|0)+Math.imul(S,it)|0,i=i+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,a=(a=a+Math.imul(T,ct)|0)+Math.imul(k,lt)|0,i=i+Math.imul(k,ct)|0,n=n+Math.imul(b,ht)|0,a=(a=a+Math.imul(b,ft)|0)+Math.imul(_,ht)|0,i=i+Math.imul(_,ft)|0;var St=(c+(n=n+Math.imul(v,dt)|0)|0)+((8191&(a=(a=a+Math.imul(v,gt)|0)+Math.imul(y,dt)|0))<<13)|0;c=((i=i+Math.imul(y,gt)|0)+(a>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,J),a=(a=Math.imul(B,K))+Math.imul(N,J)|0,i=Math.imul(N,K),n=n+Math.imul(D,$)|0,a=(a=a+Math.imul(D,tt)|0)+Math.imul(R,$)|0,i=i+Math.imul(R,tt)|0,n=n+Math.imul(I,rt)|0,a=(a=a+Math.imul(I,nt)|0)+Math.imul(z,rt)|0,i=i+Math.imul(z,nt)|0,n=n+Math.imul(C,it)|0,a=(a=a+Math.imul(C,ot)|0)+Math.imul(L,it)|0,i=i+Math.imul(L,ot)|0,n=n+Math.imul(A,lt)|0,a=(a=a+Math.imul(A,ct)|0)+Math.imul(S,lt)|0,i=i+Math.imul(S,ct)|0,n=n+Math.imul(T,ht)|0,a=(a=a+Math.imul(T,ft)|0)+Math.imul(k,ht)|0,i=i+Math.imul(k,ft)|0;var Et=(c+(n=n+Math.imul(b,dt)|0)|0)+((8191&(a=(a=a+Math.imul(b,gt)|0)+Math.imul(_,dt)|0))<<13)|0;c=((i=i+Math.imul(_,gt)|0)+(a>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,$),a=(a=Math.imul(B,tt))+Math.imul(N,$)|0,i=Math.imul(N,tt),n=n+Math.imul(D,rt)|0,a=(a=a+Math.imul(D,nt)|0)+Math.imul(R,rt)|0,i=i+Math.imul(R,nt)|0,n=n+Math.imul(I,it)|0,a=(a=a+Math.imul(I,ot)|0)+Math.imul(z,it)|0,i=i+Math.imul(z,ot)|0,n=n+Math.imul(C,lt)|0,a=(a=a+Math.imul(C,ct)|0)+Math.imul(L,lt)|0,i=i+Math.imul(L,ct)|0,n=n+Math.imul(A,ht)|0,a=(a=a+Math.imul(A,ft)|0)+Math.imul(S,ht)|0,i=i+Math.imul(S,ft)|0;var Ct=(c+(n=n+Math.imul(T,dt)|0)|0)+((8191&(a=(a=a+Math.imul(T,gt)|0)+Math.imul(k,dt)|0))<<13)|0;c=((i=i+Math.imul(k,gt)|0)+(a>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,rt),a=(a=Math.imul(B,nt))+Math.imul(N,rt)|0,i=Math.imul(N,nt),n=n+Math.imul(D,it)|0,a=(a=a+Math.imul(D,ot)|0)+Math.imul(R,it)|0,i=i+Math.imul(R,ot)|0,n=n+Math.imul(I,lt)|0,a=(a=a+Math.imul(I,ct)|0)+Math.imul(z,lt)|0,i=i+Math.imul(z,ct)|0,n=n+Math.imul(C,ht)|0,a=(a=a+Math.imul(C,ft)|0)+Math.imul(L,ht)|0,i=i+Math.imul(L,ft)|0;var Lt=(c+(n=n+Math.imul(A,dt)|0)|0)+((8191&(a=(a=a+Math.imul(A,gt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((i=i+Math.imul(S,gt)|0)+(a>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,it),a=(a=Math.imul(B,ot))+Math.imul(N,it)|0,i=Math.imul(N,ot),n=n+Math.imul(D,lt)|0,a=(a=a+Math.imul(D,ct)|0)+Math.imul(R,lt)|0,i=i+Math.imul(R,ct)|0,n=n+Math.imul(I,ht)|0,a=(a=a+Math.imul(I,ft)|0)+Math.imul(z,ht)|0,i=i+Math.imul(z,ft)|0;var Pt=(c+(n=n+Math.imul(C,dt)|0)|0)+((8191&(a=(a=a+Math.imul(C,gt)|0)+Math.imul(L,dt)|0))<<13)|0;c=((i=i+Math.imul(L,gt)|0)+(a>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),a=(a=Math.imul(B,ct))+Math.imul(N,lt)|0,i=Math.imul(N,ct),n=n+Math.imul(D,ht)|0,a=(a=a+Math.imul(D,ft)|0)+Math.imul(R,ht)|0,i=i+Math.imul(R,ft)|0;var It=(c+(n=n+Math.imul(I,dt)|0)|0)+((8191&(a=(a=a+Math.imul(I,gt)|0)+Math.imul(z,dt)|0))<<13)|0;c=((i=i+Math.imul(z,gt)|0)+(a>>>13)|0)+(It>>>26)|0,It&=67108863,n=Math.imul(B,ht),a=(a=Math.imul(B,ft))+Math.imul(N,ht)|0,i=Math.imul(N,ft);var zt=(c+(n=n+Math.imul(D,dt)|0)|0)+((8191&(a=(a=a+Math.imul(D,gt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((i=i+Math.imul(R,gt)|0)+(a>>>13)|0)+(zt>>>26)|0,zt&=67108863;var Ot=(c+(n=Math.imul(B,dt))|0)+((8191&(a=(a=Math.imul(B,gt))+Math.imul(N,dt)|0))<<13)|0;return c=((i=Math.imul(N,gt))+(a>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,l[0]=mt,l[1]=vt,l[2]=yt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=Mt,l[10]=At,l[11]=St,l[12]=Et,l[13]=Ct,l[14]=Lt,l[15]=Pt,l[16]=It,l[17]=zt,l[18]=Ot,0!