{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "from matplotlib import pyplot as plt\n",
    "from sklearn import preprocessing\n",
    "from scipy.signal import savgol_filter\n",
    "from scipy.signal import find_peaks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([['cyto', 'RFP', 'area'],\n",
       "       ['cyto', 'RFP', 'cell_id'],\n",
       "       ['cyto', 'RFP', 'convex_area'],\n",
       "       ['cyto', 'RFP', 'cv_intensity'],\n",
       "       ['cyto', 'RFP', 'eccentricity'],\n",
       "       ['cyto', 'RFP', 'major_axis_length'],\n",
       "       ['cyto', 'RFP', 'max_intensity'],\n",
       "       ['cyto', 'RFP', 'mean_intensity'],\n",
       "       ['cyto', 'RFP', 'median_intensity'],\n",
       "       ['cyto', 'RFP', 'min_intensity'],\n",
       "       ['cyto', 'RFP', 'minor_axis_length'],\n",
       "       ['cyto', 'RFP', 'num_seg'],\n",
       "       ['cyto', 'RFP', 'orientation'],\n",
       "       ['cyto', 'RFP', 'parent'],\n",
       "       ['cyto', 'RFP', 'perimeter'],\n",
       "       ['cyto', 'RFP', 'solidity'],\n",
       "       ['cyto', 'RFP', 'std_intensity'],\n",
       "       ['cyto', 'RFP', 'total_intensity'],\n",
       "       ['cyto', 'RFP', 'x'],\n",
       "       ['cyto', 'RFP', 'y'],\n",
       "       ['nuc', 'RFP', 'area'],\n",
       "       ['nuc', 'RFP', 'cell_id'],\n",
       "       ['nuc', 'RFP', 'convex_area'],\n",
       "       ['nuc', 'RFP', 'cv_intensity'],\n",
       "       ['nuc', 'RFP', 'eccentricity'],\n",
       "       ['nuc', 'RFP', 'major_axis_length'],\n",
       "       ['nuc', 'RFP', 'max_intensity'],\n",
       "       ['nuc', 'RFP', 'mean_intensity'],\n",
       "       ['nuc', 'RFP', 'median_intensity'],\n",
       "       ['nuc', 'RFP', 'min_intensity'],\n",
       "       ['nuc', 'RFP', 'minor_axis_length'],\n",
       "       ['nuc', 'RFP', 'num_seg'],\n",
       "       ['nuc', 'RFP', 'orientation'],\n",
       "       ['nuc', 'RFP', 'parent'],\n",
       "       ['nuc', 'RFP', 'perimeter'],\n",
       "       ['nuc', 'RFP', 'solidity'],\n",
       "       ['nuc', 'RFP', 'std_intensity'],\n",
       "       ['nuc', 'RFP', 'total_intensity'],\n",
       "       ['nuc', 'RFP', 'x'],\n",
       "       ['nuc', 'RFP', 'y']], dtype=object)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data = np.load(\"/Users/sakaikeiichirou/CellTK/output/20201217-PKAKTR-mating/df.npz\",allow_pickle=True)\n",
    "\n",
    "arr = data['arr']\n",
    "labels = data['labels']\n",
    "time = data['time']\n",
    "labels"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "cell = range(103)# 0-10 細胞\n",
    "label1 = np.all((labels == 'cyto') | (labels == 'RFP') | (labels == 'mean_intensity'), axis=1)\n",
    "label2 = np.all((labels == 'nuc') | (labels == 'RFP') | (labels == 'mean_intensity'), axis=1)\n",
    "label3 = np.all((labels == 'cyto') | (labels == 'RFP') | (labels == 'cell_id'), axis=1)\n",
    "label4 = np.all((labels == 'nuc') | (labels == 'RFP') | (labels == 'area'), axis=1)\n",
    "label5 = np.all((labels == 'nuc') | (labels == 'RFP') | (labels == 'total_intensity'), axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
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      ],
      "text/plain": [
       "           nuc        cyto  cell_id_CellTK  nuc_area  nuc_intensity       c/n  \\\n",
       "0   631.379395  652.070496             1.0      98.0   61875.179688  1.032771   \n",
       "1   610.097473  651.362244             1.0      98.0   59789.554688  1.067636   \n",
       "2   670.208740  611.098999             1.0      99.0   66350.664062  0.911804   \n",
       "3   625.002075  586.168396             1.0      99.0   61875.203125  0.937866   \n",
       "4   614.701599  595.280884             1.0      96.0   59011.351562  0.968406   \n",
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       "47  760.558350  640.652222           113.0      57.0   43351.824219  0.842345   \n",
       "48  732.805237  605.260620           113.0      60.0   43968.312500  0.825950   \n",
       "\n",
       "    cell_id  time  \n",
       "0         0     0  \n",
       "1         0     1  \n",
       "2         0     2  \n",
       "3         0     3  \n",
       "4         0     4  \n",
       "..      ...   ...  \n",
       "44      102    44  \n",
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       "\n",
       "[5047 rows x 8 columns]"
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      ],
      "text/plain": [
       "             nuc        cyto  cell_id_CellTK  nuc_area  nuc_intensity  \\\n",
       "0     631.379395  652.070496             1.0      98.0   61875.179688   \n",
       "1     610.097473  651.362244             1.0      98.0   59789.554688   \n",
       "2     670.208740  611.098999             1.0      99.0   66350.664062   \n",
       "3     625.002075  586.168396             1.0      99.0   61875.203125   \n",
       "4     614.701599  595.280884             1.0      96.0   59011.351562   \n",
       "...          ...         ...             ...       ...            ...   \n",
       "5042  803.187744  528.949463           113.0      44.0   35340.261719   \n",
       "5043  794.455017  650.435425           113.0      57.0   45283.937500   \n",
       "5044  780.113647  579.592834           113.0      54.0   42126.136719   \n",
       "5045  760.558350  640.652222           113.0      57.0   43351.824219   \n",
       "5046  732.805237  605.260620           113.0      60.0   43968.312500   \n",
       "\n",
       "           c/n  cell_id  time        sav  \n",
       "0     1.032771        0     0  97.600000  \n",
