{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"gpuType":"T4","mount_file_id":"1EjFFFVY-iNb4HsAUn6EU70BmQLKDTILV","authorship_tag":"ABX9TyNH8Ojfn/nInNwi+jcmJhYC"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"},"accelerator":"GPU"},"cells":[{"cell_type":"code","source":["%pip install keras\n","%pip install tensorflow"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"collapsed":true,"id":"85ajztIyVhhh","executionInfo":{"status":"ok","timestamp":1748577445924,"user_tz":-330,"elapsed":4942,"user":{"displayName":"Surendra","userId":"10128872200232476258"}},"outputId":"710e3a28-eb8a-44af-f1cd-b652c28619ec"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Requirement already satisfied: keras in /usr/local/lib/python3.11/dist-packages (3.8.0)\n","Requirement already satisfied: absl-py in /usr/local/lib/python3.11/dist-packages (from keras) (1.4.0)\n","Requirement already satisfied: 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urllib3<3,>=1.21.1 in /usr/local/lib/python3.11/dist-packages (from requests<3,>=2.21.0->tensorflow) (2.4.0)\n","Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.11/dist-packages (from requests<3,>=2.21.0->tensorflow) (2025.4.26)\n","Requirement already satisfied: markdown>=2.6.8 in /usr/local/lib/python3.11/dist-packages (from tensorboard<2.19,>=2.18->tensorflow) (3.8)\n","Requirement already satisfied: tensorboard-data-server<0.8.0,>=0.7.0 in /usr/local/lib/python3.11/dist-packages (from tensorboard<2.19,>=2.18->tensorflow) (0.7.2)\n","Requirement already satisfied: werkzeug>=1.0.1 in /usr/local/lib/python3.11/dist-packages (from tensorboard<2.19,>=2.18->tensorflow) (3.1.3)\n","Requirement already satisfied: MarkupSafe>=2.1.1 in /usr/local/lib/python3.11/dist-packages (from werkzeug>=1.0.1->tensorboard<2.19,>=2.18->tensorflow) (3.0.2)\n","Requirement already satisfied: markdown-it-py>=2.2.0 in /usr/local/lib/python3.11/dist-packages (from rich->keras>=3.5.0->tensorflow) (3.0.0)\n","Requirement already satisfied: pygments<3.0.0,>=2.13.0 in /usr/local/lib/python3.11/dist-packages (from rich->keras>=3.5.0->tensorflow) (2.19.1)\n","Requirement already satisfied: mdurl~=0.1 in /usr/local/lib/python3.11/dist-packages (from markdown-it-py>=2.2.0->rich->keras>=3.5.0->tensorflow) (0.1.2)\n"]}]},{"cell_type":"code","execution_count":4,"metadata":{"id":"VyPJoNgoVU4C","executionInfo":{"status":"ok","timestamp":1748577475549,"user_tz":-330,"elapsed":15,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"outputs":[],"source":["from keras.datasets import mnist"]},{"cell_type":"code","source":["(x_train,y_train),(x_test,y_test)=mnist.load_data()"],"metadata":{"id":"tyZ5LVGrVdxu","executionInfo":{"status":"ok","timestamp":1748577569610,"user_tz":-330,"elapsed":303,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":9,"outputs":[]},{"cell_type":"code","source":["x_train.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"uIPEJZD5VyHX","executionInfo":{"status":"ok","timestamp":1748577672410,"user_tz":-330,"elapsed":28,"user":{"displayName":"Surendra","userId":"10128872200232476258"}},"outputId":"3ae06981-9742-4c0f-ae7d-7a60a7122649"},"execution_count":15,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(60000, 28, 28)"]},"metadata":{},"execution_count":15}]},{"cell_type":"code","source":["from keras.models import Sequential\n","from keras.layers import InputLayer,Dense,Flatten,Conv2D,MaxPooling2D"],"metadata":{"id":"mO-A_VfHWnu5","executionInfo":{"status":"ok","timestamp":1748580033606,"user_tz":-330,"elapsed":7,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":38,"outputs":[]},{"cell_type":"code","source":["model=Sequential()\n","model.add(InputLayer(shape=(28,28,1)))\n","model.add(Conv2D(28,(3,3),strides=(1,1),activation='relu',padding='valid',kernel_initializer='he_normal'))\n","model.add(MaxPooling2D((2,2),padding='valid'))\n","model.add(Flatten())\n","model.add(Dense(units=128,activation='relu'))\n","model.add(Dense(units=65,activation='relu'))\n","model.add(Dense(units=30,activation='relu'))\n","model.add(Dense(units=10,activation='softmax'))"],"metadata":{"id":"ypAwifVJWnie","executionInfo":{"status":"ok","timestamp":1748580669816,"user_tz":-330,"elapsed":86,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":43,"outputs":[]},{"cell_type":"code","source":["model.summary()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":353},"id":"KpX9kZDEcFrM","executionInfo":{"status":"ok","timestamp":1748580673220,"user_tz":-330,"elapsed":108,"user":{"displayName":"Surendra","userId":"10128872200232476258"}},"outputId":"6f7c55cc-372c-462c-f22d-376a460e55af"},"execution_count":44,"outputs":[{"output_type":"display_data","data":{"text/plain":["\u001b[1mModel: \"sequential_7\"\u001b[0m\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential_7\"</span>\n","</pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n","┃\u001b[1m \u001b[0m\u001b[1mLayer (type)                   \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape          \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m      Param #\u001b[0m\u001b[1m \u001b[0m┃\n","┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n","│ conv2d_4 (\u001b[38;5;33mConv2D\u001b[0m)               │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m26\u001b[0m, \u001b[38;5;34m26\u001b[0m, \u001b[38;5;34m28\u001b[0m)     │           \u001b[38;5;34m280\u001b[0m │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ max_pooling2d (\u001b[38;5;33mMaxPooling2D\u001b[0m)    │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m13\u001b[0m, \u001b[38;5;34m13\u001b[0m, \u001b[38;5;34m28\u001b[0m)     │             \u001b[38;5;34m0\u001b[0m │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ flatten_1 (\u001b[38;5;33mFlatten\u001b[0m)             │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4732\u001b[0m)           │             \u001b[38;5;34m0\u001b[0m │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_4 (\u001b[38;5;33mDense\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m)            │       \u001b[38;5;34m605,824\u001b[0m │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_5 (\u001b[38;5;33mDense\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m65\u001b[0m)             │         \u001b[38;5;34m8,385\u001b[0m │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_6 (\u001b[38;5;33mDense\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m30\u001b[0m)             │         \u001b[38;5;34m1,980\u001b[0m │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_7 (\u001b[38;5;33mDense\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m)             │           \u001b[38;5;34m310\u001b[0m │\n","└─────────────────────────────────┴────────────────────────┴───────────────┘\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n","┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n","┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n","│ conv2d_4 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Conv2D</span>)               │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">26</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">26</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">28</span>)     │           <span style=\"color: #00af00; text-decoration-color: #00af00\">280</span> │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ max_pooling2d (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">MaxPooling2D</span>)    │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">13</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">13</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">28</span>)     │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ flatten_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Flatten</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">4732</span>)           │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_4 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │       <span style=\"color: #00af00; text-decoration-color: #00af00\">605,824</span> │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_5 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">65</span>)             │         <span style=\"color: #00af00; text-decoration-color: #00af00\">8,385</span> │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_6 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">30</span>)             │         <span style=\"color: #00af00; text-decoration-color: #00af00\">1,980</span> │\n","├─────────────────────────────────┼────────────────────────┼───────────────┤\n","│ dense_7 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">10</span>)             │           <span style=\"color: #00af00; text-decoration-color: #00af00\">310</span> │\n","└─────────────────────────────────┴────────────────────────┴───────────────┘\n","</pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\u001b[1m Total params: \u001b[0m\u001b[38;5;34m616,779\u001b[0m (2.35 MB)\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">616,779</span> (2.35 MB)\n","</pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\u001b[1m Trainable params: \u001b[0m\u001b[38;5;34m616,779\u001b[0m (2.35 MB)\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">616,779</span> (2.35 MB)\n","</pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n","</pre>\n"]},"metadata":{}}]},{"cell_type":"code","source":["model.compile(optimizer='adam',loss='sparse_categorical_crossentropy',metrics=['accuracy'])"],"metadata":{"id":"AMvkSchGWnfF","executionInfo":{"status":"ok","timestamp":1748580675852,"user_tz":-330,"elapsed":49,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":45,"outputs":[]},{"cell_type":"code","source":["from tensorflow.keras.callbacks import