number-plate-detection-using-cnn.ipynb

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    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:49.437972Z",
     "iopub.status.busy": "2024-03-08T06:12:49.437296Z",
     "iopub.status.idle": "2024-03-08T06:12:50.441217Z",
     "shell.execute_reply": "2024-03-08T06:12:50.440073Z"
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     "start_time": "2024-03-08T06:12:49.424890",
     "status": "completed"
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   "outputs": [
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     "text": [
      "/kaggle/input/newtestimg/images.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/indian_eu_br_us.csv\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/NZJ6581.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car141.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/OUM7311.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000010.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/car12.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/OZP8126.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car47.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car182.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/car2.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/7fbfbe28-aecb-45be-bd05-7cf26acb3c5c.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000051.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car1.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_069.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car61.jpeg\n",
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      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car222.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000117.jpeg\n",
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      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000113.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000020.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_096.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000077.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car125.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car104.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000174.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car171.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000127.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/OZU5764.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_045.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car97.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car93.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car2.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/PAG5219.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car42.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car146.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car78.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_031.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_076.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/PWC0633.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car81.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000026.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000145.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_015.jpeg\n",
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      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car105.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000199.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car117.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car197.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_030.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_005.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car131.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000167.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000064.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_035.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car184.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000095.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/MYX3152.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_039.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000169.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000011.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_019.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car213.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000062.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000195.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000101.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_009.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car91.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/21d8c31d-3deb-494b-9c63-c0223306fd82.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_067.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/NTD9247.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/PJY5472.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000157.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car186.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_075.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/wts-lg-000179.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car95.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/NTV0498.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/licensed_car152.jpeg\n",
      "/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed/test_029.jpeg\n",
      "/kaggle/input/testimage/a7sp8ji_high-security-number-plates_625x300_12_October_18.webp\n",
      "/kaggle/input/images-to-test/images (1).jpeg\n",
      "/kaggle/input/images-to-test/plate 2.JPG\n",
      "/kaggle/input/images-to-test/images (2).jpeg\n",
      "/kaggle/input/images-to-test/26cf0bd18af1df7cb46398da71e99ede.jpg\n"
     ]
    }
   ],
   "source": [
    "# This Python 3 environment comes with many helpful analytics libraries installed\n",
    "# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n",
    "# For example, here's several helpful packages to load\n",
    "\n",
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
    "\n",
    "# Input data files are available in the read-only \"../input/\" directory\n",
    "# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n",
    "\n",
    "import os\n",
    "for dirname, _, filenames in os.walk('/kaggle/input'):\n",
    "    for filename in filenames:\n",
    "        print(os.path.join(dirname, filename))\n",
    "\n",
    "# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n",
    "# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8ad47099",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.471444Z",
     "iopub.status.busy": "2024-03-08T06:12:50.471032Z",
     "iopub.status.idle": "2024-03-08T06:12:50.649369Z",
     "shell.execute_reply": "2024-03-08T06:12:50.648619Z"
    },
    "papermill": {
     "duration": 0.192762,
     "end_time": "2024-03-08T06:12:50.651618",
     "exception": false,
     "start_time": "2024-03-08T06:12:50.458856",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import cv2 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "3eda2aa2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.676983Z",
     "iopub.status.busy": "2024-03-08T06:12:50.676671Z",
     "iopub.status.idle": "2024-03-08T06:12:50.713346Z",
     "shell.execute_reply": "2024-03-08T06:12:50.712488Z"
    },
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     "end_time": "2024-03-08T06:12:50.715484",
