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{
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    "<img width=\"800px\" src=\"../fidle/img/00-Fidle-header-01.svg\"></img>\n",
    "\n",
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    "# <!-- TITLE --> [GTS1] - CNN with GTSRB dataset - Data analysis and preparation\n",
    "<!-- DESC --> Episode 1 : Data analysis and creation of a usable dataset\n",
    "<!-- AUTHOR : Jean-Luc Parouty (CNRS/SIMaP) -->\n",
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    "\n",
    "## Objectives :\n",
    " - Understand the **complexity associated with data**, even when it is only images\n",
    " - Learn how to build up a simple and **usable image dataset**\n",
    "\n",
    "The German Traffic Sign Recognition Benchmark (GTSRB) is a dataset with more than 50,000 photos of road signs from about 40 classes.  \n",
    "The final aim is to recognise them !  \n",
    "Description is available there : http://benchmark.ini.rub.de/?section=gtsrb&subsection=dataset\n",
    "\n",
    "\n",
    "## What we're going to do :\n",
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    "\n",
    " - Understanding the dataset\n",
    " - Preparing and formatting enhanced data\n",
    " - Save enhanced datasets in h5 file format\n"
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   ]
  },
  {
   "cell_type": "markdown",
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   "source": [
    "## Step 1 -  Import and init"
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   ]
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       "**FIDLE 2020 - Practical Work Module**"
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      "Version              : 0.6.1 DEV\n",
      "Notebook id          : GTS1\n",
      "Run time             : Thursday 17 December 2020, 14:58:51\n",
      "TensorFlow version   : 2.0.0\n",
      "Keras version        : 2.2.4-tf\n",
      "Datasets dir         : /home/pjluc/datasets/fidle\n",
      "Running mode         : full\n",
      "Update keras cache   : False\n",
      "Save figs            : True\n",
      "Path figs            : ./run/figs\n"
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   "source": [
    "import os, time, sys\n",
    "import csv\n",
    "import math, random\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
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    "import matplotlib.pyplot as plt\n",
    "import h5py\n",
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    "\n",
    "from skimage.morphology import disk\n",
    "from skimage.util import img_as_ubyte\n",
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    "from skimage.filters import rank\n",
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    "from skimage import io, color, exposure, transform\n",
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    "\n",
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    "from importlib import reload\n",
    "sys.path.append('..')\n",
    "import fidle.pwk as pwk\n",
    "datasets_dir = pwk.init('GTS1')"
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  {
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   "source": [
    "## Step 2 - Read the dataset\n",
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    "Description is available there : http://benchmark.ini.rub.de/?section=gtsrb&subsection=dataset\n",
    " - Each directory contains one CSV file with annotations : `GT-<ClassID>.csv` and the training images\n",
    " - First line is fieldnames: `Filename ; Width ; Height ; Roi.X1 ; Roi.Y1 ; Roi.X2 ; Roi.Y2 ; ClassId`\n",
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    "    \n",
    "### 2.1 - Understanding the dataset\n",
    "The original dataset is in : **\\<dataset_dir\\>/GTSRB/origine.**  \n",
    "There is 3 subsets : **Train**, **Test** and **Meta.**  \n",
    "Each subset have an **csv file** and a **subdir.**\n",
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   ]
  },
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       "   Width  Height  Roi.X1  Roi.Y1  Roi.X2  Roi.Y2  ClassId            Path\n",
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       "7     32      33       5       5      26      28       12  Test/00007.png\n",
       "8     45      50       6       5      40      45       25  Test/00008.png\n",
       "9     81      86       7       7      74      79       35  Test/00009.png"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
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    "df = pd.read_csv(f'{datasets_dir}/GTSRB/origine/Test.csv', header=0)\n",
    "display(df.head(10))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2.2 - Usefull functions\n",
    "A nice function to read a subset :"
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   "execution_count": 3,
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   "metadata": {},
   "outputs": [],
   "source": [
    "def  read_csv_dataset(csv_file): \n",
    "    '''\n",
    "    Reads traffic sign data from German Traffic Sign Recognition Benchmark dataset.\n",
    "    Arguments:  \n",
    "        csv filename :  Description file, Example /data/GTSRB/Train.csv\n",
    "    Returns:\n",
    "        x,y          :  np array of images, np array of corresponding labels\n",
    "    '''\n",
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    "\n",
    "    path = os.path.dirname(csv_file)\n",
    "    name = os.path.basename(csv_file)\n",
    "\n",
    "    # ---- Read csv file\n",
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    "    #\n",
    "    df = pd.read_csv(csv_file, header=0)\n",
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    "    \n",
    "    # ---- Get filenames and ClassIds\n",
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    "    #\n",
    "    filenames = df['Path'].to_list()\n",
    "    y         = df['ClassId'].to_list()\n",
    "    x         = []\n",
    "    \n",
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    "    # ---- Read images\n",
    "    #\n",
    "    for filename in filenames:\n",
    "        image=io.imread(f'{path}/{filename}')\n",
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    "        x.append(image)\n",
    "        pwk.update_progress(name,len(x),len(filenames))\n",
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    "    # ---- Return\n",
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    "    #\n",
    "    return np.array(x,dtype=object),np.array(y)"
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   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "### 2.2 - Read the data\n",
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    "We will read the following datasets:\n",
    " - **Train** subset, for learning data as :  `x_train, y_train`\n",
    " - **Test** subset, for validation data as :  `x_test, y_test`\n",
    " - **Meta** subset, for visualisation as : `x_meta, y_meta`\n",
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    " \n",
    "The learning data will be randomly mixted and the illustration data (Meta) sorted.  \n",
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    "Will take about 1'30s on HPC."
