Text_Segmentation_UNet_training.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "colab": {
      "name": "Text_Segmentation_UNet_.ipynb",
      "provenance": [],
      "collapsed_sections": []
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "code",
      "metadata": {
        "id": "MHeCbNaoaunS",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 84
        },
        "outputId": "70b9f6d5-1308-44f7-8f7b-fa20f004887b"
      },
      "source": [
        "!gdown --id 1ixh-tv-IKMdNjpoINbILJKGRNwcfH5Tj"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Downloading...\n",
            "From: https://drive.google.com/uc?id=1ixh-tv-IKMdNjpoINbILJKGRNwcfH5Tj\n",
            "To: /content/PageSegData.zip\n",
            "40.4MB [00:00, 111MB/s] \n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nedi4GidAGcE",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "fc7ba528-7a68-40c7-d882-d1e98c8f2cbb"
      },
      "source": [
        "!unzip PageSegData"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Archive:  PageSegData.zip\n",
            "replace PageSegData/PageImg/1.JPG? [y]es, [n]o, [A]ll, [N]one, [r]ename: A\n",
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          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "scrolled": true,
        "id": "YIsSOBLfYyt0",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 34
        },
        "outputId": "11f37f46-7315-45e5-c84c-4a134ae2ccb6"
      },
      "source": [
        "#Importing required libraries.\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import cv2\n",
        "import os\n",
        "#from tensorflow.keras.layers import Conv2D,MaxPooling2D,Activation,Conv2DTranspose,Input,Add,UpSampling2D,Dropout,concatenate\n",
        "from keras.layers import *\n",
        "from keras.models import Model\n",
        "from keras.optimizers import Adam\n",
        "import random\n",
        "\n",
        "image_list=os.listdir('/content/PageSegData/PageImg/')\n",
        "image_list=[filename.split(\".\")[0]for filename in image_list]\n",
        "\n",
        "def visualize(img,seg_img):\n",
        "    \"\"\"\n",
        "    Visualizes image\n",
        "    \"\"\"\n",
        "    plt.figure(figsize=(20,20))\n",
        "    plt.subplot(1,2,1)\n",
        "    plt.imshow(img)\n",
        "    plt.title('Image')\n",
        "    plt.subplot(1,2,2)\n",
        "    plt.imshow(seg_img,cmap='gray')\n",
        "    plt.title('Segmented Image')\n",
        "    plt.show()\n",
        "    \n",
        "def get_segmented_img(img,n_classes):\n",
        "    \"\"\"\n",
        "    Loads in the segmented image and create suitable segmentation label.\n",
        "    \"\"\"\n",
        "    seg_labels=np.zeros((512,512,1))\n",
        "    img=cv2.resize(img,(512,512))\n",
        "    img=img[:,:,0]\n",
        "    cl_list=[0,24]\n",
        "\n",
        "    \n",
        "    seg_labels[:,:,0]=(img!=0).astype(int)\n",
        "\n",
        "\n",
        "    return seg_labels\n",
        "def preprocess_img(img):\n",
        "    img=cv2.resize(img,(512,512))\n",
        "    return img\n",
        "\n",
        "def batch_generator(filelist,n_classes,batch_size):\n",
        "  while True:\n",
        "    X=[]\n",
        "    Y=[]\n",
        "    for i in range(batch_size):\n",
        "      fn=random.choice(filelist)\n",
        "      img=cv2.imread(f'/content/PageSegData/PageImg/{fn}.JPG',0)\n",
        "      ret,img=cv2.threshold(img,150,255,cv2.THRESH_BINARY_INV)\n",
        "      img=cv2.resize(img,(512,512))\n",
        "      img=np.expand_dims(img,axis=-1)\n",
        "      #img = np.stack((img,)*3, axis=-1)\n",
        "      img=img/255\n",
        "\n",
        "      seg=cv2.imread(f'/content/PageSegData/PageSeg/{fn}_mask.png',1)\n",
        "      seg=get_segmented_img(seg,n_classes)\n",
        "\n",
        "      X.append(img)\n",
        "      Y.append(seg)\n",
        "    yield np.array(X),np.array(Y)\n"
      ],
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Using TensorFlow backend.\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "68fb0gZpQX29",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 35
        },
        "outputId": "bc6f10fc-96d4-4169-cfc8-892107f4c533"
      },
      "source": [
        "image_list[0]"
      ],