     "exception": false,
     "start_time": "2024-03-08T06:12:50.664414",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "    .dataframe thead th {\n",
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       "  <thead>\n",
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       "      <th>image_name</th>\n",
       "      <th>image_width</th>\n",
       "      <th>image_height</th>\n",
       "      <th>top_x</th>\n",
       "      <th>top_y</th>\n",
       "      <th>bottom_x</th>\n",
       "      <th>bottom_y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>527</th>\n",
       "      <td>wts-lg-000035</td>\n",
       "      <td>800</td>\n",
       "      <td>600</td>\n",
       "      <td>0.2725</td>\n",
       "      <td>0.61</td>\n",
       "      <td>0.345</td>\n",
       "      <td>0.658333</td>\n",
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       "        image_name  image_width  image_height   top_x  top_y  bottom_x  \\\n",
       "527  wts-lg-000035          800           600  0.2725   0.61     0.345   \n",
       "\n",
       "     bottom_y  \n",
       "527  0.658333  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=pd.read_csv('/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/indian_eu_br_us.csv')\n",
    "data.sample()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8563d0d8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.740744Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "#data['top_x']=data['top_x']*data['image_height']\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b94b3ee0",
   "metadata": {
    "execution": {
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "#data['top_y']=data['top_y']*data['image_width']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a123bce2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.799249Z",
     "iopub.status.busy": "2024-03-08T06:12:50.798974Z",
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     "status": "completed"
    },
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   },
   "outputs": [],
   "source": [
    "#data['bottom_x']=data['bottom_x']*data['image_height']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "21fa5d35",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.828592Z",
     "iopub.status.busy": "2024-03-08T06:12:50.828305Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "#data['bottom_y']=data['bottom_y']*data['image_width']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "11d32885",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.858294Z",
     "iopub.status.busy": "2024-03-08T06:12:50.858012Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "#data.iloc[383]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "fb30dc3e",
   "metadata": {
    "execution": {
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "numpy.ndarray"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "image_names=data['image_name'].values\n",
    "type(image_names)"
   ]
  },
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   "cell_type": "code",
   "execution_count": 10,
   "id": "daa3513d",
   "metadata": {
    "execution": {
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     "status": "completed"
    },
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   "outputs": [
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      ],
      "text/plain": [
       "        image_name  image_width  image_height     top_x     top_y  bottom_x  \\\n",
       "650  wts-lg-000174         1280           720  0.345313  0.390278  0.416406   \n",
       "\n",
       "     bottom_y  \n",
       "650  0.452778  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.sample()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "bb0ef025",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:12:50.958726Z",
     "iopub.status.busy": "2024-03-08T06:12:50.958413Z",
     "iopub.status.idle": "2024-03-08T06:13:03.271301Z",
     "shell.execute_reply": "2024-03-08T06:13:03.270507Z"
    },
    "papermill": {
     "duration": 12.328013,
     "end_time": "2024-03-08T06:13:03.273632",
     "exception": false,
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from PIL import Image\n",
    "import os\n",
    "\n",
    "# Replace 'path/to/your/images' with the actual path to your image folder\n",
    "folder_path = '/kaggle/input/numberplate-bounding-box-india-eu-brazil-us/Indian_eu_br_us_plates_compressed'\n",
    "\n",
    "# List all files in the folder\n",
    "#image_files = [f for f in os.listdir(folder_path) if os.path.isfile(os.path.join(folder_path, f))]\n",
    "l=[]\n",
    "# Iterate through each image file\n",
    "\n",
    "for image_file in image_names:\n",
    "    # Create the full path to the image file\n",
    "    image_path = os.path.join(folder_path, image_file+'.jpeg')\n",
    "    arr=cv2.imread(image_path)\n",
    "    arr2=cv2.resize(arr,(256,256),interpolation=cv2.INTER_AREA)\n",
    "    l.append(arr2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a0fe0a8e",
   "metadata": {
    "execution": {
     "iopub.status.busy": "2024-03-07T15:05:05.396504Z",
     "iopub.status.idle": "2024-03-07T15:05:05.396886Z",
     "shell.execute_reply": "2024-03-07T15:05:05.396713Z",
     "shell.execute_reply.started": "2024-03-07T15:05:05.396698Z"
    },
    "papermill": {
     "duration": 0.011818,
     "end_time": "2024-03-08T06:13:03.298011",
     "exception": false,
     "start_time": "2024-03-08T06:13:03.286193",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### X=np.array(l)/255\n",
    "Y=data.drop(columns=['image_name','image_height','image_width'],axis=1)\n",
    "Y=Y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "12a1a90f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:03.323351Z",
     "iopub.status.busy": "2024-03-08T06:13:03.322669Z",
     "iopub.status.idle": "2024-03-08T06:13:03.683526Z",
     "shell.execute_reply": "2024-03-08T06:13:03.682747Z"
    },
    "papermill": {
     "duration": 0.376071,
     "end_time": "2024-03-08T06:13:03.685939",
     "exception": false,
     "start_time": "2024-03-08T06:13:03.309868",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "X=np.array(l)/255\n",
    "Y=data.drop(columns=['image_name','image_height','image_width'],axis=1)\n",
    "Y=Y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "135ad886",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:03.712620Z",
     "iopub.status.busy": "2024-03-08T06:13:03.712286Z",
     "iopub.status.idle": "2024-03-08T06:13:03.719764Z",
     "shell.execute_reply": "2024-03-08T06:13:03.718881Z"
    },
    "papermill": {
     "duration": 0.023592,
     "end_time": "2024-03-08T06:13:03.721789",
     "exception": false,
     "start_time": "2024-03-08T06:13:03.698197",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[[0.83529412, 0.76078431, 0.70980392],\n",
       "        [0.84313725, 0.76862745, 0.71764706],\n",
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       "        ...,\n",
       "        [0.81960784, 0.74509804, 0.69411765],\n",
       "        [0.81960784, 0.74509804, 0.69411765],\n",
       "        [0.81960784, 0.74509804, 0.69411765]],\n",
       "\n",
       "       [[0.83529412, 0.76078431, 0.70980392],\n",
       "        [0.84313725, 0.76862745, 0.71764706],\n",
       "        [0.83921569, 0.76470588, 0.71372549],\n",
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       "        [0.81960784, 0.74509804, 0.69411765],\n",
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       "\n",
