notebook_TransferLearning.ipynb

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    "<div style=\"display: flex; background-color: #3F579F;\">\n",
    "    <h1 style=\"margin: auto; font-weight: bold; padding: 30px 30px 0px 30px; color:#fff;\" align=\"center\">Automatically classify consumer goods - P6</h1>\n",
    "</div>\n",
    "<div style=\"display: flex; background-color: #3F579F; margin: auto; padding: 5px 30px 0px 30px;\" >\n",
    "    <h3 style=\"width: 100%; text-align: center; float: left; font-size: 24px; color:#fff;\" align=\"center\">| Notebook - Transfer Learning VGG16 |</h3>\n",
    "</div>\n",
    "<div style=\"display: flex; background-color: #3F579F; margin: auto; padding: 10px 30px 30px 30px;\">\n",
    "    <h4 style=\"width: 100%; text-align: center; float: left; font-size: 24px; color:#fff;\" align=\"center\">Data Scientist course - OpenClassrooms</h4>\n",
    "</div>"
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    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>In this notebook, we are going to do the Feature extraction through VGG16 and then, we are going to classify through KMeans</p>\n",
    "</div>"
   ]
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    "<div style=\"background-color: #506AB9;\" >\n",
    "    <h2 style=\"margin: auto; padding: 20px; color:#fff; \">1. Libraries and functions</h2>\n",
    "</div>"
   ]
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    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">1.1. Libraries and functions</h3>\n",
    "</div>"
   ]
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    "## General\n",
    "import os\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "%matplotlib inline\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "\n",
    "## TensorFlow\n",
    "from tensorflow.keras.applications.vgg16 import VGG16, preprocess_input, decode_predictions\n",
    "from tensorflow.keras.preprocessing.image import load_img, img_to_array\n",
    "\n",
    "## Scikit Learn \n",
    "from sklearn.preprocessing import LabelEncoder, QuantileTransformer\n",
    "from sklearn.cluster import KMeans\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn.manifold import TSNE\n",
    "from sklearn.metrics import adjusted_rand_score, confusion_matrix, accuracy_score, classification_report\n",
    "from sklearn.pipeline import make_pipeline\n",
    "from sklearn.compose import make_column_transformer\n",
    "\n",
    "## Own specific functions \n",
    "from functions import *\n",
    "\n",
    "## Images paths\n",
    "THUMBNAILS_IMAGES_PATH  = \"images/Flipkart/thumbnails/\""
   ]
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    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">1.2. Functions declaration</h3>\n",
    "</div>"
   ]
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    "def feature_extraction(path, image_name, model):\n",
    "    \"\"\"\n",
    "    Method used to get the descriptors of set images \n",
    "    based on CNN (transfer learning)\n",
    "\n",
    "    Parameters:\n",
    "    -----------------\n",
    "        image_name (str): Name of original image\n",
    "        path (str): Image path\n",
    "        model (obj): objet based on VGG16\n",
    "\n",
    "    Returns:\n",
    "    -----------------\n",
    "        vgg16_feature (np asarray) : Descriptors by images\n",
    "\n",
    "    \"\"\"    \n",
    "    \n",
    "    # loading images\n",
    "    image = load_img(path + image_name,\n",
    "                     target_size=(224, 224))\n",
    "    \n",
    "    # Transform image to array and preprocessing it\n",
    "    image = img_to_array(image)\n",
    "    image = np.expand_dims(image, axis=0)\n",
    "    image = preprocess_input(image)\n",
    "    \n",
    "    # Getting the descriptors based on the model predict\n",
    "    vgg16_feature = model.predict(image, use_multiprocessing=True)\n",
    "    vgg16_feature = np.array(vgg16_feature)\n",
    "    vgg16_feature = vgg16_feature.flatten()\n",
    "    \n",
    "    return vgg16_feature"
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    "<div style=\"background-color: #506AB9;\" >\n",
    "    <h2 style=\"margin: auto; padding: 20px; color:#fff; \">2. Importing files and Initial analysis</h2>\n",
    "</div>"
   ]