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "application/vnd.google.colaboratory.intrinsic": {
              "type": "string"
            },
            "text/plain": [
              "'109'"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "bAzZUMoRYyt9",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 339
        },
        "outputId": "194d97a2-6131-4904-c627-15ffa04c7f97"
      },
      "source": [
        "img=cv2.imread('/content/PageSegData/PageImg/'+image_list[0]+'.JPG',1)\n",
        "seg=cv2.imread('/content/PageSegData/PageSeg/'+image_list[0]+'_mask.png',1)\n",
        "\n",
        "visualize(img,seg)"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x1440 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5s60ri-YYyuD",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "9516d8b6-e443-4363-d448-ce451d393178"
      },
      "source": [
        "\n",
        "\n",
        "def unet(pretrained_weights = None,input_size = (512,512,1)):\n",
        "    inputs = Input(input_size)\n",
        "    conv1 = Conv2D(64, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(inputs)\n",
        "    conv1 = Conv2D(64, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv1)\n",
        "    pool1 = MaxPooling2D(pool_size=(2, 2))(conv1)\n",
        "    conv2 = Conv2D(128, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(pool1)\n",
        "    conv2 = Conv2D(128, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv2)\n",
        "    pool2 = MaxPooling2D(pool_size=(2, 2))(conv2)\n",
        "    conv3 = Conv2D(256, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(pool2)\n",
        "    conv3 = Conv2D(256, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv3)\n",
        "    pool3 = MaxPooling2D(pool_size=(2, 2))(conv3)\n",
        "    conv4 = Conv2D(512, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(pool3)\n",
        "    conv4 = Conv2D(512, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv4)\n",
        "    drop4 = Dropout(0.5)(conv4)\n",
        "    pool4 = MaxPooling2D(pool_size=(2, 2))(drop4)\n",
        "\n",
        "    conv5 = Conv2D(1024, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(pool4)\n",
        "    conv5 = Conv2D(1024, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv5)\n",
        "    drop5 = Dropout(0.5)(conv5)\n",
        "\n",
        "    up6 = Conv2D(512, 2, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(UpSampling2D(size = (2,2))(drop5))\n",
        "    merge6 = concatenate([drop4,up6], axis = 3)\n",
        "    conv6 = Conv2D(512, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(merge6)\n",
        "    conv6 = Conv2D(512, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv6)\n",
        "\n",
        "    up7 = Conv2D(256, 2, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(UpSampling2D(size = (2,2))(conv6))\n",
        "    merge7 = concatenate([conv3,up7], axis = 3)\n",
        "    conv7 = Conv2D(256, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(merge7)\n",
        "    conv7 = Conv2D(256, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv7)\n",
        "\n",
        "    up8 = Conv2D(128, 2, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(UpSampling2D(size = (2,2))(conv7))\n",
        "    merge8 = concatenate([conv2,up8], axis = 3)\n",
        "    conv8 = Conv2D(128, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(merge8)\n",
        "    conv8 = Conv2D(128, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv8)\n",
        "\n",
        "    up9 = Conv2D(64, 2, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(UpSampling2D(size = (2,2))(conv8))\n",
        "    merge9 = concatenate([conv1,up9], axis = 3)\n",
        "    conv9 = Conv2D(64, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(merge9)\n",
        "    conv9 = Conv2D(64, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv9)\n",
        "    conv9 = Conv2D(2, 3, activation = 'relu', padding = 'same', kernel_initializer = 'he_normal')(conv9)\n",
        "    conv10 = Conv2D(1, 1, activation = 'sigmoid')(conv9)\n",
        "\n",
        "    model = Model(inputs,conv10)\n",
        "\n",
        "    model.compile(optimizer = Adam(lr = 1e-4), loss = 'binary_crossentropy', metrics = ['accuracy'])\n",
        "    \n",
        "    #model.summary()\n",
        "\n",
        "    if(pretrained_weights):\n",