       "1     1.067636        0     1  98.800000  \n",
       "2     0.911804        0     2  99.000000  \n",
       "3     0.937866        0     3  97.971429  \n",
       "4     0.968406        0     4  97.628571  \n",
       "...        ...      ...   ...        ...  \n",
       "5042  0.658563      102    44        NaN  \n",
       "5043  0.818719      102    45  52.885714  \n",
       "5044  0.742959      102    46  56.400000  \n",
       "5045  0.842345      102    47  58.600000  \n",
       "5046  0.825950      102    48  58.800000  \n",
       "\n",
       "[5047 rows x 9 columns]"
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     },
     "metadata": {},
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    }
   ],
   "source": [
    "df = pd.DataFrame()\n",
    "for i in cell:\n",
    "    tmp_nuc = arr[label2,cell,:][i,:]\n",
    "    tmp_cyto = arr[label1,cell,:][i,:]\n",
    "    tmp_cell_id = arr[label3,cell,:][i,:]\n",
    "    tmp_area = arr[label4,cell,:][i,:]\n",
    "    tmp_total_intensity = arr[label5,cell,:][i,:]\n",
    "    tmp = pd.DataFrame([tmp_nuc,tmp_cyto,tmp_cell_id,tmp_area,tmp_total_intensity],index=[\"nuc\",\"cyto\",\"cell_id_CellTK\",\"nuc_area\",\"nuc_intensity\"]).T\n",
    "    tmp[\"c/n\"] = tmp_cyto/tmp_nuc\n",
    "    tmp[\"cell_id\"] = np.full(49,i)\n",
    "    tmp[\"time\"] = np.arange(49)\n",
    "    df = pd.concat([df,tmp])\n",
    "display(df)\n",
    "\n",
    "df_2 = df.reset_index(drop=True)\n",
    "df_2[\"sav\"] = savgol_filter(df_2[\"nuc_area\"],5,2)\n",
    "display(df_2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "for i in df_2['cell_id'].unique():\n",
    "    sns.lineplot(data=df_2[df_2['cell_id']==i], x=\"time\", y=\"c/n\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "78"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#NaNのカウント\n",
    "lists = []\n",
    "for i in range(49):\n",
    "    df_tmp = df_2[df_2[\"time\"]==i]\n",
    "    NaN_count = df_tmp[\"c/n\"].isnull().sum()\n",
    "    lists.append(NaN_count)\n",
    "max(lists)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0.4, 1.2)"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.lineplot(data=df_2, x=\"time\", y=\"c/n\", errorbar='sd' )\n",
    "plt.xticks([0,12,24,36,48])\n",
    "plt.yticks([0.4,0.6,0.8,1.0,1.2])\n",
    "plt.ylim(0.4,1.2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "tags": []
   },
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       "      <td>931.428467</td>\n",
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       "      <td>72.0</td>\n",
       "      <td>67062.851562</td>\n",
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       "      <td>2</td>\n",
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       "      <td>3</td>\n",
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       "      <th>249</th>\n",
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       "      <th>1220</th>\n",
       "      <td>764.211487</td>\n",
       "      <td>632.399658</td>\n",
       "      <td>26.0</td>\n",
       "      <td>75.0</td>\n",
       "      <td>57315.863281</td>\n",
       "      <td>0.827519</td>\n",
       "      <td>24</td>\n",
       "      <td>44</td>\n",
       "      <td>74.400000</td>\n",
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       "    <tr>\n",
       "      <th>1221</th>\n",
       "      <td>763.351135</td>\n",
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       "      <td>76.0</td>\n",
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       "             nuc        cyto  cell_id_CellTK  nuc_area  nuc_intensity  \\\n",
       "245   778.302612  565.512756             7.0      68.0   52924.578125   \n",
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       "1224  662.110840  612.549438            26.0      82.0   54293.089844   \n",
       "\n",
       "           c/n  cell_id  time        sav  \n",
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       "247   0.714112        5     2  68.742857  \n",
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       "1224  0.925146       24    48        NaN  \n",
       "\n",
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       "      <td>75.0</td>\n",
       "      <td>57315.863281</td>\n",
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      "text/plain": [
       "            nuc        cyto  cell_id_CellTK  nuc_area  nuc_intensity  \\\n",
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       "1    890.961548  627.026733             7.0      69.0   61476.347656   \n",
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       "3    940.747498  604.788391             7.0      66.0   62089.335938   \n",
       "4    846.890015  675.476746             7.0      78.0   66057.421875   \n",
       "..          ...         ...             ...       ...            ...   \n",
       "387  764.211487  632.399658            26.0      75.0   57315.863281   \n",
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       "389  739.729065  600.724548            26.0      79.0   58438.597656   \n",
       "390  712.811890  634.782104            26.0      72.0   51322.457031   \n",
       "391  662.110840  612.549438            26.0      82.0   54293.089844   \n",
       "\n",
       "          c/n  cell_id  time        sav  \n",
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       "2    0.714112        5     2  68.742857  \n",
       "3    0.642881        5     3  70.885714  \n",
       "4    0.797597        5     4  74.057143  \n",
       "..        ...      ...   ...        ...  \n",
       "387  0.827519       24    44  74.400000  \n",