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    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">2.1. Importing and preparing files</h3>\n",
    "</div>"
   ]
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    "<div class=\"alert alert-block alert-info\">\n",
    "    We are going to load the dateset to have data to compare the results\n",
    "</div>"
   ]
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   "source": [
    "df_data = pd.read_csv(r\"datasets\\df_data.csv\", index_col=[0])"
   ]
  },
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   "cell_type": "code",
   "execution_count": 4,
   "id": "3aedb770-bbae-4c70-949a-554230d1fddc",
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   "source": [
    "df_data = df_data[[\"image\", \"category_1\"]].copy()"
   ]
  },
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   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">2.2. Initial analysis</h3>\n",
    "</div>"
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      "\n",
      "Analysis Header of df_data dataset\n",
      "--------------------------------------------------------------------------------\n",
      "- Dataset shape:\t\t\t 1050 rows and 2 columns\n",
      "- Total of NaN values:\t\t\t 0\n",
      "- Percentage of NaN:\t\t\t 0.0 %\n",
      "- Total of full duplicates rows:\t 0\n",
      "- Total of empty rows:\t\t\t 0\n",
      "- Total of empty columns:\t\t 0\n",
      "- Unique indexes:\t\t\t True\n",
      "- Memory usage:\t\t\t\t 24.6+ KB\n",
      "\n",
      "Detailed analysis of df_data dataset\n",
      "----------------------------------------------------------------------\n"
     ]
    },
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       "         name    type  records  unique\n",
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    "df_analysis(df_data, \"df_data\", analysis_type=\"complete\")"
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    "<div style=\"background-color: #506AB9;\" >\n",
    "    <h2 style=\"margin: auto; padding: 20px; color:#fff; \">3. Transfer Learning - Images features</h2>\n",
    "</div>"
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    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>We are going to use VGG16 to make a tranfer learning based on a trained neuronal network</p>\n",
    "</div>"
   ]
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    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">3.1. Setup the model</h3>\n",
    "</div>"
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     "text": [
      "Model: \"vgg16\"\n",
      "_________________________________________________________________\n",
      "Layer (type)                 Output Shape              Param #   \n",
      "=================================================================\n",
      "input_1 (InputLayer)         [(None, None, None, 3)]   0         \n",
      "_________________________________________________________________\n",
      "block1_conv1 (Conv2D)        (None, None, None, 64)    1792      \n",
      "_________________________________________________________________\n",
      "block1_conv2 (Conv2D)        (None, None, None, 64)    36928     \n",
      "_________________________________________________________________\n",
      "block1_pool (MaxPooling2D)   (None, None, None, 64)    0         \n",
      "_________________________________________________________________\n",
      "block2_conv1 (Conv2D)        (None, None, None, 128)   73856     \n",
      "_________________________________________________________________\n",
      "block2_conv2 (Conv2D)        (None, None, None, 128)   147584    \n",
      "_________________________________________________________________\n",
      "block2_pool (MaxPooling2D)   (None, None, None, 128)   0         \n",
      "_________________________________________________________________\n",
      "block3_conv1 (Conv2D)        (None, None, None, 256)   295168    \n",
      "_________________________________________________________________\n",
      "block3_conv2 (Conv2D)        (None, None, None, 256)   590080    \n",
      "_________________________________________________________________\n",
      "block3_conv3 (Conv2D)        (None, None, None, 256)   590080    \n",
      "_________________________________________________________________\n",