        "    \tmodel.load_weights(pretrained_weights)\n",
        "\n",
        "    return model\n",
        "\n",
        "#model = FCN(n_classes=2,  \n",
        "            #  input_height=320, \n",
        "            #  input_width=320)\n",
        "model=unet()\n",
        "model.summary()\n",
        "    \n",
        "    \n",
        "\n",
        "\n",
        "        "
      ],
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Model: \"model_1\"\n",
            "__________________________________________________________________________________________________\n",
            "Layer (type)                    Output Shape         Param #     Connected to                     \n",
            "==================================================================================================\n",
            "input_1 (InputLayer)            (None, 512, 512, 1)  0                                            \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_1 (Conv2D)               (None, 512, 512, 64) 640         input_1[0][0]                    \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_2 (Conv2D)               (None, 512, 512, 64) 36928       conv2d_1[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "max_pooling2d_1 (MaxPooling2D)  (None, 256, 256, 64) 0           conv2d_2[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_3 (Conv2D)               (None, 256, 256, 128 73856       max_pooling2d_1[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_4 (Conv2D)               (None, 256, 256, 128 147584      conv2d_3[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "max_pooling2d_2 (MaxPooling2D)  (None, 128, 128, 128 0           conv2d_4[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_5 (Conv2D)               (None, 128, 128, 256 295168      max_pooling2d_2[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_6 (Conv2D)               (None, 128, 128, 256 590080      conv2d_5[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "max_pooling2d_3 (MaxPooling2D)  (None, 64, 64, 256)  0           conv2d_6[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_7 (Conv2D)               (None, 64, 64, 512)  1180160     max_pooling2d_3[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_8 (Conv2D)               (None, 64, 64, 512)  2359808     conv2d_7[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "dropout_1 (Dropout)             (None, 64, 64, 512)  0           conv2d_8[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "max_pooling2d_4 (MaxPooling2D)  (None, 32, 32, 512)  0           dropout_1[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_9 (Conv2D)               (None, 32, 32, 1024) 4719616     max_pooling2d_4[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_10 (Conv2D)              (None, 32, 32, 1024) 9438208     conv2d_9[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "dropout_2 (Dropout)             (None, 32, 32, 1024) 0           conv2d_10[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "up_sampling2d_1 (UpSampling2D)  (None, 64, 64, 1024) 0           dropout_2[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_11 (Conv2D)              (None, 64, 64, 512)  2097664     up_sampling2d_1[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "concatenate_1 (Concatenate)     (None, 64, 64, 1024) 0           dropout_1[0][0]                  \n",
            "                                                                 conv2d_11[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_12 (Conv2D)              (None, 64, 64, 512)  4719104     concatenate_1[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_13 (Conv2D)              (None, 64, 64, 512)  2359808     conv2d_12[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "up_sampling2d_2 (UpSampling2D)  (None, 128, 128, 512 0           conv2d_13[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_14 (Conv2D)              (None, 128, 128, 256 524544      up_sampling2d_2[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "concatenate_2 (Concatenate)     (None, 128, 128, 512 0           conv2d_6[0][0]                   \n",