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   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 4,
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   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "Train.csv        [########################################] 100.0% of 39209\n",
      "Test.csv         [########################################] 100.0% of 12630\n",
      "Meta.csv         [########################################] 100.0% of 43\n",
      "CPU times: user 13.3 s, sys: 753 ms, total: 14 s\n",
      "Wall time: 14 s\n"
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   "source": [
    "%%time\n",
    "\n",
    "# ---- Read datasets\n",
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    "(x_train,y_train) = read_csv_dataset(f'{datasets_dir}/GTSRB/origine/Train.csv')\n",
    "(x_test ,y_test)  = read_csv_dataset(f'{datasets_dir}/GTSRB/origine/Test.csv')\n",
    "(x_meta ,y_meta)  = read_csv_dataset(f'{datasets_dir}/GTSRB/origine/Meta.csv')\n",
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    "    \n",
    "# ---- Shuffle train set\n",
    "x_train, y_train = pwk.shuffle_np_dataset(x_train, y_train)\n",
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    "\n",
    "# ---- Sort Meta\n",
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    "combined = list(zip(x_meta,y_meta))\n",
    "combined.sort(key=lambda x: x[1])\n",
    "x_meta,y_meta = zip(*combined)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "## Step 3 - Few statistics about train dataset\n",
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    "We want to know if our images are homogeneous in terms of size, ratio, width or height.\n",
    "\n",
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    "### 3.1 - Do statistics "
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   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 5,
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   "metadata": {},
   "outputs": [],
   "source": [
    "train_size  = []\n",
    "train_ratio = []\n",
    "train_lx    = []\n",
    "train_ly    = []\n",
    "\n",
    "test_size   = []\n",
    "test_ratio  = []\n",
    "test_lx     = []\n",
    "test_ly     = []\n",
    "\n",
    "for image in x_train:\n",
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    "    (lx,ly,lz) = image.shape\n",
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    "    train_size.append(lx*ly/1024)\n",
    "    train_ratio.append(lx/ly)\n",
    "    train_lx.append(lx)\n",
    "    train_ly.append(ly)\n",
    "\n",
    "for image in x_test:\n",
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    "    (lx,ly,lz) = image.shape\n",
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    "    test_size.append(lx*ly/1024)\n",
    "    test_ratio.append(lx/ly)\n",
    "    test_lx.append(lx)\n",
    "    test_ly.append(ly)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "### 3.2 - Show statistics"
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   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 6,
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   "metadata": {},
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "x_train shape :  (39209,)\n",
      "y_train shape :  (39209,)\n",
      "x_test  shape :  (12630,)\n",
      "y_test  shape :  (12630,)\n"
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/GTS1-01-stats-sizes</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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    {
     "data": {
      "image/png": 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\n",
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      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/GTS1-02-stats-ratios</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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    {
