cnn1.ipynb

{
 "metadata": {
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  },
  "orig_nbformat": 4,
  "kernelspec": {
   "name": "python3",
   "display_name": "Python 3.8.8 64-bit ('base': conda)"
  },
  "interpreter": {
   "hash": "6961622167e1627e90c245de26849e8a781a326d57f239a03e1e69f97c35a8bb"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2,
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import tensorflow as tf \n",
    "from tensorflow.keras import datasets,layers,models\n",
    "import matplotlib.pyplot as plt \n",
    "import numpy as np "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import PIL\n",
    "import os \n",
    "import cv2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "data_dir='E:/openCV/SignLanguage/New'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "'E:/openCV/SignLanguage/New'"
      ]
     },
     "metadata": {},
     "execution_count": 4
    }
   ],
   "source": [
    "data_dir"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "WindowsPath('E:/openCV/SignLanguage/New')"
      ]
     },
     "metadata": {},
     "execution_count": 5
    }
   ],
   "source": [
    "import pathlib\n",
    "data_dir = pathlib.Path(str(data_dir))\n",
    "data_dir"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "4969"
      ]
     },
     "metadata": {},
     "execution_count": 6
    }
   ],
   "source": [
    "image_count=len(list(data_dir.glob('*/*.jpg')))\n",
    "image_count"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "myList = ['A','B','C','D','E','F','G','H','I','K','L','M','N','O','P','Q','R','S','T','U','V','W','X','Y']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "sign_images_dict ={}\n",
    "for i in range(len(myList)):\n",
    "    sign_images_dict[myList[i]]=list(data_dir.glob(myList[i]+'/*'))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "sign_labels_dict ={}\n",
    "for i in range(len(myList)):\n",
    "    sign_labels_dict[myList[i]]=i"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "{'A': 0,\n",
       " 'B': 1,\n",
       " 'C': 2,\n",
       " 'D': 3,\n",
       " 'E': 4,\n",
       " 'F': 5,\n",
       " 'G': 6,\n",
       " 'H': 7,\n",
       " 'I': 8,\n",
       " 'K': 9,\n",
       " 'L': 10,\n",
       " 'M': 11,\n",
       " 'N': 12,\n",
       " 'O': 13,\n",
       " 'P': 14,\n",
       " 'Q': 15,\n",
       " 'R': 16,\n",
       " 'S': 17,\n",
       " 'T': 18,\n",
       " 'U': 19,\n",
       " 'V': 20,\n",
       " 'W': 21,\n",
       " 'X': 22,\n",
       " 'Y': 23}"
      ]
     },
     "metadata": {},
     "execution_count": 10
    }
   ],
   "source": [
    "sign_labels_dict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "<built-in method keys of dict object at 0x000001D4F9DD1900>\n"
     ]
    }
   ],
   "source": [
    "print(sign_images_dict.keys)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[[161, 152, 142],\n",
       "        [163, 154, 144],\n",
       "        [168, 159, 149],\n",
       "        ...,\n",
       "        [172, 165, 150],\n",
       "        [170, 163, 148],\n",
       "        [169, 162, 147]],\n",
       "\n",
       "       [[163, 154, 144],\n",
       "        [166, 157, 147],\n",
       "        [170, 161, 151],\n",
       "        ...,\n",
       "        [173, 166, 151],\n",
       "        [171, 164, 149],\n",
       "        [170, 163, 148]],\n",
       "\n",
       "       [[167, 158, 148],\n",
       "        [170, 161, 151],\n",
       "        [174, 165, 155],\n",
       "        ...,\n",
       "        [174, 167, 152],\n",
       "        [173, 166, 151],\n",
       "        [172, 165, 150]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[189, 188, 174],\n",
       "        [191, 190, 176],\n",
       "        [194, 193, 179],\n",
       "        ...,\n",
       "        [192, 188, 170],\n",
       "        [191, 187, 169],\n",
       "        [190, 186, 168]],\n",
       "\n",
       "       [[187, 186, 172],\n",
       "        [189, 188, 174],\n",
       "        [192, 191, 177],\n",
       "        ...,\n",
       "        [192, 188, 170],\n",
       "        [190, 186, 168],\n",
       "        [189, 185, 167]],\n",
       "\n",
       "       [[185, 184, 170],\n",
       "        [187, 186, 172],\n",
       "        [191, 190, 176],\n",
       "        ...,\n",
       "        [191, 187, 169],\n",
       "        [190, 186, 168],\n",
       "        [189, 185, 167]]], dtype=uint8)"
      ]
     },
     "metadata": {},
     "execution_count": 12
    }
   ],
   "source": [
    "img = cv2.imread(str(sign_images_dict['A'][0]))\n",
    "img"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(150, 200, 3)"
      ]