       "388  0.802753       24    45  77.457143  \n",
       "389  0.812087       24    46  75.657143  \n",
       "390  0.890532       24    47        NaN  \n",
       "391  0.925146       24    48        NaN  \n",
       "\n",
       "[392 rows x 9 columns]"
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     },
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    },
    {
     "data": {
      "text/plain": [
       "8"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#NaNを除く\n",
    "df_dropna = pd.DataFrame()\n",
    "for i in cell:\n",
    "    df_tmp = df_2[df_2[\"cell_id\"]==i]\n",
    "    if df_tmp[\"c/n\"].isnull().sum() == 0: #NaNを含むデータの削除\n",
    "        df_dropna = pd.concat([df_dropna,df_tmp])\n",
    "\n",
    "display(df_dropna)\n",
    "df_dropna['cell_id'].nunique()\n",
    "df_dropna_2 = df_dropna.reset_index(drop=True)\n",
    "display(df_dropna_2)\n",
    "df_dropna_2['cell_id'].nunique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
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       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>0.949597</td>\n",
       "      <td>0.892541</td>\n",
       "      <td>0.969320</td>\n",
       "      <td>0.948296</td>\n",
       "      <td>0.954160</td>\n",
       "      <td>0.934641</td>\n",
       "      <td>1.001853</td>\n",
       "      <td>1.059008</td>\n",
       "      <td>1.069426</td>\n",
       "      <td>1.017764</td>\n",
       "      <td>...</td>\n",
       "      <td>0.959127</td>\n",
       "      <td>1.038254</td>\n",
       "      <td>1.218195</td>\n",
       "      <td>1.187555</td>\n",
       "      <td>1.181965</td>\n",
       "      <td>1.251580</td>\n",
       "      <td>1.245025</td>\n",
       "      <td>1.357071</td>\n",
       "      <td>1.330591</td>\n",
       "      <td>50.437228</td>\n",
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       "      <th>1</th>\n",
       "      <td>1.018857</td>\n",
       "      <td>0.998410</td>\n",
       "      <td>1.011859</td>\n",
       "      <td>1.044959</td>\n",
       "      <td>1.009956</td>\n",
       "      <td>0.992243</td>\n",
       "      <td>1.024513</td>\n",
       "      <td>1.058028</td>\n",
       "      <td>1.019956</td>\n",
       "      <td>0.968173</td>\n",
       "      <td>...</td>\n",
       "      <td>1.263065</td>\n",
       "      <td>1.226765</td>\n",
       "      <td>1.155211</td>\n",
       "      <td>1.211423</td>\n",
       "      <td>1.195607</td>\n",
       "      <td>1.145404</td>\n",
       "      <td>1.205466</td>\n",
       "      <td>1.297535</td>\n",
       "      <td>1.214744</td>\n",
       "      <td>50.393267</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.726598</td>\n",
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       "      <td>0.714112</td>\n",
       "      <td>0.642881</td>\n",
       "      <td>0.797597</td>\n",
       "      <td>0.845219</td>\n",
       "      <td>0.906810</td>\n",
       "      <td>0.903888</td>\n",
       "      <td>1.029487</td>\n",
       "      <td>1.003702</td>\n",
       "      <td>...</td>\n",
       "      <td>1.102932</td>\n",
       "      <td>1.165754</td>\n",
       "      <td>1.206428</td>\n",
       "      <td>1.141587</td>\n",
       "      <td>1.206251</td>\n",
       "      <td>1.193377</td>\n",
       "      <td>1.194637</td>\n",
       "      <td>1.095980</td>\n",
       "      <td>1.097980</td>\n",
       "      <td>46.666868</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.922765</td>\n",
       "      <td>0.781348</td>\n",
       "      <td>0.817657</td>\n",
       "      <td>0.820006</td>\n",
       "      <td>0.872587</td>\n",
       "      <td>0.884103</td>\n",
       "      <td>0.917995</td>\n",
       "      <td>0.939567</td>\n",
       "      <td>0.942608</td>\n",
       "      <td>0.922485</td>\n",
       "      <td>...</td>\n",
       "      <td>0.817053</td>\n",
       "      <td>0.994573</td>\n",
       "      <td>1.043170</td>\n",
       "      <td>1.117318</td>\n",
       "      <td>1.122524</td>\n",
       "      <td>1.059465</td>\n",
       "      <td>0.974191</td>\n",
       "      <td>1.006437</td>\n",
       "      <td>1.043743</td>\n",
       "      <td>45.110730</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1.032771</td>\n",
       "      <td>1.067636</td>\n",
       "      <td>0.911804</td>\n",
       "      <td>0.937866</td>\n",
       "      <td>0.968406</td>\n",
       "      <td>0.952117</td>\n",
       "      <td>1.055387</td>\n",
       "      <td>1.024936</td>\n",
       "      <td>1.016990</td>\n",
       "      <td>0.999471</td>\n",
       "      <td>...</td>\n",
       "      <td>0.957918</td>\n",
       "      <td>0.833480</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.094948</td>\n",
       "      <td>0.921935</td>\n",
       "      <td>1.062213</td>\n",
       "      <td>1.080750</td>\n",
       "      <td>44.544500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>98</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.193810</td>\n",
       "      <td>0.794049</td>\n",
       "      <td>0.834925</td>\n",
       "      <td>0.798205</td>\n",
       "      <td>0.801760</td>\n",
       "      <td>0.748455</td>\n",
       "      <td>5.171204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>99</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>5.091612</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.797146</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.905515</td>\n",
       "      <td>0.658563</td>\n",
       "      <td>0.818719</td>\n",
       "      <td>0.742959</td>\n",
       "      <td>0.842345</td>\n",