      "block3_pool (MaxPooling2D)   (None, None, None, 256)   0         \n",
      "_________________________________________________________________\n",
      "block4_conv1 (Conv2D)        (None, None, None, 512)   1180160   \n",
      "_________________________________________________________________\n",
      "block4_conv2 (Conv2D)        (None, None, None, 512)   2359808   \n",
      "_________________________________________________________________\n",
      "block4_conv3 (Conv2D)        (None, None, None, 512)   2359808   \n",
      "_________________________________________________________________\n",
      "block4_pool (MaxPooling2D)   (None, None, None, 512)   0         \n",
      "_________________________________________________________________\n",
      "block5_conv1 (Conv2D)        (None, None, None, 512)   2359808   \n",
      "_________________________________________________________________\n",
      "block5_conv2 (Conv2D)        (None, None, None, 512)   2359808   \n",
      "_________________________________________________________________\n",
      "block5_conv3 (Conv2D)        (None, None, None, 512)   2359808   \n",
      "_________________________________________________________________\n",
      "block5_pool (MaxPooling2D)   (None, None, None, 512)   0         \n",
      "=================================================================\n",
      "Total params: 14,714,688\n",
      "Trainable params: 14,714,688\n",
      "Non-trainable params: 0\n",
      "_________________________________________________________________\n"
     ]
    }
   ],
   "source": [
    "model = VGG16(weights=\"imagenet\", include_top=False)\n",
    "model.summary()"
   ]
  },
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   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">3.2. Feature extraction</h3>\n",
    "</div>"
   ]
  },
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   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Now, we are going to get the features by image</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1a3e5a3d-5040-4cab-ab08-070675e64a9a",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_data[\"VGG16\"] = df_data[\"image\"].apply(lambda x: feature_extraction(THUMBNAILS_IMAGES_PATH, x, model))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "99ad5707-3099-4286-a97d-262527ce567c",
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   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's see the result</p>\n",
    "</div>"
   ]
  },
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   "execution_count": 8,
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       "      <td>Baby Care</td>\n",
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       "                                  image       category_1  \\\n",
       "0  55b85ea15a1536d46b7190ad6fff8ce7.jpg  Home Furnishing   \n",
       "1  7b72c92c2f6c40268628ec5f14c6d590.jpg        Baby Care   \n",
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       "3  d4684dcdc759dd9cdf41504698d737d8.jpg  Home Furnishing   \n",
       "4  6325b6870c54cd47be6ebfbffa620ec7.jpg  Home Furnishing   \n",
       "\n",
       "                                               VGG16  \n",
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     "execution_count": 8,
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   "source": [
    "df_data.head()"
   ]
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   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Now, let's create the BoVW based on the result</p>\n",
    "</div>"
   ]
  },
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   "execution_count": 9,
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       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>5.178735</td>\n",
       "      <td>2.078123</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>17.991507</td>\n",
       "      <td>54.55431</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>18.228214</td>\n",
       "      <td>1.754302</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.398548</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.374454</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>14.970797</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>38.98354</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>29.082623</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 25088 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   0      1         2      3         4         5      6      7      8      \\\n",