            "                                                                 conv2d_14[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_15 (Conv2D)              (None, 128, 128, 256 1179904     concatenate_2[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_16 (Conv2D)              (None, 128, 128, 256 590080      conv2d_15[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "up_sampling2d_3 (UpSampling2D)  (None, 256, 256, 256 0           conv2d_16[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_17 (Conv2D)              (None, 256, 256, 128 131200      up_sampling2d_3[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "concatenate_3 (Concatenate)     (None, 256, 256, 256 0           conv2d_4[0][0]                   \n",
            "                                                                 conv2d_17[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_18 (Conv2D)              (None, 256, 256, 128 295040      concatenate_3[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_19 (Conv2D)              (None, 256, 256, 128 147584      conv2d_18[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "up_sampling2d_4 (UpSampling2D)  (None, 512, 512, 128 0           conv2d_19[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_20 (Conv2D)              (None, 512, 512, 64) 32832       up_sampling2d_4[0][0]            \n",
            "__________________________________________________________________________________________________\n",
            "concatenate_4 (Concatenate)     (None, 512, 512, 128 0           conv2d_2[0][0]                   \n",
            "                                                                 conv2d_20[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_21 (Conv2D)              (None, 512, 512, 64) 73792       concatenate_4[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_22 (Conv2D)              (None, 512, 512, 64) 36928       conv2d_21[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_23 (Conv2D)              (None, 512, 512, 2)  1154        conv2d_22[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_24 (Conv2D)              (None, 512, 512, 1)  3           conv2d_23[0][0]                  \n",
            "==================================================================================================\n",
            "Total params: 31,031,685\n",
            "Trainable params: 31,031,685\n",
            "Non-trainable params: 0\n",
            "__________________________________________________________________________________________________\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nnpYHTJWYyuI",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "random.shuffle(image_list)\n",
        "file_train=image_list[0:int(0.75*len(image_list))]\n",
        "file_test=image_list[int(0.75*len(image_list)):]\n",
        "\n"
      ],
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "PGmooTzpDTYz",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 286
        },
        "outputId": "7f95d3a5-a309-4eff-c0d3-adf70e921b6f"
      },
      "source": [
        "img,seg=next(batch_generator(file_train,2,1))\n",
        "plt.imshow(np.squeeze(seg[:,:,:,0],axis=0),cmap='gray')"
      ],
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.image.AxesImage at 0x7f469c40bd68>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 8
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "UK2wl_KFiGeq",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 134
        },
        "outputId": "5ac6d0dd-fb3d-49fb-e9b1-c6510844f796"
      },
      "source": [
        "from keras.callbacks import ModelCheckpoint\n",
        "mc = ModelCheckpoint('weights{epoch:08d}.h5', \n",
        "                                     save_weights_only=True, period=1)\n",
        "model.fit_generator(batch_generator(file_train,2,2),epochs=3,steps_per_epoch=1000,validation_data=batch_generator(file_test,2,2),\n",
        "                    validation_steps=400,callbacks=[mc],shuffle=1)"
      ],
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Epoch 1/3\n",
            "1000/1000 [==============================] - 813s 813ms/step - loss: 0.1776 - accuracy: 0.9264 - val_loss: 0.2502 - val_accuracy: 0.9282\n",
            "Epoch 2/3\n",
            "1000/1000 [==============================] - 810s 810ms/step - loss: 0.1447 - accuracy: 0.9367 - val_loss: 0.1501 - val_accuracy: 0.9380\n",
            "Epoch 3/3\n",
