demo.ipynb

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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
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 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## This notebook is a demo to show how *IntConversion* was developed, for implmentation detail, please refer to source code in *interger_convert/src*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import csv\n",
    "import cv2\n",
    "import time\n",
    "import matplotlib.pyplot as plt\n",
    "import torch\n",
    "from src.model import IntRec\n",
    "from torch.utils.data import DataLoader\n",
    "import torch.optim as optim\n",
    "import torch.nn.functional as F\n",
    "from torchvision import transforms\n",
    "from src.utils import IntImage, get_num_correct, HelperFunc\n",
    "from PIL import Image, ImageOps\n",
    "import numpy as np\n",
    "import pickle"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " | label            | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 |\n",
    "|:-----------------:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|\n",
    "| Chinese Character | 零 | 一| 二 | 三 | 四 | 五 | 六 | 七 | 八 | 九 | 十 | 百 | 千 | 万 | 亿 |\n",
    "| numeral           | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 100 | 1000 | 10000 | 10-e8 |"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The goal is to convert the hand writen chinese number to numeral  \n",
    "Example: 一百七十万 -> 1700000"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load images whose paths and labels were specified in *data/processed.csv'. *IntImage*, the customized dataloader were implemented in *utils.py*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "image_path = 'data/processed.csv'\n",
    "batch_size = 8\n",
    "model = IntRec()\n",
    "int_image = IntImage(image_path)\n",
    "image_loader = DataLoader(int_image, batch_size=8,shuffle=True)\n",
    "kernal = np.ones((2,2),np.uint8)\n",
    "pad = 28"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "batch = next(iter(image_loader))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Example of a batch (already preprocess in dataloader for generality)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "<function matplotlib.pyplot.show(close=None, block=None)>"
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     "metadata": {},
     "execution_count": 4
    },
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "images = batch[0]\n",
    "label = batch[1]\n",
    "fig = plt.figure()\n",
    "for i, image in enumerate(images):\n",
    "    fig.add_subplot(2, 4, i+1)\n",
    "    plt.imshow(image, cmap=\"gray\")\n",
    "    plt.title(label[i])\n",
    "plt.show"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## *saved_model/model_2.pickle* was trained on my RTX2080 with *src/train.py*, now load it"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def load_checkpoint(path, model, optimizer):\n",
    "    checkpoint = torch.load(path, map_location='cpu')\n",
    "    model.load_state_dict(checkpoint['model_state_dict'])\n",
    "    optimizer.load_state_dict(checkpoint['optimizer_state_dict'])\n",
    "    epoch = checkpoint['epoch']\n",
    "    loss = checkpoint['loss']\n",
    "    return epoch, loss"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Split dateset into train (80%), valid (10%), test (10%)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "train_size, valid_size = int(len(int_image) * 0.8), int(len(int_image) * 0.1)\n",
    "test_size = len(int_image) - train_size - valid_size\n",