     "data": {
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\n",
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      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/GTS1-03-stats-lx</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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    {
     "data": {
      "image/png": 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nWfqhdXq3fMMREWuzdCXiL2XmxZl5OnA2ZRj3tyJiRJ5rjC2szn9fBWnLiIjXAzsu3ypBZm40hGkD3Y75vTxn1cbOprze+4DXD3Ul6yFssdVaHfsR4OfDrFpr9fwXRsRTti2j7Hm/enXvzuDzZ5SFD1dg6fD+JSLiJSwN9L49zHoNqJ/3syp/GPAxyt+qfTLzzCGWG+x38UGW7nhw/gD56vT8flbb3P24evihzuklVQ9/a+vDMwdYR0PSFGZwLUnjTLXS9RXVw6+3emEjYoWIeC1wMV3m11Yf+I6qHu4bEUdV+z8TZS/ok4GdWXY7mnbHUOZ5rwJcHBHvjYglW85UC3/tTVlJ+J/ayn0uIr4XEbtUCyO18j87Ik6gzMVOyh7bI+FU4FmUldo/2Zb+QcrQ1k2p2f5sAvol5Xe1JnBG9cUKEfH0iHg/8H3qF6ebVCJiRcpK1G+gLML2xsy8dhi3mBsRh0bEi6t7tb4g2iIizgF2q/L9R2b+reb5W/t6n9Z5LTN/xdJto06LiH9s1Tki/oWlW98dl5l/7Sj7KHBE9fCQiPi31pdCEbEtJRhfAfhlZv6opl5HVPUaVqDX7/sZEQcDR1YPD8zMrw3j6U+IiC9HxCurnvPWPZ8TEcdQttQDuCgz/6fmuU+rXvP8zmv9vp/ApyhfBL6M8rtcqyq7AeWLiA0oX0QMtJ2hpCnM4FqSxqdDKD1d/wD8KiIepKxOO4cSaH1ggLJfB75R/fxJ4G8R8TfKkO+9KD06rbmGj7YXrLYg2pky5HFtSk/2wohYEBEPUxY7Opmy5Vf7B/qVKAuvnQMsiIiFEXE/JdBt9bJ/MjOvH/pbUK8K7t9CWTxpj+oDdav+91SvEeDgiHhNv883lqrfR2vv5V2BOyPiPsrohq9Rtnj79JhUbvl6BaV9QZnScO4Ac7qvqim/IaV3+jrgkYi4h7IQ2bXALlWer7A0YByu1hdOawLnR8RD1f1PB54O/IgSuD1FZv4nZZ/2FSj7PD8QEQ8Al1G+lPojyy7aNxL6fT9bK/QvBg4boGzdHPtVKUPJLwUejIi/RcRCyt+Wj1KmDVwMvKOXF9bP+5mZv6b8Lp+gTDX5a/Xv7VbKkPCHgLdn5oAr/EuaugyuJWkcysz/pSxmdS5wL+UD8F+B/wdsDvx6gLKZme8H3k9ZdfdRSk/3XMr2Ol8BVquy31dT/g+U4LlBmcP4tyr/E8BvgBMp24N9s63YcZQPzD8Afl8933TKQmNnAa/OzM/RpyjzyFsf7D+Zmb+pqf/5lC8AgtL7tEa/zzuWMvMEyhz4Vi/2SsCNlGBtOwbeTmuyaP+8MoOB53SvXVP+I5SA69csbc+LgZsoX0Ztk5kH9jrUNzPvp/wuPlY9R1L+3V1BGU3xluyy53NVfh/gnyn/3h5k6e/4s8Dm2X2/+NbChVcPs8r9vp+tkTMrDFK2bo79VylB72WUFbpnsPRvxTmUwPc1dSMIhqqP95Nqesm2lNEId1G+HLmd0k42z8zhThuQNIWEU0YkaWqpAtQ/UHp+V82y77U0JiJiT8pIi4szc4exrc3EEhE3Ai+g7CtdN8xZY6Aasr4hsOMY7zYgaTmz51qSpp7WgmaXGFhLE1NEPJsSWF9rYC1J44PBtSRNQhHxjYh4R7Tt1xoRG0dEk7InLcCxY1M7qdb2rcW56hYO01O8ujr3Ok9cIygizm1bXG7Dsa6PpLGx0lhXQJI0Kl4H7AlQLa60mLKQUMtnM/MnY1AvqdMjLN1fvWVhXUYtlZnfpcuuARoT9/LUduzIIGmKcc61JE1CEbE78FbKwmTPBlYG7gYuB5ouyiNJkjSyDK5HSKPRSIBms+m3yJIkSZI0xTgsfOT5bYUkSZIkTU5dO1Nd0EySJEmSpD4ZXEuSJEmS1CeDa0mSJEmS+mRwLUmSJElSn1zQTJIkSZI0qMcff5w77riDRYsWjXVVRt2MGTNYf/31edrTnjbkMgbXkiRJkqRB3XHHHay66qpstNFGREzeHYgzkwULFnDHHXew8cYbD7mcw8IlSZIkSYNatGgRa6655qQOrAEigjXXXHPYPfQG15IkSZKkIZnsgXVLL6/T4FqSJEmSNO4tWLCAzTffnM0335x11lmHWbNmLXn82GOPDVj26quv5qCDDhrV+jnnWpIkSZI0bDsfdf6I3u+Cw2YPeH3NNddk3rx5ABxxxBHMnDmTD3/4w0uuP/HEE6y0Un2Iu9VWW7HVVluNWF3r2HMtSZIkSZqQ9txzTz70oQ+x44478tGPfpQrr7yS7bbbji222ILtttuOm266CYC5c+fypje9CSiB+fvf/3522GEHnvvc53LCCSeMSF3suZYkSZIkTVi///3vmTNnDiuuuCL3338/l1xyCSuttBJz5szh4x//ON///vefUubGG2/koosu4oEHHuAFL3gB++2337C23apjcC1JkiRJmrB23XVXVlxxRQAWLlzIe9/7Xm6++WYigscff7y2zOzZs5k+fTrTp0/nWc96FnfddRfrr79+X/VwWLgkSZIkacJaZZVVlvx82GGHseOOO3L99ddz3nnndd1Oa/r06Ut+XnHFFXniiSf6roc91xoX6hZDGGxBA0mSJElqt3DhQmbNmgXAaaedtlyf255rSZIkSdKk8O///u8ceuihvOIVr+DJJ59crs8dmblcn3CyajQaCdBsNse6KhOSPdeSJEnS+HbDDTewySabjHU1lpsurze65XdYuEZMt33uDJIlSZIkTXYG15rQDOglSZIkjQfOuZYkSZIkqU8G15IkSZIk9cngWpIkSZKkPhlcS5IkSZLUJxc0kyRJkiSNewsWLOC1r30tAH/5y19YccUVWXvttQG48sormTZt2oDl586dy7Rp09huu+1GpX4G15IkSZKk4dvrDSN7v1N/MuDlNddck3nz5gFwxBFHMHPmTD784Q8P+fZz585l5syZoxZcOyxckiRJkjQhXXPNNWy//fZsueWW7Lzzzvz5z38G4IQTTuBFL3oRm222Gbvtthvz58/nq1/9Kscddxybb745l1566YjXxZ5rSZIkSdKEk5kceOCB/OAHP2DttdfmrLPO4hOf+ARf//rXOeaYY7jllluYPn069913H2ussQb77rvvsHu7h8PgWpIkSZI04Tz66KNcf/31vO51rwPgySefZN111wVgs802493vfje77LILu+yyy3Kpz5gPC4+I50fEkRFxRUTcHREPRMS8iPhERKzSkfeIiMgux1O+foiIFSLikIi4MSIWRcTtEXFs533b8r8gIs6NiHsj4qGIuDQiXjNar12SJEmS1JvMZNNNN2XevHnMmzeP6667jgsvvBCA888/n/33359rrrmGLbfckieeeGLU6zMeeq7fD+wP/BD4NvA4sCPwGeCdEbFNZj7SUeYQ4J6OtGtq7n0ccBBwDnAssEn1eIuI2CkzF7cyRsTzgMuAJ4DPAwuBvYELIuKNmTmnr1epcWXno86vTb/gsNnLuSaSJEmSejF9+nTuvvtuLr/8crbddlsef/xxfv/737PJJptw++23s+OOO/LKV76SM888kwcffJBVV12V+++/f9TqMx6C6+8BR2fmwra0r0bEzcAngA8AX+koc25mzh/ophGxKXAgcHZmvr0t/RbgBGA34My2IkcDawBbZua8Ku8ZwG+BkyLihZmZw351kiRJkqQRt8IKK/C9732Pgw46iIULF/LEE09w8MEH8/znP5899tiDhQsXkpkccsghrLHGGrz5zW/mHe94Bz/4wQ848cQTedWrXjWi9Rnz4Dozr+5y6SxKcP3iuosRsRrwcGZ269/fHQjg+I70U4BjgD2ogutqmPhbgLmtwLqq24MRcSpwJLA1cOXgr0iSJEmSpoBBts4aTUccccSSny+55JKnXP/FL37xlLTnP//5/OY3vxm1Oo35nOsBrF+d76q59hvKsO1FEXFZRLyxJs/WwGI6AuLMXATMq663bAZMBy6vuc8VbfeTJEmSJOkpxmVwHRErAodT5j+3D92+DziZMtz7rcChwIbA+RGxZ8dt1gPuycxHa57iT8BaETGtLW8rvS4vwKwudd0nIrr1vkuSJEmSpoBxGVxThnJvAxyemTe1EjPz+Mz8YGaenpk/zMwvUHqd7wKOi4iZbfdYGagLrAEWteVpP9fl78y7jMw8OTO3GuwFSZIkSZImr3EXXEfEUcABwMmZefRg+TNzAfBVymJk27Vdepgy1LvOjLY87ee6/J15JUmSJGlKmiprPPfyOsdVcB0RRwCfBL4B7DuMovOr81ptaXdShn7XBcyzKEPGH2vL20qvywv1Q8YlSZIkaUqYMWMGCxYsmPQBdmayYMECZsyYMXjmNmO+WnhLRHwK+BRwBrDXMLe9+vvq3L742VXA64GXAZe2Pc8MYHOgfUm56yhDwretufc21dl51ZIkSZKmrPXXX5877riDu+++e6yrMupmzJjB+uuvP3jGNuMiuI6Iw4EjgG8C78vMxTV5VgJW6dgPm4h4DrAfsAC4rO3SWcDHgYNpC66BvSnzp7/dSqi23DoPeFtEvCQzf13deyawF3AzbsMlSZIkaQp72tOexsYbbzzW1Ri3xjy4joj9gU8DtwFzgHdFRHuWuzLzp8BM4JaIOBe4AbgXeAEl+J0J7J6Zj7QKZeZ1EXEScEBEnA38GNgEOAi4mGVXIYey8vhrgQsj4jjgfkogPguYPcyedEmSJEnSFDLmwTVL94/eADi95vrFwE+BR4DvAy8HdqEE1PdQAvLPZ2Zdz/LBlPnY+wCzq/wnUlYhX6Z3PDP/EBGvAI4BPgZMA64F3pCZc3p+dZpUdj7q/Nr0Cw6bvZxrIkmSJGk8GfPgOjP3BPYcQr5HKb3Uw7n3k8Cx1TGU/DdQ9s+WJEmSJGnIxtVq4ZIkSZIkTUQG15IkSZIk9cngWpIkSZKkPhlcS5IkSZLUJ4NrSZIkSZL6ZHAtSZIkSVKfDK4lSZIkSeqTwbUkSZIkSX0yuJYkSZIkqU8G15IkSZIk9cngWpIkSZKkPhlcS5IkSZLUJ4NrSZIkSZL6ZHAtSZIkSVKfDK4lSZIkSeqTwbUkSZIkSX0yuJYkSZIkqU8G15IkSZIk9cngWpIkSZKkPhlcS5IkSZLUJ4NrSZIkSZL6ZHAtSZIkSVKfVhrrCkhTwc5HnV+bfsFhs5dzTSRJkiSNBnuuJUmSJEnqk8G1JEmSJEl9MriWJEmSJKlPBteSJEmSJPXJ4FqSJEmSpD4ZXEuSJEmS1CeDa0mSJEmS+mRwLUmSJElSnwyuJUmSJEnqk8G1JEmSJEl9MriWJEmSJKlPBteSJEmSJPXJ4FqSJEmSpD4ZXEuSJEmS1CeDa0mSJEmS+mRwLUmSJElSnwyuJUmSJEnqk8G1JEmSJEl9MriWJEmSJKlPBteSJEmSJPXJ4FqSJEmSpD6NeXAdEc+PiCMj4oqIuDsiHoiIeRHxiYhYpSb/CyLi3Ii4NyIeiohLI+I1Xe69QkQcEhE3RsSiiLg9Io6tu+9w7y1JkiRJUsuYB9fA+4FDgP8DjgQ+AtwEfAa4LCKe3soYEc8DLgO2BT5f5Z0JXBARO9Xc+zjgS8DvgAOB7wIHAedFxDKvvYd7S5IkSZIEwEpjXQHge8DRmbmwLe2rEXEz8AngA8BXqvSjgTWALTNzHkBEnAH8FjgpIl6YmVmlb0oJqM/OzLe3bhwRtwAnALsBZ7Y955DvLUmSJElSuzHvuc7MqzsC65azqvOLAaqh3G8B5raC36r8g8CpwPOBrdvK7w4EcHzHfU8BHgb2aCX0cG9JkiRJkpYY8+B6AOtX57uq82bAdODymrxXVOf2AHhrYDFwZXvGzFwEzOvIO9x7S5IkSZK0xHgYFv4UEbEicDjwBEuHbq9Xnf9UU6SVNqstbT3gnsx8tEv+7SJiWmY+1sO9peVm56POf0raBYfNHoOaSJIkSepmvPZcHw9sAxyemTdVaStX57pgeVFHntbPdXnr8g/33ktExD4RcXWX55EkSZIkTQHjLriOiKOAA4CTM/PotksPV+fpNcVmdORp/VyXty7/cO+9RGaenJlbdXkeSZIkSdIUMK6C64g4Avgk8A1g347Ld1bnuuHZrbT2Yd13AmtFRF3APIsyZPyxHu8tSZIkSdIS4ya4johPAZ8CzgD2qtn26jrKsO1ta4pvU53bh2dfRXl9L+t4nhnA5h15h3tvSZIkSZKWGBcLmkXE4cARwDeB92Xm4s48mflgRJwHvC0iXpKZv67KzgT2Am5m2ZXBzwI+DhwMXNqWvjdl/vS3+7j3pFa3gBa4iJYkSZIkdTPmwXVE7A98GrgNmAO8KyLas9yVmT+tfj4UeC1wYUQcB9xPCZZnAbPbe7sz87qIOAk4ICLOBn4MbAIcBFzM0lXIGe69JUmSJElqN+bBNUv3j94AOL3m+sXATwEy8w8R8QrgGOBjwDTgWuANmTmnpuzBwHxgH2A2cA9wImUV8mV6x3u4tyRJkiRJwDgIrjNzT2DPYeS/AXjrEPM+CRxbHSN6b0mSJEmSWsbNgmaSJEmSJE1UBteSJEmSJPXJ4FqSJEmSpD4ZXEuSJEmS1CeDa0mSJEmS+mRwLUmSJElSnwyuJUmSJEnqk8G1JEmSJEl9MriWJEmSJKlPBteSJEmSJPXJ4FqSJEmSpD4ZXEuSJEmS1CeDa0mSJEmS+mRwLUmSJElSn1bqtWCj0dgKeBnwDGDFmizZbDaP6vX+kiRJkiRNFMMOrhuNxmrA2cCOQAyQNQGDa0mSJEnSpNdLz/UXgNcAlwLfAG4HnhjJSkmSJEmSNJH0Ely/FbgW2LHZbC4e4fpIkiRJkjTh9LKg2erARQbWkiRJkiQVvQTXNwPPHumKSJIkSZI0UfUSXJ8EvLnRaMwa6cpIkiRJkjQR9TLn+n8oC5r9stFofBq4BrivLmOz2byt96pJkiRJkjQx9BJcz6dssxXAqQPkyx7vL0mSJEnShNJL8HsGJXCWJEmSJEn0EFw3m809R6EekiRJkiRNWL0saCZJkiRJktr0NSe60WisD2wBrAEsBK5tNpt3jEC9JEmSJEmaMHoKrhuNxgbAycDraq79FNi32WzO769qkiRJkiRNDMMOrhuNxjrAL4FZlJXDLwH+DKwLvBJ4PfCLRqOxVbPZ/MvIVVXScOx81Pm16RccNns510SSJEma/HrpuT6MElh/FPhSs9l8snWh0WisCBwCfB74JHDASFRSkiRJkqTxrJfgejZwYbPZ/ELnhSrQ/mKj0dgJeBMG15IkSZKkKaCX1cLXAa4ZJM81VT5JkiRJkia9XoLrhcCGg+TZoMonSZIkSdKk10tw/QvgHY1GY7u6i41G4+XArlU+SZIkSZImvV7mXH+WMu/64kaj8d/ARZTVwtcBdgB2BxYDnxuhOkpajlxlXJIkSRq+YfdcN5vNa4F3UIZ9vxs4BfgRcCrwHuB+4J3NZnOwedmSJEmSJE0KvfRc02w2f9RoNDYE3gq8FFidEmz/Cji32Ww+NHJVlCRJkiRpfOspuAaoAugzq0OSJEmSpCmrlwXNJEmSJElSm0F7rhuNxr9UP57TbDYfaHs8qGazeUbPNZMkSZIkaYIYyrDw04AErgAeaHs8kKjyGFxLkiRJkia9oQTX76cEyn+uHr9v9KojSZIkSdLEM2hw3Ww2T+t4fPqo1UaSJEmSpAlo2KuFNxqNVwPzm83mbQPkeQ6wcbPZvKSfyknSaNj5qPNr0y84bPZyrokkSZImi15WC78I2HOQPP9S5ZMkSZIkadLrJbiOIeYZbNGzkjHi0Ij4bkT8MSIyIuYPkPeIKk/d8eGa/CtExCERcWNELIqI2yPi2IhYpcv9XxAR50bEvRHxUERcGhGvGcrrkCRJkiRNXcMeFj5EG1BWFh+KzwF/A64F1hhimUOAezrSrqnJdxxwEHAOcCywSfV4i4jYKTMXtzJGxPOAy4AngM8DC4G9gQsi4o2ZOWeIdZMkSZIkTTFDCq4bjcbhHUk7NBqNuqwrUgLr3YBfDLEOz8vMPwJExPXAzCGUOTcz5w+UISI2BQ4Ezs7Mt7el3wKcUNXxzLYiR1OC+y0zc16V9wzgt8BJEfHCzBxSb7wkSZIkaWoZas/1EW0/J7BDdXTzJ+BjQ7lxK7AerohYDXg4M5/okmV3yvD04zvSTwGOAfagCq6rYeJvAea2Auuqbg9GxKnAkcDWwJW91FWSJEmSNLkNNbjesToH8HPgNKBuS64ngQXATc1mc3HN9ZHyG2BV4MmIuBI4KjP/pyPP1sBiOgLizFwUEfOq6y2bAdOBy2ue64q2+xlcS5IkSZKeYkjBdbPZvLj1c6PROB04tz1tOboPOJkyN/pe4AXAwcD5EfH+zDytLe96wD2Z+WjNff4EbBcR0zLzsSpvK70uL8CsugpFxD7APvvtt9/wXokkSZIkadIY9oJmzWbzfaNRkaHIzOM70yLi68D1wHER8b3MfLC6tDJQF1gDLGrL81h1pkv+9rx1dToZOLnRaDgfW5IkSZKmqF624hpXMnMB8FXKYmTbtV16mDLUu86Mtjzt57r8nXklSZIkSVpGT1txNRqNdYFPAjtThktPq8mWzWZztLb66jS/Oq/VlnYn8KKImF4zNHwWZcj4Y215W+mdWml1Q8YlSZIkSRp+z3Wj0ZgFXA18EHiI0tt7G3AzZUGzAH4NXDpy1RzU31fnu9rSrqK8vpe1Z4yIGcDmlNfQch1lSPi2NffepjpfXXNNkiRJkqSeeq4PB9YBdm42m3MajcZi4BvNZvPIRqOxPmWrq42A145cNSEiVgJWycyFHenPAfajrFJ+Wduls4CPUxY8aw/096bMn/52K6Hacus84G0R8ZLM/HV175nAXpQvDlwpXBrAzkedX5t+wWGzl3NNJEmSpOWvl+B6Z+AnzWZzTueFZrN5R6PR2JWywNingYMGu1lEvAfYsHq4NjAtIj5ZPb41M79Z/TwTuCUizgVuYOlq4XtV13bPzEda983M6yLiJOCAiDgb+DGwSVWni6n2uG5zKOULgQsj4jjgfkogPguYnZkuWCZJkiRJqtVLcL0O8J22x08CT289aDabDzYajZ8Cb2UIwTXwAWD7jrSjqvPFQCu4fgT4PvByYBdKQH0PMAf4fGbW9SwfTJmPvQ8wu8p/InB4Zi6zD3dm/iEiXgEcA3yMMo/8WuANmfmULxIkSZIkSWrpJbi+n2UXMLuXpy4EtpDSCz2ozNxhiPkepfRSD1lmPgkcWx1DyX8D5UsBSZIkSZKGrJetuG4FntP2+NfAaxqNxsoAjUZjBeD1wB39V0+SJEmSpPGvl+D6Z8COjUbjadXj04H1gMsajcYXgF8Cm1IWFJMkSZIkadLrJbj+GvAfVHtKN5vNbwFfBl4M/BtlTvRZwGdHqI6SJEmSJI1rw55z3Ww2b6YE1+1phzQajc8BzwXmN5vNu2oLS5IkSZI0CfWyoFmtZrN5N3D3SN1PkiRJkqSJopdh4ZIkSZIkqc2gPdeNRuPrPd47m83mB3osK0mSJEnShDGUYeF79njvBAyuJUmSJEmT3lCC641HvRaSJEmSJE1ggwbXzWbz1uVREUmSJEmSJioXNJMkSZIkqU/D3oqr0WhsMNS8zWbztuHeX5IkSZKkiaaXfa7nUxYrG0z2eH9JkiRJkiaUXoLfM6gPrtcANgc2BOYCztWWJEmSJE0Jww6um83mnt2uNRqNFYDDgH2B9/ZeLUmSJEmSJo4RXdCs2Wwubjabn6YMHT9mJO8tSZIkSdJ4NVqrhV8GvH6U7i1JkiRJ0rgyWsH1M4FVRunekiRJkiSNKyO+mnej0dgJ+Gfg+pG+t6TJaeejzn9K2gWHzR6DmkiSJEm96WWf658PcK/nAK19sI/stVKSJEmSJE0kvfRc79AlPYF7gQuALzabzW5BuCRJkiRJk0ovW3GN1jxtSZIkSZImJANlSZIkSZL61PeCZo1GYzVgdWBhs9m8v/8qSZIkSZI0sfQUXDcajWnAR4D3Axu1pc8Hvg58odlsPjYC9ZMkSZIkadzrZbXwVYGfAVtSFjG7DfgLsA6wIWWV8Lc0Go3XNpvNB0ewrpK0DLfwkiRJ0njRS8/1p4GtgLOBjzSbzVtaFxqNxsbAF4F/qvL920hUUpIkSZKk8ayXBc12BeY1m813tAfWANXjdwC/Bt45AvWTJEmSJGnc6yW4Xouyl3WtZrOZ1fU1e62UJEmSJEkTSS/B9XxgjUHyrF7lkyRJkiRp0usluD4FeGej0Vi/7mKj0dgA+OcqnyRJkiRJk14vC5qdDbwauLbRaBwPXALcBTwb2B74V+Bi4Jwq0F6i2Wze1ldtJUmSJEkah3oJrv9I2YIrgKNqrgfwlupolz0+nyRJkiRJ41ovwe4ZlEBZkiRJkiTRQ3DdbDb3HIV6SJIkSZI0YfWyoJkkSZIkSWrT1xzoasXwLShbcy0Erm02m3eMQL0kSZIkSZowegquq1XATwZeV3Ptp8C+zWZzfn9VkyRJkiRpYhj2sPBGo7EO8Evg9cCtwDeBz1fnW6r0X1T5JEmSJEma9HrpuT4MmAV8FPhSs9l8snWh0WisCBxCCbY/CRwwEpWUJEmSJGk86yW4ng1c2Gw2v9B5oQq0v9hoNHYC3oTBtSRJkiRpCuhltfB1gGsGyXNNlU+SJEmSpEmvl+B6IbDhIHk2qPJJkiRJkjTp9RJc/wJ4R6PR2K7uYqPReDmwa5VPkiRJkqRJr5c515+lzLu+uNFo/DdwEfBnyjDwHYDdgcXA54Zys4g4FHgpsCWwMXBrZm40QP4XAP8BbA9MA64FPpWZP6/JuwLwr8AHgY2Au4HvAIdn5kP93FuSJEmSpJZh91w3m81rgXdQhn2/GzgF+BFwKvAe4H7gnc1mc7B52S2fA14D/B9w70AZI+J5wGXAtpQVyT8CzAQuiIidaoocB3wJ+B1wIPBd4CDgvCrw7ufekiRJkiQBvfVc02w2f9RoNDYEdgG2AFanBNu/As5tNptP6RUewPMy848