            "1000/1000 [==============================] - 809s 809ms/step - loss: 0.1337 - accuracy: 0.9413 - val_loss: 0.1677 - val_accuracy: 0.9417\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<keras.callbacks.callbacks.History at 0x7f46f974bb38>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "oyPHgQIEEyfv",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "import seaborn as sns\n",
        "img=cv2.imread(f'/content/test_img.JPG',0)\n",
        "ret,img=cv2.threshold(img,150,255,cv2.THRESH_BINARY_INV)\n",
        "img=cv2.resize(img,(512,512))\n",
        "img= np.expand_dims(img,axis=-1)\n",
        "\n",
        "\n"
      ],
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "D9PJsdleU9oY",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 286
        },
        "outputId": "a10681bc-aee0-42e5-e7a9-742b23f727ab"
      },
      "source": [
        "img=np.expand_dims(img,axis=0)\n",
        "pred=model.predict(img)\n",
        "pred=np.squeeze(np.squeeze(pred,axis=0),axis=-1)\n",
        "plt.imshow(pred,cmap='gray')"
      ],
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.image.AxesImage at 0x7f44c839b278>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 17
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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BQE9PD93d3WGf/6HHTU9PJz8/n9bWVhwOB9OmTRtzoBnA+fPn6e7uprCwEIfDQUpKCu3t7RMeyn/y5Ek2btzI9u3b1ViJKLeDyWRixowZzJ49O+T9enp6qKmpIT8/n5qamqDsweNRUFCA3W5PqmHd45Gamkp/f39Ujzk0/iQtLY158+ZhNptpaWmhsbEx7PM/1FU4ZcoU5syZw5EjR7Db7Vx11VWjBsX59+nu7qahoYHFixdjt9tJT0+nqqpqwq8D/jT2EaAUQ6jodDqysrKUV0KRsFgsFpYtW8auXbvo7OyMJPhOBTiNhM1m49577w34nWHwyXLjjTeqgreKhEWn05GZmUl7eztbt27l3/7t32hvb9e0zaTpMeTm5rJr1y4WLFigegeKSc3WrVu56667wrEzKHflhdx2223Mnz9fKQXFpGfGjBmat5E0iiEzM3Nc67FCMRk4cOCA5uMmkuZOef3114Ni4hWKyYTL5WLfvn38x3/8h+ZtJY2NAeCOO+7gm9/8JgUFBbFoLmyOHTs24kjPRYsWUVpaGjBGxRKv18vAwEBgJOHFSkNDA0VFRaMao91ut+aGaq/XyxtvvBE06vO1117jyJEjkRgelbtyNKxWa8J7IBwOBwMDA0HLzWZzoDR7PF6LvF7vRf865nK5MBqN8RYDu92uRU4Q5a4cCSEEHo9H8yGr0cCf1v1CVPSk9kw0gE0LsrKyWLFiRVDwVE1NDYcPH9b8Gk4axZCfn8/DDz/MHXfccdE/9RSTH4PBEHhtHEpnZyf//d//zbe+9S1N85QmzavEY489FhOjjUKhNW63mxUrVvDBBx9MdFcVxzAUk8nE7bffHm8xFIqooNfrNe/1JoViUCguJrq7u+nq6tK0jaRQDE6nk02bNinDnWLS09jYyOOPP05VVZWm7SSN8fG5554jOzubL33pS6rqlCKhkVLicDg4fvz4sKHZtbW1PPPMM5w+fVpzGZLG+OgnPz9/WDpwhSIR8Xg82O32aKfiV3EMo9He3h40kCojI4OFCxdq0l51dXVQbQGz2cysWbNIT0/XpM1Ep6enByHEhFP1h4PT6USn02EwGCZ9NvDKysqgaEitSBrFIITg2muv5d5772Xx4sXD1lmtVubMmaPJRXPy5MmgXJNms5np06fH5MZIRPxPwVgrBq/XixBi0iqHV199lc997nMxyV2aNK8Sn/jEJ3jhhRfIysrSuimFQhOklHzjG9/giSeeCPcQKo7hQi655BKlFBSTGiEE5eXl6PV6zdsaVzEIIUqFEDuFEEeFEEeEEA/5lucIIbYLIap939m+5UII8aQQokYIcUgIcZnWP0KhSBaKiopiMsgrlB6DG/iqlHI+cCXwj0KI+cCjwNtSylnA2755gDXALN9nA/B01KUOA41GqykUMaG1tZVt27bx+c9/PibZxsc1Pkopm4Fm33SPEOIYUAzcDKz0bfYcsAv4F9/yX8lB48X7QogsIYTNd5y48fzzz5OSksJnP/tZFi1aNGxdQ0MDdrs94srEF5KSksJll10WcI+ePn0al8vF9OnTRwxp7e3t5dixY5OiWrQiduzfv5/NmzfT0NAQsyC9CRkfhRDTgd3AQqBBSpnlWy6ATilllhBiG/B9KeUe37q3gX+RUn44xnFjZgHNyMigtLR02LL29nYGBgaw2+1RbctgMFBWVhbo+p07dw6Px0N+fv6IlnGHwxFR/QOFYhyiH8cghLACvwcellLah17YUko50ZtbCLGBwVeNmNLT0xOoBuQnVpGQ41W/SklJoby8PCayJDMWi4U1a9awY8eOoDEHWVlZdHd3j5lTMSsra9Th+6+++irNzZF3ji0WC3feeWfgOn3nnXc4cuQItbW1Ua/gNRIh9RiEEEZgG/BHKeVG37ITwEopZbMQwgbsklLOEUL8wjf92wu3G+P4mvcYLBYLt956K/feey/Lly8fNRGK4uJHCIFer8fj8QQpgKHl6Mbaf6zUb9EKARhqZPR4PLhcLr7yla+wadOmcA8ZvR6D7zXhGeCYXyn4eBX4B+D7vu9Xhix/QAixBVgGdMfbvgCwYcMGNm7cqJK0KAJokeJPq7SBer0evV7PJz7xCZ599llNk7RAaK8SK4B7gUohxAHfsq8zqBC2CiHuA04Bn/atewNYC9QA/cDnoipxGKSkpHDfffcppaCY9CxduhSz2Rx/xeAzIo4WQ3rdCNtL4B8jlCuqeL1eWlpagrwRCsVko66uLiY2hqR4hLpcLjZu3BizASgKRbTp7u5mz549fOYznxkxg3i0SZqxEkIIVq5cySOPPEJxcfGI29jtdrZs2UJmZiZdXV0UFxfjcrlwOBzY7fao+ZCzsrK48847xwxtbW9v58UXX4yKIctisVBcXExNTQ1FRUW0tbVF/FuuvvpqZs+ejdlsZteuXRw9enTE7YxGI3fccQcffPABnZ2dLF68GLPZzJtvvhm0rd/Tdc0117BgwYKQ5LDb7ezcuRO3201bW5vmFZrGw2AwcOedd45a96O5uZmDBw9SXl5OYWEhp0+f5p133hn3uB9++CFVVVX09/dHIp6qKzEa49kZYhUdGYq9I5EjNYeOUpRSjnlD6nS6wG8Zuk8oxw6FRDtPoVxj/t843rmLMiofw0hkZ2dHpZKSXq/nU5/6FDqdjrS0tLCMml6vl9dee23M3H1Tpkzh4x//OKmpqWHLemE706dPp6uri+uvvz7sc+F0OtmxYwd6vZ7+/n4yMjK49tprg85DX18fb7zxxphPuZycHBYvXsyePXtiFtVnNptZt24daWlpvPXWW7S2to67/ac+9SnMZvO4/1k45OTk8MlPfhKDwTDmtVRfX89rr70W9UC8kUiaHkN5eTlbtmxh9uzZER9LCEFaWlrEY/t7e3vHfNoZDAYsFkvE+QOGtmM0GvF4PAH5w8V/s3u9XvR6/YhxIVJK+vr6xvyNOp0Os9nMwMBAzJ6cfoUuhKC/v39chTR0+/H+s3DlCSU3hdvt5qOPPuKJJ57gpZdeCqcp9SoxFJ1Ox89//nO++MUvatmMQhETenp6uOqqqzh8+PBEd1X5GIZiNBq57rogz6pCMSmxWq2aZ79KCsUgpRz3PVKhmCz09vZqPgI3KRSD0+lk48aNmhfpUCi0xO+S/cIXvhDOa8SESAobAwzaGebPn88tt9zCbbfdNmKG5ra2Nt555x0uv/xy9u/fj91uH9MgVlhYiMFgYPny5WRkZPDGG2/Q0tKi5c9ISsxmc6C687p168jOzsbtdlNXV8eePXviHrsQK+rr69mxYwctLS3h/mZlfBwLs9k8okXe6/XidDoxGo24XK5xT77ftWQymRBC4HA4Es6nfrGRkpISOO9ut1vz8OCR3Iex+o/9Xq8otqfiGEYiNTWV1atXk5+fH29RFJOA9PR07r77bpqbm8nLy8NisdDX18fWrVtjEpZ8zTXXMHv2bF544QUaGhp4/fXXY5bEJ2l6DEVFRTz33HNcc801mEwmrZtTKKKKy+XiF7/4BV/5ylciCQRT7sqhGAwGNm3axPXXX6+UgmJSYjQauf/++/nsZz8bk/aSQjHo9Xrmzp0bbzEUiogQQsTsVSIpFIOUks7OzniLoVBEREdHB7t27YpJW0lhfHQ6nWzYsIGtW7cya9ascccI+Ee8RZrxabT8fxpYm8fFn6fQ7/Ybr23/9l6vNzAaUK/X4/V6A+dFSjlsPpSxFx6PJ3CcoWNNhp4rIQQ6nW7C59/j8Qw7rk6nC3s8iNfrDZyrUPC3NfS6cbvdgelI/muHw8Ff//pXnnzySRobG8M+zkRIGuMjDBogP/OZz1BUVDTmdg0NDTQ2NnLFFVcEcvh1dnZiMplCHpHodrv53e9+N2JymOzsbFJTU2lqapr4j5gg/os1NzeXm2++mZ07dwKDmYDGIj8/n5tuuokDBw5w+PBhZs6cydVXX82xY8eYN28eUkra2to4cuQI8+bNA8Bms415TKfTyVtvvcWaNWs4fPgwOTk5TJs2jYGBAbZu3RroJmdnZzN37tyg4sNjIaXkvffe4/Dhw6SkpFBaWsqsWbOYOnVqyMeAwYQoHo+H5uZm9u7dG5JyEEIwc+ZMpkyZQlNTE5dccgldXV28++67zJw5k/Pnz1NfXx+0nz8h7Xi4XC5qamqi8SBRcQwKhSIIFccwEkuWLOGhhx4aNYPTRDl37hwvvPBCQOvPnDmTNWvWROXYk4mdO3eOGqI7depU1q1bF5NCrMnAvn372Lx5M6dOndK0naTpMXzyk5/kV7/6FQUFBVo3pVBoyqFDh1izZg1nzpyZ6K4qjmEoKSkp/OhHP1JKQXFRsGjRognbTiZKUigGYFhJOoViMhOLPJFJoRg8Hg979+5NmlF4iouX3t5eNm3axMGDBzVtJymMj263my9/+cu43W7uuOOOEYdcJwJSSrq6uqirq0NKGXA1pqWlkZ+fT319PQUFBWRlZdHT00N7eztCCNLT08nKyiIzMzNQsDfSPJF+HA5H4NPV1UVBQQGnTp0Ka1Rjbm4u06dPD1re399Pf38/nZ2dmM3moGrk4XD+/HmOHTsWlouvoKBgmAwOh4Pjx4+POEbBYrGQm5tLYWHhmMesqqrCZrONeO2FKuvLL7/Mjh072Ldvn+ajSpPG+Ohrh0WLFpGRkRGL5sKio6ODEydODFMMVqsVm81GdXU1NpuN3Nxcuru7aW1tRQhBZmYmOTk55OTkcP78ecxmc9TkOX/+fODT2dnJlClTqK2tDatEWkFBATNnzgxa3tvbS39/P+3t7aSmpo6oPMKR+8CBA2EpBpvNxowZM4Ydq7KycsSbMS0tjYKCgnFjOI4cOUJpaemI116osqo4Bo3JyMgYtSBIqPT09AQyQun1emw2W9Se0orIufTSS7nkkkvG3a6lpYXt27dPKMoxHviDoex2eyQV1VQcw4WYTCauu+467r77bubMmcP8+fMjOl5tbS2VlZXAYHdy1apVw8qWK+KLyWQKaSStx+OJSW6FaFFRUcE999yjedRsUvQYdDod3/ve93j00Uc1K1OuUMSKp556in/8x7DqRqs4hqEYjUbuvPNOpRQUFwVLly7V/LU1KRQDjF0rUaGYTLz11lsqjiEaOJ1OXnjhBc1dPIrEwev1Bgx1o320rs0Qbex2O88++yxPP/205m0lhY0BBqv33HDDDTz00EPjupZgUJm88cYbnDt3btxtU1NTue2220Y1dlVXV7N79+5hy6ZNm4bBYOCSSy7h5ZdfnrAravbs2VgsFjo6Omhvb2fGjBmjlqJPRrq6uti2bduY5zU/P58bbrgh0C2fNm0aRqORurq6CXkpbrjhhmED8w4cOEBFRcWwYdVZWVl4PB56enqC9l+6dGlgiPnevXtH/R/ffPNNKisrI/GgKHflaJhMppBG+kkpcTgcIXfZRktJDyOnOfcn9jAYDDgcjpDaGIperw8ke/EXlk10lxv8LQkLDD7VhyY28cdt+L8j8dv7/4uJXN/+/2Si5/HCa8rlcgUFQ40lj8FgCHi0nE6nlv9j9NyVQggzsBtI8W3/Oynld4QQM4AtQC5QAdwrpXQKIVKAXwEfA84Bd0op68P6GVEmNTWVsrIyrrrqqniLkrQsW7aMyy67DID33nuPs2fPMn/+fEpKSkhJSeHkyZPMnDmT+vp63nzzzbDb8QeyHT9+nHPnziGEwGw2k5eXx+nTp6P1c+KCPyGNpvgHZIz2AQRg9U0bgb8CVwJbgbt8yzcBX/JN/19gk2/6LuCFENqQWn+Ki4vl22+/LTs7O6VCMZmpra2V8+fPD+c++FCOcy/6P+MaH32y+K00Rt9HAquA3/mWPwes903f7JvHt/46EeeQQKPRyDPPPMOqVavIysqKpygKRcSUlZXxwAMPaNpGSF4JIYReCHEAaAO2A7VAl5TS/yLVCPitL8XAaQDf+m4GXzcuPOYGIcSHQogPI/sJ46PT6SgrK9O6GYUiZmj9OhSSYpBSeqSUS4AS4Aog4iINUsrNUsrLZYjGkAjbUunjFRcN/f39EdlfQmFCoYBSyi4hxE5gOZAlhDD4egUlgD94uwkoBRqFEAYgk0EjZNxwOp387Gc/Y/PmzVgsljG3lVLi8XiQUmIwGAJWco/HE3UiS/wAABlrSURBVIic9Kc6NxqNw9KnD50eDX9Kcf+2Xq93WJr2iVjidTrdqNGcXq93xGHCfvku3C+UIr6TBb1eH1Hq+Atxu92B/8jj8UR1TMxEzntbWxvvvfceTz/9dPzzMQgh8gGXTylYgNXAD4CdwO0Meib+AXjFt8urvvm9vvU7ZAJccVu2bKGuro7bb7991Avm/Pnz9Pb2snv3bjweD9dccw2dnZ1YLBaOHj3KqlWrSElJ4Y033sBut3PrrbfS1NTE9OnTEUJQU1Mz4rBiPy6Xi7fffhubzUZLSwvTp0/n2LFjrFmzhsbGRurq6qipqQn5N9lsNm666SZ6e3uxWq0IIejv78disXDy5El27twZpBxmzJiB2+1m7dq1gfPQ09PDW2+9FVLMRqKj1+tZvHgx5eXl5OXlRXQsp9PJ+fPn2b17N3/3d39HdXU1lZWV3H777eM+YEJBSsnvf/97Ojo6Qnog9PT0xKTkAIQQxyCEWMygMVHP4KvHVinl40KIMgaVQg7wEfB/pJQOn3vzeeBSoINBz8XJcdqIu+JQxJ4pU6YE3bxnzpyho6MjThIlLjk5OdE4LyrA6ULmzJnDXXfdxdVXX63yJiQI5eXllJSUDFtWXV0dTvbji56ioiKam5vZvXs3TzzxRFiJclCKYThz5szh9ddfp7y8XMtmFArNcbvdfP7zn+f5558PZ3c17Hooc+fOVUpBcVFgMBjYsGGDGnatUCiGE4uqXkmhGGprayd9fLxCIaXk5MmTfOc739HctZwUNgaAFStW8OSTT3LppZdq3VTS4/F4qKmpobe3N6wLOC8vj6ysrIjC1xsbG8nIyIg4I7j/N6SkpOB0Ojlx4gRFRUUhDd2PlKamJjo6OgKjb1988UV+9atf0draGu4hlfFxJKxWKwsXLhw3CEkRGR6Ph+PHj9PT0xOWYigsLCQrK4ucnJywZTh16lSg1kYk2O12pJRYLJZA/Yfi4uIgb4oWnD59mvb2ds6fPw9EJQuZUgxjtEVqaip9fX3DllssFpxOJxaLZVhmn7y8PJxOJ2azmYGBgbCfgslIbm4uaWlpYe/v8Xhobm4OKfgnLS2N3NygITkh09PTQ19fHx6PB5vNRnt7O7m5ufT396PX60lJSQl6t/d6vXR2dgZdS9EiJycHq9UamJdS0tzcPGJEa4io9PEXMnPmTL7xjW9gsVgoLi6moaFh2HqbzUZXVxc2my1QCUqn0/Gxj30Mu91Obm4uLS0tNDQ0RPLHJBWXXXZZRE9Wh8PBzp07Q/LZT506lSVLloTdVl1dHY2NjTgcDlauXElFRQVLlizhzJkzmM1mcnJyguqfulwuDh8+TGNjY1QeFhcmc1m8ePGw4jsej4fXXnuNxx57jMbGxojbG1OWRHj6ad1jmD59Oq+++iqLFi3SshmFIibs3buX9evX09bWNtFdVRzDUJYsWaKUguKi4corr9Q8jUBSKIZE6