       "       [[0.83529412, 0.76078431, 0.70980392],\n",
       "        [0.84313725, 0.76862745, 0.71764706],\n",
       "        [0.83921569, 0.76470588, 0.71372549],\n",
       "        ...,\n",
       "        [0.81960784, 0.74509804, 0.69411765],\n",
       "        [0.81960784, 0.74509804, 0.69411765],\n",
       "        [0.81960784, 0.74509804, 0.69411765]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.2745098 , 0.54901961, 0.61568627],\n",
       "        [0.30196078, 0.54509804, 0.65098039],\n",
       "        [0.31372549, 0.51764706, 0.6745098 ],\n",
       "        ...,\n",
       "        [0.62352941, 0.62352941, 0.62352941],\n",
       "        [0.58823529, 0.61568627, 0.61176471],\n",
       "        [0.58431373, 0.61568627, 0.60784314]],\n",
       "\n",
       "       [[0.29019608, 0.56078431, 0.63921569],\n",
       "        [0.30588235, 0.55294118, 0.6627451 ],\n",
       "        [0.3254902 , 0.53333333, 0.69019608],\n",
       "        ...,\n",
       "        [0.48235294, 0.56078431, 0.56862745],\n",
       "        [0.48235294, 0.54901961, 0.5372549 ],\n",
       "        [0.48235294, 0.54509804, 0.53333333]],\n",
       "\n",
       "       [[0.37254902, 0.61176471, 0.72941176],\n",
       "        [0.36470588, 0.59607843, 0.72941176],\n",
       "        [0.33333333, 0.54509804, 0.69411765],\n",
       "        ...,\n",
       "        [0.33333333, 0.4627451 , 0.4745098 ],\n",
       "        [0.34901961, 0.45882353, 0.47058824],\n",
       "        [0.32941176, 0.43529412, 0.45098039]]])"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "c0827e29",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:03.747139Z",
     "iopub.status.busy": "2024-03-08T06:13:03.746862Z",
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     "shell.execute_reply": "2024-03-08T06:13:03.752416Z"
    },
    "papermill": {
     "duration": 0.021497,
     "end_time": "2024-03-08T06:13:03.755235",
     "exception": false,
     "start_time": "2024-03-08T06:13:03.733738",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\"for i in range(len(fx)):\\n    for j,k in zip(Y['bottom_x'],Y['bottom_y']):\\n        fxm1.append(j*fx[i])\\n        fym1.append(k*fy[i])\\n        break\""
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "'''fx=[256/x for x in Y['image_width']]\n",
    "fy=[256/x for x in Y['image_height']]\n",
    "fxm=[]\n",
    "fym=[]\n",
    "for i in range(len(fx)):\n",
    "   uu for j,k in zip(Y['top_x'],Y['top_y']):\n",
    "        fxm.append(j*fx[i])\n",
    "        fym.append(k*fy[i])\n",
    "        break\n",
    "fxm1=[]\n",
    "fym1=[]'''\n",
    "\n",
    "'''for i in range(len(fx)):\n",
    "    for j,k in zip(Y['bottom_x'],Y['bottom_y']):\n",
    "        fxm1.append(j*fx[i])\n",
    "        fym1.append(k*fy[i])\n",
    "        break'''\n",
    "#Y['top_x']=fxm\n",
    "#Y['top_y']=fym\n",
    "#Y['bottom_x']=fxm1\n",
    "#Y['bottom_y']=fym1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "79cddcc0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:03.788490Z",
     "iopub.status.busy": "2024-03-08T06:13:03.788156Z",
     "iopub.status.idle": "2024-03-08T06:13:03.803728Z",
     "shell.execute_reply": "2024-03-08T06:13:03.802648Z"
    },
    "papermill": {
     "duration": 0.035433,
     "end_time": "2024-03-08T06:13:03.806510",
     "exception": false,
     "start_time": "2024-03-08T06:13:03.771077",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>top_x</th>\n",
       "      <th>top_y</th>\n",
       "      <th>bottom_x</th>\n",
       "      <th>bottom_y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>447</th>\n",
       "      <td>0.350781</td>\n",
       "      <td>0.647917</td>\n",
       "      <td>0.541406</td>\n",
       "      <td>0.730208</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        top_x     top_y  bottom_x  bottom_y\n",
       "447  0.350781  0.647917  0.541406  0.730208"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Y.sample()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d6ab79c4",
   "metadata": {
    "papermill": {
     "duration": 0.015008,
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     "status": "completed"
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   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a9ee6589",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:03.862234Z",
     "iopub.status.busy": "2024-03-08T06:13:03.861943Z",
     "iopub.status.idle": "2024-03-08T06:13:03.868312Z",
     "shell.execute_reply": "2024-03-08T06:13:03.867498Z"
    },
    "papermill": {
     "duration": 0.022024,
     "end_time": "2024-03-08T06:13:03.870509",
     "exception": false,
     "start_time": "2024-03-08T06:13:03.848485",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 93.04312115, 137.07579469, 159.80287462, 155.22738381])"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "s=259\n",
    "z=Y.iloc[s].values*256\n",
    "z"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "5fe4be24",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:03.897316Z",
     "iopub.status.busy": "2024-03-08T06:13:03.897048Z",
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     "exception": false,
     "start_time": "2024-03-08T06:13:03.883954",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7d071a55a410>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "ordinates = list(map(int,(z[0], z[1], z[2], z[3])))\n",
    "color = (255, 255, 0)\n",
    "thickness = 2 \n",
    "%matplotlib inline\n",
    "cv2.rectangle(X[s], (ordinates[0],ordinates[1]),(ordinates[2],ordinates[3]),color, thickness)\n",
    "plt.imshow(X[s])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "69c92813",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:04.309400Z",
     "iopub.status.busy": "2024-03-08T06:13:04.309082Z",
     "iopub.status.idle": "2024-03-08T06:13:05.875172Z",
     "shell.execute_reply": "2024-03-08T06:13:05.874026Z"
    },
    "papermill": {
     "duration": 1.584355,
     "end_time": "2024-03-08T06:13:05.877570",
     "exception": false,
     "start_time": "2024-03-08T06:13:04.293215",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "xtrain,xtest,ytrain,ytest=train_test_split(X,Y,test_size=0.2)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "86273121",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:05.910266Z",
     "iopub.status.busy": "2024-03-08T06:13:05.909804Z",
     "iopub.status.idle": "2024-03-08T06:13:05.915949Z",
     "shell.execute_reply": "2024-03-08T06:13:05.915097Z"
    },
    "papermill": {
     "duration": 0.024399,
     "end_time": "2024-03-08T06:13:05.917846",
     "exception": false,
     "start_time": "2024-03-08T06:13:05.893447",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(536, 256, 256, 3)"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xtrain.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "7e517746",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:05.949758Z",
     "iopub.status.busy": "2024-03-08T06:13:05.949449Z",
     "iopub.status.idle": "2024-03-08T06:13:17.350984Z",
     "shell.execute_reply": "2024-03-08T06:13:17.350155Z"
    },
    "papermill": {
     "duration": 11.42003,
     "end_time": "2024-03-08T06:13:17.353235",
     "exception": false,
     "start_time": "2024-03-08T06:13:05.933205",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-03-08 06:13:07.816069: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:9261] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n",