==c&&(l[19]=c,r.length++),r};function d(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(p=f),i.prototype.mulTo=function(t,e){var r=this.length+t.length;return 10===this.length&&10===t.length?p(this,t,e):r<63?f(this,t,e):r<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,a=0,i=0;i<r.length-1;i++){var o=a;a=0;for(var s=67108863&n,l=Math.min(i,e.length-1),c=Math.max(0,i-t.length+1);c<=l;c++){var u=i-c,h=(0|t.words[u])*(0|e.words[c]),f=67108863&h;s=67108863&(f=f+s|0),a+=(o=(o=o+(h/67108864|0)|0)+(f>>>26)|0)>>>26,o&=67108863}r.words[i]=s,n=o,o=a}return 0!==n?r.words[i]=n:r.length--,r.strip()}(this,t,e):d(this,t,e)},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=i.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,a=0;a<e;a++)n|=(1&t)<<e-a-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,a,i){for(var o=0;o<i;o++)n[o]=e[t[o]],a[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,a,i){this.permute(i,t,e,r,n,a);for(var o=1;o<a;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<a;u+=s)for(var h=l,f=c,p=0;p<o;p++){var d=r[u+p],g=n[u+p],m=r[u+p+o],v=n[u+p+o],y=h*m-f*v;v=h*v+f*m,m=y,r[u+p]=d+m,n[u+p]=g+v,r[u+p+o]=d-m,n[u+p+o]=g-v,p!==s&&(y=l*h-c*f,f=l*f+c*h,h=y)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,a=0;for(r=r/2|0;r;r>>>=1)a++;return 1<<a+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var a=t[n];t[n]=t[r-n-1],t[r-n-1]=a,a=e[n],e[n]=-e[r-n-1],e[r-n-1]=-a}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var a=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&a,r=a<67108864?0:a/67108864|0}return t},g.prototype.convert13b=function(t,e,r,a){for(var i=0,o=0;o<e;o++)i+=0|t[o],r[2*o]=8191&i,i>>>=13,r[2*o+1]=8191&i,i>>>=13;for(o=2*e;o<a;++o)r[o]=0;n(0===i),n(0==(-8192&i))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),a=this.makeRBT(n),i=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,i,s,l,n,a),this.transform(c,i,u,h,n,a);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*h[p];l[p]=s[p]*h[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,f,i,n,a),this.conjugate(f,i,n),this.normalize13b(f,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},i.prototype.mul=function(t){var e=new i(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},i.prototype.mulf=function(t){var e=new i(null);return e.words=new Array(this.length+t.length),d(this,t,e)},i.prototype.imul=function(t){return this.clone().mulTo(t,this)},i.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var a=(0|this.words[r])*t,i=(67108863&a)+(67108863&e);e>>=26,e+=a/67108864|0,e+=i>>>26,this.words[r]=67108863&i}return 0!==e&&(this.words[r]=e,this.length++),this},i.prototype.muln=function(t){return this.clone().imuln(t)},i.prototype.sqr=function(){return this.mul(this)},i.prototype.isqr=function(){return this.imul(this.clone())},i.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,a=r%26;e[r]=(t.words[n]&1<<a)>>>a}return e}(t);if(0===e.length)return new i(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var a=r.sqr();n<e.length;n++,a=a.sqr())0!==e[n]&&(r=r.mul(a));return r},i.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,a=(t-r)/26,i=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&i,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==a){for(e=this.length-1;e>=0;e--)this.words[e+a]=this.words[e];for(e=0;e<a;e++)this.words[e]=0;this.length+=a}return this.strip()},i.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},i.prototype.iushrn=function(t,e,r){var a;n(\"number\"==typeof t&&t>=0),a=e?(e-e%26)/26:0;var i=t%26,o=Math.min((t-i)/26,this.length),s=67108863^67108863>>>i<<i,l=r;if(a-=o,a=Math.max(0,a),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=a);c--){var h=0|this.words[c];this.words[c]=u<<26-i|h>>>i,u=h&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},i.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},i.prototype.shln=function(t){return this.clone().ishln(t)},i.prototype.ushln=function(t){return this.clone().iushln(t)},i.prototype.shrn=function(t){return this.clone().ishrn(t)},i.prototype.ushrn=function(t){return this.clone().iushrn(t)},i.