     },
     "metadata": {},
     "execution_count": 13
    }
   ],
   "source": [
    "img.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "X,y = [],[]\n",
    "for sign_name,images in sign_images_dict.items():\n",
    "  for image in images:\n",
    "    img = cv2.imread(str(image))\n",
    "    resized_img = cv2.resize(img,(200,150))\n",
    "    X.append(resized_img)\n",
    "    y.append(sign_labels_dict[sign_name])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "X = np.array(X)\n",
    "y = np.array(y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(4969, 4969)"
      ]
     },
     "metadata": {},
     "execution_count": 16
    }
   ],
   "source": [
    "len(X),len(y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "X_train,X_test,y_train,y_test = train_test_split(X,y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(3726, 1243)"
      ]
     },
     "metadata": {},
     "execution_count": 18
    }
   ],
   "source": [
    "len(X_train),len(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train_scaled = X_train/255\n",
    "X_test_scaled = X_test/255"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Epoch 1/10\n",
      "117/117 [==============================] - 205s 2s/step - loss: 2.7554 - accuracy: 0.2166\n",
      "Epoch 2/10\n",
      "117/117 [==============================] - 199s 2s/step - loss: 0.4920 - accuracy: 0.8484\n",
      "Epoch 3/10\n",
      "117/117 [==============================] - 172s 1s/step - loss: 0.1582 - accuracy: 0.9482\n",
      "Epoch 4/10\n",
      "117/117 [==============================] - 166s 1s/step - loss: 0.0589 - accuracy: 0.9805\n",
      "Epoch 5/10\n",
      "117/117 [==============================] - 145s 1s/step - loss: 0.0450 - accuracy: 0.9879\n",
      "Epoch 6/10\n",
      "117/117 [==============================] - 134s 1s/step - loss: 0.0326 - accuracy: 0.9888\n",
      "Epoch 7/10\n",
      "117/117 [==============================] - 139s 1s/step - loss: 0.0092 - accuracy: 0.9979\n",
      "Epoch 8/10\n",
      "117/117 [==============================] - 125s 1s/step - loss: 0.0682 - accuracy: 0.9809\n",
      "Epoch 9/10\n",
      "117/117 [==============================] - 174s 1s/step - loss: 0.0094 - accuracy: 0.9978\n",
      "Epoch 10/10\n",
      "117/117 [==============================] - 183s 2s/step - loss: 0.0104 - accuracy: 0.9980\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<tensorflow.python.keras.callbacks.History at 0x1d4c4e06f10>"
      ]
     },
     "metadata": {},
     "execution_count": 20
    }
   ],
   "source": [
    "num_classes=len(myList)\n",
    "model = models.Sequential([\n",
    "                    layers.Conv2D(16,3,padding='same',activation='relu'),\n",
    "                    layers.MaxPooling2D(),\n",
    "                    layers.Conv2D(32,3,padding='same',activation='relu'),\n",
    "                    layers.MaxPooling2D(),\n",
    "                    layers.Conv2D(64,3,padding='same',activation='relu'),\n",
    "                    layers.MaxPooling2D(),  \n",
    "                    layers.Flatten(),  \n",
    "                    layers.Dense(128,activation='relu'),  \n",
    "                    layers.Dense(num_classes)    \n",
    "])\n",
    "model.compile(optimizer='adam',\n",
    "            loss=tf.keras.losses.SparseCategoricalCrossentropy(from_logits=True),\n",
    "            metrics=['accuracy'])\n",
    "model.fit(X_train_scaled,y_train,epochs=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "39/39 [==============================] - 16s 401ms/step - loss: 0.0283 - accuracy: 0.9895\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "[0.028315583243966103, 0.9895414113998413]"
      ]
     },
     "metadata": {},
     "execution_count": 21
    }
   ],
   "source": [
    "model.evaluate(X_test_scaled,y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[-10.793884 , -11.531988 ,  -3.4739044, ...,   2.094008 ,\n",
       "          1.6286582,  -2.5663059],\n",
       "       [ -7.5814257,  -9.892628 ,  -2.79886  , ...,   6.03234  ,\n",
       "          2.981338 ,  -7.3898973],\n",
       "       [-27.750185 ,  -8.870423 ,  -2.580169 , ...,  -1.0017763,\n",
       "         11.534387 ,  -4.7374988],\n",
       "       ...,\n",
       "       [  4.653865 ,   6.8111672,   4.3432226, ...,  -0.6159287,\n",
       "        -22.8847   ,   8.479479 ],\n",
       "       [-10.2846775,  -7.331307 ,  -7.439412 , ...,  -6.0486116,\n",
       "          5.950276 ,   7.123682 ],\n",
       "       [  1.4022044,   4.9831543,   8.992238 , ..., -11.236909 ,\n",
       "        -16.04838  ,   4.08273  ]], dtype=float32)"
      ]
     },