      "2024-03-08 06:13:07.816168: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:607] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n",
      "2024-03-08 06:13:07.947974: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1515] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n"
     ]
    }
   ],
   "source": [
    "from keras.models import Sequential\n",
    "from keras.layers import Conv2D,MaxPooling2D,Flatten, Dense, Input, Dropout\n",
    "from keras.regularizers import l2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "8b47fd75",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:17.386062Z",
     "iopub.status.busy": "2024-03-08T06:13:17.385170Z",
     "iopub.status.idle": "2024-03-08T06:13:18.290057Z",
     "shell.execute_reply": "2024-03-08T06:13:18.289250Z"
    },
    "papermill": {
     "duration": 0.923636,
     "end_time": "2024-03-08T06:13:18.292579",
     "exception": false,
     "start_time": "2024-03-08T06:13:17.368943",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.10/site-packages/keras/src/layers/convolutional/base_conv.py:99: UserWarning: Do not pass an `input_shape`/`input_dim` argument to a layer. When using Sequential models, prefer using an `Input(shape)` object as the first layer in the model instead.\n",
      "  super().__init__(\n"
     ]
    }
   ],
   "source": [
    "model=Sequential()\n",
    "model.add(Conv2D(200,(5,5),activation='relu',padding='same',input_shape=(256,256,3)))\n",
    "model.add(Dropout(0.1))\n",
    "model.add(MaxPooling2D((3,3)))\n",
    "model.add(Conv2D(100,(5,5),activation='relu',padding='same'))\n",
    "model.add(Dropout(0.15))\n",
    "model.add(MaxPooling2D((3,3)))\n",
    "model.add(Conv2D(80,(5,5),activation='relu',padding='same'))\n",
    "model.add(MaxPooling2D((3,3)))\n",
    "model.add(Dropout(0.15))\n",
    "model.add(Conv2D(60,(5,5),activation='relu',padding='same'))\n",
    "model.add(MaxPooling2D((3,3)))\n",
    "model.add(Dropout(0.15))\n",
    "model.add(Flatten())\n",
    "model.add(Dropout(0.15))\n",
    "model.add(Dense(128,activation='relu'))\n",
    "model.add(Dropout(0.15))\n",
    "model.add(Dense(32,activation='relu'))\n",
    "model.add(Dropout(0.175))\n",
    "model.add(Dense(64,activation='relu'))\n",
    "model.add(Dropout(0.15))\n",
    "model.add(Dense(4,activation='sigmoid'))\n",
    "model.compile(optimizer='adam',loss='mse')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f6e53819",
   "metadata": {
    "papermill": {
     "duration": 0.01523,
     "end_time": "2024-03-08T06:13:18.324012",
     "exception": false,
     "start_time": "2024-03-08T06:13:18.308782",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "added layers\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "e8c8510f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:13:18.355918Z",
     "iopub.status.busy": "2024-03-08T06:13:18.355588Z",
     "iopub.status.idle": "2024-03-08T06:16:43.800509Z",
     "shell.execute_reply": "2024-03-08T06:16:43.799209Z"
    },
    "papermill": {
     "duration": 205.464068,
     "end_time": "2024-03-08T06:16:43.803180",
     "exception": false,
     "start_time": "2024-03-08T06:13:18.339112",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/30\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-03-08 06:13:39.486267: E external/local_xla/xla/service/slow_operation_alarm.cc:65] Trying algorithm eng0{} for conv (f32[200,3,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,3,256,256]{3,2,1,0}, f32[32,200,256,256]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:39.757279: E external/local_xla/xla/service/slow_operation_alarm.cc:133] The operation took 1.271125102s\n",
      "Trying algorithm eng0{} for conv (f32[200,3,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,3,256,256]{3,2,1,0}, f32[32,200,256,256]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:41.493644: E external/local_xla/xla/service/slow_operation_alarm.cc:65] Trying algorithm eng0{} for conv (f32[200,3,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,3,256,256]{3,2,1,0}, f32[32,200,256,256]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:41.743059: E external/local_xla/xla/service/slow_operation_alarm.cc:133] The operation took 1.249608887s\n",
      "Trying algorithm eng0{} for conv (f32[200,3,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,3,256,256]{3,2,1,0}, f32[32,200,256,256]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:44.463945: E external/local_xla/xla/service/slow_operation_alarm.cc:65] Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,200,85,85]{3,2,1,0}, f32[32,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:47.865084: E external/local_xla/xla/service/slow_operation_alarm.cc:133] The operation took 4.40134362s\n",
      "Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,200,85,85]{3,2,1,0}, f32[32,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:50.774623: E external/local_xla/xla/service/slow_operation_alarm.cc:65] Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,200,85,85]{3,2,1,0}, f32[32,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:13:54.174443: E external/local_xla/xla/service/slow_operation_alarm.cc:133] The operation took 4.400000384s\n",
      "Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,200,85,85]{3,2,1,0}, f32[32,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m 1/17\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m11:20\u001b[0m 43s/step - loss: 0.0531"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n",
      "I0000 00:00:1709878441.898994      72 device_compiler.h:186] Compiled cluster using XLA!  This line is logged at most once for the lifetime of the process.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m16/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━━\u001b[0m \u001b[1m0s\u001b[0m 171ms/step - loss: 0.0431"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-03-08 06:14:22.663408: E external/local_xla/xla/service/slow_operation_alarm.cc:65] Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[24,200,85,85]{3,2,1,0}, f32[24,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:14:24.965412: E external/local_xla/xla/service/slow_operation_alarm.cc:133] The operation took 3.302128388s\n",
      "Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[24,200,85,85]{3,2,1,0}, f32[24,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:14:27.412703: E external/local_xla/xla/service/slow_operation_alarm.cc:65] Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[24,200,85,85]{3,2,1,0}, f32[24,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n",
      "2024-03-08 06:14:29.714020: E external/local_xla/xla/service/slow_operation_alarm.cc:133] The operation took 3.30142403s\n",
      "Trying algorithm eng0{} for conv (f32[100,200,5,5]{3,2,1,0}, u8[0]{0}) custom-call(f32[24,200,85,85]{3,2,1,0}, f32[24,100,85,85]{3,2,1,0}), window={size=5x5 pad=2_2x2_2}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBackwardFilter\", backend_config={\"conv_result_scale\":1,\"activation_mode\":\"kNone\",\"side_input_scale\":0,\"leakyrelu_alpha\":0} is taking a while...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m113s\u001b[0m 4s/step - loss: 0.0424 - val_loss: 0.0252\n",
      "Epoch 2/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0292 - val_loss: 0.0226\n",
      "Epoch 3/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0284 - val_loss: 0.0223\n",
      "Epoch 4/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0263 - val_loss: 0.0221\n",
      "Epoch 5/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0271 - val_loss: 0.0196\n",