       "0    0.0    0.0  0.000000    0.0  5.178735  2.078123    0.0    0.0    0.0   \n",
       "1    0.0    0.0  0.000000    0.0  0.000000  0.000000    0.0    0.0    0.0   \n",
       "2    0.0    0.0  0.000000    0.0  0.000000  0.000000    0.0    0.0    0.0   \n",
       "3    0.0    0.0  0.000000    0.0  0.000000  0.000000    0.0    0.0    0.0   \n",
       "4    0.0    0.0  2.374454    0.0  0.000000  0.000000    0.0    0.0    0.0   \n",
       "\n",
       "   9      ...      25078     25079  25080  25081     25082      25083  \\\n",
       "0    0.0  ...  17.991507  54.55431    0.0    0.0   0.00000  18.228214   \n",
       "1    0.0  ...   0.000000   0.00000    0.0    0.0   0.00000   0.000000   \n",
       "2    0.0  ...   0.000000   0.00000    0.0    0.0   0.00000   0.000000   \n",
       "3    0.0  ...   0.000000   0.00000    0.0    0.0   0.00000   0.000000   \n",
       "4    0.0  ...  14.970797   0.00000    0.0    0.0  38.98354   0.000000   \n",
       "\n",
       "       25084  25085     25086  25087  \n",
       "0   1.754302    0.0  0.000000    0.0  \n",
       "1   0.000000    0.0  0.000000    0.0  \n",
       "2   0.000000    0.0  0.000000    0.0  \n",
       "3   0.000000    0.0  4.398548    0.0  \n",
       "4  29.082623    0.0  0.000000    0.0  \n",
       "\n",
       "[5 rows x 25088 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_VGG16 = np.column_stack(df_data[\"VGG16\"].values.tolist())\n",
    "df_VGG16 = pd.DataFrame(df_VGG16).T\n",
    "df_VGG16.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "7330e5bc-d0d2-4e68-8277-28454c266bfc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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+9a/64osvVLduXT388MPq2bOnGjRooP/7v/+rNGBRNtAQ+EG8QYMGkmRmPyQmJuqZZ54JuXTDXyujIklJSbrzzjs1atQo/e9//9OaNWu0du1aff755zp8+LAmTpyos88+O+wMh0hrGAQ666yz9O9//1v79u1TZmam1q5dq5UrV5r1GiZNmmQuh6hIYJAhKysrKCOhsLDQrCfif1xgACSwMKqkCnebCFR2GcOPP/6osWPHqqioSOeee67GjRundu3amc+vIoGBiLICAxk14bLLLjOXznz88cdmX/R4POrXr1/QY2vVqqWLLrpIy5YtU1FRkRYtWmTu2pKcnBxUsHXWrFnl/lbPnj2VmJgor9erJUuWKDc311ySccopp5gBjV27dh338zr11FOVlZUlKTjjp6JAEQAAFN0EALjWwYMHzaUH7dq106BBg9SgQQP5fD5t3Lix0t/9+OOPgz5UBRY99AcP/HUbvF6vGjVqpEsvvVSXXnqpTj31VC1ZskQ//fRTuUyNQP56CGPGjNGLL76ozp076/bbb9fLL7+ssWPHSpJ8Pp+5fCWaMjIy9OCDD2rEiBHyeDwaPHiwHnnkES1evNgMzHz99dfm4wODM4GZBoHLKt5+++2gv/HOO+/I5/NJkllbIbDQY2CRSUl67733qmx32QDN8uXLzWU+V111lTp06KDExESzUGpNmjJlijZt2hT0X1XZFVJJ1oh/G9qcnByz+GinTp1Cblk6fPhw8/YTTzwRcneVLVu2lNsBRioJHPmXYBw+fFjjx48vt2TGMAwtWbKkynZXJXBpTWBB1cClVdUp/AkAcC8yLAAAjvXxxx9XmCXRoUMHXXDBBebOFF9++aWeeeYZtWrVSu+++65++OEH87GFhYXltnP8+eefdeONN2rYsGHavn27XnrpJUklV4D9aflXXnml5s6dK0kaM2aMbrnlFjVu3FivvPKKmV7/97//3bzCX9aJJ56oN998U/v379fHH3+s3NxctW/fXjk5OUG1G/xp+dG0Z88e82/ecsstuu6661S3bl2tXr1aR44cKdeOwMyRd955R6eccopGjhypAQMGaPr06Tpw4IDeeust5eXl6aKLLtKmTZv073//W1JJVsCNN94oqWRpQOvWrbV161atWbNGY8eOVc+ePfX555+br20kAgs2Pv/88zIMQ7/++qteeeUV8/7CwsKIj1vT+vfvr08//bTcfaF0795dV1xxhebNm6ecnBwNGTJEw4YNU/v27ZWXl6eVK1dq8eLFQYGIwEDPhAkTtHr1au3fv18ffvihrrjiCl155ZVKS0vT7t279cEHH2jDhg3m4yMpAhvoiiuu0D//+U/l5eXpmWeeUX5+vho1amTWhmnatGlQDRYAAAhYAAAca8mSJRVe+R05cqS6d++uAQMG6L333pPP59OMGTPMnycnJ5tX4vfu3Ru0ll8qKbK5ePFiffXVV0H333777frtb38rqWTt/Q033KBZs2YpJydHU6dODXps3759Ky0gmJKSoilTppi7JQR+qPbz7zgSbcOHD9fy5cu1atUqbdy4UQ888EDQz2vXrq3/+7//M7/3Z5dI0uzZsyVJ/fr1U7NmzfS3v/1No0ePVm5urubPnx+0dWxycrKmTp2qVq1aSSr58Dtu3Djdeuut8vl8ysjIUEZGhqSS19dfbDLcD8mXXHKJGjVqpAMHDmjXrl0aP3580N8uKioya1nY2WWXXaaJEyeawZXExET17du3wsc/8sgjqlu3rmbPnq2jR4/q1VdfDfm41NRU3XPPPUG7ezRp0kT/+c9/dOedd2rz5s364YcfQu4OIkkXXHCBJk2aVK3n1Lx5c02YMEETJkxQYWGhuf2sVPJv8/jjj5db4gMAiG8ELAAArvbQQw+padOmysjIUE5Ojpo3b64//OEP6tGjh26++WZJ0tKlS/XHP/4x6PduuOEGXXbZZfrXv/6l7du365RTTtEf//jHcgUwx48fr3bt2uk///mPNm3aJMMwdMopp+jKK6/UtddeW2VNiR49euidd97RSy+9pP/973/KyspSUlKSWrdurfT0dF133XWWvh4VqVWrll588UXNmTNH7777rnbu3Knc3Fw1adJEXbp00a233qrTTz/dfPzll1+ub775RkuXLlVubq5OPfVUc7nHhRdeqPnz5+vVV1/VJ598oqysLDVo0EDnnXeeRo0apTPOOCPob3fv3l0vv/yynnnmGW3YsEGNGjXSsGHD1LNnT7MeQ1W1QPyaNGmiWbNm6cknnzSX0vzud7/T9ddfry+++EJvvfWW1q1bp/3794dV1DNW6tevrz/84Q9mQO7888+vtOBpcnKyJk6cqCuuuEJz5szRV199pT179sjr9app06bq0KGDLr74YvXp06dcNpEk