       "      <td>0.825950</td>\n",
       "      <td>4.794050</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.801815</td>\n",
       "      <td>0.815597</td>\n",
       "      <td>0.698161</td>\n",
       "      <td>0.671207</td>\n",
       "      <td>0.727087</td>\n",
       "      <td>0.715472</td>\n",
       "      <td>4.429339</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>103 rows × 50 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            0         1         2         3         4         5         6  \\\n",
       "0    0.949597  0.892541  0.969320  0.948296  0.954160  0.934641  1.001853   \n",
       "1    1.018857  0.998410  1.011859  1.044959  1.009956  0.992243  1.024513   \n",
       "2    0.726598  0.703764  0.714112  0.642881  0.797597  0.845219  0.906810   \n",
       "3    0.922765  0.781348  0.817657  0.820006  0.872587  0.884103  0.917995   \n",
       "4    1.032771  1.067636  0.911804  0.937866  0.968406  0.952117  1.055387   \n",
       "..        ...       ...       ...       ...       ...       ...       ...   \n",
       "98        NaN       NaN       NaN       NaN       NaN       NaN       NaN   \n",
       "99        NaN       NaN       NaN       NaN       NaN       NaN       NaN   \n",
       "100       NaN       NaN       NaN       NaN       NaN       NaN       NaN   \n",
       "101       NaN       NaN       NaN       NaN       NaN       NaN       NaN   \n",
       "102       NaN       NaN       NaN       NaN       NaN       NaN       NaN   \n",
       "\n",
       "            7         8         9  ...        40        41        42  \\\n",
       "0    1.059008  1.069426  1.017764  ...  0.959127  1.038254  1.218195   \n",
       "1    1.058028  1.019956  0.968173  ...  1.263065  1.226765  1.155211   \n",
       "2    0.903888  1.029487  1.003702  ...  1.102932  1.165754  1.206428   \n",
       "3    0.939567  0.942608  0.922485  ...  0.817053  0.994573  1.043170   \n",
       "4    1.024936  1.016990  0.999471  ...  0.957918  0.833480       NaN   \n",
       "..        ...       ...       ...  ...       ...       ...       ...   \n",
       "98        NaN       NaN       NaN  ...       NaN       NaN       NaN   \n",
       "99        NaN       NaN       NaN  ...       NaN       NaN       NaN   \n",
       "100       NaN       NaN       NaN  ...       NaN       NaN       NaN   \n",
       "101       NaN       NaN       NaN  ...       NaN       NaN       NaN   \n",
       "102       NaN       NaN       NaN  ...       NaN       NaN       NaN   \n",
       "\n",
       "           43        44        45        46        47        48        sum  \n",
       "0    1.187555  1.181965  1.251580  1.245025  1.357071  1.330591  50.437228  \n",
       "1    1.211423  1.195607  1.145404  1.205466  1.297535  1.214744  50.393267  \n",
       "2    1.141587  1.206251  1.193377  1.194637  1.095980  1.097980  46.666868  \n",
       "3    1.117318  1.122524  1.059465  0.974191  1.006437  1.043743  45.110730  \n",
       "4         NaN       NaN  1.094948  0.921935  1.062213  1.080750  44.544500  \n",
       "..        ...       ...       ...       ...       ...       ...        ...  \n",
       "98   1.193810  0.794049  0.834925  0.798205  0.801760  0.748455   5.171204  \n",
       "99        NaN       NaN       NaN       NaN       NaN       NaN   5.091612  \n",
       "100       NaN       NaN       NaN       NaN       NaN       NaN   4.797146  \n",
       "101  0.905515  0.658563  0.818719  0.742959  0.842345  0.825950   4.794050  \n",
       "102  0.801815  0.815597  0.698161  0.671207  0.727087  0.715472   4.429339  \n",
       "\n",
       "[103 rows x 50 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_heat =  pd.DataFrame()\n",
    "for i in df_2[\"cell_id\"].unique():\n",
    "    df_tmp =  df_2[\"c/n\"][df_2[\"cell_id\"]==i].reset_index(drop=True)\n",
    "    df_heat = pd.concat([df_heat,df_tmp],axis=1)\n",
    "df_T = df_heat.T\n",
    "#display(df_T)\n",
    "\n",
    "heat_sort = df_T\n",
    "heat_sort[\"sum\"] = df_T.sum(axis=1)\n",
    "heat_sort = heat_sort.sort_values(\"sum\",ascending=False).reset_index(drop=True)\n",
    "display(heat_sort)\n",
    "\n",
    "sns.heatmap(heat_sort.iloc[:,:-1],vmax=1.2,vmin=0.2)\n",
    "#plt.savefig(\"20231017-PKAKTR-SK186-2.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "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>0</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "      <th>8</th>\n",
       "      <th>9</th>\n",
       "      <th>...</th>\n",
       "      <th>40</th>\n",
       "      <th>41</th>\n",
       "      <th>42</th>\n",
       "      <th>43</th>\n",
       "      <th>44</th>\n",
       "      <th>45</th>\n",
       "      <th>46</th>\n",
       "      <th>47</th>\n",
       "      <th>48</th>\n",
       "      <th>sum</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.949597</td>\n",
       "      <td>0.892541</td>\n",
       "      <td>0.969320</td>\n",
       "      <td>0.948296</td>\n",
       "      <td>0.954160</td>\n",
       "      <td>0.934641</td>\n",
       "      <td>1.001853</td>\n",
       "      <td>1.059008</td>\n",
       "      <td>1.069426</td>\n",
       "      <td>1.017764</td>\n",
       "      <td>...</td>\n",
       "      <td>0.959127</td>\n",
       "      <td>1.038254</td>\n",
       "      <td>1.218195</td>\n",
       "      <td>1.187555</td>\n",
       "      <td>1.181965</td>\n",
       "      <td>1.251580</td>\n",
       "      <td>1.245025</td>\n",
       "      <td>1.357071</td>\n",
       "      <td>1.330591</td>\n",
       "      <td>50.437228</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1.018857</td>\n",