      "Epoch 6/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0247 - val_loss: 0.0180\n",
      "Epoch 7/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0259 - val_loss: 0.0178\n",
      "Epoch 8/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0236 - val_loss: 0.0158\n",
      "Epoch 9/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0225 - val_loss: 0.0160\n",
      "Epoch 10/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0198 - val_loss: 0.0152\n",
      "Epoch 11/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0181 - val_loss: 0.0124\n",
      "Epoch 12/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0160 - val_loss: 0.0120\n",
      "Epoch 13/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0150 - val_loss: 0.0114\n",
      "Epoch 14/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0142 - val_loss: 0.0080\n",
      "Epoch 15/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0105 - val_loss: 0.0094\n",
      "Epoch 16/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0102 - val_loss: 0.0092\n",
      "Epoch 17/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0094 - val_loss: 0.0079\n",
      "Epoch 18/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0099 - val_loss: 0.0080\n",
      "Epoch 19/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0080 - val_loss: 0.0070\n",
      "Epoch 20/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0083 - val_loss: 0.0072\n",
      "Epoch 21/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 182ms/step - loss: 0.0082 - val_loss: 0.0069\n",
      "Epoch 22/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0059 - val_loss: 0.0066\n",
      "Epoch 23/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0057 - val_loss: 0.0071\n",
      "Epoch 24/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0070 - val_loss: 0.0059\n",
      "Epoch 25/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0057 - val_loss: 0.0061\n",
      "Epoch 26/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0048 - val_loss: 0.0064\n",
      "Epoch 27/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0047 - val_loss: 0.0061\n",
      "Epoch 28/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0056 - val_loss: 0.0064\n",
      "Epoch 29/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m5s\u001b[0m 180ms/step - loss: 0.0047 - val_loss: 0.0055\n",
      "Epoch 30/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0053 - val_loss: 0.0058\n"
     ]
    }
   ],
   "source": [
    "histr=model.fit(xtrain,ytrain,validation_data=(xtest,ytest),epochs=30)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "97cf8551",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:16:43.931918Z",
     "iopub.status.busy": "2024-03-08T06:16:43.931068Z",
     "iopub.status.idle": "2024-03-08T06:18:17.928554Z",
     "shell.execute_reply": "2024-03-08T06:18:17.927510Z"
    },
    "papermill": {
     "duration": 94.061424,
     "end_time": "2024-03-08T06:18:17.930645",
     "exception": false,
     "start_time": "2024-03-08T06:16:43.869221",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 200ms/step - loss: 0.0057 - val_loss: 0.0061\n",
      "Epoch 2/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0050 - val_loss: 0.0063\n",
      "Epoch 3/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0046 - val_loss: 0.0060\n",
      "Epoch 4/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0044 - val_loss: 0.0052\n",
      "Epoch 5/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0041 - val_loss: 0.0053\n",
      "Epoch 6/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0046 - val_loss: 0.0053\n",
      "Epoch 7/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0053 - val_loss: 0.0059\n",
      "Epoch 8/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0040 - val_loss: 0.0053\n",
      "Epoch 9/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0042 - val_loss: 0.0051\n",
      "Epoch 10/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0039 - val_loss: 0.0062\n",
      "Epoch 11/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0042 - val_loss: 0.0055\n",
      "Epoch 12/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0039 - val_loss: 0.0062\n",
      "Epoch 13/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0044 - val_loss: 0.0060\n",
      "Epoch 14/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0039 - val_loss: 0.0053\n",
      "Epoch 15/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0039 - val_loss: 0.0050\n",
      "Epoch 16/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0034 - val_loss: 0.0052\n",
      "Epoch 17/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0036 - val_loss: 0.0055\n",
      "Epoch 18/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0043 - val_loss: 0.0050\n",
      "Epoch 19/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0038 - val_loss: 0.0050\n",
      "Epoch 20/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0030 - val_loss: 0.0047\n",
      "Epoch 21/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0034 - val_loss: 0.0050\n",
      "Epoch 22/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0040 - val_loss: 0.0054\n",
      "Epoch 23/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0038 - val_loss: 0.0048\n",
      "Epoch 24/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0035 - val_loss: 0.0050\n",
      "Epoch 25/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0036 - val_loss: 0.0049\n",
      "Epoch 26/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0050\n",
      "Epoch 27/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0034 - val_loss: 0.0046\n",
      "Epoch 28/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0032 - val_loss: 0.0045\n",
      "Epoch 29/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0033 - val_loss: 0.0056\n",
      "Epoch 30/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0035 - val_loss: 0.0051\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<keras.src.callbacks.history.History at 0x7d059468cf40>"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.fit(xtrain,ytrain,validation_data=(xtest,ytest),epochs=30)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "c386254c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:18:18.146391Z",
     "iopub.status.busy": "2024-03-08T06:18:18.146037Z",
     "iopub.status.idle": "2024-03-08T06:20:53.979507Z",
     "shell.execute_reply": "2024-03-08T06:20:53.978499Z"
    },
    "papermill": {
     "duration": 155.944747,
     "end_time": "2024-03-08T06:20:53.981676",
     "exception": false,
     "start_time": "2024-03-08T06:18:18.036929",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 199ms/step - loss: 0.0028 - val_loss: 0.0051\n",
      "Epoch 2/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0050\n",
      "Epoch 3/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0035 - val_loss: 0.0049\n",
      "Epoch 4/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0030 - val_loss: 0.0048\n",
      "Epoch 5/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 188ms/step - loss: 0.0029 - val_loss: 0.0051\n",
      "Epoch 6/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0045\n",
      "Epoch 7/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0027 - val_loss: 0.0057\n",
      "Epoch 8/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0040 - val_loss: 0.0057\n",
      "Epoch 9/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0040 - val_loss: 0.0049\n",