    "train_set, valid_set, test_set = torch.utils.data.random_split(int_image, [train_size, valid_size, test_size])\n",
    "train_loader = DataLoader(train_set, batch_size=8,shuffle=True)\n",
    "valid_loader = DataLoader(valid_set, batch_size=8,shuffle=True)\n",
    "test_loader = DataLoader(test_set, batch_size=8,shuffle=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "(2, tensor(27.7808))"
     },
     "metadata": {},
     "execution_count": 7
    }
   ],
   "source": [
    "optimizer = optim.Adam(model.parameters(), lr=0.001)\n",
    "load_checkpoint(\"saved_model/model_2.pickle\", model, optimizer)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Record of training process, model was train in *train.py*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "Text(0, 0.5, 'Accuracy')"
     },
     "metadata": {},
     "execution_count": 8
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n<!-- Created with matplotlib (https://matplotlib.org/) -->\n<svg height=\"261.228437pt\" version=\"1.1\" viewBox=\"0 0 385.78125 261.228437\" width=\"385.78125pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n <metadata>\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n   <cc:Work>\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n    <dc:date>2020-10-11T16:50:25.190973</dc:date>\n    <dc:format>image/svg+xml</dc:format>\n    <dc:creator>\n     <cc:Agent>\n      <dc:title>Matplotlib v3.3.1, https://matplotlib.org/</dc:title>\n     </cc:Agent>\n    </dc:creator>\n   </cc:Work>\n  </rdf:RDF>\n </metadata>\n <defs>\n  <style 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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "with open('train_acc.pickle', 'rb') as f:\n",
    "    train_acc = pickle.load(f)\n",
    "with open('valid_acc.pickle', 'rb') as f:\n",
    "    valid_acc = pickle.load(f)\n",
    "plt.plot(train_acc, color='olive', linewidth=2, label=\"train accuracy\")\n",
    "plt.plot(valid_acc, color='blue', linewidth=2, label=\"validation accuracy\")\n",
    "plt.legend()\n",
    "plt.xlabel('epoch', fontsize=9)\n",
    "plt.ylabel('Accuracy', fontsize=10)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Some Miss Classified Examples"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 720x432 with 8 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "for i, batch in enumerate(test_loader):\n",
    "    preds = model(torch.unsqueeze(batch[0], 1))\n",
    "    acc = get_num_correct(preds, batch[1])\n",
    "    if acc < batch_size:\n",
    "        images = batch[0]\n",
    "        label = batch[1]\n",
    "        fig = plt.figure(figsize=[10, 6])\n",
    "        for i, image in enumerate(images):\n",
    "            fig.add_subplot(2, 4, i+1)\n",
    "            plt.imshow(image, cmap=\"gray\")\n",
    "            plt.title(f\"lab: {label[i]} pred: {preds[i].argmax(dim=0)}\")\n",
    "        plt.show\n",
    "        break"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Test on the model on a real world picture"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x7fd09768f850>"
     },
     "metadata": {},
     "execution_count": 10
    },
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "pic = cv2.imread('pictures/pic5.png')\n",
    "plt.imshow(pic)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## We have to first convert the image to conform with the shape of model and distribution of training dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x7fd097614950>"
     },
     "metadata": {},
     "execution_count": 11
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "gray = cv2.cvtColor(pic, cv2.COLOR_BGR2GRAY)\n",