ModelCheckpoint\n","\n","checkpoint = ModelCheckpoint(\n","    filepath=\"/content/drive/MyDrive/DL/mnist_model.keras\",\n","    monitor='val_accuracy',\n","    save_best_only=True,\n","    save_weights_only=False,\n","    mode='max',\n","    verbose=1\n",")"],"metadata":{"id":"8tmXlIpWfN7r","executionInfo":{"status":"ok","timestamp":1748579970140,"user_tz":-330,"elapsed":19,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":37,"outputs":[]},{"cell_type":"code","source":["model.fit(x_train,y_train,epochs=20,batch_size=100,validation_data=(x_test,y_test),callbacks=[checkpoint])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"dtG8ZQkFWnCz","executionInfo":{"status":"ok","timestamp":1748580735926,"user_tz":-330,"elapsed":56005,"user":{"displayName":"Surendra","userId":"10128872200232476258"}},"outputId":"656ab34b-1986-45ac-d57a-510701c203c8"},"execution_count":46,"outputs":[{"output_type":"stream","name":"stdout","text":["Epoch 1/20\n","\u001b[1m593/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 4ms/step - accuracy: 0.7853 - loss: 7.8256\n","Epoch 1: val_accuracy improved from -inf to 0.92750, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m7s\u001b[0m 6ms/step - accuracy: 0.7865 - loss: 7.7530 - val_accuracy: 0.9275 - val_loss: 0.4641\n","Epoch 2/20\n","\u001b[1m590/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9413 - loss: 0.3521\n","Epoch 2: val_accuracy improved from 0.92750 to 0.95820, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9414 - loss: 0.3515 - val_accuracy: 0.9582 - val_loss: 0.2473\n","Epoch 3/20\n","\u001b[1m591/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9640 - loss: 0.1632\n","Epoch 3: val_accuracy improved from 0.95820 to 0.96310, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9640 - loss: 0.1634 - val_accuracy: 0.9631 - val_loss: 0.1886\n","Epoch 4/20\n","\u001b[1m586/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9735 - loss: 0.1112\n","Epoch 4: val_accuracy improved from 0.96310 to 0.96910, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 4ms/step - accuracy: 0.9734 - loss: 0.1113 - val_accuracy: 0.9691 - val_loss: 0.1391\n","Epoch 5/20\n","\u001b[1m594/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9784 - loss: 0.0794\n","Epoch 5: val_accuracy improved from 0.96910 to 0.97410, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 4ms/step - accuracy: 0.9784 - loss: 0.0794 - val_accuracy: 0.9741 - val_loss: 0.1333\n","Epoch 6/20\n","\u001b[1m594/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 4ms/step - accuracy: 0.9831 - loss: 0.0643\n","Epoch 6: val_accuracy did not improve from 0.97410\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 5ms/step - accuracy: 0.9831 - loss: 0.0644 - val_accuracy: 0.9681 - val_loss: 0.1493\n","Epoch 7/20\n","\u001b[1m589/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9811 - loss: 0.0715\n","Epoch 7: val_accuracy did not improve from 0.97410\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9811 - loss: 0.0715 - val_accuracy: 0.9718 - val_loss: 0.1237\n","Epoch 8/20\n","\u001b[1m599/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9863 - loss: 0.0518\n","Epoch 8: val_accuracy improved from 0.97410 to 0.97770, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 4ms/step - accuracy: 0.9863 - loss: 0.0518 - val_accuracy: 0.9777 - val_loss: 0.1040\n","Epoch 9/20\n","\u001b[1m590/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9886 - loss: 0.0375\n","Epoch 9: val_accuracy did not improve from 0.97770\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9885 - loss: 0.0376 - val_accuracy: 0.9767 - val_loss: 0.1060\n","Epoch 10/20\n","\u001b[1m585/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9887 - loss: 0.0367\n","Epoch 10: val_accuracy did not improve from 0.97770\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 4ms/step - accuracy: 0.9887 - loss: 0.0368 - val_accuracy: 0.9758 - val_loss: 0.1343\n","Epoch 11/20\n","\u001b[1m593/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 4ms/step - accuracy: 0.9902 - loss: 0.0329\n","Epoch 11: val_accuracy improved from 0.97770 to 0.97870, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 5ms/step - accuracy: 0.9902 - loss: 0.0330 - val_accuracy: 0.9787 - val_loss: 0.1151\n","Epoch 12/20\n","\u001b[1m588/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9891 - loss: 0.0375\n","Epoch 12: val_accuracy improved from 0.97870 to 0.97950, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9891 - loss: 0.0375 - val_accuracy: 0.9795 - val_loss: 0.1097\n","Epoch 13/20\n","\u001b[1m590/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9927 - loss: 0.0252\n","Epoch 13: val_accuracy did not improve from 0.97950\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9926 - loss: 0.0253 - val_accuracy: 0.9748 - val_loss: 0.1464\n","Epoch 14/20\n","\u001b[1m594/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9911 - loss: 0.0314\n","Epoch 14: val_accuracy did not improve from 0.97950\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9911 - loss: 0.0314 - val_accuracy: 0.9784 - val_loss: 0.1119\n","Epoch 15/20\n","\u001b[1m592/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9922 - loss: 0.0254\n","Epoch 15: val_accuracy did not improve from 0.97950\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9922 - loss: 0.0254 - val_accuracy: 0.9767 - val_loss: 0.1230\n","Epoch 16/20\n","\u001b[1m597/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 4ms/step - accuracy: 0.9933 - loss: 0.0217\n","Epoch 16: val_accuracy improved from 0.97950 to 0.98090, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 5ms/step - accuracy: 0.9933 - loss: 0.0217 - val_accuracy: 0.9809 - val_loss: 0.1063\n","Epoch 17/20\n","\u001b[1m591/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9930 - loss: 0.0271\n","Epoch 17: val_accuracy did not improve from 0.98090\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9930 - loss: 0.0271 - val_accuracy: 0.9744 - val_loss: 0.1390\n","Epoch 18/20\n","\u001b[1m593/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9926 - loss: 0.0232\n","Epoch 18: val_accuracy improved from 0.98090 to 0.98220, saving model to /content/drive/MyDrive/DL/mnist_model.keras\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 4ms/step - accuracy: 0.9926 - loss: 0.0232 - val_accuracy: 0.9822 - val_loss: 0.1034\n","Epoch 19/20\n","\u001b[1m593/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9951 - loss: 0.0155\n","Epoch 19: val_accuracy did not improve from 0.98220\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9951 - loss: 0.0156 - val_accuracy: 0.9791 - val_loss: 0.1075\n","Epoch 20/20\n","\u001b[1m587/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.9952 - loss: 0.0176\n","Epoch 20: val_accuracy did not improve from 0.98220\n","\u001b[1m600/600\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 4ms/step - accuracy: 0.9952 - loss: 0.0176 - val_accuracy: 0.9810 - val_loss: 0.1090\n"]},{"output_type":"execute_result","data":{"text/plain":["<keras.src.callbacks.history.History at 0x7d1a3c120590>"]},"metadata":{},"execution_count":46}]},{"cell_type":"code","source":["import numpy as np"],"metadata":{"id":"Uq_VnqTwi6E7","executionInfo":{"status":"ok","timestamp":1748580939283,"user_tz":-330,"elapsed":28,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":55,"outputs":[]},{"cell_type":"code","source":["np.argmax(model.predict(np.array(x_test[6]).reshape(1,28,28)))"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"mQV0v4rhie9r","executionInfo":{"status":"ok","timestamp":1748581181738,"user_tz":-330,"elapsed":99,"user":{"displayName":"Surendra","userId":"10128872200232476258"}},"outputId":"ee685560-2b85-493c-f0ef-022d792f781f"},"execution_count":70,"outputs":[{"output_type":"stream","name":"stdout","text":["\u001b[1m1/1\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 30ms/step\n"]},{"output_type":"execute_result","data":{"text/plain":["np.int64(4)"]},"metadata":{},"execution_count":70}]},{"cell_type":"code","source":["x_test[6]"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":69},"id":"4RH5OUDhie2A","executionInfo":{"status":"ok","timestamp":1748581177877,"user_tz":-330,"elapsed":156,"user":{"displayName":"Surendra","userId":"10128872200232476258"}},"outputId":"e02c247d-46c1-4d9f-de75-d46b971ac42f"},"execution_count":69,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([[  0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,\n","          0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,\n","          0,   0],\n","       [  0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,\n","          0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,\n","          0,   0],\n","       [  0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,   0,\n","          0,   0,   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30ms/step\n"]},{"output_type":"execute_result","data":{"text/plain":["np.int64(4)"]},"metadata":{},"execution_count":77}]},{"cell_type":"code","source":[],"metadata":{"id":"4fQkFsEUk1Vi"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["model.save(\"/content/drive/MyDrive/DL/mnist_model.keras\")"],"metadata":{"id":"UxlWuBeschtv","executionInfo":{"status":"ok","timestamp":1748579687692,"user_tz":-330,"elapsed":65,"user":{"displayName":"Surendra","userId":"10128872200232476258"}}},"execution_count":33,"outputs":[]},{"cell_type":"markdown","source":["![image.png](data:image/png;base64,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)"],"metadata":{"id":"PN4P_XK3emfO"}},{"cell_type":"code","source":["streamlit-drawble-canvas\n","opencv-python"],"metadata":{"id":"K-dthonwdLJx"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"BCssSTYUdK7a"},"execution_count":null,"outputs":[]}]}