AEXE9JaDt5mhgDWDLzJxXlTkD+C1wUkS8MDOzSt+UElCfnZlvb90gIm4BTgB2A87s5d6SJEmSJLUbVnDdaDQ2ALYGEriq2Wx+G/h2PxVoBdaDiYhVgLcAc1vBb1X+wYg4FTiyqtuV1aXdgQCO77jVKcAxwB5UwXUP95YkSZIkaYkhDwtvNBpfBP5ImbP8XeCWRqPxlL2uR9FmwHTg8pprV1TnrdvStqbM/V4mIM7MRcC8jrzDvbckSZIkSUsMKbhuNBrvAj5E6Qm+Ebip+vlDjUZj99Gr3jLWq85/qrnWSpvVkf+ezHy0S/61ImJaj/deIiL2iYiru9ZakiRJkjTpDbXn+gPAE8BOzWZz02az+SJgZ0rP8AdGq3IdVq7OdcHyoo48rZ/r8tblH+69l8jMkzNzqy7PI0mSJEmaAoYaXG9GWajsolZCs9mcA/wA2HwU6lXn4eo8vebajI48rZ/r8tblH+69JUmSJElaYqjB9TMoQ8E73UhZYXt5uLM61w3PbqW1D+u+kzL0uy5gnkUZMv5Yj/eWJEmSJGmJoa4WvgLweE3645S518vDdZRh29vWXNumOrfPfb4KeD3wMuDSVmJEzKD0tl/Sx70lTUE7H3V+bfoFh81ezjWRJEnSeDPk1cIp22+Nmcx8EDgP2CEiXtJKj4iZwF7AzSy7MvhZlDof3HGrvSnzp5dsIdbDvSVJkiRJWmI4+1wf0Wg0jqi70Gg0nqxJzmazOej9I+I9wIbVw7WBaRHxyerxrZn5zbbshwKvBS6MiOOA+ynB8ixgdmYu+QIgM6+LiJOAAyLibODHwCbAQcDFVHtc93JvSZIkSZLaDSe4Hu7w76Hm/wCwfUfaUdX5YmBJcJ2Zf4iIVwDHAB8DpgHXAm/IzDk19z4YmA/sA8wG7gFOBA7PzMXtGXu4tyRJkiRJwBCD62azOZzh48OSmTsMM/8NwFuHmPdJ4NjqGNF7S5IkSZLUMpyea00wLr4kSZIkScuHwbXGr73eUJ9+6k+Wbz0kSZIkaRCjNtxbkiRJkqSpwuBakiRJkqQ+GVxLkiRJktQng2tJkiRJkvpkcC1JkiRJUp9cLVySRpnb4kmSJE1+9lxLkiRJktQng2tJkiRJkvpkcC1JkiRJUp8MriVJkiRJ6pMLmmly2usNT0079SfLvx6SJEmSpgSDa6mdQbkkSZKkHjgsXJIkSZKkPhlcS5IkSZLUJ4eFa/TVDbUGh1tLkiRJmjTsuZYkSZIkqU8G15IkSZIk9clh4dJIcOi7JEmSNKUZXEvSOLbzUec/Je2Cw2aPQU0kSZI0EIeFS5IkSZLUJ4NrSZIkSZL65LBwaSw5V1uSJEmaFOy5liRJkiSpTwbXkiRJkiT1yeBakiRJkqQ+GVxLkiRJktQnFzTT0Ln4ljRh1O2PDe6RLUmSNFrsuZYkSZIkqU8G15IkSZIk9cngWpIkSZKkPhlcS5IkSZLUJ4NrSZIkSZL6ZHAtSZIkSVKfDK4lSZIkSeqTwbUkSZIkSX1aaawrIKkHe72hPv3UnyzfekiSJEkC7LmWJEmSJKlvBteSJEmSJPXJYeGSpDGz81Hn16ZfcNjs5VwTSZKk/thzLUmSJElSnwyuJUmSJEnqk8PCJUkTUt2QcoeTS5KksTLheq4jIrscD9bkfUFEnBsR90bEQxFxaUS8pst9V4iIQyLixohYFBG3R8SxEbHK6L8qSZIkSdJENlF7ri8FTu5Ie7z9QUQ8D7gMeAL4PLAQ2Bu4ICLemJlzOsofBxwEnAMcC2xSPd4iInbKzMUj/iqkiaRub2331ZYkSZKAiRtc/zEzvzVInqOBNYAtM3MeQEScAfwWOCkiXpiZWaVvChwInJ2Zb2/dICJuAU4AdgPOHOkXIUmSJEmaHCbcsPCWiJgWETO7XFsFeAswtxVYA2Tmg8CpwPOBrduK7A4EcHzHrU4BHgb2GLGKS5IkSZImnYkaXL+DEvQ+EBF/jYgTI2L1tuubAdOBy2vKXlGd24PrrYHFwJXtGTNzETCvI68kSZIkScuYiMPCrwS+C/wBWA34R+AAYPuI2K7qnV6vyvunmvKttFltaesB92Tmo13ybxcR0zLzsZF4AdKYWt5zp+ueb7SfU5IkSVrOJlxwnZkv70g6IyJ+A3wW+NfqvHJ1rS5YXlSdV25LW7lL3s78TwmuI2IfYJ/99ttv8MpLGt9ctE2SJEk9mnDBdRdfAD4FzKYE1w9X6dNr8s6ozg+3pT0MPKvLvevyL5GZJwMnNxqNHE6FJUkab+r2Dgf3D5ckaSgmRXCdmY9HxJ3AWlXSndV5Vk32Vlr7kPE7gRdFxPSaoeGzKEPGHRIuSZOAAaQkSRoNE3VBs2VExAxgfeCuKuk6yjDvbWuyb1Odr25Lu4ryXrys5r6bd+SVJEmSJGkZEyq4jog1u1w6itILfx4s2XLrPGCHiHhJW/mZwF7AzSy7MvhZQAIHd9x3b8pc62+PQPUlSZIkSZPURBsW/smI2Aa4CLgNmElZLXxH4H+BE9vyHgq8FrgwIo4D7qcEy7OA2Zm5ZI50Zl4XEScBB0TE2cCPgU2Ag4CLgTNH+4VJkiRJkiauiRZczwVeBLwXWBN4ktIL/QngS9W+1ABk5h8i4hXAMcDHgGnAtcAbMnNOzb0PBuYD+1AWRruHEqwfnpmLR+flSJIkSZImgwkVXGfmD4AfDCP/DcBbh5j3SeDY6pAkSZIkacgmVHAtSdJYcZVxSZI0EINrSePTXm+oTz/1J8u3HpIkSdIQGFxLkvpmr64kSZrqJtRWXJIkSZIkjUf2XEuaXBxOLkmSpDFgz7UkSZIkSX0yuJYkSZIkqU8OC5ckaZKpW2DOxeUkSRpd9lxLkiRJktQng2tJkiRJkvrksPCpqG41ZVdSliRJkqSe2XMtSZIkSVKfDK4lSZIkSeqTwbUkSZIkSX1yzrUk9atuHQNwLQNJkqQpxJ5rSZIkSZL6ZHAtSZIkSVKfDK4lSZIkSeqTc64laaw4V1uTxM5HnV+bfsFhs5dzTSRJGjv2XEuSJEmS1CeDa0mSJEmS+uSwcEmSxqm64dYOte6PQ9glSaPF4FqSppK6ed7O8ZYkSeqbw8IlSZIkSeqTPdeSNNG4yrgkSdK4Y3AtSZI0SpzjLUlTh8G1JGkJAwEtT7Y3SdJkYnAtSRp/HPouSZImGINrSdLkYVCuUWIvuyRpMK4WLkmSJElSnwyuJUmSJEnqk8PCJUmSxqG6oejjcRi6Q+YlqTC4liRJA6uby+48dkmSlmFwLUlSP1xETZIkYXAtSZI0qTicXJLGhsG1JEkw+Yc+28OuSaTXLxAM6CWNJlcLlyRJkiSpT/ZcS5JGj72l9pRJkjRFGFxLkqTR4ZcrkqQpxOBakiRJGkf6GfEyURa0kyYjg2tJkiRpAE7v6M73RlrK4FqSpInEodaSRoFBstQ/g2tJkjS+jMUXCL1uxTbZt3BTXwxYxxeHzGu0GVxLkgZnAKFxxg/JkqTxxuC6TUSsAPwr8EFgI+Bu4DvA4Zn50BhWTZIkTSa99s5PpGkBE6mumlCW95drvY5AWN7lJpLJ+hoNrpd1HHAQcA5wLLBJ9XiLiNgpMxePZeUkSZOIgYfGmQn/Ydd/U5LGmMF1JSI2BQ4Ezs7Mt7el3wKcAOwGnDlG1ZMkSerdRAo8nXM/vOcbi+ccj+1GY2LCfyk3wgyul9odCOD4jvRTgGOAPTC4liRp/JpIAaS0PBmUj45J9BonSpA83veAN7heamtgMXBle2JmLoqIedV1SZKkqWUSBRDjhl8EjXwwN5HWMRjFuo6bxR5HcjTIUMuOA5GZY12HcSEirgOelZnPrrn2HWBXYHpmPlZXvtFo+EZKkiRJ0iTXbDajLn2F5V2RcWxl4NEu1xa15VlGROwTEVePWq0kSZIkSeOew8KXehh4VpdrM9ryLCMzTwZOBoiIqzNzq9GpniYL24kGYxvRYGwjGgrbiQZjG9FgbCPDY8/1UncCa0XE9Jprs4B7ug0JlyRJkiRNbQbXS11FeT9e1p4YETOAzQGHfkuSJEmSahlcL3UWkMDBHel7U+Zaf3sI9zh5hOukycl2osHYRjQY24iGwnaiwdhGNBjbyDC4WnibiDgROAA4B/gxsAlwEPBL4DWZuXgMqydJkiRJGqcMrttExIqUnut9gI2Aeyg92odn5oNjVzNJkiRJ0nhmcC1JkiRJUp+ccz0EEfH8iDgyIq6IiLsj4oGImBcRn4iIVWryvyAizo2IeyPioYi4NCJeMxZ119iJiJUj4paIyIj4Ss1128kUFRHPjIgvRsQfImJR9Xflooh4VUc+28gUFBEzI+LjEXFd9f/NPRFxWUTsGRHRkdc2MolFxKER8d2I+GP1f8n8QfIPuT1ExAoRcUhE3Fj9Hbo9Io6t+1yj8W2o7SSKPSLiv6v/fx6OiNsi4ocR8fIuZWwnk8Bw/5Z0lG1UZTIi1qq5bhtpY8/1EETEMcD+wA+BK4DHgR2BdwK/AbbJzEeqvM8DrgSeAI4HFlIWRXsx8MbMnLO866+xERFfBD4IzAROyswD2q7ZTqaoiNgQmEtpF18Dfg+sDmwGXJCZ/13ls41MQRGxAnAxsB1wOuX/nJWB3Sm7WXw+Mz9a5bWNTHIRkcDfgGuBLYH7M3OjLnmH1R4i4suUdWXOAf6Hss7MgcClwE6uMzNxDLWdVDvgPALMA84HbgHWBfYF1gP+JTO/1VHGdjIJDOdvSUe59YAbKB2yM4G1M/Oejjy2kXaZ6THIAWwFrF6T/hnKCuMHtKV9B3gS2LwtbSZwK3AT1RcaHpP7AF5K+YDzoaqNfKXjuu1kih6U/2xuB9YdJJ9tZAoewLbV34zjOtKnAX8E7rONTJ0DeG7bz9cD8wfIO+T2AGwKLAa+33GPA6v2966xfu0eI99OgJWA7WvSn01ZZ+guYAXbyeQ7hvO3pKPcOcCvgG9Wv/O1Oq7bRjoOh4UPQWZenZkLay6dVZ1fDFANf3gLMDcz57WVfxA4FXg+sPXo1lZjLcrCeKcAPwHOrrluO5miIuLVwCspvY9/joinRcTKNflsI1PXatX5zvbEzHyM8uH3IbCNTBWZ+ceh5OuhPewOBKWHu90pwMPAHj1XWsvdUNtJZj6RmRfXpN9FGTHzrOposZ1MEkNtI+0i4p8of1c+SPniro5tpIPBdX/Wr853VefNgOnA5TV5r6jOftiZ/A4BXkjZ1q2O7WTq+sfqfFtEnEcZnvdQRPw+Itr/A7KNTF1XAvcB/x4Ru0bEBtU82qMpQ/mOqPLZRtRuuO1ha0pv05XtGTNzEWXIsG1n6lkfeIzy96fFdjJFRcRqwFeA/5eZVw6Q1TbSweC6R1Xv5OGUob9nVsnrVec/1RRppc0a5appDEXExsCngSMzc36XbLaTqesF1fkU4JnAe4EPUD7QfDMi3lddt41MUZl5L6Wn4G+UYb63AjdS1v14e2aeUmW1jajdcNvDesA9mflol/xrRcS0EayfxrGI+EfKmg5nVUFRi+1k6voPSpx46CD5bCMdVhrrCkxgxwPbAB/PzJuqtNbwzroGtqgjjyan/6QsEPKlAfLYTqauVavzA8CO1VBfIuIcynzaz0XE6dhGproHKXPifghcRvkiZn/gzIh4a2b+FNuIljXc9rByl7yd+R/rv2oazyLi7ynzaf8E/FvHZdvJFBQR21GGgr+7y7TYdraRDvZc9yAijqIM+T05M49uu/RwdZ5eU2xGRx5NMtWw3tcD+2bm4wNktZ1MXY9U5/9qBdawpLfyh8A6lN5t28gUFRH/QAmof5qZH8nMczLza5S5+n8BTqlGTtlG1G647eHhLnm75dckVI22+xll4ak3ZubdHVlsJ1NM1ct8CjAnM/9rCEVsIx0MrocpIo4APgl8g7J1QbvWAjR1Q/FaaXVDtjTBRcR0Sm/1j4G/RMTfRcTfARtWWVav0tbAdjKV3VGd/1Jz7c/V+RnYRqayQygfSL7bnpiZD1O2ztkQ2AjbiJY13PZwJ2W4Zt2H4lmUYZ5TpqdpKoqIjYCLKCvKvy4zr6vJZjuZevanrBv0pdZn2erzbGvk3cYR8dy2/LaRDgbXwxARnwI+BZwB7JXVWvNtrqMMjdi2pvg21fnq0auhxtDTgbWB2cDNbcfc6voe1eO9sJ1MZa0FP9avudZK+yu2kamsFQitWHNtpbazbUTthtserqJ8BnxZe8ZqH+TNse1MahGxISWwXp0SWP+qS1bbydSzIeV3/j8s+3n2bdX1K4HftOW3jXQwuB6iiDicskrrN4H3Zc2G6NWWF+cBO0TES9rKzqQEVTfTsZqeJo2HgF1rjkZ1/SfV4x/aTqa0cynzrfeoft8ARMS6wC7AzZn5B9vIlPa76rxne2I16uWtwL3A/9lG1K6H9nAWZSjwwR232psyP/Lbo1lfjZ0qsJ5LGSX1+sy8ZoDstpOp5xvUf56dW11/P8tur2Ub6RBP7XxVp4jYn7Ic/W3AYZQl59vdVS0wQzV04krgceA44H5KA/sHYHZmXrC86q2xVw27ugU4KTMPaEu3nUxREbEP8P+A3wJfB6YB+wHrAm/KzAurfLaRKaj64Hst5YPvt4FfUhY025syHHz/zGxWeW0jk1xEvIel04sOpPy9OLZ6fGtmfrMt77DaQ0ScSFk/5hzKlKZNgIMobe41dZ0IGp+G2k4iYlXg18DGwInUfwH302rf69a9bSeTwHD+lnQpfxplh5O1M/Oejmu2kXaZ6THIAZxG+Vam2zG3I/8mwA8oewU+DPwC2GmsX4fHmLSdjao28pWaa7aTKXpQhlddQRnx8ABwIfAK24hH9Xt/HnA6ZY7+45Qg6RLgbbaRqXVQeouG9NljuO2BMvXg34CbKEPK/0RZO2TmWL9uj9FpJ22fSQY6drCdTL5juH9LasqfVuVdq+aabaTtsOdakiRJkqQ+OedakiRJkqQ+GVxLkiRJktQng2tJkiRJkvpkcC1JkiRJUp8MriVJkiRJ6pPBtSRJkiRJfTK4liRJkiSpTwbXkiRJkiT1yeBakiRJkqQ+GVxLkiRJktSn/w9DPi25EXcNTQAAAABJRU5ErkJggg==\n",
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      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/GTS1-04-stats-ly</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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    {
     "data": {
      "image/png": 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\n",
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      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
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      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/GTS1-05-stats-classes</div>"