      "Epoch 10/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0036 - val_loss: 0.0055\n",
      "Epoch 11/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0034 - val_loss: 0.0054\n",
      "Epoch 12/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0031 - val_loss: 0.0050\n",
      "Epoch 13/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0034 - val_loss: 0.0053\n",
      "Epoch 14/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0048 - val_loss: 0.0057\n",
      "Epoch 15/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0035 - val_loss: 0.0052\n",
      "Epoch 16/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0040 - val_loss: 0.0051\n",
      "Epoch 17/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0029 - val_loss: 0.0048\n",
      "Epoch 18/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0031 - val_loss: 0.0050\n",
      "Epoch 19/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0046 - val_loss: 0.0050\n",
      "Epoch 20/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0032 - val_loss: 0.0043\n",
      "Epoch 21/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0044 - val_loss: 0.0043\n",
      "Epoch 22/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0029 - val_loss: 0.0052\n",
      "Epoch 23/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0033 - val_loss: 0.0054\n",
      "Epoch 24/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0043 - val_loss: 0.0044\n",
      "Epoch 25/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0030 - val_loss: 0.0045\n",
      "Epoch 26/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0028 - val_loss: 0.0048\n",
      "Epoch 27/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0046\n",
      "Epoch 28/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0026 - val_loss: 0.0046\n",
      "Epoch 29/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0028 - val_loss: 0.0045\n",
      "Epoch 30/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0027 - val_loss: 0.0048\n",
      "Epoch 31/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0028 - val_loss: 0.0050\n",
      "Epoch 32/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0033 - val_loss: 0.0050\n",
      "Epoch 33/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0027 - val_loss: 0.0052\n",
      "Epoch 34/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0026 - val_loss: 0.0048\n",
      "Epoch 35/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0027 - val_loss: 0.0049\n",
      "Epoch 36/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0025 - val_loss: 0.0046\n",
      "Epoch 37/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0030 - val_loss: 0.0046\n",
      "Epoch 38/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0038 - val_loss: 0.0050\n",
      "Epoch 39/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0025 - val_loss: 0.0048\n",
      "Epoch 40/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0022 - val_loss: 0.0048\n",
      "Epoch 41/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0025 - val_loss: 0.0048\n",
      "Epoch 42/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0048\n",
      "Epoch 43/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0025 - val_loss: 0.0047\n",
      "Epoch 44/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0049\n",
      "Epoch 45/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0045\n",
      "Epoch 46/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0022 - val_loss: 0.0049\n",
      "Epoch 47/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0026 - val_loss: 0.0048\n",
      "Epoch 48/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0046\n",
      "Epoch 49/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0047\n",
      "Epoch 50/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0033 - val_loss: 0.0044\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<keras.src.callbacks.history.History at 0x7d05946cb9d0>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.fit(xtrain,ytrain,validation_data=(xtest,ytest),epochs=50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "c64ca4ad",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:20:54.352021Z",
     "iopub.status.busy": "2024-03-08T06:20:54.351139Z",
     "iopub.status.idle": "2024-03-08T06:23:30.193248Z",
     "shell.execute_reply": "2024-03-08T06:23:30.192285Z"
    },
    "papermill": {
     "duration": 156.03081,
     "end_time": "2024-03-08T06:23:30.195283",
     "exception": false,
     "start_time": "2024-03-08T06:20:54.164473",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 200ms/step - loss: 0.0025 - val_loss: 0.0045\n",
      "Epoch 2/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0045\n",
      "Epoch 3/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0035 - val_loss: 0.0051\n",
      "Epoch 4/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0035 - val_loss: 0.0047\n",
      "Epoch 5/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0030 - val_loss: 0.0048\n",
      "Epoch 6/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0046\n",
      "Epoch 7/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0054\n",
      "Epoch 8/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0029 - val_loss: 0.0046\n",
      "Epoch 9/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0025 - val_loss: 0.0045\n",
      "Epoch 10/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0025 - val_loss: 0.0046\n",
      "Epoch 11/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0021 - val_loss: 0.0044\n",
      "Epoch 12/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0027 - val_loss: 0.0048\n",
      "Epoch 13/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0027 - val_loss: 0.0054\n",
      "Epoch 14/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0022 - val_loss: 0.0043\n",
      "Epoch 15/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0029 - val_loss: 0.0046\n",
      "Epoch 16/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0052\n",
      "Epoch 17/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0051\n",
      "Epoch 18/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0049\n",
      "Epoch 19/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0020 - val_loss: 0.0048\n",
      "Epoch 20/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0044\n",
      "Epoch 21/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0046\n",
      "Epoch 22/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0026 - val_loss: 0.0048\n",
      "Epoch 23/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0044\n",
      "Epoch 24/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0049\n",
      "Epoch 25/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0049\n",
      "Epoch 26/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0025 - val_loss: 0.0054\n",
      "Epoch 27/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0026 - val_loss: 0.0050\n",
      "Epoch 28/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0048\n",
      "Epoch 29/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0022 - val_loss: 0.0046\n",
      "Epoch 30/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0026 - val_loss: 0.0052\n",
      "Epoch 31/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0023 - val_loss: 0.0054\n",
      "Epoch 32/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0044\n",
      "Epoch 33/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0022 - val_loss: 0.0048\n",