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,a=1<<e;return!(this.length<=r)&&!!(this.words[r]&a)},i.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var a=67108863^67108863>>>e<<e;this.words[this.length-1]&=a}return this.strip()},i.prototype.maskn=function(t){return this.clone().imaskn(t)},i.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},i.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},i.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},i.prototype.addn=function(t){return this.clone().iaddn(t)},i.prototype.subn=function(t){return this.clone().isubn(t)},i.prototype.iabs=function(){return this.negative=0,this},i.prototype.abs=function(){return this.clone().iabs()},i.prototype._ishlnsubmul=function(t,e,r){var a,i,o=t.length+r;this._expand(o);var s=0;for(a=0;a<t.length;a++){i=(0|this.words[a+r])+s;var l=(0|t.words[a])*e;s=((i-=67108863&l)>>26)-(l/67108864|0),this.words[a+r]=67108863&i}for(;a<this.length-r;a++)s=(i=(0|this.words[a+r])+s)>>26,this.words[a+r]=67108863&i;if(0===s)return this.strip();for(n(-1===s),s=0,a=0;a<this.length;a++)s=(i=-(0|this.words[a])+s)>>26,this.words[a]=67108863&i;return this.negative=1,this.strip()},i.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),a=t,o=0|a.words[a.length-1];0!==(r=26-this._countBits(o))&&(a=a.ushln(r),n.iushln(r),o=0|a.words[a.length-1]);var s,l=n.length-a.length;if(\"mod\"!==e){(s=new i(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(a,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var h=l-1;h>=0;h--){var f=67108864*(0|n.words[a.length+h])+(0|n.words[a.length+h-1]);for(f=Math.min(f/o|0,67108863),n._ishlnsubmul(a,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(a,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},i.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new i(0),mod:new i(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(a=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:a,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(a=s.div.neg()),{div:a,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new i(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new i(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new i(this.modn(t.words[0]))}:this._wordDiv(t,e);var a,o,s},i.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},i.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},i.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},i.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),a=t.andln(1),i=r.cmp(n);return i<0||1===a&&0===i?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},i.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,a=this.length-1;a>=0;a--)r=(e*r+(0|this.words[a]))%t;return r},i.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var a=(0|this.words[r])+67108864*e;this.words[r]=a/t|0,e=a%t}return this.strip()},i.prototype.divn=function(t){return this.clone().idivn(t)},i.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var a=new i(1),o=new i(0),s=new i(0),l=new i(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),h=e.clone();!e.isZero();){for(var f=0,p=1;0==(e.words[0]&p)&&f<26;++f,p<<=1);if(f>0)for(e.iushrn(f);f-- >0;)(a.isOdd()||o.isOdd())&&(a.iadd(u),o.isub(h)),a.iushrn(1),o.iushrn(1);for(var d=0,g=1;0==(r.words[0]&g)&&d<26;++d,g<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(h)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),a.isub(s),o.isub(l)):(r.isub(e),s.isub(a),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},i.