       "      <td>0.998410</td>\n",
       "      <td>1.011859</td>\n",
       "      <td>1.044959</td>\n",
       "      <td>1.009956</td>\n",
       "      <td>0.992243</td>\n",
       "      <td>1.024513</td>\n",
       "      <td>1.058028</td>\n",
       "      <td>1.019956</td>\n",
       "      <td>0.968173</td>\n",
       "      <td>...</td>\n",
       "      <td>1.263065</td>\n",
       "      <td>1.226765</td>\n",
       "      <td>1.155211</td>\n",
       "      <td>1.211423</td>\n",
       "      <td>1.195607</td>\n",
       "      <td>1.145404</td>\n",
       "      <td>1.205466</td>\n",
       "      <td>1.297535</td>\n",
       "      <td>1.214744</td>\n",
       "      <td>50.393267</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.726598</td>\n",
       "      <td>0.703764</td>\n",
       "      <td>0.714112</td>\n",
       "      <td>0.642881</td>\n",
       "      <td>0.797597</td>\n",
       "      <td>0.845219</td>\n",
       "      <td>0.906810</td>\n",
       "      <td>0.903888</td>\n",
       "      <td>1.029487</td>\n",
       "      <td>1.003702</td>\n",
       "      <td>...</td>\n",
       "      <td>1.102932</td>\n",
       "      <td>1.165754</td>\n",
       "      <td>1.206428</td>\n",
       "      <td>1.141587</td>\n",
       "      <td>1.206251</td>\n",
       "      <td>1.193377</td>\n",
       "      <td>1.194637</td>\n",
       "      <td>1.095980</td>\n",
       "      <td>1.097980</td>\n",
       "      <td>46.666868</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.922765</td>\n",
       "      <td>0.781348</td>\n",
       "      <td>0.817657</td>\n",
       "      <td>0.820006</td>\n",
       "      <td>0.872587</td>\n",
       "      <td>0.884103</td>\n",
       "      <td>0.917995</td>\n",
       "      <td>0.939567</td>\n",
       "      <td>0.942608</td>\n",
       "      <td>0.922485</td>\n",
       "      <td>...</td>\n",
       "      <td>0.817053</td>\n",
       "      <td>0.994573</td>\n",
       "      <td>1.043170</td>\n",
       "      <td>1.117318</td>\n",
       "      <td>1.122524</td>\n",
       "      <td>1.059465</td>\n",
       "      <td>0.974191</td>\n",
       "      <td>1.006437</td>\n",
       "      <td>1.043743</td>\n",
       "      <td>45.110730</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1.077662</td>\n",
       "      <td>1.138995</td>\n",
       "      <td>1.042852</td>\n",
       "      <td>1.120010</td>\n",
       "      <td>1.126836</td>\n",
       "      <td>1.000584</td>\n",
       "      <td>0.956947</td>\n",
       "      <td>1.022942</td>\n",
       "      <td>0.927019</td>\n",
       "      <td>0.899393</td>\n",
       "      <td>...</td>\n",
       "      <td>0.899262</td>\n",
       "      <td>0.909205</td>\n",
       "      <td>1.009297</td>\n",
       "      <td>0.906015</td>\n",
       "      <td>0.817220</td>\n",
       "      <td>0.712576</td>\n",
       "      <td>0.902584</td>\n",
       "      <td>0.813840</td>\n",
       "      <td>0.807195</td>\n",
       "      <td>44.254944</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1.130260</td>\n",
       "      <td>1.076677</td>\n",
       "      <td>1.006540</td>\n",
       "      <td>1.008871</td>\n",
       "      <td>1.029734</td>\n",
       "      <td>0.910807</td>\n",
       "      <td>0.907097</td>\n",
       "      <td>0.886559</td>\n",
       "      <td>0.860312</td>\n",
       "      <td>0.898637</td>\n",
       "      <td>...</td>\n",
       "      <td>0.904958</td>\n",
       "      <td>0.751175</td>\n",
       "      <td>0.756242</td>\n",
       "      <td>0.786730</td>\n",
       "      <td>0.907457</td>\n",
       "      <td>0.804729</td>\n",
       "      <td>0.984117</td>\n",
       "      <td>1.026825</td>\n",
       "      <td>0.979290</td>\n",
       "      <td>44.145890</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>0.836502</td>\n",
       "      <td>0.871300</td>\n",
       "      <td>0.914461</td>\n",
       "      <td>0.890506</td>\n",
       "      <td>0.916582</td>\n",
       "      <td>0.924223</td>\n",
       "      <td>0.813281</td>\n",
       "      <td>0.933831</td>\n",
       "      <td>0.886805</td>\n",
       "      <td>0.921183</td>\n",
       "      <td>...</td>\n",
       "      <td>0.922378</td>\n",
       "      <td>0.891434</td>\n",
       "      <td>0.746491</td>\n",
       "      <td>0.842014</td>\n",
       "      <td>0.825187</td>\n",
       "      <td>0.912558</td>\n",
       "      <td>0.982578</td>\n",
       "      <td>0.897389</td>\n",
       "      <td>0.934093</td>\n",
       "      <td>42.164062</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>0.623727</td>\n",
       "      <td>0.695840</td>\n",
       "      <td>0.529479</td>\n",
       "      <td>0.572524</td>\n",
       "      <td>0.564623</td>\n",
       "      <td>0.624924</td>\n",
       "      <td>0.819714</td>\n",
       "      <td>0.817189</td>\n",
       "      <td>0.959135</td>\n",
       "      <td>1.009863</td>\n",
       "      <td>...</td>\n",
       "      <td>0.746295</td>\n",
       "      <td>0.810380</td>\n",
       "      <td>0.771778</td>\n",
       "      <td>0.786081</td>\n",
       "      <td>0.827519</td>\n",
       "      <td>0.802753</td>\n",
       "      <td>0.812087</td>\n",
       "      <td>0.890532</td>\n",
       "      <td>0.925146</td>\n",
       "      <td>38.513013</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>8 rows × 50 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "          0         1         2         3         4         5         6  \\\n",