      "Epoch 34/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0021 - val_loss: 0.0051\n",
      "Epoch 35/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0022 - val_loss: 0.0054\n",
      "Epoch 36/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0047\n",
      "Epoch 37/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0045\n",
      "Epoch 38/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0022 - val_loss: 0.0050\n",
      "Epoch 39/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0049\n",
      "Epoch 40/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0056\n",
      "Epoch 41/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0046\n",
      "Epoch 42/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0045\n",
      "Epoch 43/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0029 - val_loss: 0.0043\n",
      "Epoch 44/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0050\n",
      "Epoch 45/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0047\n",
      "Epoch 46/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0018 - val_loss: 0.0049\n",
      "Epoch 47/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0054\n",
      "Epoch 48/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0021 - val_loss: 0.0045\n",
      "Epoch 49/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0045\n",
      "Epoch 50/50\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0025 - val_loss: 0.0042\n"
     ]
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    "model.fit(xtrain,ytrain,validation_data=(xtest,ytest),epochs=50)"
   ]
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     "text": [
      "Epoch 1/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 200ms/step - loss: 0.0024 - val_loss: 0.0045\n",
      "Epoch 2/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0020 - val_loss: 0.0046\n",
      "Epoch 3/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0044\n",
      "Epoch 4/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0046\n",
      "Epoch 5/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0044\n",
      "Epoch 6/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0042\n",
      "Epoch 7/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0043\n",
      "Epoch 8/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0045\n",
      "Epoch 9/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0021 - val_loss: 0.0043\n",
      "Epoch 10/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0031 - val_loss: 0.0043\n",
      "Epoch 11/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0023 - val_loss: 0.0048\n",
      "Epoch 12/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0043\n",
      "Epoch 13/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0023 - val_loss: 0.0040\n",
      "Epoch 14/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0045\n",
      "Epoch 15/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0030 - val_loss: 0.0046\n",
      "Epoch 16/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0045\n",
      "Epoch 17/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0017 - val_loss: 0.0046\n",
      "Epoch 18/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0046\n",
      "Epoch 19/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0048\n",
      "Epoch 20/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0017 - val_loss: 0.0042\n",
      "Epoch 21/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0042\n",
      "Epoch 22/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0022 - val_loss: 0.0044\n",
      "Epoch 23/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0019 - val_loss: 0.0042\n",
      "Epoch 24/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0017 - val_loss: 0.0047\n",
      "Epoch 25/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0021 - val_loss: 0.0044\n",
      "Epoch 26/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0045\n",
      "Epoch 27/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0022 - val_loss: 0.0052\n",
      "Epoch 28/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0032 - val_loss: 0.0047\n",
      "Epoch 29/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0023 - val_loss: 0.0046\n",
      "Epoch 30/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0020 - val_loss: 0.0047\n"
     ]
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       "<keras.src.callbacks.history.History at 0x7d0594736ec0>"
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   ]
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     "text": [
      "Epoch 1/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 200ms/step - loss: 0.0024 - val_loss: 0.0045\n",
      "Epoch 2/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0048\n",
      "Epoch 3/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0020 - val_loss: 0.0049\n",
      "Epoch 4/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0026 - val_loss: 0.0048\n",
      "Epoch 5/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0056\n",
      "Epoch 6/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0044\n",
      "Epoch 7/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0018 - val_loss: 0.0049\n",
      "Epoch 8/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0044\n",
      "Epoch 9/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0045\n",
      "Epoch 10/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0017 - val_loss: 0.0048\n",
      "Epoch 11/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0024 - val_loss: 0.0044\n",
      "Epoch 12/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0021 - val_loss: 0.0046\n",
      "Epoch 13/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m5s\u001b[0m 181ms/step - loss: 0.0019 - val_loss: 0.0044\n",
      "Epoch 14/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0020 - val_loss: 0.0044\n",
      "Epoch 15/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0027 - val_loss: 0.0042\n",
      "Epoch 16/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0021 - val_loss: 0.0048\n",
      "Epoch 17/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0050\n",
      "Epoch 18/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0027 - val_loss: 0.0047\n",
      "Epoch 19/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0017 - val_loss: 0.0047\n",
      "Epoch 20/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 181ms/step - loss: 0.0020 - val_loss: 0.0050\n",
      "Epoch 21/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0049\n",
      "Epoch 22/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0018 - val_loss: 0.0057\n",
      "Epoch 23/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0046\n",
      "Epoch 24/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0018 - val_loss: 0.0046\n",
      "Epoch 25/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0017 - val_loss: 0.0045\n",
      "Epoch 26/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 179ms/step - loss: 0.0017 - val_loss: 0.0049\n",
      "Epoch 27/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0019 - val_loss: 0.0059\n",
      "Epoch 28/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0053\n",
      "Epoch 29/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0025 - val_loss: 0.0048\n",
      "Epoch 30/30\n",