BUpFNGit7dX8wzXSaEY/NZdhWKy43A4+M1vfsORI0c0bScpbAwAa9as4Yc//CHl5eXDhsx6vV46OjpUIhdFAH8FcX/RYr/HymQyYbVaOXv2bFzk2rZtG9u3b2fXrl3h1ttU7sqRSElJYdmyZQH/uJQSp9NJXV0d9fX1sRBBMUmYOnVqwHOVm5uL3W7HarVSWFjI8ePH4yLTRMoZjIJSDCOh1+sjjoRTREZmZibXX399SPH+TqeTnTt3RlL2fdKj1+u59tpr0ev1/PnPf6arqyuSehsqjmEoQgjmz5/Pl7/8ZW666SaVjyGOGAyGkAORpJR0dHQkddyIEILs7GyEELS1tbF161b+/d//XXObWVL0GIqLi3n33XeZMWOGls0oFDHh61//Ok888UQ4u6o4hqFcfvnlSikoLhpuueUWlY8hGvT29oabCkuhSDh2796teWxOUiiGd999l3feeSfeYigUEeFwOHjllVf4r//6L83bSgobA0BJSQnf/OY3ufnmmyeF8XFgYACPxzNsdN1kZt++fVRVVY273dy5c/nYxz4WA4kSD4fDQXV1NYcPHx6x4vUrr7zC3r17gyqnTwDlrhyJyeSuDBQXvUhyR/T39wcSjoxFSkoKqampMZAo8ZBS4nA4wg1eCgXlrhwJj8dDX1/fpLvZSkpKNB9mC4OKMzs7G4PBQEtLS1SP7S9DHwoa3hgJS25uLiUlJWRkZGAwGIKGePupqanh2LFjI/YooknSKAadTsfNN9/MV77ylZik5YomGRkZ2O12zdvR6XSYzWZ0Op3mg3QUw0lNTSUjIyOQEGa0h1dnZyebN2/m29/+tqYG9aR5lVi/fj3PP//8RfPOrkhe3G43K1as4IMPPpjoriqOYShGo5FHHnlEKQXFRcFYPYpokRSKQQihlILioqG+vl7zMn5JoRicTiebNm1K6ph7xcVBY2Mj3/72t4NylkabpLExmEwmrrvuOu69915WrVoVUfbioXi9XhoaGpg6dSp79+6lo6ODSy+9lJKSEqSUmsRMdHV14XA4KCwsDFo3MDDA+fPnyc7ODixzOBzU1NSQnp7OwMAALpeLadOm4XK5eP/997nyyisjStU+lpx79uyZkEI2m83k5eUFeWH0ej1Lly4lLS0Ns9mMwWDgwIEDLFiwAJPJFG3Rg6ivr6e5uZnW1lZ0Oh1CCJYuXUpTU9OoxYx0Oh2lpaWcOXMGm83GpZdeSmdnJw0NDTQ0NFBSUkJ3d/eoo0fT0tIwGAyB9SdPnuSZZ56JRCmoOIYx2sJms2EwRMchI6Wkr6+PtLQ02tracDgcEadNHw+n04nH4xmWcMaP2+3G4/EMc3d5PB7sdjtGoxGPx4PX68VqteL1emlra6OgoGBU91ikck7U7en3jPT39wety8/Px2AwBN6xz507R3Z2dkzcz729vfT39wdqPPjl6evrG1FWP2lpafT395Oamkpubi4Oh4Pe3t7ANeN0OkcNWPL/zggCmi5EKYYx2or6MU0mE8XFxUyZMmXE9R6Ph8rKShwOBwsXLsRgMAQCWerq6pg7d26g6lJ3dze1tbVYrVaMRiMtLS1YrdaYJLOtra3l7NmzgTh8IQRCiJDH/xcXFzN16lSOHDlCeno6JSUlo960vb29dHR0YDAY0Ol0gUQ5oVyPRUVFlJaWotPpcDqdgexKlZWVUXfhCSECRYpSU1Opqamhq6uL3NxcUlJSAk9+j8eD2+3m7NmzZGRkUFZWFnLcxlgcPXo0kEkqCqgApwvJyMjgxhtv5NOf/jTFxcVRPbbRaMRms1FQUDDieq/Xy9GjR3E4HMydOxeDwYDL5WJgYIBTp04xa9asQMUku91OfX09aWlpGI1G2traSEtLY968eVGVeSTq6+uDxvnrdLqQFYPNZqO4uJgTJ05gtVopKioaVRH39fXR2dkZUAwT6R4XFhZSWloKDNZ28CuGo0ePRvPpCgwqhrlz56LX6zGbzdTV1dHd3R2oM9HY2MiUKVOQUuJ2u2lvbyc9PZ1p06ZFRTFUVlaybt26mNdeTYoeQ3p6Ops2beLuu++eFOMkFAo/DoeDFStWUFFREY3DRT+OQQihF0J8JITY5pufIYT4qxCiRgjxghDC5Fue4puv8a2fHs4viCbXXnutUgqKSUlKSgq33nprzNudiNXmIeDYkPkfAD+WUs4EOoH7fMvvAzp9y3/s2y6ueDweVVtCMSlxOp289tprMW83JMUghCgBbgT+n29eAKuA3/k2eQ5Y75u+2TePb/11Is6P6j179nDw4MF4iqBQTJi2tjZ++tOfxiUrdajGx58AXwPSffO5QJeU0u+gbgT8Fr1i4DSAlNIthOj2bT/MqiWE2ABsCF/00Onp6eHuu+/mgQceYOHChXi93kgy7SoUmuLxePjtb3/LX/7yF2pra+PS2x1XMQgh1gFtUsoKIcTKaDUspdwMbPa1ofkvP3HiBA8++CB6vR6v16teLRSKMQilx7ACuEkIsRYwAxnAT4EsIYTB12soAZp82zcBpUCjEMIAZALnoi55GKSkpAxLCnvjjTfy7rvvYrFYMBqNpKWlceLEiThKGB/Wr18/YhTlSBw6dIj09HTOnDnD4cOHNZYseSgtLWXt2rUcP36c2bNnD4v/6O/vZ+vWrbS3t9PU1DTGUaLHhNyVvh7DP0kp1wkhXgR+L6XcIoTYBBySUj4lhPhHYJGU8otCiLuAW6WUnx7nuDF5fH/jG9/gW9/6VsA7YTQacbvdgXkhhOYJMBIRo9EYssfG6/UGgp6S8VxphU6nw2Aw4PV6RwwKc7lctLa28tRTT/GjH/0o3HiNmAQ4/QuwRQjxb8BHwDO+5c8AzwshaoAO4K4I2ogaJpOJK664Iij012g0DpsPpUJSMuO/aPV6vTpXGjBapKjRaKSkpITHH3+clJQUvvvd72orx0Q2llLuklKu802flFJeIaWcKaW8Q0rp8C0/75uf6Vt/UgvBJ4rL5VKFaxWTHoPBwNq1a1VdiWghpaS6ujreYigUEVNbW6t5G0mjGAB++ctfcvDgQfVurJiUdHR08Morr/Dggw9q7lVLirESQ8nMzGTt2rUUFhYihFBJTxWTAiklu3btorGxcdjQ7wmihl3HEr1er3ohUUYIQUpKCi6XK5CXwO12RzULl9FoDMrL4XK5EiLTl8FgCBjGvV5vSDU5QkANux6JsrIy7rjjjogNN0IILBZLIEHHzJkzaWhoCDkXgMlkUrU0xyEjI4N169ZRUVFBeXk5mZmZHD16lKqqqkCimki55pprmD179rBlFRUVfPTRRxEfO1IWLFjA8uXLgcFMWK+88govvvhizMKjk6bHUFZWxtatW5O2/Jli8nP06FFuu+22SJSDSh8/FJ1Ox8MPP6yUgmJSM3/+fO65556YtJUUisHr9aoYBsWkx+12c+DAgZi0lRSKAQbTliWCUUmhCJf333+fP/7xjzFpK2mMj//7v//LzJkzefDBB1UmJ8Wkorq6ml27drFp06aYudeTxvgIg+4pf/yCQjFZsNvto9aemCDKXTkSLpeLpqamgGLIzMzEarXS1NSEzWajubk5kBW4qamJkpKSYfufOnWKvr4+YDAjcmlpadTqU4SD/+lhtVpxu93o9XpOnz5NaWkpfX19HDlyhDlz5pCVlUV/fz8HDx4MpHgfjbNnz1JTU0N5eTkFBQW4XC7q6uooKSmhvb2d5uZmPB4PxcXFdHZ24nK5mDt3rioDGCMaGxsDqfa1JKkUQ25uLs8880wgfXx6ejppaWm0traSn5/P2bNnASgvL6e1tRWbzRaoJiWlpKmpKRC7UFBQQFFRUdwVg7/egdvtRqfTcebMGYqKiujv76e6upqysjIyMzPp7+/n2LFjFBYWBim8oZw7d476+nqmTZtGbm4ubrebhoYGioqKOHfuHGfPnsXj8TBlyhS6urrweDyUlZUpxRAjqqur+fSnP625ETKpXiW+9KUv8fOf/1y9SigmNdXV1axevZpTp05NdFcVxzASyr6guBiYOXMmNptN0zaSSjG8/PLLakyDYtLjL4enJUmlGM6cOcP+/fvjLYZCERHvvvsuhw4d0rSNpLIxAJSUlPCFL3whMEBlooVbFYp4sm/fPjZv3hyOfQHUsOsJt6/SySuSARXHMBrp6elj+vEV4aHX67ntttvIzs7mpZdeYs+ePVGvPK2IHUnTY7BYLHznO99h9erVLFq0SOvmkhJ/YhGn08lDDz3Epk2b4iyR4gLUq8SFPPTQQ2zcuHHU9NyK6FJZWcmVV14ZCAhTJAQqjmEoKSkp3HfffUopxJCsrCx1vicxSfHPeb1eWlpa4i1GUvHHP/6RgYGBeIuhCJOkUAwul4uNGzdGa4SaYgy6u7t5