     "metadata": {},
     "execution_count": 22
    }
   ],
   "source": [
    "predictions=model.predict(X_test_scaled)\n",
    "predictions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "10"
      ]
     },
     "metadata": {},
     "execution_count": 23
    }
   ],
   "source": [
    "score = tf.nn.softmax(predictions[0])\n",
    "np.argmax(score)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "'L'"
      ]
     },
     "metadata": {},
     "execution_count": 28
    }
   ],
   "source": [
    "myList[y_test[0]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "img_height,img_width =150,200\n",
    "data_augmentation= models.Sequential([\n",
    "                                    layers.experimental.preprocessing.RandomFlip(\"horizontal\",input_shape=(img_height,img_width,3)),\n",
    "                                    layers.experimental.preprocessing.RandomRotation(0.1),\n",
    "                                    layers.experimental.preprocessing.RandomContrast(0.1),\n",
    "                                    layers.experimental.preprocessing.RandomZoom(0.1),\n",
    "])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Epoch 1/10\n",
      "117/117 [==============================] - 197s 2s/step - loss: 3.1207 - accuracy: 0.0871\n",
      "Epoch 2/10\n",
      "117/117 [==============================] - 144s 1s/step - loss: 1.8329 - accuracy: 0.4408\n",
      "Epoch 3/10\n",
      "117/117 [==============================] - 141s 1s/step - loss: 1.1395 - accuracy: 0.6484\n",
      "Epoch 4/10\n",
      "117/117 [==============================] - 169s 1s/step - loss: 0.8658 - accuracy: 0.7315\n",
      "Epoch 5/10\n",
      "117/117 [==============================] - 175s 1s/step - loss: 0.6689 - accuracy: 0.7828\n",
      "Epoch 6/10\n",
      "117/117 [==============================] - 165s 1s/step - loss: 0.4934 - accuracy: 0.8474\n",
      "Epoch 7/10\n",
      "117/117 [==============================] - 178s 2s/step - loss: 0.4558 - accuracy: 0.8496\n",
      "Epoch 8/10\n",
      "117/117 [==============================] - 157s 1s/step - loss: 0.3344 - accuracy: 0.8876\n",
      "Epoch 9/10\n",
      "117/117 [==============================] - 169s 1s/step - loss: 0.3143 - accuracy: 0.8988\n",
      "Epoch 10/10\n",
      "117/117 [==============================] - 151s 1s/step - loss: 0.2933 - accuracy: 0.8968\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<tensorflow.python.keras.callbacks.History at 0x1d4c5546bb0>"
      ]
     },
     "metadata": {},
     "execution_count": 26
    }
   ],
   "source": [
    "num_classes=len(myList)\n",
    "model1 = models.Sequential([\n",
    "                    data_augmentation,\n",
    "                    layers.Conv2D(16,3,padding='same',activation='relu'),\n",
    "                    layers.MaxPooling2D(),\n",
    "                    layers.Conv2D(32,3,padding='same',activation='relu'),\n",
    "                    layers.MaxPooling2D(),\n",
    "                    layers.Conv2D(64,3,padding='same',activation='relu'),\n",
    "                    layers.MaxPooling2D(),  \n",
    "                    layers.Dropout(0.2),\n",
    "                    layers.Flatten(),  \n",
    "                    layers.Dense(128,activation='relu'),  \n",
    "                    layers.Dense(num_classes)    \n",
    "])\n",
    "model1.compile(optimizer='adam',\n",
    "            loss=tf.keras.losses.SparseCategoricalCrossentropy(from_logits=True),\n",
    "            metrics=['accuracy'])\n",
    "model1.fit(X_train_scaled,y_train,epochs=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "39/39 [==============================] - 19s 470ms/step - loss: 0.1393 - accuracy: 0.9590\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "[0.13927312195301056, 0.9589702486991882]"
      ]
     },
     "metadata": {},
     "execution_count": 27
    }
   ],
   "source": [
    "model1.evaluate(X_test_scaled,y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "from tensorflow import keras"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "INFO:tensorflow:Assets written to: cnn_model_new\\assets\n"
     ]
    }
   ],
   "source": [
    "model.save(\"cnn_model_new\")\n",
    "model.save(\"cnn_modelh5.h5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "new_model  = keras.models.load_model(\"cnn_modelh5.h5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(200, 200, 3)"
      ]
     },
     "metadata": {},
     "execution_count": 77
    }
   ],
   "source": [
    "img = cv2.imread('A1.jpg')\n",
    "img.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {},
   "outputs": [],
   "source": [
    "new_img = cv2.resize(img,(200,150))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(150, 200, 3)"
      ]
     },
     "metadata": {},
     "execution_count": 79
    }
   ],
   "source": [
    "new_img.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1d5dce43880>"
      ]
     },
     "metadata": {},
     "execution_count": 80
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "plt.imshow(new_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(1, 150, 200, 3)"
      ]
     },
     "metadata": {},
     "execution_count": 81
    }
   ],
   "source": [
    "new_img=new_img.reshape(1,150,200,3)\n",
    "new_img.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [],
   "source": [
    "prediction = model.predict(new_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "'P'"
      ]
     },
     "metadata": {},
     "execution_count": 88
    }
   ],
   "source": [
    "score = tf.nn.softmax(prediction)\n",
    "myList[np.argmax(score)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1d5df989f40>"
      ]
     },
     "metadata": {},
     "execution_count": 87
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "new_img=new_img.reshape(150,200,3)\n",
    "plt.imshow(new_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "INFO:tensorflow:Assets written to: cnn_model_new_aug\\assets\n"
     ]
    }
   ],
   "source": [
    "model1.save(\"cnn_model_new_aug\")\n",
    "model1.save(\"cnn_model_augh5.h5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "WARNING:tensorflow:5 out of the last 45 calls to <function Model.make_predict_function.<locals>.predict_function at 0x000001D5DF833040> triggered tf.function retracing. Tracing is expensive and the excessive number of tracings could be due to (1) creating @tf.function repeatedly in a loop, (2) passing tensors with different shapes, (3) passing Python objects instead of tensors. For (1), please define your @tf.function outside of the loop. For (2), @tf.function has experimental_relax_shapes=True option that relaxes argument shapes that can avoid unnecessary retracing. For (3), please refer to https://www.tensorflow.org/guide/function#controlling_retracing and https://www.tensorflow.org/api_docs/python/tf/function for  more details.\n",
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    }
   ],
   "source": [
    "import cv2\n",
    "import numpy as np\n",
    "import math\n",
    "import joblib\n",
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "cap = cv2.VideoCapture(0)\n",
    "# mo = joblib.load('random_model_blur')\n",
    "model  = keras.models.load_model(\"cnn_model_augh5.h5\")\n",
    "def prediction(img,model):\n",
    "    myList = ['A','B','C','D','E','F','G','H','I','K','L','M','N','O','P','Q','R','S','T','U','V','W','X','Y']\n",
    "    new_img = cv2.resize(img,(200,150))\n",
    "    new_img=new_img.reshape(1,150,200,3)\n",
    "    prediction = model.predict(new_img)  \n",
    "    score = tf.nn.softmax(prediction)\n",
    "    print(str(myList[np.argmax(score)]))\n",
    "    return str(myList[np.argmax(score)])\n",
    "     \n",
    "while True:\n",
    "    _, frame = cap.read()\n",
    "    # Simulating mirror image\n",
    "    frame = cv2.flip(frame, 1)\n",
    "    \n",
    "    # Got this from collect-data.py\n",
    "    # Coordinates of the ROI\n",
    "    x1 = int(0.5*frame.shape[1])\n",
    "    y1 = 10\n",
    "    x2 = frame.shape[1]-10\n",
    "    y2 = int(0.5*frame.shape[1])\n",
    "    # Drawing the ROI\n",
    "    # The increment/decrement by 1 is to compensate for the bounding box\n",
    "    cv2.rectangle(frame, (x1-1, y1-1), (x2+1, y2+1), (255,0,0) ,1)\n",
    "    # Extracting the ROI\n",
    "    roi = frame[y1:y2, x1:x2]\n",
    "    \n",
    "    # Resizing the ROI so it can be fed to the model for prediction\n",
    "    roi = cv2.resize(roi, (200, 150)) \n",
    "    # roi = cv2.cvtColor(roi, cv2.COLOR_BGR2GRAY)\n",
    "    # # _, test_image = cv2.threshold(roi, 200, 150, cv2.THRESH_BINARY_INV)\n",
    "    # canny = cv2.Canny(roi,20,200)\n",
    "    # cv2.imshow(\"canny1\",canny)\n",
    "    # canny  = cv2.GaussianBlur(canny,(5,5),0)\n",
    "    \n",
    "    # cv2.imshow(\"test\", test_image)\n",
    "    # cv2.imshow(\"canny\",canny)\n",
    "    result = prediction(roi,model)\n",
    "    cv2.putText(frame,result, (10, 120), cv2.FONT_HERSHEY_PLAIN, 1, (0,255,255), 1) \n",
    "    cv2.imshow(\"Frame\", frame)\n",
    "\n",
    "    interrupt = cv2.waitKey(10)\n",
    "    if interrupt & 0xFF == 27: # esc key\n",
    "        break\n",
    "\n",
    "     \n",
    "cap.release()\n",
    "cv2.destroyAllWindows()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ]
}