      "\u001b[1m17/17\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 180ms/step - loss: 0.0021 - val_loss: 0.0048\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<keras.src.callbacks.history.History at 0x7d0594735c00>"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.fit(xtrain,ytrain,validation_data=(xtest,ytest),epochs=30)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "7909beb6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:42.222690Z",
     "iopub.status.busy": "2024-03-08T06:26:42.222322Z",
     "iopub.status.idle": "2024-03-08T06:26:42.748659Z",
     "shell.execute_reply": "2024-03-08T06:26:42.747712Z"
    },
    "papermill": {
     "duration": 0.874206,
     "end_time": "2024-03-08T06:26:42.750637",
     "exception": false,
     "start_time": "2024-03-08T06:26:41.876431",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m5/5\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 31ms/step - loss: 0.0054\n",
      "0.004794588778167963\n"
     ]
    }
   ],
   "source": [
    "print(model.evaluate(xtest,ytest))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "004da6b4",
   "metadata": {
    "papermill": {
     "duration": 0.397808,
     "end_time": "2024-03-08T06:26:43.498728",
     "exception": false,
     "start_time": "2024-03-08T06:26:43.100920",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "344fe26f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:44.229743Z",
     "iopub.status.busy": "2024-03-08T06:26:44.229109Z",
     "iopub.status.idle": "2024-03-08T06:26:45.443425Z",
     "shell.execute_reply": "2024-03-08T06:26:45.442683Z"
    },
    "papermill": {
     "duration": 1.567079,
     "end_time": "2024-03-08T06:26:45.445364",
     "exception": false,
     "start_time": "2024-03-08T06:26:43.878285",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m1/1\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1s/step\n"
     ]
    }
   ],
   "source": [
    "folder_path='/kaggle/input/images-to-test'\n",
    "image_file='/kaggle/input/images-to-test/plate 2.JPG'\n",
    "image_path = os.path.join(folder_path, image_file)\n",
    "arr=cv2.imread(image_path)\n",
    "arr2=cv2.resize(arr,(256,256),interpolation=cv2.INTER_AREA)\n",
    "arr2=np.array([arr2])\n",
    "ans=model.predict(arr2/255)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "74cee025",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:46.143066Z",
     "iopub.status.busy": "2024-03-08T06:26:46.142271Z",
     "iopub.status.idle": "2024-03-08T06:26:46.148646Z",
     "shell.execute_reply": "2024-03-08T06:26:46.147719Z"
    },
    "papermill": {
     "duration": 0.360072,
     "end_time": "2024-03-08T06:26:46.150805",
     "exception": false,
     "start_time": "2024-03-08T06:26:45.790733",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[0.30402666, 0.42603192, 0.6854686 , 0.5548018 ]], dtype=float32)"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ans"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "788ac53f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:46.844033Z",
     "iopub.status.busy": "2024-03-08T06:26:46.843676Z",
     "iopub.status.idle": "2024-03-08T06:26:46.847811Z",
     "shell.execute_reply": "2024-03-08T06:26:46.846991Z"
    },
    "papermill": {
     "duration": 0.352969,
     "end_time": "2024-03-08T06:26:46.849855",
     "exception": false,
     "start_time": "2024-03-08T06:26:46.496886",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "ans=ans*256"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "389565bf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:47.594247Z",
     "iopub.status.busy": "2024-03-08T06:26:47.593386Z",
     "iopub.status.idle": "2024-03-08T06:26:47.974244Z",
     "shell.execute_reply": "2024-03-08T06:26:47.973350Z"
    },
    "papermill": {
     "duration": 0.731844,
     "end_time": "2024-03-08T06:26:47.977609",
     "exception": false,
     "start_time": "2024-03-08T06:26:47.245765",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7d0594734f70>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "ordinates = list(map(int,(ans[0][0], ans[0][1], ans[0][2], ans[0][3])))\n",
    "# Draw the rectangle on the image\n",
    "color = (0, 255, 0)\n",
    "thickness = 1\n",
    "%matplotlib inline\n",
    "cv2.rectangle(arr2[0], (ordinates[0],ordinates[1]),(ordinates[2],ordinates[3]),color, thickness)\n",
    "plt.imshow(arr2[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "73fd093b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:48.688386Z",
     "iopub.status.busy": "2024-03-08T06:26:48.687742Z",
     "iopub.status.idle": "2024-03-08T06:26:49.036774Z",
     "shell.execute_reply": "2024-03-08T06:26:49.035898Z"
    },
    "papermill": {
     "duration": 0.706027,
     "end_time": "2024-03-08T06:26:49.040967",
     "exception": false,
     "start_time": "2024-03-08T06:26:48.334940",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7d05946461a0>"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(arr2[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "3370edf9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:49.797937Z",
     "iopub.status.busy": "2024-03-08T06:26:49.797539Z",
     "iopub.status.idle": "2024-03-08T06:26:49.802266Z",
     "shell.execute_reply": "2024-03-08T06:26:49.801366Z"
    },
    "papermill": {
     "duration": 0.380416,
     "end_time": "2024-03-08T06:26:49.804154",
     "exception": false,
     "start_time": "2024-03-08T06:26:49.423738",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import pickle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "e88408ed",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-03-08T06:26:50.546272Z",
     "iopub.status.busy": "2024-03-08T06:26:50.545397Z",
     "iopub.status.idle": "2024-03-08T06:26:50.645173Z",
     "shell.execute_reply": "2024-03-08T06:26:50.644399Z"
    },
    "papermill": {
     "duration": 0.460054,
     "end_time": "2024-03-08T06:26:50.647488",
     "exception": false,
     "start_time": "2024-03-08T06:26:50.187434",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "Filename = \"model_with_val_loss__0.0089.keras\"  \n",
    "\n",
    "model.save(Filename)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "966e33a5",
   "metadata": {
    "papermill": {
     "duration": 0.408336,
     "end_time": "2024-03-08T06:26:51.410633",
     "exception": false,
     "start_time": "2024-03-08T06:26:51.002297",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "00cf3087",
   "metadata": {
    "papermill": {
     "duration": 0.352929,
     "end_time": "2024-03-08T06:26:52.117242",
     "exception": false,
     "start_time": "2024-03-08T06:26:51.764313",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kaggle": {
   "accelerator": "gpu",
   "dataSources": [
    {
     "datasetId": 513760,
     "sourceId": 947182,
     "sourceType": "datasetVersion"
    },
    {
     "datasetId": 4537752,
     "sourceId": 7759359,
     "sourceType": "datasetVersion"
    },
    {
     "datasetId": 4537769,
     "sourceId": 7759381,
     "sourceType": "datasetVersion"
    },
    {
     "datasetId": 4557598,
     "sourceId": 7786736,
     "sourceType": "datasetVersion"
    }
   ],
   "dockerImageVersionId": 30664,
   "isGpuEnabled": true,
   "isInternetEnabled": true,
   "language": "python",
   "sourceType": "notebook"
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.13"
  },
  "papermill": {
   "default_parameters": {},
   "duration": 848.745785,
   "end_time": "2024-03-08T06:26:55.384564",
   "environment_variables": {},
   "exception": null,
   "input_path": "__notebook__.ipynb",
   "output_path": "__notebook__.ipynb",
   "parameters": {},
   "start_time": "2024-03-08T06:12:46.638779",
   "version": "2.5.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}