//33efHFF1Uw2SQmaWwMQghWrlxJeXk5MJjuTcUuRJ8PP/yQqqoqZVtITJTxMVqYzeZAsVuXyxWzeAd/+vShYzuklJHUFNAMIQRms3nU9W63O+C6HG9bxd9YtGgR06ZNAwb/+3379nHmzJlI3MAqjiFcTCYTK1as4KqrrkIIwc0330xOTg719fXs37+frq6umMiRmZnJ6tWrycjICCzr6+vjD3/4Q8LFB+Tk5HDzzTePOkDt4MGDVFRUAINp4W+55RZVEDcE8vPzSU9PD8y3tLTw5z//mQceeEDz12LVYxhCfn4+v/jFL1izZo16qikSEiklX/3qV/nxj38czu7KXRkOCxYsYO3atUopKBIWIQR33XWXqnYdS86ePavcmoqEJxYJYZViGMLRo0e55ppr2LZtW7RqBSoUUeX06dP89Kc/VdWu44HBYGDhwoXccsstzJ49m+uvv56UlJR4i3VR4vV62bVrF93d3eh0OlauXElmZuaEj3Pq1KkRc23odDqWLl1KUVFRNMSNKlJKdu7cSXd3N8uXL2fKlCmBdT09PVRXVw8bXu2Pxzl69Gi4TSp3ZbTQ6XRMmTJFhfdqSGtra8DTUlhYGBiMNRH6+vpGrTaWm5uLxWKJSEat8P/2vLy8YbYtt9uN3W6PdjxIdBWDEKIe6AE8gFtKebkQIgd4AZgO1AOfllJ2ikGryE+BtUA/8Fkp5Zhpk2KpGAoKCpg3b16smhuGlJLW1lamTJmClJJz587R09NDc3Mzer2eyy67bMSbwu12c/DgwVEvEp1Ox9y5c8nNzQ1bNo/HQ1dXF9XV1ZSUlJCenk5lZeWwLmtZWVkgw3Yy4fF4aG5uxmazDXOzut1uBgYGhrkUtUJKSWVlJV1dXZG8RmgSx/B3Usr2IfOPAm9LKb8vhHjUN/8vwBpglu+zDHja9x13brnlFv7zP/8zEP0Ya6SUdHR0BG7grq4u+vv7OXv2LDqdjnnz5o2Yjt7j8VBVVTVqcJMQghkzZoTVBR8qm91u59SpUxQWFpKWlkZ1dfWwbYqLiykoKAi7jcmKlJKzZ8+Sn58/zBvg8XhwOBykpqbGRI6qqipef/11vvnNb2ofWSqlHPfDYI8g74JlJwCbb9oGnPBN/wK4e6Ttxji+1PqTnp4u33//falQTGY8Ho/8yU9+Eu598KEM4X6XUobslZDAn4QQFUKIDb5lhVLKZt90C1Domy4GTg/Zt9G3bBhCiA1CiA+FEB+GKENE3HjjjVx22WWxaEqh0AydTsfy5cs1j2MI9VXiaillkxCiANguhDg+dKWUUk7UTiCl3AxshtjYGEpLS8MyaikUicaOHTs0d1eG1GOQUjb5vtuAl4ArgFYhhA3A993m27wJKB2ye4lvWVzZu3cvbW1t42+oUCQoUkoOHTrEli1bNG9rXK+EECIN0Ekpe3zT24HHgeuAc/JvxsccKeXXhBA3Ag8w6JVYBjwppbxinDZi4pVYvXo1TzzxBIsXLwagoqJC5WhQTAq8Xi9bt27l5ZdfjmQgX/TclUKIMgZ7CTD46vEbKeW/CyFyga3AVOAUg+7KDp+78r+AGxh0V35OSjmmHSGW7kp/lmgpJXV1dSrLkCKZmHQBTj0Mei8mA3lA+7hbxZ/JIidMHlkni5wwsqzTpJT5oeycKPkYToSqyeKNEOLDySDrZJETJo+sk0VOiFxWFeerUCiCUIpBoVAEkSiKYXO8BZgAk0XWySInTB5ZJ4ucEKGsCWF8VCgUiUWi9BgUCkUCEXfFIIS4QQhxQghR4wuUiqcszwoh2oQQh4csyxFCbBdCVPu+s33LhRDiSZ/ch4QQMR2IIYQoFULsFEIcFUIcEUI8lIjyCiHMQogPhBAHfXJ+z7d8hhDirz55XhBCmHzLU3zzNb7102Mh5xB59UKIj4QQ2xJcznohRKUQ4oB/vFFU//tQR1tp8QH0QC1QBpiAg8D8OMpzDXAZcHjIsh8Cj/qmHwV+4JteC7wJCOBK4K8xltUGXOabTgeqgPmJJq+vPatv2gj81df+VuAu3/JNwJd80/8X2OSbvgt4Icbn9RHgN8A233yiyllP8IjnqP33Mfsho/y45cAfh8w/BjwWZ5mmX6AYoja8XGO5XwFWJ7K8QCqwn8FQ+XbAcOF1APwRWO6bNvi2EzGSrwR4G1gFbPPdSAknp6/NkRRD1P77eL9KhDREO85ENLw8Fvi6sZcy+DROOHl93fMDDA60285gL7FLSukeQZaAnL713UD4qakmxk+ArwH+2oW5CSonaJAKYSiJEvk4KZBy4sPLtUYIYQV+DzwspbSL4SXtEkJeKaUHWCKEyGJw3M3cOIsUhBBiHdAmpawQQqyMtzwhEPVUCEOJd48hIYdoX0DCDi8XQhgZVAr/K6X8g29xwsorpewCdjLYJc8SQvgfTENlCcjpW58JnIuBeCuAm8RgftMtDL5O/DQB5QS0T4UQb8WwD5jls/yaGDTivBpnmS7kVeAffNP/wOC7vH/5Z3wW3yuB7iHdOM0Rg12DZ4BjUsqNiSqvECLf11NACGFh0A5yjEEFcfsocvrlvx3YIX0vxloipXxMSlkipZzO4HW4Q0p5T6LJCYOpEIQQ6f5p4BPAYaL538fKWDKGEWUtgxb1WuAbcZblt0Az4GLwPew+Bt8b3waqgT8zmHcCBg1TP/fJXQlcHmNZr2bwPfMQcMD3WZto8gKLgY98ch4Gvu1bXgZ8ANQALwIpvuVm33yNb31ZHK6DlfzNK5FwcvpkOuj7HPHfN9H871Xko0KhCCLerxIKhSIBUYpBoVAEoRSDQqEIQikGhUIRhFIMCoUiCKUYFApFEEoxKBSKIJRiUCgUQfx/3TdvUrZP1usAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "QkfkUVPdbezF",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "plt.imsave('test_img_mask.JPG',pred)"
      ],
      "execution_count": 18,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "QJ8N-PZuY1si",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "coordinates=[]"
      ],
      "execution_count": 14,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "V4KHhYQFbP8Q",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 34
        },
        "outputId": "b2b4bb0b-caf1-4606-d109-b38dfbc6c3f0"
      },
      "source": [
        "import cv2\n",
        "img = cv2.imread('/content/test_img_mask.JPG',0) \n",
        "cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU,img)\n",
        "ori_img=cv2.imread('/content/test_img.JPG')\n",
        "ori_img=cv2.resize(ori_img,(512,512))\n",
        "contours, hier = cv2.findContours(img, cv2.RETR_EXTERNAL,cv2.CHAIN_APPROX_NONE)\n",
        "for c in contours:\n",
        "    # get the bounding rect\n",
        "    x, y, w, h = cv2.boundingRect(c)\n",
        "    # draw a white rectangle to visualize the bounding rect\n",
        "    cv2.rectangle(ori_img, (x, y), (x+w,y+h), 255, 1)\n",
        "    coordinates.append([x,y,(x+w),(y+h)])\n",
        "\n",
        "#cv2.drawContours(img, contours, -1, (255, 255, 0), 1)\n",
        "\n",
        "cv2.imwrite(\"output.png\",ori_img)"
      ],
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 19
        }
      ]
    }
  ]
}