      ],
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       "<IPython.core.display.HTML object>"
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Jean-Luc Parouty's avatar
Jean-Luc Parouty committed
    {
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\n",
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      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
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   "source": [
    "# ------ Global stuff\n",
    "print(\"x_train shape : \",x_train.shape)\n",
    "print(\"y_train shape : \",y_train.shape)\n",
    "print(\"x_test  shape : \",x_test.shape)\n",
    "print(\"y_test  shape : \",y_test.shape)\n",
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    "\n",
    "# ------ Statistics / sizes\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_size,test_size], bins=100)\n",
    "plt.gca().set(title='Sizes in Kpixels - Train=[{:5.2f}, {:5.2f}]'.format(min(train_size),max(train_size)), \n",
    "              ylabel='Population', xlim=[0,30])\n",
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    "plt.legend(['Train','Test'])\n",
    "pwk.save_fig('01-stats-sizes')\n",
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    "plt.show()\n",
    "\n",
    "# ------ Statistics / ratio lx/ly\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_ratio,test_ratio], bins=100)\n",
    "plt.gca().set(title='Ratio lx/ly - Train=[{:5.2f}, {:5.2f}]'.format(min(train_ratio),max(train_ratio)), \n",
    "              ylabel='Population', xlim=[0.8,1.2])\n",
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    "plt.legend(['Train','Test'])\n",
    "pwk.save_fig('02-stats-ratios')\n",
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    "plt.show()\n",
    "\n",
    "# ------ Statistics / lx\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_lx,test_lx], bins=100)\n",
    "plt.gca().set(title='Images lx - Train=[{:5.2f}, {:5.2f}]'.format(min(train_lx),max(train_lx)), \n",
    "              ylabel='Population', xlim=[20,150])\n",
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    "plt.legend(['Train','Test'])\n",
    "pwk.save_fig('03-stats-lx')\n",
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    "plt.show()\n",
    "\n",
    "# ------ Statistics / ly\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_ly,test_ly], bins=100)\n",
    "plt.gca().set(title='Images ly - Train=[{:5.2f}, {:5.2f}]'.format(min(train_ly),max(train_ly)), \n",
    "              ylabel='Population', xlim=[20,150])\n",
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    "plt.legend(['Train','Test'])\n",
    "pwk.save_fig('04-stats-ly')\n",
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    "plt.show()\n",
    "\n",
    "# ------ Statistics / classId\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([y_train,y_test], bins=43)\n",
    "plt.gca().set(title='ClassesId', ylabel='Population', xlim=[0,43])\n",
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    "plt.legend(['Train','Test'])\n",
    "pwk.save_fig('05-stats-classes')\n",
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    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "## Step 4 - List of classes\n",
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    "What are the 43 classes of our images..."
   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 7,
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   "metadata": {},
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   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/GTS1-06-meta-signs</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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    {
     "data": {
      "image/png": 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