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var a,o=new i(1),s=new i(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var h=0,f=1;0==(r.words[0]&f)&&h<26;++h,f<<=1);if(h>0)for(r.iushrn(h);h-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(a=0===e.cmpn(1)?o:s).cmpn(0)<0&&a.iadd(t),a},i.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var a=e.cmp(r);if(a<0){var i=e;e=r,r=i}else if(0===a||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},i.prototype.invm=function(t){return this.egcd(t).a.umod(t)},i.prototype.isEven=function(){return 0==(1&this.words[0])},i.prototype.isOdd=function(){return 1==(1&this.words[0])},i.prototype.andln=function(t){return this.words[0]&t},i.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,a=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=a,this;for(var i=a,o=r;0!==i&&o<this.length;o++){var s=0|this.words[o];i=(s+=i)>>>26,s&=67108863,this.words[o]=s}return 0!==i&&(this.words[o]=i,this.length++),this},i.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},i.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var a=0|this.words[0];e=a===t?0:a<t?-1:1}return 0!==this.negative?0|-e:e},i.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},i.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],a=0|t.words[r];if(n!==a){n<a?e=-1:n>a&&(e=1);break}}return 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       "/*!\n",
       " * The buffer module from node.js, for the browser.\n",
       " *\n",
       " * @author   Feross Aboukhadijeh <https://feross.org>\n",
       " * @license  MIT\n",
       " */\n",
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n=t(\"./compile.js\");e.exports=function(t){var e=[\"'use strict'\",\"var CACHED={}\"],r=[],a=t.funcName+\"_cwise_thunk\";e.push([\"return function \",a,\"(\",t.shimArgs.join(\",\"),\"){\"].join(\"\"));for(var i=[],o=[],s=[[\"array\",t.arrayArgs[0],\".shape.slice(\",Math.max(0,t.arrayBlockIndices[0]),t.arrayBlockIndices[0]<0?\",\"+t.arrayBlockIndices[0]+\")\":\")\"].join(\"\")],l=[],c=[],u=0;u<t.arrayArgs.length;++u){var 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2:this._point=3,this._x4=t,this._y4=e,this._context.moveTo((this._x0+4*this._x1+t)/6,(this._y0+4*this._y1+e)/6);break;default:ct(this,t,e)}this._x0=this._x1,this._x1=t,this._y0=this._y1,this._y1=e}},ft.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._y0=this._y1=NaN,this._point=0},lineEnd:function(){(this._line||0!==this._line&&3===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,e){switch(t=+t,e=+e,this._point){case 0:this._point=1;break;case 1:this._point=2;break;case 2:this._point=3;var r=(this._x0+4*this._x1+t)/6,n=(this._y0+4*this._y1+e)/6;this._line?this._context.lineTo(r,n):this._context.moveTo(r,n);break;case 3:this._point=4;default:ct(this,t,e)}this._x0=this._x1,this._x1=t,this._y0=this._y1,this._y1=e}},pt.prototype={lineStart:function(){this._x=[],this._y=[],this._basis.lineStart()},lineEnd:function(){var t=this._x,e=this._y,r=t.length-1;if(r>0)for(var 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3:this.point(this._x3,this._y3),this.point(this._x4,this._y4),this.point(this._x5,this._y5)}},point:function(t,e){if(t=+t,e=+e,this._point){var r=this._x2-t,n=this._y2-e;this._l23_a=Math.sqrt(this._l23_2a=Math.pow(r*r+n*n,this._alpha))}switch(this._point){case 0:this._point=1,this._x3=t,this._y3=e;break;case 1:this._point=2,this._context.moveTo(this._x4=t,this._y4=e);break;case 2:this._point=3,this._x5=t,this._y5=e;break;default:wt(this,t,e)}this._l01_a=this._l12_a,this._l12_a=this._l23_a,this._l01_2a=this._l12_2a,this._l12_2a=this._l23_2a,this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=e}};var At=function t(e){function r(t){return e?new Mt(t,e):new yt(t,0)}return r.alpha=function(e){return t(+e)},r}(.5);function 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