       "0  0.949597  0.892541  0.969320  0.948296  0.954160  0.934641  1.001853   \n",
       "1  1.018857  0.998410  1.011859  1.044959  1.009956  0.992243  1.024513   \n",
       "2  0.726598  0.703764  0.714112  0.642881  0.797597  0.845219  0.906810   \n",
       "3  0.922765  0.781348  0.817657  0.820006  0.872587  0.884103  0.917995   \n",
       "4  1.077662  1.138995  1.042852  1.120010  1.126836  1.000584  0.956947   \n",
       "5  1.130260  1.076677  1.006540  1.008871  1.029734  0.910807  0.907097   \n",
       "6  0.836502  0.871300  0.914461  0.890506  0.916582  0.924223  0.813281   \n",
       "7  0.623727  0.695840  0.529479  0.572524  0.564623  0.624924  0.819714   \n",
       "\n",
       "          7         8         9  ...        40        41        42        43  \\\n",
       "0  1.059008  1.069426  1.017764  ...  0.959127  1.038254  1.218195  1.187555   \n",
       "1  1.058028  1.019956  0.968173  ...  1.263065  1.226765  1.155211  1.211423   \n",
       "2  0.903888  1.029487  1.003702  ...  1.102932  1.165754  1.206428  1.141587   \n",
       "3  0.939567  0.942608  0.922485  ...  0.817053  0.994573  1.043170  1.117318   \n",
       "4  1.022942  0.927019  0.899393  ...  0.899262  0.909205  1.009297  0.906015   \n",
       "5  0.886559  0.860312  0.898637  ...  0.904958  0.751175  0.756242  0.786730   \n",
       "6  0.933831  0.886805  0.921183  ...  0.922378  0.891434  0.746491  0.842014   \n",
       "7  0.817189  0.959135  1.009863  ...  0.746295  0.810380  0.771778  0.786081   \n",
       "\n",
       "         44        45        46        47        48        sum  \n",
       "0  1.181965  1.251580  1.245025  1.357071  1.330591  50.437228  \n",
       "1  1.195607  1.145404  1.205466  1.297535  1.214744  50.393267  \n",
       "2  1.206251  1.193377  1.194637  1.095980  1.097980  46.666868  \n",
       "3  1.122524  1.059465  0.974191  1.006437  1.043743  45.110730  \n",
       "4  0.817220  0.712576  0.902584  0.813840  0.807195  44.254944  \n",
       "5  0.907457  0.804729  0.984117  1.026825  0.979290  44.145890  \n",
       "6  0.825187  0.912558  0.982578  0.897389  0.934093  42.164062  \n",
       "7  0.827519  0.802753  0.812087  0.890532  0.925146  38.513013  \n",
       "\n",
       "[8 rows x 50 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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qDz+yxhW10hr+9u1P7OUlec+Os8Y9Qf6JYSrsC7N8X9r7YbvO9vq96fbftbINFdZ4jL16mSP238OKDzYEqUE6uv2f1rg33v67FPefGfYTJNk/JE+PPtZ49e7N1rgp2WGPb99qP398vDWu+ER7/HRw2chAi0kGAABoKdw2TUAyAACAk8uSAdYMAADgcowMAADg4LZpAkYGAABwMP7wbaF69tlnlZ6ertjYWGVkZGjVqlXW41999VVdeOGFatu2rVJTU3X77bfr0KFDIZ2TZAAAgBZi8eLFmjp1qqZNm6YNGzZo6NChGjVqlIqLi+s8fvXq1crOztb48eO1adMm/eEPf9DHH3+sCRMmhHRekgEAAByaa2Tgqaee0vjx4zVhwgT17dtXs2fPVlpamvLz8+s8ft26derVq5d+/vOfKz09XZdddpnuuusurV+/PqTzkgwAAOBkPGHbfD6fDh8+HLD5fLXvp1FRUaHCwkJlZWUF7M/KytKaNWvqbObgwYO1e/duLVu2TMYY7du3T2+88YauvfbakN4uyQAAAKdQXl6eEhISAra8vLxaxx08eFDV1dVKSQm8uVhKSopKS0vrrHvw4MF69dVXNXbsWMXExKhLly5KTEzUnDlzQmojyQAAAA7hnCbIzc1VWVlZwJabm1vvuT0eT2BbjKm176TNmzfr5z//uR588EEVFhZqxYoV2rlzpyZNmhTS++XSQgAAHIy/7j++jeH1euX12m95L0nJycmKjIysNQqwf//+WqMFJ+Xl5WnIkCG67777JEnf+973FBcXp6FDh+qRRx5Raqr9FuwnMTIAAEALEBMTo4yMDBUUFATsLygo0ODBg+ss8+233yoiIvBPeWTkiWfpGGN/Dsh3MTIAAIBDc910KCcnRz/5yU80cOBAZWZm6vnnn1dxcXHNsH9ubq727NmjBQsWSJKuu+46TZw4Ufn5+br66qtVUlKiqVOn6uKLL1bXrl0bfF6SAQAAHIwJ3zRBKMaOHatDhw5pxowZKikpUb9+/bRs2TL17NlTklRSUhJwz4HbbrtNR44c0TPPPKNf/OIXSkxM1IgRI/TYY4+FdF6SAQAAHJrzdsSTJ0/W5MmT64zNnz+/1r67775bd999d5POyZoBAABcjpEBAAAcwnk1QWtAMgAAgEMIC/HPCEwTAADgcowMAADgwDQBAAAuRzIQxJYtW7Ru3TplZmaqT58+2rp1q55++mn5fD7dcsstGjFiRNA6fD5frSc2VVVVyxsVGWpzAABAE4W0ZmDFihW66KKLdO+992rAgAFasWKFLr/8cm3fvl3FxcW6+uqr9f777wetp64nOD350dZGvwkAAMLJmPBtrUFIycCMGTN033336dChQ3r55Zc1btw4TZw4UQUFBfrLX/6i+++/X7NmzQpaT11PcLp3SJ9GvwkAAMLJ+D1h21qDkJKBTZs26bbbbpMkjRkzRkeOHNGNN95YE7/55pv1ySefBK3H6/UqPj4+YGOKAACA5tHoBYQRERGKjY1VYmJizb727durrKwsHO0CAKDZNNezCZpLSCMDvXr10vbt22ter127Vj169Kh5vWvXrgY/OxkAgJbK+MO3tQYhjQz89Kc/VXV1dc3rfv36BcSXL1/eoKsJAABoyfwuGxkIKRk4+Tzl+jz66KNNagwAADj9uOkQAAAOblszQDIAAIBDa7kkMFx4UBEAAC7HyAAAAA6t5c6B4UIyAACAA9MEAADAVRgZAADAgfsMAADgcm67tJBpAgAAXI6RAQAAHLiaAAAAl2PNAAAALseaAQAA4CqMDAAA4MCaAQAAXM5tawaYJgAAwOU8xrSMwZDjf33eGo/ocrY17t/2sTXu6Xm+vQGR9kESs/59e/zrr+3n755mP78k/5bP7Oc4+q29gshIe9z4reGKL/5tL15lrz4q0f4ZRnaKs8b9R8rt5dM6WeMHl+6zxiXp64P2NsTF+azx9kn2eNuz7fm1/9tqazx23DXWuDlgf4/Vn9j7UNTFF9rrP3LEGpck882/7fFjx4PE7Z+h/PZ+WvaxvZ+062X/SotIjLHGfTuC9MN21rCikr32AyRV7LZ/BrF9E+wVBPldj+zfxxqv/mSzNV6+6d/W+O7N9vadc6M1rPJNZda4P8h3jSR1/uuHwQ9qgo+7/TBsdQ3asyRsdZ0qTBMAAODANAEAAHAVRgYAAHBoEfPnpxHJAAAADkwTAAAAV2FkAAAAB7fdjphkAAAAB/sFrmcekgEAAByM3DUywJoBAABcjpEBAAAc/C67tpBkAAAABz/TBAAAwE0YGQAAwMFtCwhJBgAAcHDbpYVMEwAA4HKMDAAA4MA0AQAALue2aQKSAQAAHNyWDLBmAAAAlwvLyIAxRh6Pu+ZXAABnLretGQjLyIDX69WWLVvCURUAAM3O7wnf1hqENDKQk5NT5/7q6mrNmjVLSUlJkqSnnnrKWo/P55PP5wvY56+olDcmOpTmAACAMAgpGZg9e7YuvPBCJSYmBuw3xmjLli2Ki4tr0HRBXl6eHn744YB9D/zkB/r1rdeF0hwAAE4Jtz2bIKRk4NFHH9ULL7yg3/zmNxoxYkTN/ujoaM2fP1/nn39+g+rJzc2tNcrg/+j/QmkKAACnjMseWhjamoHc3FwtXrxYP/3pT3XvvfeqsrKyUSf1er2Kj48P2JgiAACgeYS8gHDQoEEqLCzUgQMHNHDgQG3cuJErCQAAZxR/GLfWoFGXFrZr106vvPKKfv/732vkyJGqrq4Od7sAAGg2fpf9I7dJ9xm46aabdNlll6mwsFA9e/YMV5sAAMBp1OSbDnXv3l3du3cPR1sAAGgR3LaAkGcTAADg0Frm+sOFZAAAAIfWcufAcOFBRQAAuBzJAAAADn55wraF6tlnn1V6erpiY2OVkZGhVatWWY/3+XyaNm2aevbsKa/Xq7PPPlvz5s0L6ZxMEwAA4NBcCwgXL16sqVOn6tlnn9WQIUP03HPPadSoUdq8ebN69OhRZ5kxY8Zo3759eumll3TOOedo//79qqqqCum8JAMAALQQTz31lMaPH68JEyZIOvFMoHfffVf5+fnKy8urdfyKFSv04YcfaseOHerYsaMkqVevXiGfl2kCAAAcwvkIY5/Pp8OHDwdszif3SlJFRYUKCwuVlZUVsD8rK0tr1qyps51vv/22Bg4cqMcff1zdunXTeeedp3vvvVfHjx8P6f2SDAAA4BDO2xHn5eUpISEhYKvrX/kHDx5UdXW1UlJSAvanpKSotLS0znbu2LFDq1ev1qeffqolS5Zo9uzZeuONNzRlypSQ3i/TBAAAnEJ1PanX6/XWe7zzeT/GmHqfAeT3++XxePTqq68qISFB0omphh/96EeaO3eu2rRp06A2kgwAAOAQzgWEXq/X+sf/pOTkZEVGRtYaBdi/f3+t0YKTUlNT1a1bt5pEQJL69u0rY4x2796tc889t0FtZJoAAACHcK4ZaKiYmBhlZGSooKAgYH9BQYEGDx5cZ5khQ4Zo7969Onr0aM2+bdu2KSIiIqRHBZAMAADQQuTk5OjFF1/UvHnztGXLFt1zzz0qLi7WpEmTJJ2YcsjOzq45fty4cUpKStLtt9+uzZs3a+XKlbrvvvt0xx13NHiKQGKaAACAWprr2QRjx47VoUOHNGPGDJWUlKhfv35atmxZzZOBS0pKVFxcXHN8u3btVFBQoLvvvlsDBw5UUlKSxowZo0ceeSSk85IMAADg0JwPKpo8ebImT55cZ2z+/Pm19vXp06fW1EKoSAYAAHAwPKgIAAC4SYsZGYjo1NMa95d+Ya/g8L+tYfPpWnv5WPtCi+qtQc4fhNlZEvQY/7EKazyiQ1t7+W+OWOOVpZXWeFTHSGs8sn2MNR6R1N5+/u0H7fUnxVrj/r2HrPHO/32VNS5JHZa9b41HDbrAGq/6+6fWePQVF1vj/l27rfHjC5Zb41Gd7Z9Rfdcin1Tx13/Yy8cG/0rwtLH3g6pd9n4Y06eT/QSR9n7Y7pxya7z0Y/vvcoeu31rj3m7280f16GCNV26391NJiu2bYD8gwv5z3Lfc/h48Kwrt529v/y6IH9LRGk8t/9oajzj3e9Z43CXJ1rg5eMAaPx2ac5qgObSYZAAAgJbCbckA0wQAALgcIwMAADg01yOMmwvJAAAADqHcOfBMwDQBAAAux8gAAAAObltASDIAAICD25IBpgkAAHA5RgYAAHDgagIAAFzObVcTkAwAAODAmgEAAOAqjAwAAODAmgEAAFzO77J0gGkCAABcjpEBAAAc3LaAkGQAAAAHd00SME0AAIDrMTIAAIAD0wQAALic2+5AyDQBAAAu16SRgW+++UavvPKKPv/8c6WmpurWW29VWlpa0HI+n08+ny9wZ0WFvDExTWkOAABhwX0GLLp27apDhw5Jknbu3Knzzz9fjz32mD7//HM999xz6t+/v7Zu3Rq0nry8PCUkJARsj7+0uHHvAACAMDNh3FqDkJKB0tJSVVdXS5IeeOAB9enTR1988YXee+89bd++XUOHDtV///d/B60nNzdXZWVlAdv948c27h0AABBm/jBurUGjpwn+/ve/68UXX1Tbtm0lSV6vV7/+9a/1ox/9KGhZr9crr9cbsM/HFAEAAM0i5GTA4zmxxNLn8yklJSUglpKSogMHDoSnZQAANBO3rRkIORm48sorFRUVpcOHD2vbtm264IILamLFxcVKTk4OawMBADjd3JUKhJgMTJ8+PeD1ySmCk9555x0NHTq06a0CAACnTZOSAacnnniiSY0BAKAlaC0L/8KFOxACAODgtjUD3IEQAACXY2QAAAAHd40LkAwAAFCL29YMME0AAIDLMTIAAICDcdlEAckAAAAObpsmIBkAAMCBSwsBAICrMDIAAICDu8YFSAYAAKiFaQIAAOAqjAwAAODA1QQAALic2+4zwDQBAAAux8gAAAAOTBM0k2PTZ1rjUR1jrPGI5PbWuDlWbo172rexx2OjrfFv1+2zxtsO6WqNS5L2/9sajoiLtcbNEft7jL0g0RqPzLjIGq9YttoajxrU0xo3Ww9Y43vft4aV1PO4NV65YLm9Aknl++yDYZHb/2mNR7Wz1+9ZXWiNm2r7V0xUZ/vPOLJbsjVesXGP/fwV9qFPT1S1NS5J/nJ7P6s65rHGK9ftt8a9Pey/a54Y+8+wQ7dj1nhVeaQ17v/K/hlVbCmzxtsmBR9ePr7niDWecIX959x5hP3nVFJQZY236WZvo2/r19Z43MVJ1ngwVWvXW+MRiUF+0U4DpgkAAICrtJiRAQAAWgqmCQAAcDm/cdc0AckAAAAO7koFWDMAAIDrMTIAAICD255NQDIAAIADlxYCAABXYWQAAAAHLi0EAMDl3LZmgGkCAABcjpEBAAAc3LaAkGQAAAAHt60ZYJoAAACXIxkAAMDBGBO2LVTPPvus0tPTFRsbq4yMDK1atapB5T766CNFRUXpoosuCvmcJAMAADj4ZcK2hWLx4sWaOnWqpk2bpg0bNmjo0KEaNWqUiouLreXKysqUnZ2tK6+8slHvl2QAAAAHfxi3UDz11FMaP368JkyYoL59+2r27NlKS0tTfn6+tdxdd92lcePGKTMzM8QznkAyAADAKeTz+XT48OGAzefz1TquoqJChYWFysrKCtiflZWlNWvW1Fv/yy+/rC+++ELTp09vdBtJBgAAcDBh/C8vL08JCQkBW15eXq1zHjx4UNXV1UpJSQnYn5KSotLS0jrb+fnnn+tXv/qVXn31VUVFNf4CQS4tBADAIZx3IMzNzVVOTk7APq/XW+/xHo8n4LUxptY+Saqurta4ceP08MMP67zzzmtSG0kGAAA4hbxer/WP/0nJycmKjIysNQqwf//+WqMFknTkyBGtX79eGzZs0M9+9jNJkt/vlzFGUVFReu+99zRixIgGtTGkaYINGzZo586dNa8XLlyoIUOGKC0tTZdddpl+//vfN6ieOudPqt12iwcAQEvVHJcWxsTEKCMjQwUFBQH7CwoKNHjw4FrHx8fHa+PGjSoqKqrZJk2apN69e6uoqEiXXHJJg88dUjIwfvx4ffnll5KkF198UXfeeacGDhyoadOmadCgQZo4caLmzZsXtJ665k9mb7NfNgEAwOnSXFcT5OTk6MUXX9S8efO0ZcsW3XPPPSouLtakSZMknZhyyM7OliRFRESoX79+AVvnzp0VGxurfv36KS4ursHnDWma4LPPPtPZZ58t6cRNEWbPnq0777yzJj5o0CA9+uijuuOOO6z11DV/cuyWa0NpCgAAZ5yxY8fq0KFDmjFjhkpKStSvXz8tW7ZMPXv2lCSVlJQEvedAY4SUDLRp00YHDhxQjx49tGfPnlpDEJdccknANEJ96po/qYrkwgYAQMvQnA8qmjx5siZPnlxnbP78+dayDz30kB566KGQzxnSX+BRo0bV3Phg2LBheuONNwLir7/+us4555yQGwEAQEvSXHcgbC4hjQw89thjGjJkiIYNG6aBAwfqN7/5jT744AP17dtXn332mdatW6clS5acqrYCAIBTIKSRga5du2rDhg3KzMzUihUrZIzRP/7xD7333nvq3r27PvroI33/+98/VW0FAOC0aM4HFTWHkO8zkJiYqFmzZmnWrFmnoj0AADS71jK8Hy7cdAgAAIfmXEDYHFjCDwCAyzEyAACAg7+VzPWHC8kAAAAO7koFmCYAAMD1GBkAAMCBqwkAAHA5tyUDTBMAAOByjAwAAODQWu4cGC4kAwAAODBNAAAAXIWRAQAAHNx2O2KSAQAAHFgzAACAy7FmAAAAuAojAwAAOLhtmsBjWsg7fiP1x9Z4mue4Nf5edBtrPMnvscarrVEptcr+MQ2/aHeQGoJre+W51rincyd7BR3tcbNpY6hNCix/+Kg1/u0/9lvjUfH2n0FUiv1n6ImLtcYrtn1tjUtSRKx9MMwTY4/7y+095cjOSGu8fbq9vG+fNazo9vZ+uH9bnDVe7ou2xpNT7D9jSfJE2NsQ29H+Hku2xlvjCUnfWuMbd3W2xjN6l1jjOz5PssZ3euz9MLW6who/7An+b6zIIEPQvTt8Y4136G7/Pjz+jb0NUTF+a9ybZI9XBekmEUE+gtje9n4a0aGdvQJJcf/zetBjmuLCLoPDVte/SteEra5ThWkCAABcjmkCAAAcuLQQAACX87eMGfTThmkCAABcjpEBAAAcmCYAAMDlmCYAAACuwsgAAAAOTBMAAOBybpsmIBkAAMDBbSMDrBkAAMDlGBkAAMCBaQIAAFyOaQIAAOAqjAwAAOBgjP0xzmcakgEAABz8TBMAAAA3YWQAAAAHw9UEAAC4G9MEAADAVRgZAADAwW3TBCGNDNx9991atWpVk0/q8/l0+PDhgK3SVDe5XgAAwsFvTNi21iCkZGDu3LkaPny4zjvvPD322GMqLS1t1Enz8vKUkJAQsC05uqlRdQEAEG4mjP+1BiGvGXjvvff0/e9/X08++aR69OihG264QX/605/k9zf8Bg25ubkqKysL2H7Y7oJQmwIAAMIg5GSgf//+mj17tvbu3auFCxfK5/Np9OjRSktL07Rp07R9+/agdXi9XsXHxwds0Z7IRr0BAADCzRgTtq01aPTVBNHR0RozZoxWrFihHTt2aOLEiXr11VfVu3fvcLYPAIDTzi8Ttq01CMulhT169NBDDz2knTt3asWKFeGoEgAAnCYhXVrYs2dPRUbWP5zv8Xg0cuTIJjcKAIDm1FqG98MlpGRg586dp6odAAC0GK3lksBw4Q6EAAC4HHcgBADAgWkCAABcrrVcBRAuTBMAAOByjAwAAODANAEAAC7ntqsJSAYAAHBoLQ8YChfWDAAA4HKMDAAA4MA0AQAALue2BYRMEwAA4HKMDAAA4OC2BYQkAwAAODBNAAAAms2zzz6r9PR0xcbGKiMjQ6tWrar32DfffFMjR45Up06dFB8fr8zMTL377rshn5NkAAAAB2NM2LZQLF68WFOnTtW0adO0YcMGDR06VKNGjVJxcXGdx69cuVIjR47UsmXLVFhYqCuuuELXXXedNmzYENJ5mSYAAMChuSYJnnrqKY0fP14TJkyQJM2ePVvvvvuu8vPzlZeXV+v42bNnB7yeOXOm3nrrLb3zzjsaMGBAg8/LyAAAAKeQz+fT4cOHAzafz1fruIqKChUWFiorKytgf1ZWltasWdOgc/n9fh05ckQdO3YMrZGmBSovLzfTp0835eXlrizfEtrQ2su3hDa09vItoQ1uL98S2tDay7cE06dPNzox2FCzTZ8+vdZxe/bsMZLMRx99FLD/0UcfNeedd16DzvX444+bjh07mn379oXUxhaZDJSVlRlJpqyszJXlW0IbWnv5ltCG1l6+JbTB7eVbQhtae/mWoLy83JSVlQVsdSU3J5OBNWvWBOx/5JFHTO/evYOe57XXXjNt27Y1BQUFIbeRNQMAAJxCXq9XXq836HHJycmKjIxUaWlpwP79+/crJSXFWnbx4sUaP368/vCHP+iqq64KuY2sGQAAoAWIiYlRRkaGCgoKAvYXFBRo8ODB9ZZbtGiRbrvtNr322mu69tprG3VuRgYAAGghcnJy9JOf/EQDBw5UZmamnn/+eRUXF2vSpEmSpNzcXO3Zs0cLFiyQdCIRyM7O1tNPP61LL720ZlShTZs2SkhIaPB5W2Qy4PV6NX369AYNq5yJ5VtCG1p7+ZbQhtZeviW0we3lW0IbWnv51mbs2LE6dOiQZsyYoZKSEvXr10/Lli1Tz549JUklJSUB9xx47rnnVFVVpSlTpmjKlCk1+2+99VbNnz+/wef1GOOyey4CAIAArBkAAMDlSAYAAHA5kgEAAFyOZAAAAJcjGagH6yoBAG7RIi4t3L17t/Lz87VmzRqVlpbK4/EoJSVFgwcP1qRJk5SWlnba2+T1evWvf/1Lffv2Pe3nBgDgdGr2SwtXr16tUaNGKS0tTVlZWUpJSZExRvv371dBQYF27dql5cuXa8iQIfXWcfz4cRUWFqpjx446//zzA2Ll5eV6/fXXlZ2dXWfZnJycOvc//fTTuuWWW5SUlCTpxGMl67JhwwYlJiYqPT1dkrRw4ULl5+eruLhYPXv21M9+9jPddNNNQT+HOXPmaP369br22ms1ZswY/d///Z/y8vLk9/v1H//xH5oxY4aiolpE7nbGOnbsmF577bVaSemQIUN08803Ky4uLmgdu3fvVmJiotq1axewv7KyUmvXrtXll18eUpvOOussvfvuuzr33HODnjc2NlbJycmSpFWrVul3v/tdTT+cMmWKMjMzg57vnXfe0fr163XNNdcoMzNT77//vp588smafnjnnXeG1H6EJhx9UGrd/ZA+2ExCfppBmA0cONBMnTq13vjUqVPNwIED641/9tlnpmfPnsbj8ZiIiAgzbNgws3fv3pp4aWmpiYiIqLe8x+MxF110kRk+fHjA5vF4zKBBg8zw4cPNFVdcUW/5AQMGmPfff98YY8wLL7xg2rRpY37+85+b/Px8M3XqVNOuXTvz0ksv2T4CM2PGDNO+fXtz4403mi5duphZs2aZpKQk88gjj5iZM2eaTp06mQcffNBax9GjR83zzz9vbrvtNnPNNdeYUaNGmdtuu8288MIL5ujRo9ay37Vr1y5z5MiRWvsrKirMhx9+2OB6TkpPTzfbtm1r0HkPHDhQ83rlypVm3Lhx5rLLLjM//vGPaz24oy5vv/22efDBB2uO/etf/2pGjRplrr76avPcc89Zy27atMl07drVJCYmmhtuuMHceeedZuLEieaGG24wiYmJplu3bmbTpk31lt+7d68ZNGiQiYiIMJGRkSY7OzvgcwzWD59++uk6t8jISJObm1vzuj6ZmZlm2bJlxhhjli5daiIiIsz1119vfvnLX5of/vCHJjo62rzzzjvWzyA/P99ERUWZjIwMEx8fbxYuXGjat29vJkyYYO666y7Tpk0bM3v2bGsd4eiHrbkPGtP4ftjUPmhM6++H4eiDaJxmTwZiY2PN1q1b641v2bLFxMbG1hsfPXq0+cEPfmAOHDhgPv/8c3PdddeZ9PR089VXXxljgnf+mTNnmvT0dPPXv/41YH9UVFTQXzxjjGnbtm3NuQYMGFDrl/3VV181559/vrWOs846y/zxj380xhhTVFRkIiMjzcKFC2vib775pjnnnHPqLc+XSNO/RIYPH25uuukm4/P5asV8Pp+5+eabzfDhw+stn52dbS699FLz8ccfm4KCAjNw4ECTkZFhvv76a2PMic/P4/HUW97j8Zju3bubXr16BWwej8d069bN9OrVy6Snp9dbvn379mbnzp3GGGMuueQSM2vWrID4nDlzzIABA+otb4wxffv2Nc8//7wxxpj333/fxMbGmrlz59bEX375ZdO3b996y5NQNa0fNrUPGtP6+2FT+yAar9mTgfT0dDNv3rx64/PmzbN2vs6dO5tPPvkkYN/kyZNNjx49zBdffBH0C8QYY/7xj3+Y8847z/ziF78wFRUVxpiGJwNJSUlm/fr1NW0pKioKiG/fvt20adPGWkebNm1qEgpjjImOjjaffvppzesvv/zStG3btt7yfIk0/UukTZs21p/3xo0brT/Hrl27mr///e81r8vLy80NN9xgLrroInPo0KGg/fDOO+80F110kdm8eXPA/ob2w4SEBPOvf/3LGHOiH578/5O2b99u7UPG1N0PN27cWPN6586dp7QftvY+aEzT+mFT+6Axrb8fNrUPovGaPRmYO3euiYmJMVOmTDFLly41a9euNevWrTNLly41U6ZMMV6v1+Tn59dbvn379rU6rjHG/OxnPzPdu3c3K1euDJoMGGPMkSNHTHZ2tvne975nPvnkExMdHd2gzn/LLbeY8ePHG2OM+c///E/z61//OiA+c+ZM079/f2sd6enpZvny5cYYY7Zt22YiIiLM66+/XhP/85//bHr16lVveb5Emv4l0rVrV7N06dJ640uWLDFdu3atNx4XF1drKLqystKMHj26pk8F64dLliwxaWlpZs6cOTX7Gvr5XX/99eZXv/qVMcaYq6++uta/gF944QVz7rnnWus4+ftizInnqns8HvPnP/+5Jv7BBx+Y7t2711uehKpp/bCpfdCY1t8Pm9oH0XjNngwYY8zvf/97c8kll5ioqCjj8XiMx+MxUVFR5pJLLjGLFy+2lh00aJBZsGBBnbEpU6aYxMTEBiUDJy1atMikpKSYiIiIBnX+PXv2mF69epnLL7/c5OTkmDZt2pjLLrvMTJw40Vx++eUmJiYmoDPXZdq0aaZTp05mwoQJJj093eTm5poePXqY/Px887vf/c6kpaWZe+65p97yfIk0/Utk+vTpJiEhwTzxxBOmqKjIlJSUmNLSUlNUVGSeeOIJ06FDB/Pwww/XW75///7mjTfeqLX/5GfYo0ePBvXD3bt3mxEjRphrrrnGlJSUNPjz27x5s0lKSjLZ2dnmf/7nf0y7du3MLbfcYh599FGTnZ1tvF6vefnll611TJkyxZx77rnmkUceMRdffLG59dZbTZ8+fczy5cvNihUrTP/+/c0dd9xRb3kSqqb1w6b2QWNafz9sah9E47WIZOCkiooKs3fvXrN3796a4fpgZs6caUaNGlVv/Kc//al1aLEuu3btMkuXLm3wgqdvvvnG/PKXvzTnn3++iY2NNTExMaZnz55m3Lhx5uOPPw5avqqqyjzyyCPmBz/4Qc3Q5KJFi0xaWppJSkoyt912m7UtfImE50tk1qxZJjU1tWYxakREhPF4PCY1NdU89thj1rL333+/ycrKqjNWWVlprr/++gYnpX6/38ycOdN06dLFREZGNujzM+bEv1xvuukm0759+5qkOjo62gwePNgsWbIkaPmjR4+aCRMmmH79+plJkyaZiooK88QTT5iYmBjj8XjM8OHDzb59++otT0LV9H7YlD5oTOvvh03tg2i8FpUMoPFOx5dIQ5Oq1v4lsmPHDrNmzRqzZs0as2PHjgaVqaysNGVlZfXGq6qqzJdfftmguk5av369mT17ds2ceUP5/X5TWloaUlJtc/z4cXP48OEGHXsmJFRjx45ttoTqpO/2wS+++KJBbTem/n7o9/uNMY3vh0899VST+mFd60hCcezYsQb3QTROs99nAOG1c+dOlZaWSpK6dOlSc/+DYKqqqvTtt98qPj6+znh1dbV2795d80zthigsLNTq1auVnZ2tDh06NLic+f/vM+H3+5WcnKzo6OgGl3UqLy9XZWWl2rdv3+g6ELrG9MMztQ9KTeuHMTExTb4BWlPraO3lERx3sTnDpKen1/ri3bVrl6ZPn6558+bVWy4qKqreL2FJ2rt3rx5++GFrHU4ZGRnKyMhocBtOOnmjle8Kpfx3xcbGKjY2tkHlm3LzqjOhfDjq2LJli9atW6fBgwcrMzNTW7du1eOPPy6fz6dbbrlFI0aMqLdsVFSU9uzZoz/+8Y/KzMxUnz59tHXrVj399NMNKv/d858sHxcXp61bt+oXv/hFSOUHDx6s3r17a+vWrZoxY0aDz19fHQ15D/XdAK26ulqzZs0KegO0cNTR2sujCZp3YAKnQ1FRUUiLKE9FHS29fFNvXtXay4ejjuXLl5uYmBjTsWNHExsba5YvX246depkrrrqKnPllVeaqKioWvfzOJPKN7WOpt4ALRx1tPbyaDySgTPAW2+9Zd1++9vfBv1D0NQ6Wnv5pt68qrWXD0cdmZmZZtq0acaYEwtgO3ToYB544IGa+AMPPGBGjhx5xpZvah1NvQFaOOpo7eXReCQDZ4CT/5I7ueCpri3YH4Km1tHayzf15lWtvXw46oiPjzeff/65McaY6upqExUVZQoLC2viGzduNCkpKWds+XDU0ZQboIWrjtZeHo3DI4zPAKmpqfrjH/8ov99f5/bPf/7zlNfR2ssfP3681oOg5s6dq+uvv17Dhg3Ttm3bzujy4arjpIiICMXGxioxMbFmX/v27VVWVuaK8o2tY9CgQSosLNSBAwc0cOBAbdy4UR6Pp8HnDEcdrb08Godk4AyQkZFh/WPn8Xhkglw00tQ6Wnv5Pn36aP369bX2z5kzRzfccIOuv/76esueCeXDUUevXr20ffv2mtdr165Vjx49al7v2rVLqampZ2z5cNXRrl07vfLKK8rNzdXIkSNVXV1tPf5U1NHay6MRmnVcAmGxcuXKmtsZ1+Xo0aPmgw8+OKV1tPbyTb15VWsvH4468vPzzZ/+9Kd64w888EDNrbvPxPLhquO7Qr0B2qmoo7WXR8NwnwEAAFyOaQIAAFyOZAAAAJcjGQAAwOVIBgAAcDmSAQAAXI5kAAAAlyMZAADA5f4ftji3hEJns3QAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_heat =  pd.DataFrame()\n",
    "for i in df_dropna_2[\"cell_id\"].unique():\n",
    "    df_tmp =  df_dropna_2[\"c/n\"][df_dropna_2[\"cell_id\"]==i].reset_index(drop=True)\n",
    "    df_heat = pd.concat([df_heat,df_tmp],axis=1)\n",
    "df_T = df_heat.T\n",
    "#display(df_T)\n",
    "\n",
    "heat_sort = df_T\n",
    "heat_sort[\"sum\"] = df_T.sum(axis=1)\n",
    "heat_sort = heat_sort.sort_values(\"sum\",ascending=False).reset_index(drop=True)\n",
    "display(heat_sort)\n",
    "\n",
    "sns.heatmap(heat_sort.iloc[:,:-1],vmax=1.2,vmin=0.2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.lineplot(data=df_dropna_2, x=\"time\", y=\"c/n\", errorbar='sd' )\n",
    "plt.xticks([0,12,24,36,48])\n",
    "plt.yticks([0.4,0.6,0.8,1.0,1.2,1.4])\n",
    "plt.ylim(0.4,1.4)\n",
    "plt.savefig(\"20201217-PKAKTR-mating-no-nan.pdf\")\n",
    "plt.show()\n",
    "\n",
    "sns.lineplot(data=df_2, x=\"time\", y=\"c/n\", errorbar='sd' )\n",
    "plt.xticks([0,12,24,36,48])\n",
    "plt.yticks([0.4,0.6,0.8,1.0,1.2,1.4])\n",
    "plt.ylim(0.4,1.4)\n",
    "plt.savefig(\"20201217-PKAKTR-mating.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.11.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}