    "plt.imshow(gray, cmap=\"gray\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x7fd09a69e650>"
     },
     "metadata": {},
     "execution_count": 12
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
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woE7biIiIYOLEiSxfvpyffvrJNYE1cEajkRtuuIHDhw/XOiFmZmZy6tQpmjdvXtEg6256VOufGTx4MOfOnbvq6r9rOX36NH//+98ZP348AwcOdGN01TObzQwfPpxjx45x+PDhetlnSEgIBoPB6S/7tGnTAHjvvfc8lkyVUpjN5nrbn5+fH1FRUXVKrmVlZZSUlBAaGkrLli1dF9w16ARRia+vLyNHjmTjxo0V58mdtWjRIuLj43nuuedcfq+F/Px8pxvxgoOD6dKlC99//329NWiFhIRgNpudGj8xKCiICRMm8O6779a674Mr+Pj4EB0dXW8Dwvr5+WGxWDh06FCdt2U0GnUNwhM6dOhAeHg4X3zxRY3XvXTpEm+99RaDBw9m0KBBLo3r8sCmzoiMjCQwMLDOhwHuMnDgQEwmEx9++KFHr/hUSmE0Guuty3LPnj0pLCwkPj6+ztsSkXqreekEUcmNN95IVlYWR44cqdX6X3zxBVu3buWFF16gadOmLosrJyfH6drA+PHjKSkp4fvvv3fZ/l3FYDDwu9/9jm3btpGamurpcOpVTExMnRooKzt37ly9vX86QdgppRgyZAg7d+50anCWqpSUlDBnzhz69u3L8OHDXRZbcXGx0zWIsLAwzp8/X2UXcU9r3rx5RQe0hj5ehKvFxMQQFxfnkk5ZJSUl9XbmRycIu6CgIAYOHMj27dvr9OHduXMn3333HS+88AK+vr4ujLB6ZrOZ0NBQEhMTr/qluvHGG4mOjnbbvouKiqptJxk5ciTx8fHs27fPbXHUhIjUyxftcic3Vx32lZSU1FuC1QnCrkWLFvj6+vLjjz/WaTslJSW8/fbbdOzYkdGjR7soOucEBATQrl07MjMzr/oAtWnThueee85t58+tVus1rxFQSnHHHXfw9ttv1/sQb1Xx8fGhpKSkXkZ1Cg8Px8/Pz+lT545c7qodFxdXb++hThB20dHRpKSkuKSVeceOHaxYsYLHHnvMJRfWlJSUkJWVRVBQ0DWXCw4OJigoiLi4uKsasU6dOsVdd93l0kOfyy5cuEBKSso1B2ANCgqiffv2Lmmkc4XQ0FCaNm1KUVGR2/c1ePDgiveoLrp27Up4eDhFRUX1VoPQI0rZdenSheXLl9f49GZVbDYbc+bMYd26dYwYMYL169fXaXsFBQUkJSU5fYgQHBx81diZCQkJZGdnM3nyZDZv3uzSVvA9e/bw0EMPOWy7UUpx6623EhERQUBAwBUXjwUEBBAYGAj89wxMRkYGmzZtcnv1PzExsdbtTTXRrVs3du/e7fSvflhYGOPGjavotAflV3LeeuuteHt71+sZKp0gKP8ABwcHu/Qa+59++okXXniBl19+mWPHjrntQq7KysrKsNls9O3bF19fX3JycirmZWdnEx8fz/Dhw2nevHmNRqaqilIKX19fzGYz4eHhWCyWig5QUN4eEhERQXZ2Np07d67Y74YNGygoKKCoqIiCggKaNGlCVlYWGRkZHD16lN27d3PkyJFaX93prJycHHJzc93+S+zl5cWAAQN4/fXXnV4nIyODtWvXkpiYyKBBg+jZsyfDhw8nIiICEan1+CC1oRME5VcolpWVubzjzqpVq/D19eWWW26pc4Jw5tc0JSWF+Ph4unXrxtNPP81bb711RY1IRAgJCaFz5861ShBGo5Hw8HCmTJlC37596dixI15eXgQFBWEwGDCZTJSWlpKTk4OIkJuby5kzZ7h06RL/93//V1FrycjIYNeuXaSkpGCz2cjIyHDrIC1VOX/+PElJSW5PEEVFRTzyyCPExcU5vU5paSlJSUkkJSWxbt06jEYjoaGhjB8/nt69e7NhwwY3RnwlnSAo/+XduHGjy49HRYQFCxa45IY1sbGxWK3Way5z6dIlPvjgA+bOncuf/vQnRo4cyaZNmygrKyMhIYHw8HDMZjOjRo1i27ZtNdp/ly5dePrpp/n1r39NYGAgZ86cqRiAJS0traLdo6ioqOIS6qKioopk4enrU6py9OhRtyclEXF4Ax1nlZWVcebMGebOnVurgYvrQicIytsMNm5037i6rviVysnJcarz1eXDpClTptCjRw969eqFyWRCRCoSVevWrWu8/xkzZvDb3/6WH3/8kenTp7N9+3bOnz/fIL/4zqrrYZYn1Pf7rRpCh5WGNqJUQxQcHIzNZuP8+fNOLd+kSRMiIyMJDQ2lXbt2QHljmb+/PwsXLqx2MJyfi4qKokOHDuzevdstI1TVN4PBgNVqpaCgwNOhNAQ/iEifqmboBKFpmsMEoftBaJrmkE4QmqY5pBOEpmkO6QShaZpDOkFomuaQThCapjmkE4SmaQ7pBKFpmkM6QWia5pBOEJqmOaQThKZpDukEoWmaQzpBaJrmkE4QmqY5pBOEpmkO6QShaZpDOkFomuaQThCapjmkE4SmaQ7pBKFpmkM6QWia5pBOEJqmOaQThPaL4u3tXet1zWYznTp1csmd0H4pdILQfjECAwNZtmwZISEhtVq/Q4cOvPfeezRv3tzFkTVeTicIpZRRKRWrlPrS/ryZUupbpdQJ+9/ASss+r5SKV0odV0rd5o7ANc8wm834+/vTrl07brnlFvz9/T0dUoXIyEj69OmDyVS7O0rGxcVx1113cfHixSumK6W4++67efPNN7nvvvto27atK8JtFGryTj4BxAF+9uczgc0i8lel1Ez78xlKqS7APUBXoCWwSSnVUUTq79bNWp0opbjxxhvp27cvnTt3rphusVjo3r07AQEBhIaG4uXlxbRp01i8eLEHo/2voUOHkpaW5vTtCX9ORMjOzr5qutVqZfTo0QwbNoxnnnmGPXv2MGzYMAoLC+sacoPnVIJQSrUG7gBeA/7HPnksMMz+eBGwBZhhn75CRIqAU0qpeKAfsMtlUf9CXP41zsnJobi42NPhVGjbti2vvfYaQUFB+Pn5ERERAZR/gfbu3cvGjRuJjY0lKyuLTZs2eTbYSrp16+aWO4kXFhYydepUoqKi+OabbwgICMBguE6OzkWk2gKsBHpTnhC+tE/L+tkymfa/7wL3VZr+MTC+im0+COyzF7neiq+vryxZskSSk5Nl9uzZHo+nclFKidVqFavVKl26dJH09HQpKSmRRYsWSUBAgEv3ZbVaxX5v1jqXRYsWyZ49e8RsNtd43WbNmklYWNg1l/Hy8pJ9+/bJ/v37xcvLy+P/JxeWfY6++9WmQaXUaCBdRH6obtnLq1QxTa6aIDJfRPo4umnoL93dd9/NnXfeyaFDh1i1alWdt9e1a1f69HHNWykiFBUVUVZWxqRJkzAYDMycOZOHH36YrKwsl+wDwMvLi0WLFnHnnXfWeVtWq5WuXbty/PhxSktLMRgMGI1Gp89ItGnThvnz52OxWBwuExQUREREBN9+++11cXgB4Ezt4Q0gBTgNnAPygU+A40CYfZkw4Lj98fPA85XW3wgMqGYfns6g9VoCAgJk9+7d8sQTT9Tq166qMnfuXNm/f79YrdaKaYGBgdK0adNabc9kMsmMGTPk22+/leHDh7vsV75y8fb2lp07d8quXbvE29u7TtsKDQ2V5ORkOXbsmDz22GOyZs0a2bJli7z66qtOxR4VFSWnT5+W8PBwh8uMGzdO8vLy5KabbvL4Z8jFxWENwqlDjEpf5GH89xBjNjDT/ngm8Kb9cVfgIGAFIoGTgFEniP+WSZMmyVNPPSVWq1UiIiLqXG03Go2ydu1a+eqrr8RoNIrZbJbRo0fLwYMHZcmSJWIymWq0PS8vL5k1a5YsWbJEAgMDr5pvtVrFYrG45L2YPn265OXlybBhw5xex2KxSNOmTaVdu3YyaNAgeeihh+Tzzz+XsrIyEREpKyuTvLw8OXLkiEycONGpbUZFRcm5c+ckKiqqyvkmk0nWrVsnhw4dqnXSbcDFLQmiObAZOGH/26zSci8ACZTXMkY5sV1Pv0FOFaWU+Pj4SJMmTer0ixcWFiZWq1ViYmIkIyNDXnzxxTrFZTabZc+ePbJx40Zp166dLFiwQPLz8yU+Pl6GDx9eo22ZTCZ5+umn5euvv5aYmBjp1q2b3H333fLYY4/Jhx9+KEuWLJH9+/fL7t27Zc6cOdK6des6xd6sWTM5dOiQzJs3z6nlO3bsKNu3b5djx45JTk6OFBYWSl5eXkVy2LVrl0yePFm6du0qvr6+TsdRXYKIiIiQ8+fPy4cffujxz6EbisMEUaMTxiKyhfKzFYjIBWCEg+Veo/yMxy9Gly5dePLJJxk0aBAmk4n8/Hx27drFrFmzyMjIqNG2UlNTAbDZbPj4+NCvXz+UUpeTZY0ppTAYDNx88818//33NGvWjL1793LfffcRHx/v9HZMJhNPP/00TZs25aGHHmLjxo20adOGkpISCgoKSElJ4ejRoxw4cIBRo0bRr18/du3axaefflrtto1GIwEBAVy4cOGK6RcvXuSLL75g4sSJBAYGkpmZec3tlJaWsn//fpRSxMbGkpubS1xcHA8//DD3338/Dz30EIcOHXL6NTtr6NChWK1WPvnkE5dvuyGrXY+S60xUVBRfffUV6enpfPXVV8THxyMiBAcH16lbro+PDxaLhc6dOzNixAhatWpFcHAwmZmZLF26lIKCAqe2ExYWRkREBAaDAZvNxqxZs/jnP/9Z48QVERHBzJkzefTRRzl79iwffPABly5dYtu2beTm5nLhwgVKSkoQEaZOncqHH35ITk5OtdtVSvHcc88xYMAAxo8ff9Up3XXr1vH4448zbNgwVq9efc1tnTx5kieeeOKq6du2beP2228nOTm5Rq/5snbt2uHl5eUw/uHDh5OVlcWPP/5Yq+03WjU5xHBXwfNVrGsWX19fmTp1qoSEhNR6G0op8ff3l169esnIkSNlxowZsmHDBrHZbCIiUlpaKjabTYqLi2Xv3r0SERHh1HZ79OghX3/9tdhsNklMTJQePXrUukHRy8tLtm/fLmvXrhWDwXDNZSdOnCilpaUyatSoarfbr18/SUtLk2nTplU532KxyL///W+ZM2dOrd/fCRMmyI8//ljr048TJkyQ+Pj4KtuDAgICJCEhQVavXi1Go9Hjn0c3FNccYlyvcnNzWbBgQa3WtVgsjBgxgt/+9rf069eP1q1bYzAYUEphNptRSnH69GkWLVpEVlYWBw4cIDY2tsoefZUZDAZGjx7Nu+++S1hYGEoptm3bVqfqdWFhITt27OC2227DarVeswYTHBxMUVFRxeHStfTu3ZuTJ0+yZMmSKucXFxezbds2Ro8ejY+PD/n5+TWOPSgoiOLi4lofprVr147U1FTy8vKumhcTE0OrVq149dVXKSv7b4fgyzW2X7LrpDuY50yaNIklS5bQvXt3du3axVNPPcXgwYPp378/f/rTnygrK+Pdd9/l5ZdfZs6cOWzZsqXa5ODt7c3//M//sHjxYrZs2cKECRNIS0ujtLS0zvGeOXOG1q1b4+fnd8V0i8WCt7c3vr6+dOrUibvvvpuMjAynqvQ9e/bk448/vmbfgQ0bNtCmTRvCwsJqFXfnzp05cuQIRUVFtVq/VatWxMfHU1JSctW8G264gZKSEvbu3XvF9LFjx9KpU6da7a+x0DUIN/vss8/YuXMnZ8+e5dKlS1fMy8/P57nnnmP//v1Ob89gMPD888/zxBNP8M477/CXv/yFkpIS7r77boKCgjAajVf8ygG0bNmS3r17s27duhrF7uXlxa233sqQIUMYMGAAAQEBALRu3RpfX1/WrVtXbaOil5cX7du357XXrt1mfeTIEdLS0oiMjCQhIaFGcV7289ftqvVvuOEG0tPTOXv27BXT27Zty7Bhw3jyySdrXXNp6HSCcLO8vDx++umnKucFBATg4+NTow92WFgYU6dO5cknn2Tx4sUV62ZkZNCtWzfMZvNV2zOZTLz88svExsaSkpLi1H6UUjz99NO8+OKLnDt3js2bN7N582bOnz9Pv379eOWVV9ixY0e1VWyr1UpWVhbp6enXXC4/P5+4uDiPXWpdUFDA4cOHr5putVrp0KED586dIzc394p5LVu2ZNiwYfj4+FR5aPJLoBNELRmNxorHtf3lqs0FP5mZmTzzzDOsXr36qv0GBATg7+9/VVU+KyuLgIAAunfv7nSCAEhJSeHRRx9lzZo1XLx4seJXMjMzk+eee47//Oc/1W6jqKiIhQsXVnsxms1mY8OGDXTp0sXp+H6uqi+4sy5cuMC+ffuqjKuwsJBWrVrh7+9fcZrWYrEwYMAAIiMjadu2LUePHq31vhsynSCcYDabCQwMpHPnzrRt25ZevXrRo0cPDAYDubm5PPvssxw7dqxW27bZbDW6kjM/P7/Kfgc//fQToaGhDBw48KpThc2aNcPf359evXqxYcOGa27/8jG8iLBo0aIql+nQoQOZmZkcP3682ngLCwtZv359tcsB7N27l+joaKeWrcrPx3GoiSNHjlTZOFpSUsK///3vilPHn3zyCSUlJXTr1o1u3brh6+vL0KFDdYK4HrVo0YKZM2cyaNAgWrVqRYsWLcjMzCQ5OZmNGzdy8uRJ9u7dW6POSD+Xnp5e62PuyjZs2MCrr77Kk08+SWZmJvHx8Vy4cIHg4GDuuusu/P39nWpQ/PHHH6tsqKvMYDCQk5NzVZtKXSUmJuLl5VVlO4ozoqKiar3vvXv3Omwcfvfdd+nSpQujR49m9OjR2Gw2MjMzKSwsJDs7m1OnTtV6vw2dThDXMHr0aB588EGSkpJYvXo127dv5z//+Q8XLlxw2dV88fHxdfrluywxMZHFixczffp0vvnmG7KyskhLS6Nly5b4+fmRkJDAtm3bqt2OM2dCevfuTWRkJIMHD+bbb7+tc+yX2Ww2WrRogcFgqHGC+O677/Dx8an1vq/VRpKZmcnUqVOJiIjA39+foqIizp07h8FgwM/PjxMnTtR6vw2dThDXsHz5cn744QeSk5Orba2vLZvN5pIW8NLSUmbMmMHXX3/NzTffTFRUFKWlpWzZsoVz587x+eefc/r06Vpvv0mTJrRt25aePXty5513Eh8fX+uh3RwpLCxk8eLFtTpdu3r1arcONltYWFjlYeTPz2z84ni6F2Vj6EnprtK/f39Zv359tb0Wa1OMRmOttnv5ArKuXbuKUkoiIiLksccekwMHDkhycrKsWbNG7rrrLmnSpInH3z9dXFZ0T8qG6sCBA27pjVfbMyvJycnk5+dz8803M2bMGB5//HGUUnz44Yd8+umnHDt2zCUdsrRGwtO1h+u5BhEWFib9+/f3eByVi9FolOeff14uXrwoZWVlsm/fPomJiXHLgDG6NJjisAahGkIPMPuHT2sgDAYDf/vb37jxxhu5//7763SWRmsUfhAHQz/qBKFVyWq1YjKZfrE9BLUrOEwQug1Cq1JRUVGtL3zSfjn01ZyapjmkE4SmaQ7pBKFpmkM6QWia5pBOEJqmOaQThKZpDukEoWmaQzpBaJrmkE4QmqY5pHtSahWaNGlCWFgYLVu2pFOnTleNr5Cdnc2xY8eIj493+WhSWsOkr8XQ8PLyYtasWYwdO5awsDBEBH9/f0SEgwcPcuHCBQ4fPozBYKB37958+OGHLF682NNha66jr8XQHLNarQwdOpSysjIee+wxYmNjef3117nxxhu58847OXv2bMX4Ej4+Pno8iOuIThAa2dnZjBs3DqPRSEpKCkopiouLCQoKIiYm5orBbmtzW7zGxmQyXXF4Vd0gvr9kOkFoAFfcY1NE+Oqrrxg3bhwjR46s8R25GhOTyURQUBBt2rShffv29O7dm549e1bcRaygoICDBw+yatUqtmzZ4tFYPUEnCK1KlxOGr69vveyvW7dulJaW1vr+IjXl4+PD5MmTufPOO+nRoweBgYEUFhaSmppK+/btsVqt5ObmsmbNGnx8fOjXrx/btm37xd+s9+d0gtAqGI1GmjZtislkIiYmBoA+ffrwhz/8gVOnTtG5c+crqt4//fQTGRkZHD9+vE4Dy5hMJubNm0d0dDT3338/X3/9dV1fSrXatWvHP/7xD86dO8eXX37J119/TWxsLFA+hH5ERAR5eXnMmDHDqTuY/1LpBNFAGQwGmjRpQkhICK1ataJTp040a9aMY8eOsXbt2jrdqPbyl1xEKhooBw0axIABA4iOjsZgMBAcHIxSik6dOjF79mxMJhMmk4mioiL8/f2B8qH2y8rK+Oyzz7j//vtr3XhZVlZGcnIygwcPJiIiotavqyZSUlJ47rnn+Pzzz0lPT0dEMJvNzJ49m+DgYHbs2EF8fHy1d1r/xfP0gLXX86C1lYvRaJS2bdvKuHHj5K9//ats3LhRjh49KufPn5f8/HxJSkqSgwcPyr///W/x8fGp076mTp0qH330kQwcOFC++OILKSgokNTUVPn666/lH//4hzz//PPy6KOPSnZ2tqxYsUI6duwoffr0kT59+sjw4cMlPz9fNm3aJDNmzJDz58/LuXPnpGXLlnWK6Z133pH4+HgJCAjwyPuvlJJJkybJxYsX5dFHHxWz2eyW2xE00KKHvW9IlFJYrVZCQkKIjo5m4MCB3HDDDQwYMAB/f3/Onz/PyZMnWbZsGTt37iQ3N5fExETy8/NRStX5TEJkZCQPPPAAI0aMoKioiHnz5jF//nzOnDlDYWEhIoLFYmHy5Mls3rz5iruTR0dHk5GRQatWrViwYAGRkZGMHz8ei8VS17eF0tJSj51C/dWvfsWbb77JSy+9xPvvv1+nGtoviU4Q9cRgMBAVFUXv3r0ZPHgwAwYMoG3btjRt2pTS0lLMZjNLlixhyZIlHD16lMzMzBrd1Lcm4uLiKCws5Pe//z379+8nLy+PG2+8kWXLljFv3jw++eQTbDZblQ1yx48fZ+zYsXTu3Jns7OyK+2hkZWXVOa6WLVsSEhJS7700Y2JiePnll3n99df54IMPdHKoRCeIehAUFMQbb7zBuHHjCAgI4NKlS5w6dYqVK1eybds2Dh8+zJIlS2jSpAl79uxx+0jSp06dIi8vj5SUlIov45kzZygqKuLdd9/l5MmTfP/99w5/zQ8cOMCBAwdQStGxY8eK2k1dKaWqvH2e0WjEx8eHS5cuueQ2hZXddNNNLFy4kLfeeosdO3bQvXt3AMLDwyktLSU1NZXi4uKK2tX1NpCvUwlCKRUAfAR0o/yY5X7gOPApEAGcBiaKSKZ9+eeBB4Ay4HER2ejiuBsVHx8fBg8ezMWLF3n//fdZsmQJSUlJFV8qHx8fbDYbt99+O2FhYW6/D0VmZuZVX/7k5GQmTJjA4sWL6dOnDzt37uTQoUPX3I7JZCIiIoLt27e7vLajlCI8PJwxY8Zw880307lzZyZNmsS+fftcsn2TycTYsWN56623iIiIYO7cuRQXF1fcb1QpRUFBAV5eXpSWlnLhwgX27dvH5MmTKSgocEkMjYGzNYi5wNciMl4pZQF8gD8Bm0Xkr0qpmcBMYIZSqgtwD9AVaAlsUkp1FJHrtt6WlJTEzTffjM1mq/Jmr8XFxWRkZNCuXbt6iadS4/AVzp07xz333FPxZa/u1zI4OJh27doxa9asOsd0+PBhTCYTbdu2JTQ0lEceeYTBgwcTEBBAXFwc69evJyUlpc77AejYsSMjR45EKYWIYLPZiIuL45NPPuHgwYNAee/J9PR0wsPDmTBhAvfffz8lJSVYLBadICpTSvkBQ4ApACJSDBQrpcYCw+yLLQK2ADOAscAKESkCTiml4oF+wC4Xx96oVPfhVkqRlZVVL6fV0tPTSUtLq3LexYsXgfI2k2bNmuHt7V0xb8iQIbRp04b09HS2bt1K+/btSU5OZv/+/XWKRylFaGgoXl5erF69uqLL99KlS1mxYgXHjh2jsLCwTvu4zGq18uabb7JkyRJWrVrF1q1b6dChA5s3b6547ZUdPXqUjIwMJk+ezP79+8nJyXFJHI2FMzWIdkAGsEAp1RP4AXgCCBGRVAARSVVKBduXbwXsrrR+in2a5oDBYMDPz4+0tLQrPoAWiwWDoXzIDpvN5rJqfFFREcXFxVWeeWjRogXR0dHk5+dzxx13MGTIEP7zn/9w8OBBxowZw+jRozl9+jT79u3jV7/6FXPmzKn1l8ZgMNC5c2fuv/9+pk6dCpQ3gr711lts3ryZ8+fP1+l1VqVv376MHDmS1NRUVq1aVdGeci2X36ft27e7vA2koXMmQZiAXsBjIvK9Umou5YcTjlzdylTebnHlQko9CDzoVJS/cM2bN6dNmzYcOXKEPn36MGLECNq3b0+nTp3w8fEB4NKlSzz11FPs3r27mq1Vr7i4mLNnzzJ48GCOHTuG0WikdevW9O/fn9/85jfExsYyceJEgoKCCAoKYvbs2dx6663MmDGDWbNmUVpaitVqpWfPnsyfP79WMbRr144pU6bwxz/+EW9vb6xWK9nZ2UyZMoUjR47U+TU6cuLECTIyMggLC8NgMDjVdbpHjx6YTCaOHz/utrgaLCc6MYUCpys9Hwysp7yRMsw+LQw4bn/8PPB8peU3AgN0RynH5aabbpKioiKx2WxSVFQkxcXFEh8fLxs2bJC5c+fKmjVrpLS0VHbu3ClNmzZ1yT47deokMTExctddd8lnn30mycnJMnv2bAkNDZWpU6dKaWmpXPbdd99d1YHJz89P+vTpU+P9+vn5yaOPPipnzpyR9PR0eeedd6RXr16yceNGOXLkiHh7e7v1vbZYLPLDDz/IwYMHxWq1XjFPKVXlXcznzp0rOTk50qlTJ49/VtxUHHaUcran43Yg2v74ZWC2vcy0T5sJvGl/3BU4CFiBSOAkYNQJwnF5+OGHpbi4WOLi4mT37t1y2223SWBgoBiNRgGkadOmsmnTJikuLpZbb73VZfvt1KmTxMXFydGjR+Xuu+8Wi8Ui7dq1k+PHj0thYaGcO3dOTpw4IYWFhfLdd99JmzZt6rS/fv36ybZt2yQnJ0fee+89iY6OrvhCvvPOO/Ljjz+Kl5eXW9/rywliw4YN4ufnJxEREXLXXXfJRx99JOvXr5f169fLW2+9Jffdd5/06tVLfH19ZcuWLXLgwIE692BtwKXOCSIG2AccAtYAgUBzYDNwwv63WaXlXwASKK9ljGrMXa1NJpOYzWYxm80VX1hXl7ffflsSEhIkNDRUfH19q1xm4sSJUlZWJq+//rpL9x0QEFBRO7BarbJs2TJJTEyUO+64Q1q3bi2BgYEyfvx42b17t2zfvr3WSaJTp05y+vRpOXfunNx9991iMpmumF9fCcLX11fi4uJk/vz58s4778jFixelpKREEhMT5euvv5aPP/5YlixZIuvWrZPt27fLmjVrpLCwUJYvX15l7eIXUurW1VpEDgBVDUk1wsHyrwGvObPthsZisRATE0P79u0ZOHAgvXr1wmg0Av8dkzE2NpYlS5a4pMed0WikZ8+eHD16lPT0dIfHxJdb0AcOHIjZbHbZICaVe0BOmDCBUaNGMX36dNavX18xfeXKlWzdupWFCxeydOlS7rnnHs6cOVOj/QwePJi8vDzGjRvH/v3769TYFxERQWZmZq3O+DRr1oywsDAOHjzI6dOn6dmzJzt37mTu3LlkZGRgs9kqOmt5e3tXNGpu27btumugBN2TskJQUBB33HEHU6ZMoU+fPhQVFREXF0d8fDzHjh0jIyOjYtlLly5V2eOvNpo2bUp4eDgrVqy4ZoNZSkoK8fHxRERE4O3t7fJRjiIiIpg1axYfffQRn3/+OQB+fn488MADLFu2jLS0NKZMmcLChQt54403mD59eo16fK5YsYIvv/zSJZdODx06FBGp1biY4eHhGI1GfvzxR7Zt28a3335LWVnZFcn+ciLIz88nLS2NsrKy6/eS77peiemKggerVwEBAfLiiy9KXFyc5Ofny65du2T69OnSvn17sVgsbt9/p06d5MKFCzJkyJBrLqeUkn/9619y+vRp8fPzc2kMRqNR5s2bJ+vWrZMmTZpUTPf395cffvhBPv7444qqf4sWLWTdunXyz3/+06WHA++884789NNPTr22e++9V7Zt21arNoGHHnpIsrKyJCoqyun/z/nz5yUmJqbeP5v1WBweYlz398W49957+fWvf81f/vIXbrnlFoYPH877779PQkKC2y6Wqqxjx44UFxeTkJBwzeVEhEOHDtG0aVMCAwNdGsPtt9/O7bffzlNPPXVFrSA7O5sHHniAqKgounbtCkBGRgb3338/CQkJFadgXSUsLIzg4ODqF6S8P0OPHj1qvI+oqCgOHTpEUlKS0+sUFRVV2YnqenDdH2IsX76cL7/88oqBWetT165duXjxolPH04mJiTRt2pTmzZuTmJjokv23adOGmTNn8uKLL1aZpA4cOMCoUaOuuE7h4sWLvPnmmy7Z/2VJSUkYDAanLxv38vIiMjKyRv1CDAYDnTp1YufOnU4nf4vFwsmTJ0lPT3d6P78k132CyMrKcsmlyrUVFBTEsWPHnDqeP3funEsbyiwWC6+++iorV65kxYoVV2w7PDycnj17Eh0dTWhoKL6+vhW1CBHh3Xff5bPPPnNZLCdOnMDLy4tf/epXHD169JrLFhcXIyL06tWL5cuXO70Pk8lEixYtrqg9GI1GjEYjFosFk8lUMVitiHDhwgWGDx9OZmYmVqvVZd29G5PrPkF4klKKzp07s3PnTqe++K4YlKWy3/72tyQmJvLee+9dsf/o6Gi++eYbWrRowYULF8jLy+PkyZP4+/vTvXt3bDYbx48fZ+XKlS4bxHX//v2kpaUxY8YM4uPj2bx58zUbYm02W0WNxlmBgYFERkYyduxY8vPz6dmzJ+3bt6d169Z4eXlhNpsJCQkBygevOX36NG3atMHPz49Vq1YxYcIEMjMz6/Q6GxudIDzIx8eHVq1aOT2Sc8eOHSuuzXCFHTt2sHz58quu2kxNTWXGjBmcPHmSxMREcnNzKSkpYd68eURFRTFv3jxee+01l47wnJKSwscff8zzzz/P6tWr2bhxI1u3biU3NxcoH127Z8+eGAyGirMY1V1D8XMGgwGDwcBtt93GbbfdVnF24sCBA5w6dYrY2NiKsxkXL14kIyOD999/n08//ZTPP//cozVNj/H0GQxPn8XwZAkMDJTTp09f8wzG5e6/Sil59dVXpaioSHr16lXvsY4cOVKSkpLk0UcfdVuHMW9vb5k2bZps2LBBkpOT5eLFi1eV48ePy65du+SVV165qqu0M9t/8cUXZdOmTfKvf/1L7rzzTgkODr7m62nbtq3bO281gOLwLIa+N6cHtWjRgm+//ZaxY8dW2ehoNBr585//TL9+/VBK0aNHD5o1a0b//v0rxi1wNaUUzZo1IzMzs6KG0K1bNx5//HGWL1/O1q1b3X5vCKPRSPPmzTGbzRVjNlx26dIl8vLyKCsrq3V7jNFoRESuu3tcXIO+N2dD1KZNG/Lz8x22kJeVlbFgwQKysrJo3749kZGRHD58mBMnTrgtpujoaL788kuWLl3KG2+8QVRUFGPHjuXZZ5+ttyHgy8rK3HrWQI85WQOePry4ng8x/P39Zdy4cWI2m51ePjAw0O0xLViwQHJzc2X9+vUya9Ysl11BqkuDLXW7WEsniOurWCwWmT59uiQnJ8uxY8c80uahS70WnSB0qXmJiIiQr776ShITE2Xy5MnX041krreiE4QutSt+fn4yc+ZMOXLkiMyYMcPh5ei6NOqiz2JodRMREcHs2bM5f/48L7300hVXt2qNnsOzGNf9xVqac06fPs2kSZPYs2cPCxcupHfv3p4OSasHugah1VhERAQ5OTnX7RWOv0C6H4TmOqdPn/Z0CFo90YcYmqY5pBOEpmkO6QShaZpDOkFomuaQThCapjmkE4SmaQ7pBKFpmkM6QWia5pBOEJqmOaQThKZpDukEoWmaQzpBaJrmkE4QmqY5pBOEpmkO6QShaZpDOkFomuaQThCapjmkE4SmaQ7pBKFpmkM6QWia5pBOEJqmOeRUglBKPaWUOqKUOqyUWq6U8lJKNVNKfauUOmH/G1hp+eeVUvFKqeNKqdvcF76mae5UbYJQSrUCHgf6iEg3wAjcA8wENotIB2Cz/TlKqS72+V2BkcB7Simje8LXNM2dnD3EMAHeSikT4AOcBcYCi+zzFwF32h+PBVaISJGInALigX4ui1jTtHpTbYIQkTPAW0ASkApki8g3QIiIpNqXSQWC7au0ApIrbSLFPu0KSqkHlVL7lFL76vYSNE1zF2cOMQIprxVEAi2BJkqp+661ShXTrrq1nojMF5E+jm75pWma5zlziHEzcEpEMkSkBPgXMBBIU0qFAdj/ptuXTwHCK63fmvJDEk3TGhlnEkQS0F8p5aOUUsAIIA5YC/zevszvgS/sj9cC9yilrEqpSKADsMe1YWuaVh+qvXmviHyvlFoJ7AdKgVhgPtAU+Ewp9QDlSWSCffkjSqnPgKP25f8oImVuil/TNDdSIlc1D9R/EEp5PghNu3794KgtUPek1DTNIZ0gNE1zSCcITdMc0glC0zSHdILQNM0hnSA0TXNIJwhN0xzSCULTNId0gtA0zSGdIDRNc0gnCE3THNIJQtM0h3SC0DTNIZ0gNE1zSCcITdMc0glC0zSHdILQNM0hnSA0TXNIJwhN0xzSCULTNId0gtA0zaFqh72vJ5eA454Oog6CgPOeDqIOGnP8jTl2aBjxt3U0o6EkiOON+RZ8Sql9On7PaMyxQ8OPXx9iaJrmkE4QmqY51FASxHxPB1BHOn7PacyxQwOPv0Hcek/TtIapodQgNE1rgHSC0DTNIY8nCKXUSKXUcaVUvFJqpqfj+TmlVLhS6julVJxS6ohS6gn79GZKqW+VUifsfwMrrfO8/fUcV0rd5rno/0spZVRKxSqlvrQ/bzTxK6UClFIrlVLH7P+HAY0lfqXUU/bPzWGl1HKllFdjiR0AEfFYAYxAAtAOsAAHgS6ejKmKGMOAXvbHvsBPQBfgTWCmffpM4G/2x13sr8MKRNpfn7EBvI7/AZYBX9qfN5r4gUXAH+yPLUBAY4gfaAWcArztzz8DpjSG2C8XT9cg+gHxInJSRIqBFcBYD8d0BRFJFZH99se5QBzl//ixlH9wsf+90/54LLBCRIpE5BQQT/nr9BilVGvgDuCjSpMbRfxKKT9gCPAxgIgUi0gWjSR+yjsjeiulTIAPcJbGE7vHE0QrILnS8xT7tAZJKRUB3AB8D4SISCqUJxEg2L5YQ3xNc4DnAFulaY0l/nZABrDAfoj0kVKqCY0gfhE5A7wFJAGpQLaIfEMjiP0yTycIVcW0BnneVSnVFFgFPCkiOddatIppHntNSqnRQLqI/ODsKlVM8+T/xAT0At4XkRuAPMqr5Y40mPjtbQtjKT9caAk0UUrdd61Vqpjm0e+DpxNEChBe6XlryqtgDYpSykx5clgqIv+yT05TSoXZ54cB6fbpDe01DQLGKKVOU34I9yul1Cc0nvhTgBQR+d7+fCXlCaMxxH8zcEpEMkSkBPgXMJDGETvg+QSxF+iglIpUSlmAe4C1Ho7pCkopRfnxb5yIvF1p1lrg9/bHvwe+qDT9HqWUVSkVCXQA9tRXvD8nIs+LSGsRiaD8/f23iNxH44n/HJCslIq2TxoBHKVxxJ8E9FdK+dg/RyMob8NqDLGX82QLqb3l9nbKzwwkAC94Op4q4ruJ8mreIeCAvdwONAc2Ayfsf5tVWucF++s5Dozy9GuoFNcw/nsWo9HED8QA++z/gzVAYGOJH/hf4BhwGFhC+RmKRhG7iOiu1pqmOebpQwxN0xownSA0TXNIJwhN0xzSCULTNId0gtA0zSGdIDRNc0gnCE3THPr/r1YMJh6jAJAAAAAASUVORK5CYII=\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "_, bw = cv2.threshold(gray, 80, 255, cv2.THRESH_BINARY_INV)\n",
    "plt.imshow(bw, cmap=\"gray\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "pic_tensor = torch.Tensor(bw)\n",
    "vertical_mask = torch.ones(1, pic_tensor.size(0))\n",
    "horizontal_mask = torch.ones(pic_tensor.size(1), 1)\n",
    "vertical_index = torch.mm(vertical_mask, pic_tensor)\n",
    "horizontal_index = torch.mm(pic_tensor, horizontal_mask)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Extract each number"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x324 with 3 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "slices = HelperFunc.get_slices((horizontal_index != 0).view(-1))\n",
    "fig = plt.figure(figsize=[6, 1.5*len(slices)])\n",
    "for i, slice in enumerate(slices):\n",
    "    fig.add_subplot(len(slices), 1, i+1)\n",
    "    start_index, end_index = slice\n",
    "    buff = int(0.2 * (end_index - start_index))\n",
    "    short_pic_tensor = pic_tensor[start_index-buff : end_index + buff, : ]\n",
    "    plt.imshow(short_pic_tensor, cmap=\"gray\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Extract single characters in the number"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 720x144 with 5 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "example_slice = pic_tensor[slices[0][0] : slices[0][1], : ]\n",
    "cuts = HelperFunc.get_characters(example_slice)\n",
    "fig = plt.figure(figsize=[2 * len(cuts), 2])\n",
    "for i, cut in enumerate(cuts):\n",
    "    fig.add_subplot(1, len(cuts), i+1)\n",
    "    start_index, end_index = cut\n",
    "    buff = int(0.2 * (end_index - start_index))\n",
    "    short_pic_tensor = example_slice[: ,start_index-buff : end_index + buff]\n",
    "    plt.imshow(short_pic_tensor, cmap=\"gray\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Trim and resize so that their dimension comform with our model, expect `[batch, channel, 64, 64]`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 720x144 with 5 Axes>",
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     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "example_slice = pic_tensor[slices[0][0] : slices[0][1], : ]\n",
    "cuts = HelperFunc.get_characters(example_slice)\n",
    "fig = plt.figure(figsize=[2 * len(cuts), 2])\n",
    "for i, cut in enumerate(cuts):\n",
    "    fig.add_subplot(1, len(cuts), i+1)\n",
    "    start_index, end_index = cut\n",
    "    buff = int(0.2 * (end_index - start_index))\n",
    "    short_pic_tensor = example_slice[: ,start_index-buff : end_index + buff]\n",
    "    # Trim the data\n",
    "    img = transforms.ToPILImage(mode='L')(short_pic_tensor)\n",
    "    p = transforms.Compose([transforms.Scale((pad,pad))])\n",
    "    new_img = ImageOps.expand(p(img),border=((64-pad) // 2),fill='black')\n",
    "    new_img = np.array(new_img)\n",
    "    new_img = cv2.dilate(new_img,kernal,iterations = 1)\n",
    "    # Prediction\n",
    "    trans = transforms.ToTensor()\n",
    "    new_tensor = torch.unsqueeze(trans(new_img), 0)\n",
    "    new_tensor[new_tensor > 0] = 255\n",
    "    pred = model(new_tensor).argmax()\n",
    "    plt.imshow(new_tensor.reshape(64, 64), cmap=\"gray\")\n",
    "    plt.title(f\"pred: {pred}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "example_slice = pic_tensor[slices[1][0] : slices[1][1], : ]\n",
    "cuts = HelperFunc.get_characters(example_slice)\n",
    "fig = plt.figure(figsize=[2 * len(cuts), 2])\n",
    "for i, cut in enumerate(cuts):\n",
    "    fig.add_subplot(1, len(cuts), i+1)\n",
    "    start_index, end_index = cut\n",
    "    buff = int(0.2 * (end_index - start_index))\n",
    "    short_pic_tensor = example_slice[: ,start_index-buff : end_index + buff]\n",
    "    # Trim the data\n",
    "    img = transforms.ToPILImage(mode='L')(short_pic_tensor)\n",
    "    p = transforms.Compose([transforms.Scale((pad,pad))])\n",
    "    new_img = ImageOps.expand(p(img),border=((64-pad) // 2),fill='black')\n",
    "    new_img = np.array(new_img)\n",
    "    new_img = cv2.dilate(new_img,kernal,iterations = 1)\n",
    "    # Prediction\n",
    "    trans = transforms.ToTensor()\n",
    "    new_tensor = torch.unsqueeze(trans(new_img), 0)\n",
    "    new_tensor[new_tensor > 0] = 255\n",
    "    pred = model(new_tensor).argmax()\n",
    "    plt.imshow(new_tensor.reshape(64, 64), cmap=\"gray\")\n",
    "    plt.title(f\"pred: {pred}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "example_slice = pic_tensor[slices[2][0] : slices[2][1], : ]\n",
    "cuts = HelperFunc.get_characters(example_slice)\n",
    "fig = plt.figure(figsize=[2 * len(cuts), 2])\n",
    "for i, cut in enumerate(cuts):\n",
    "    fig.add_subplot(1, len(cuts), i+1)\n",
    "    start_index, end_index = cut\n",
    "    buff = int(0.2 * (end_index - start_index))\n",
    "    short_pic_tensor = example_slice[: ,start_index-buff : end_index + buff]\n",
    "    # Trim the data\n",
    "    img = transforms.ToPILImage(mode='L')(short_pic_tensor)\n",
    "    p = transforms.Compose([transforms.Scale((pad,pad))])\n",
    "    new_img = ImageOps.expand(p(img),border=((64-pad) // 2),fill='black')\n",
    "    new_img = np.array(new_img)\n",
    "    new_img = cv2.dilate(new_img,kernal,iterations = 1)\n",
    "    # Prediction\n",
    "    trans = transforms.ToTensor()\n",
    "    new_tensor = torch.unsqueeze(trans(new_img), 0)\n",
    "    new_tensor[new_tensor > 0] = 255\n",
    "    pred = model(new_tensor).argmax()\n",
    "    plt.imshow(new_tensor.reshape(64, 64), cmap=\"gray\")\n",
    "    plt.title(f\"pred: {pred}\")"
   ]
  }
 ]
}