/fa3v9XcuXOVkZGh9957T9u2bVN2drbq1q2rFi1a6Pzzz1f//v3Vvn3743peQ4cOVfPmzfWPf/xD3377rTwejzp27Kg777xTHTt2PK5jAwDcx2NUVeIaAAAgSg4fPqyMjAylpaWpWbNmQcGMzMxMc+nI2LFjdfvtt8eqmQAAIAbIsAAAADE1ceJEMzvjT3/6k9q1a6ecnBzNnDnTfEynTp1i1DoAABArZFgAAICYmjhxot56660Kf961a9eg4AUAAIgPBCwAAEBMeb1evfHGG/rggw+0detWHTlyRLVq1dIpp5yifv366cYbb6QYIwAAcYiABQAAAAAAsJ3KS5cDAAAAAADEAAELAAAAAABgO47fJeTAgSPy+Zy1qqVJk/rKycmNdTOAaqH/wsnov3Aq+i6cjP4LJ6P/RldCgkeNGtWr8OeOD1j4fIbjAhaSHNlmwI/+Cyej/8Kp6LtwMvovnIz+GzssCQEAAAAAALZDwAIAAAAAANgOAQsAAAAAAGA7BCwAAAAAAIDtELAAAAAAAAC2Q8ACAAAAAADYDgELAAAAAABgOwQsAAAAAACA7RCwAAAAAAAAtkPAAgAAAAAA2A4BCwAAAAAAHGj73kO6a/oK5eYVxbopUUHAAgAAAAAAB8ran6dDRwr1a25BrJsSFQQsAAAAAACA7RCwAAAAAADAgQwZx766EwELAAAAAACcyCjz1WUIWAAAAAAA4EAuj1coqSb/2IgRI7R//34lJZX82UmTJunIkSOaPHmyCgoK1K9fP91999012SQAAAAAAJzpWKTCMNwZsqixgIVhGNq+fbuWLVtmBizy8/PVt29fvfbaa2revLluvfVWLV++XD169KipZgEAAAAAABuqsYDFjz/+KEm66aabdPDgQV199dU6/fTT1apVK7Vs2VKSlJ6eroyMDAIWAAAAAABUwXDtYpASNVbD4tChQ+ratauef/55zZw5U2+++aZ+/vlnpaammo9JS0tTVlZWTTUJAAAAAADHMozgr25TYxkWHTt2VMeOHc3vhw4dqmeffVadOnUy7zMMQx6PJ6LjNmlS37I21qTU1AaxbgJQbfRfOBn9F05F34WT0X/hZHbuvw0aHJAkNWxU19btrK4aC1h8+eWXKioqUteuXSWVBCdatGih7Oxs8zHZ2dlKS0uL6Lg5Obny+ZwVTkpNbaDs7MOxbgZQLfRfOBn9F05F34WT0X/hZHbvv4cP50uSDhw4ouxaiTFuTeQSEjyVJiHU2JKQw4cP64knnlBBQYFyc3M1b948/eUvf9G2bdu0Y8cOeb1eLViwQN27d6+pJgEAAAAA4FhuXQriV2MZFj179tS6des0ePBg+Xw+DR8+XB07dtSUKVM0evRoFRQUqEePHurbt29NNQlAhNZv/UWneQ3VTYxs6RYAAAAA6/mLbro1cFFjAQtJuuuuu3TXXXcF3de1a1fNnz+/JpsBoJpe+3CTOp15kq7p2TrWTQEAAADg0kCFX40tCQHgfF6f4biaMQAAAIBb+Wfmbs2wIGABIGyG3L/XMwAAAOA0bp2jE7AAED7DvdFbAAAAAPZCwAJA2IhVAAAAAPZh+K8munSiTsACAAAAAAAHMsp8dRsCFgDCZxilUVwAAAAAseXyiAUBCwBhM+TasRAAAABwLIpuAoh7BhELAAAAwDbcPjUnYAEgIqwIAQAAAGzi2OTcrXN0AhYAwmYYhmvTzQAAAACncfvMnIAFAAAAAAAOZO5q6tIUCwIWACLjzrEQAAAAgM0QsAAQNsMgXgEAAACgZhCwABA2Q+5NNwMAAACcxqDoJgD4UXITAAAAsAujzFe3IWABIGyGIfeOhgAAAIDTmBELd07SCVgAAAAAAOBg7gxXELAAEIGSBAu3DocAAACAs7h9Zk7AAkD4DNdmmwEAAADO4y+6GeNmRAsBCwBhI7sCAAAAsA+j3A13IWABIHwG25oCAAAAduGfmrv1wiIBCwBhM8SSEAAAAMB2XDpHJ2ABAAAAAABsh4AFgLCRXQEAAADYh38piFun6QQsAETAIGgBAAAA2IW/hoVL5+gELACEzTDcW9AHAAAAcBojxC03IWABICJujd4CAAAATuXWOToBCwBhc+tACAAAADiR4fIJOgELABFx+6AIAAAAOI1bZ+gELACEjfoVAAAAgH2Y1xJdOk0nYAEgfIZrx0IAAADAcUrjFe6cpROwABA2w/wfAAAAANtw6RydgAWAiFDDAgAAALAJl8/NCVgACIs/UOHuIREAAABwDpeXsCBgASBCbh0NAQAAAKc5Njd3a6IFAQsAYXHpGAgAAAC4gDtn6wQsAITHH7116WAIAAAAOI25JMSlU3QCFgDC4g9UuHUwBAAAAJzG7QXxCVgACIvLx0IAAAAANkPAAkBECFwAAAAA9mCYy7bdiYAFgIhQwwIAAACwF7cuDSFgASAsLh0DAQAAAMdy+xSdgAWAMFF0EwAAALAXd0/OCVgACAuBCgAAAMBezBoWLp2rE7AAEJbSPZ5dOhoCAAAADuXWOnMELACEx+XRWwAAAMCxXDpHr/GAxdSpUzVu3DhJUmZmptLT09W7d29NmzatppsCAAAAAIBjsa2phVatWqV58+ZJkvLz8zV+/HjNmDFDCxcu1Lfffqvly5fXZHMARMCtaWYAAACAU7l9jl5jAYuDBw9q2rRpGjVqlCRp/fr1atWqlVq2bKmkpCSlp6crIyOjppoDIEKlBX3cPSgCAAAAjmGU+eoySTX1hyZOnKi7775be/bskSTt27dPqamp5s/T0tKUlZUV8XGbNKlvWRtrUmpqg1g3AYjI0fwiSSVjIf0XTkb/hVPRd+Fk9F84mZ37b506KZKk+g1q27qd1VUjAYs5c+aoefPm6tq1q+bOnStJ8vl88ng85mMMwwj6Plw5Obny+ZwVTkpNbaDs7MOxbgYQkaP5xSU3DNF/4ViMv3Aq+i6cjP4LJ7N7/z2aVyhJOnQoz9btrEhCgqfSJIQaCVgsXLhQ2dnZuvzyy/Xrr7/q6NGj2r17txITE83HZGdnKy0trSaaA6BajGP/d1aAEAAAAHAtl0/NayRg8eqrr5q3586dqzVr1ujhhx9W7969tWPHDp188slasGCBrrzyyppoDoDjQAkLAAAAwB7cfjGxxmpYlFWrVi1NmTJFo0ePVkFBgXr06KG+ffvGqjkAquDuoRAAAABwntLC+LFtR7TUeMBiyJAhGjJkiCSpa9eumj9/fk03AUA1uH2PZwAAAMCp3JppUWPbmgJwCbeGbwEAAACncukUnYAFgLAYhr/oJgAAAAA7cHsWNAELAGHxD4IkWAAAAAD24NalIH4ELABExt1jIgAAAOAcLp+bE7AAEB4z3czloyIAAADgEKVZ0O6coxOwABAWdw6BAAAAgPO5da5OwAJAePxFNx00GvoMQ/96/ztt23Mo1k0BAAAArGeU+eoyBCwAhMWJY2B+QbFWfZelTT8djHVTAAAAAMu5fbk2AQsAYTG3THJQioVzWgoAAABEzuUJFgQsAETGSYOhEYVCobt/OaL9h/ItOx4AAABQbaVVN2PajGghYAEgIo4cCy1s87/e/05zP/3RugMCAAAAx8mJU/RwELAAEBYnLQXx87fZypYXFvlUWOS18IgAAABA9bg8wYKABYBIOWc0jMa+1Iac9AoAAADA1dwaqTiGgAWAsJQW3YxtOyISjbYaBhELAAAA2ILbp6UELACExV+40kkBi2ikyBmG5HPSiwAAAADXcuJOfpEgYAEgQg4aDKNQw8Lte10DAADAedw6QyVgASA8DlwSYjbVyhoWhrNeAwAAALiZEfTFbQhYAAiLE8dAw93jNwAAAOKc2y+kEbAAEBajzFcnMLc1tbiGhVvXCAIAAMBZnDhHjwQBCwDhcXC6grUBBqpYAAAAwCaiUWXeRghYAAhLafTWOYNhNMZt5zx7AAAAxAu3zlEJWACIiJOCt9HYipWimwAAALCLaMx37YSABYDwOHFFSJTa7KQsEwAAALiYy6elBCwAhMWJY6ER4tbx8hmGayPYAAAAcBa3T0sJWAAIi1m40kGf1qNSg8iw+oAAAADA8XFrBjABCwARcdRQGIXAgiGHvQYAAABwLXO669IJKgELAGFxYIJFlDIsWBICAAAAuzAC/u8+BCwARMZJn9bNopvWtdlBzx4AAAAu5/a5KQELAGFxYraZUe6GBcc0Aup5AAAAALFkZkG7c35KwAJAeBw4CPoHbgc2HQAAAIh7BCwAhCUq9SCizIjGkhBqWAAAAMAmnDhHjwQBCwDhicb6iiiL1gDunFcAAAAAbmZmFMe4HdFCwAJAWBwZvY3GtqZGdI4LAAAAIBgBCwARcdJH9WgEWQwZ8ll3OAAAAKDaDEdeVQwfAQsAYTFKC0I4R1RqWMhZrwEAAABcz63TUwIWACJi5Yf/aIvKtqZy1msAAAAA93JgmbmIELAAEBYnZplFpQgRGRYAAACwC4puAkApJwYurM2wIL8CAAAA9uD2eSkBCwBh8X9Md1LAwohCDQsZznoNAAAA4GL++a5LJ6gELACExXDwAjkrW+zupDsAAOwrr6BYdz37mTbuOBDrpgCoIQQsAETEScFbn2F9VohBhgUAADFxJK9Ih44Wad/BvFg3BbANl+9qSsACQGQcORZaOoJTwwIAgFjg/AuUF5Ui8zYSdsDiscce0/r166PZFgA25sSobWkNC2uP6dY1ggAA2Jn//OvjPAzEjaRwH/jLL7/ohhtuUOPGjTVw4EANGDBAp59+ejTbBsBGjNKKPrFtSASiUSjUYFtTAABiwsHltICocXKduXCEHbCYNm2a8vPztWzZMi1atEhXX321Tj75ZKWnp6t///5q2bJlNNsJINaikK0QdVEYwNnWFACAGHHiXASoIQ66phiRiGpY1K5dW/369dOzzz6rlStX6tJLL9WMGTPUu3dvDRs2TP/9739JlQZcyokFfaLSZopuAgAQE6XXITgRA/Ei7AwLqWTd2BdffKFFixbpo48+UmFhobk8ZN++fZoxY4ZWrFihadOmhfz9Z555Rh9++KE8Ho+GDh2qG2+8UZmZmZo8ebIKCgrUr18/3X333ZY8MQDR4qBJQjRqWFh+RAAAEI7SGhYxbghgI0YUdsWzk7ADFpMmTdLixYuVm5uriy++WA899JC6d++ulJQU8zEpKSm6//77Q/7+mjVrtHr1as2fP1/FxcXq37+/unbtqvHjx+u1115T8+bNdeutt2r58uXq0aPH8T8zANZyXgmLgLobVh8XAADUNCfNQYCa4va3RdgBi59++kn/7//9P1122WWqV69eyMe0b99eL7zwQsifnXfeefr3v/+tpKQkZWVlyev16tChQ2rVqpVZ/yI9PV0ZGRkELAAbcmLlhtJdQqxpuxGNbUcAAEBYSpd6ciIGynLiXD0cYQcsXnrpJX311VfasGGDOnfuLEmaPn26unfvrg4dOkiSWrZsWWnxzeTkZD377LN65ZVX1LdvX+3bt0+pqanmz9PS0pSVlRXRE2jSpH5Ej7eL1NQGsW4CEJF9hwsllUwWnNJ//W2uVSvZkjb7juWgJiQmOOY1QHn828Gp6LtwMiv679HikvNwvXq1eD+gRtm5v6WklHykr1snxdbtrK6wAxb//e9/9fDDD+vee+81AxY///yzRo4cqcmTJ6t///5hHWfMmDH605/+pFGjRmn79u3yeDzmzwzDCPo+HDk5ueaHCKdITW2g7OzDsW4GEJGDB49KKslacEr/PXDgiCQpP7/Ikjb7x5riYq9jXgMEY/yFU9F34WRW9d/9+0vO64dzC3g/oMbYffwtKCiWJB05WmjrdlYkIcFTaRJC2AGLf/zjH5o8ebIGDBhg3jd58mRddNFFevbZZ6sMWGzdulWFhYU688wzVadOHfXu3VsZGRlKTEw0H5Odna20tLRwmwSgBpUuh3BOgLC0yda02efyokYAANgZu4QA5UWrZptdhL2taXZ2ttq2bVvu/nbt2mnPnj1V/v6uXbs0YcIEFRYWqrCwUEuWLNE111yjbdu2aceOHfJ6vVqwYIG6d+8e2TMAUKOcNBYaZb5afVwAAFBzzN0QYtwOwFZc/oYIO8Oiffv2mjVrliZOnBi0bGP27Nk644wzqvz9Hj16aP369Ro8eLASExPVu3dvDRgwQI0bN9bo0aNVUFCgHj16qG/fvtV7JgBqhKMualhcJNMwyt4AAAA1xYHJnkDUlV6gc+cbI+yAxX333acbb7xRy5cv15lnnilJ2rhxo44ePaoXX3wxrGOMHj1ao0ePDrqva9eumj9/fgRNBhALTpwcWJ9hwZUdAABiza0fzIDj4cS5ejjCDlicddZZysjI0MKFC7V161YlJyfroosu0qBBg1S/vjN36gAQPiPELbuzevszI1prTAAAQJXcvlYfqBa3RiqOCTtgIUmNGjXSddddF622ALAzJxactLitbk+5AwDAzvxzEJ+jJiNAdLl9xXLYAYudO3dq2rRp+uabb1RcXFzuiuUnn3xiddsA2IgTkwv8gQXLBnDWzgIAEDOcf4Hy3P6+CDtgcf/99+uXX37RyJEjWQICxDMnjYoWZ46SWQEAQOxYfiECcBG3zlPDDlh88803ev3110NubQrA/ZyZYeG/YW0NCyZKAADUvNLzMCdioByXvi0Swn1gy5YtlZubG822ALAzBw6CFu9qGnA8B74YAAA4HTU3gXL8ATy3vi/CzrC46aab9MADD+iGG25Qy5YtlZycHPTzrl27Wt44APbhzDRMq2c2TnwNAABwB3YJASrh0vdF2AGLcePGSZIeeeSRcj/zeDzasGGDda0CYD8OHAR9FlcTd+BLAACAa1idOQm4gdsvpIUdsNi4cWM02wHA5gLHQsMw5PF4YtaWsFm9rSlrZwEAiBkz9Z3zMFCOW5csh13DQpIKCgo0f/58TZ8+XQcPHtTq1auVnZ0drbYBsCmnDIfRWsbilOcPAIAbEa8ASjmxMH4kws6w2LFjh/74xz8qMTFRe/fu1eDBg/Xmm29q1apVevnll9WuXbtothNAjAVNDgxJDkiwsD7DglxUAABihdMwEILL3xhhZ1g8+uij6tWrlz766COz4Obf/vY39enTR48//njUGgjALoyAW84YEc2Is8U1LJzx7AEAcBeWhADluX1+GnbA4uuvv9Z1110XtG49ISFBt9xyCwU3gTjgxLmB5QHn0giIVUcEAABh4uwLlOf290XYAYu6deuGrFfxww8/6IQTTrC0UQDsJ7joZsyaESFrG+r2CDYAAHbGdQOgEi59Y4QdsLjmmms0ceJEffzxx5KkrVu36u2339bEiRM1dOjQqDUQgE04cAws3dXDquNFp4gnAACoGktCgBDcXcIi/KKbt99+uxo0aKBHH31UeXl5GjVqlJo0aaIbb7xRN998czTbCMBmnDZPsKrmBtuaAgAQQy7/YAZUR7R2xbOLsAMWkjRixAiNGDFCR48eldfrVYMGDaLVLgA2E/yh3xkjolHuBgAAcCrO60AILn9jhB2weOeddyr9OctCAJcLGAOdEsE1U0etPp5Dnj8AAG5Sel7nRAz4uf3dEHbAYsaMGUHfe71e5eTkKCkpSeeeey4BC8DlnDgYRmsJhxNfCwAAnM7q2lSAm7j1fRF2wGLp0qXl7jt69KgefPBBtW7d2tJGAbCfwEHQKeOh1Wv6DJen3AEAYGfsEgKUZwbyYtuMqAl7l5BQ6tatqzvvvFOzZs2yqj0AbMuREQuLD8eSEAAAYoUlIUAo7o5YHFfAQpLWrVsnn89nRVsAOIRTJgqlV2KsSrEIPi4AAKhBLAkByinNsHDnGyPsJSHDhw+Xx+MJui83N1c//PAD25oCcSBoSYhTxkPLMyyic1wAAFA1zsNAeW5/O4QdsLjwwgvL3ZeSkqJx48apa9euljYKAKxgeQ2LMscFAAA1x+1XkoHj4tK3RdgBizvvvDOa7QBgc04cA60uQsS2pgAAxI7V25UDruDyJcthByzuueeesA/6xBNPVKsxAOwrsA6E4z6wW13DwmnPHwAAF+E8DJRye1H4sItuNm7cWIsWLdKPP/6oE044QU2bNlV2drbmz5+vvLw8JSYmmv8BcDtnjIiWZ1iEuAUAAGpGaQ0LzsOAyeXFXcLOsNi5c6duuukm3X333UH3v/rqq/r88881efJkyxsHwJ6cMhyaEWerjseSEAAAYoYlIUB5bn8/hJ1hkZmZqcGDB5e7/+KLL9aqVausbBMAG3L0LiFOaS8AAKiQmTnpmIkIUHPc+q4IO2Dx29/+VnPmzAm6z+fzadasWTrjjDMsbxgAe3FiRW4zXmHRxMaghgUAADHj9rX6QHUYLr9AF/aSkPvvv1+33nqrFi9erDZt2sgwDG3YsEGGYeif//xnNNsIwA4cOAhanTrKtqYAAMSO1bWpAHdw91KpsAMWnTt31uLFi/XBBx9o27Ztql27tnr16qWBAweqVq1a0WwjABsIHASdkopZmmFh1QGZKQEAEDMsCQHKsTqj2G7CDlhIUpMmTdSnTx9t27ZNHTp00JEjRwhWAPHCCHnT3iyumuzyjDsAAGzNzHDkRAyUcvn7IewaFkeOHNGYMWPUo0cP3XTTTfrll1/0wAMPaNiwYcrJyYlmGwHYjUMGRqszLIILjzrkRQAAwCVIdATiT9gBi6lTp+rAgQNasmSJmVUxbtw4eTwePfroo1FrIAB7CKzb4JiJgtU1LAwHvgYAALgExa+B8ixfAm0zYQcsli5dqvvuu08tWrQw72vVqpUeeughrVy5MiqNA2AfQYOgQ0ZEi1eEVHBwAABQE8xdQjgJAyari8zbTdgBi/z8fCUnJ5e7v7CwkNRoALZUmjpq7bamVh4TAACEiWJSQMVc+pk87IBFr1699PTTT+vQoUPmfdu3b9cjjzyiiy++OBptA2AjwR/WHSYKDXbpOQEAANsiXgGU5/Y5adgBiwceeEDJyck6//zzlZeXp8svv1z9+vVTw4YNdf/990ezjQBsIKiGhUMGRqtT5MiqAAAgdszzulMmIkANcuu7IuxtTffs2aNnn31Wu3bt0tatW1VcXKzf/e53at26dTTbBwDVFt1dQqw5JgAACI/biwsC1RHVmm02EHbAYuTIkfrXv/6ldu3aqWXLltFsEwA7cuCWnlbXsChz9CgcEwAAVIRtTYEQKLpZ4qSTTlJWVlY02wLAxhw5CFo8syHDAgCAGGJJCFBOaeaRO98XYWdYtGnTRmPGjNGZZ56pFi1aqFatWkE/f+KJJyxvHAB7csp4aHVxrsATgVNeAwAA3MLtqe9Atbj8/RB2wMLj8WjQoEHRbAsAG3Ni1NZMsLCo7UbQbee9HgAAOBlLQoD4U2nAIj09Xa+//rpOPPFETZ48WZK0f/9+NWzYUAkJYa8mAeACfFhXmToesWsGAADxiF1CgPL883K3vi0qjTps3rxZxcXFQfddeuml2r17d7X+2HPPPacBAwZowIAB5hKSzMxMpaenq3fv3po2bVq1jgughjlkQLR6AI/bQA0AADbALiFAeW5/P0ScJlHdiGZmZqZWrFihefPm6d1339V3332nBQsWaPz48ZoxY4YWLlyob7/9VsuXL6/W8QFEmRHypr1ZnDpK0U0AAGKIcy9QIbdmHtXYuo7U1FSNGzdOKSkpSk5OVuvWrbV9+3a1atVKLVu2VFJSktLT05WRkVFTTQIQAaOC23ZWWpyLbU0BAHA6loQA8afGAha///3vdc4550iStm/frkWLFsnj8Sg1NdV8TFpaGlunAnblwPQCw+J9qYN2CbHomAAAIDxW7/4FuIHbi9FWuUvIggULVK9ePfN7n8+nRYsWqXHjxkGPGzp0aFh/cPPmzbr11lt1zz33KDExUdu3bzd/ZhiGPB5PmE0v0aRJ/YgebxepqQ1i3QQgIvXq1zZvN25cX6lN61XyaHuoV69k++XEhARL3nN7DxWYt5s0qa8GdVOO+5ioeYy/cCr6LpzMiv7rP68nJyfyfkCNsnN/S0gs+fyckpJk63ZWV6UBi9/85jeaNWtW0H1NmjTRm2++GXSfx+MJK2Cxdu1ajRkzRuPHj9eAAQO0Zs0aZWdnmz/Pzs5WWlpaJO1XTk6ufD5nxZNSUxsoO/twrJsBROTw4Xzzds7+XCUZvhi2Jjy5uSUBhmKv15L33MEDR83bv/ySq/w6ycd9TNQsxl84FX0XTmZV/z2cWzIXKSgs5v2AGmP38dfrLZmTFxQ4832RkOCpNAmh0oDF0qVLLWvInj17dMcdd2jatGnq2rWrJKlDhw7atm2bduzYoZNPPlkLFizQlVdeadnfBBAlDokRWl1NPHBJiM8hy2IAAHAN1oQA5ZQuCXHnG6PKJSFWefnll1VQUKApU6aY911zzTWaMmWKRo8erYKCAvXo0UN9+/atqSYBqCanDIelxbksOl6F3wAAgGgrvRDBSRiIFzUWsJgwYYImTJgQ8mfz58+vqWYAqKaggpNOmSgY5W5YczjLjggAAMJldTFtwFVc+saosV1CADibE8dAyzNHgyIWTnxFAABwLjP1nVMwYHJ7II+ABYDwOHAUtH5JCNuaAgAQKywJAcorTSh25/uCgAWAsNg9uWDv/qN6/LW1yisojt4fCXjednwNAABwNU6+QHlG0BfXIWABIGJ2HBB/yjqsLbt/Vc6vpduvlqaOWl/DAgAA1CyWhADxh4AFgPAY9k4v8DcpcLtRq2tYBL8E9nsNAABwM5aEAOWVvi9i2oyoIWABICx23yHDF7JehdU5cnZ85gAAxAe3FxcEqsWtkYpjCFgACIth84iFfxITlGFhcbzCZwTetuGLAACAi1l9XgfcwO2ZRwQsALhCpetardsmJPRtAAAQdUa5GwBcGqcwEbAAEBa7b+lZuiQkehkWdn8NAABwt/LnegDuRsACQMTsOFEIlWFhhKxrcTx/JORNAABQA1gSAlTMhtNzSxCwABAemw+CvlA1LPxfo7GtqVvPCgAA2BTbmgLlub0YLQELAGEJKt9gwxGxdBITvTSIKB4aAABUwWBJCFAxl74vCFgACIvdJwelu4QE3CeLl4SwJgQAgNhhSQhQjtuXShGwAOAKoTIsLC+6SbwCAICYMc/DnISBuEHAAkBYjBCZC3bi81WWTWF9e+2ecQIAgNuwJAQoz+1xPAIWACJmx3mCEaropsXFuWz4tAEAiBtuT30HqsfdbwwCFgDCYvcx0BdqSYj/SoxFfyPw2D67vyAAALgMu4QA5ZUG8tz5xiBgASA8ITIX7MQ/SAcFEizOkQt63nZ8EQAAcDHD9cnvQOSMcjfchYAFgLAExwHsNyKGLLppfrWmvYHHsd8rAACAy5FhAcQdAhYAwhMqc8FG/EU3fb6AO62+EGPz1wAAADejhgUQgsvfFwQsAITF7oOgP7MiqM5EqGUix/M3KrgNAACij11CgPJK3xcxbkiUELAAEJZQSy3sYNueQzp8tDD0VRerF/UFbu3q1rMCAAA2ZSZOcgoGSrm8iEVSrBsAwIFsNB4+/eb/dGnnk83vQ9awsCxeYaMnDgBAvHF56jtQHW4P5JFhASBidvrgXlDkVUGR1xykfUZQGoSlfyuKhwYAAFUw2NcUiDsELACExa4f1n0+Qz5faaDCCCi66faIMwAA8YTzOlCe24vRErAAEBY7DoKGUZLr4TOMkBkWpQO4Na0PPLaP2RIAADXK6vM64A7ujlgQsAAQJvuNgqWZoUbALiFBjwj6cvx/0KLjAACAiIU+1wPxze2BPAIWAMISvCTEHgOiP8vBZwQHL/ysTpEL2tbUHi8BAABxg1MvUAmXvkEIWABwLJ/PML+aNSwCfh7NcdutUWwAAGwrxMUJAO5GwAJAxOwyTyjNsCgNWPiDGJKCIhZWTG6CjmGT1wAAgHhhhLg4AcQ7im4CgMosCYldM4IE17AovW3+XIG3Lfh7FdwGAADRxy4hQHn++a5b3xcELACExQhOV4hdQwKUZlWUBip8FTTTkvRRIhYAAMRMqIsTQNwzyt1wFQIWAMJjwzHQv/yjwgwLi2MswfEKG74gAAC4GktCgLKMMl/dhoAFgLDYMbnAn00RVMMi1LamVqkgGAIAAKLPcPsnMwDlELAAEDG7zBMCl4GU7s0eum6FFQGG4OUmdnkVAACID8QrgEq49I1BwAJAeGyYYmEuCfEZZjDBqLCdNmk0AACollAXJ4B4VtGFOjchYAEgLME7bthjSAzc1rQmMiwqqo8BAACizwh1cQKIY8FzXXe+MQhYAAhLxZkLsWPWsPAZ8vn89wUGFdjWFAAAt+DcC8QfAhYAHMvMqlBp1oevotmM5RELpk0AANQoloQAweLgrUDAAkBYgrYIjV0zgvhrWPh8YWxrakGrybAAACB2WBICBAtasu3S9wUBCwARs8uAGLitaWkNi9KfW54QEQeFjQAAsCt2CQGC2fGCotUIWAAIi2HD/AIjIMPCFyLDwurICpuOAAAQO+wSAlTCpe8LAhYAwhO9OEC1+QKyKszgRUVLQixotNVLTAAAQOQ4AwPlufV9QcACQFjsl19RGkDwGUZQ8ML8uULfrvbfi4N1ggAA2JV57uUcDEiKj/koAQsA4bHhgOgPUpTUsAi+T6q4AGe12TDLBACAeFG6OxgnYaCE+4tYELAAEBbDhgNi6S4hCll002pGJd8BAIDoMhMsOAUDkuJjuXKNBixyc3M1cOBA7dq1S5KUmZmp9PR09e7dW9OmTavJpgA4DnYZEAO3Mg1VdNP6GhYsCQEAIFbY1hQIZvmOeDZUYwGLdevW6dprr9X27dslSfn5+Ro/frxmzJihhQsX6ttvv9Xy5ctrqjk45uMvd+rfH26KdTPgAHbcISN4SUhptkUoVjfZJi8BAABxo/SCCWdhIF7UWMDi7bff1oMPPqi0tDRJ0vr169WqVSu1bNlSSUlJSk9PV0ZGRk01B8f8sOtXfb99f6ybASew34qQCpaEhK5hYUWjgyLXdnkRAACIF2RYAMHi4L2QVFN/6LHHHgv6ft++fUpNTTW/T0tLU1ZWVsTHbdKk/nG3LRZSUxvEugmSpOTkRMnjsU17YF+1ayebt084obYt+szPB/IlSQmJHiUlJ0oqaae/bckppUNc4yb11KhB7eP6e3XrpZi37fIaIHL8u8Gp6LtwMiv6r/9cb1h0PCBcdu1veQXF5u2EBHd+pquxgEVZPp9PHo/H/N4wjKDvw5WTk2teZXWK1NQGys4+HOtmSJLy8opUVOS1TXtgX3l5hebtX3/Ns0WfOXDwqCSpqMirgmMD9pG8QrNthYWlg3jOL7kqzi86rr93JLfAvG2X1wCRsdP4C0SCvgsns6r/+s/rhmHwfkCNsfP4Gxiw8Hp9tm1nZRISPJUmIcRsl5CTTjpJ2dnZ5vfZ2dnmchHUHK/PcFzAB7Fhx15SWsNCAUU3S39u8YoQsSIEAIDYoegmUDG3vi1iFrDo0KGDtm3bph07dsjr9WrBggXq3r17rJoTt3w+n7wELBAhu0wU/ME2wxdYdDOghoUC61lY8AcrCIYAAIDos2LHL8Ct3Pr2iNmSkFq1amnKlCkaPXq0CgoK1KNHD/Xt2zdWzYlbZFggXHYcBIN3CSm5L5rbmvoqKugJAABqVHWXkwNuEg/T0RoPWCxdutS83bVrV82fP7+mm4AAPp8hbzz0dFjACHErtgKDFKW7hIR4AAAAcLyySz0JVwDun+vGbEkI7MFrkGGB8FidrWAFc1tTozT7ISjDIuCxVjTZ6poYAAAgfMHndc7Ekdh3ME+5ecdXfBz2Ew/vCQIWcc7HkhCEyY69xBdQt8LfjX0VLQmx4BnEw0kBAAC7qmjZJ6r2zJx1em/Ftlg3AxaLh4tpBCzinNdnyBtQsBCokA27SHANixBLQgJZ0n4bvggAAMQJzsLVdyS/WEePc3t32JxL3yAELOKcucuCSzs4osMu/SVwezMjZIaFtXU3KtoyFQAA1AAbLk91Cq+XnQHhTAQs4px/4GIAQ1WCtgi1SQjXrGHhqzrDwuoW2+U1AAAgXrAkpPp8hsF834WsvjhnRwQs4lzgBz6gUkYFt2MocEmIz8y2qGAyY8HMxrDhawAAQLwIdRqe88kWvbZ4Uyya4yheryGvl8mL2wT9i7o0ilfj25rCXsiwQLjs+Fk9cBmIYQYvAn6u0Ler/fdsuLUrAADxItSFg20/H1J+oTcm7XESf906uEwcFN0kYBHnAq9QA5WxY3aBL2AZSKgMC6tLJ9txa1fYQ7HXpx92HlSL1Po6eLhAkrRt7yHz53VrJanLGWnyeDyxaiIAOF7gudc/B+CDeNWMY8tBfD5frJuCKHLr1JSARZwjwwLhs18fMaqoYWF5jIWim6jA+q05em7uN+r4+6bavvewGtRJ1k/7coMe85um9XRyav0YtRAAnC/UqZeARdUCgztwF/+/qJsvh1DDIs5RwwLVYZeCk/5u6zOM0r5cQQ0LKzIi7PK8YT95BcWSpIO5BcovLFZBkVcdf99UT99xkf408CxJUkERKcsAcFxCXDgoqc1A5kBl/LUripnvu4//jeDiiAUBizjnMzMsGOhROUOlY6FdsgsCt+U1QixvCqo5YfmSkOM/HtzDf9Uqv9CrYq+hYq+hOrWS1KhBLZ1QP6XkMRQ7A4DjEmrHsmKfT8WMr5UyM6p5nVynNMPC49rlygQs4pyXDAuEKzBiYaEtu37Vjr2Hq/W7wWtZ/fcFPiDkTUuQbYFA/qt7hUXekqt9Pp8SE0reMEnHvnIFEACOT6gLB/4xFxVjvu9eZoIFGRZwKx81LBCmknhFyWhoZQD3P0s2a95nP1brdwO7rf/DYIX7UbOtKaLIf3WvoMgnn2GoqNinpMSSU2zisa+k4gLA8Ql1Kvf6fMxjq+Alo9r1PB6Pa7N/CVjEOSKuCJdhGGb01srsgqJir4qKq3cCDVz+4Q1YHuJn8SYhbGuKCvn7n79ORWGxT4mJxzIsEv0ZFvQaADg+FewSwvhaKf9FHQI77pVAhgXcigwLRCIaWzKWrPevZsAioN8WmwGLKK4J4W2CCvj7sD/4VlTsU1LCsQyLY1+r288BACVCneJLloRwgq4MuwK6lxFQdNOt/7oELOKYzyi9Xuxzaw4RLGVGby3sLsVeX7U/yAUGJ/xXVwKDGNZnWIT+20CoSWC5DAsmigBwXEJdkij2+ljqUAUfRTddr2TZtjv/fQlYxLHAD3ZMpFEVwyjNsLCyt5QELKp3xKAaFscmK4FTFqsDDEH1MXjLIECooJu/6Kb/KxkWAHB8jBDrPr2+kp2ZuJBQsWJqWLhWYNFNt74FCFjEscAgBTUsUBVDisouIVYtCfEP0obVaRUBqLmJioQK+vqLbvq/EhgGgOMTeIr3D6lmPTa3flqzgL+GBfN99/J4PK6dmxKwiGM+AhaIhGGY8Qorr2J4fb5qpyiGmpwExysszogITtmw4IBwi5AZFonBGRZsawoAxyfUmdc/h2C5Q8WoYeFe/rmui2tuErCIZ16WhCAChqK1JMRQcTVTFEPFDMpmWFg5gJNhgYqEzLBIYFtTALBU0NJMQ75j/0nMZSvjvzDJeciFApaEuHVySsAijpFhgYgY0dky6fhqWJT/vcDYhy+g7oYlqaJBWSbHfzi4R6jsifIZFnQaADgeZRMdA8dVAhYV81J007X8/6IlS0Lc+e9LwCKOkWGBSJnbmlrUXXw+49iE4/hrWPiV3dbUyp1YA7NMgEChJoHla1iwJAQAjkdQ8WsZQeMqhY0rRg0L9yPDAq5EhgUiUfJhvfS2FfyTC0szLMrU3DSXsViTYFH6GpBigQCh0mzNXUIS/buE0GeAsj7/PktfbtwX62bAIcpckwi++MYYWyGvUVqYlPmLuwRnWLhTUqwbgNjxGmRYIHxGwHIIq9ZD+D/AVfeqSMgaFgqOWCR4QtxfbYYSEjzy+tyadIfqqmxJSILHowSPhwwLIITFX+xUSlKCOp+RFuumwGF8KrskhDG2ImWXziQlki3qGgZFN+FiQRkWRFsRDouLbvqLbXp9RrX6YOgaFoHpotYuYzGMkg+fVh0P7hEqe8JfdFMqCV6QYQGUV1TsVWExHzQRnrIXT1jeHB5eJ/cqzbBwb301AhZxjMELkQheDmHNMYMi/tX4MGeErGEReNuwdBkLS0JQkVBjaGLAFaykRA/pykAIRcU+FRGwQJjK7lgWmKHJGFsxls64mLlLiHuLWBCwiGPUsECkEiwuOBk40ajOspBQGRZlAwmWZljIiMrWrnC+UP03MTDDIiGh2tv3Am5WWOxTUbE31s2AQxiGZA6tZWtYMJetUOByGZbOuJObMyyoYRHHfAzyiJDVG2QEXRmpRh8M9SvBGRYW17AIPB5vGQQI1X8D1wgnkmEBhFRU7LP83AL3Mgzj2MWTkqWkgXNZdgmpWOD5h4uU7mIuCXFxFQsCFnHMS4YFIlCybtRj3rZC4Am0OhONUEtCArMuLN8lRGxritBCFt1MCFgSkuCp9va9gJuxHASRKHseJsMiPLxO7uWfk7t5ekrAIo6RYYFIRGNb06JoLwkxSnb1sEpQDQsWhSBAqG1NkxIDi24mMM4CZRiGoUKWgyASAUtCjHLbmhL8qkhQJgrnIldy85IQaljEscA1bGRYICI2KboZqtsG3hcUZLFkFDcsrYkB96hsW1OpJNuCdGUgmNdnyDDIskD4SpeElNw+3qWl8YLAjnv5p7cej8e1F9MIWMQxMiwQicAtPS3b1vQ4MyxCBSEC7wue2FSjgWWPLeuzTPxWfrNHm346YPFRUVNC1rAIKLqZRIYFUI4/UOEr88ETqEjZXUKClpYyxlYoMEjBRUp38kiuvZhGwCKOeQM+wYVKrQcCleyQ4f/Gmv4SuGtCcXUyLKrc1tTiAENg0Mbi98y8z37Ukq92W3pM1JyQu4SUy7BgnAUCBWZWkGWBcAQW0y63SwhjbIWoYeFeZtFNj8et8QoCFvGMDAtEyuqCk8VBV0aqU8Mi1H1ltjWVddt6GLJ+a1e/vAKv8guLo3JsRF+oMTQxsWyGBR/IgECB9SsIWCBcnoSADAu26wwLAQsXi4OimwQs4hi7hCAiVmcrKDhFsbgak9WazrAwjNIsEyvfMoZhKL+wWPmFFJ9zqlDZE0kJZFgAlQkMUlB8E+EoW8PieGthxQsCFu4VmGHhVgQs4hgZFoiE1VuESmUzLCI/aNllGYkJnjL3GZbW3Qis42FlKebCYp8MQ8ovYMLuVKGLbgZmWHi4+geUwZIQRCpwSYhhBM8dqpOpGS+CMlGoF+MuZtHNY9+6cJk/AYs4RoYFImIYsjp2G1Tdu1rbmgZ/n5DgqXCXECsiFtEquunPrGBJiHOFCrglBmZYJCaQYQGUUUjAAhEKvHgiBc8duPhWsaBMFF4nV/IvgXbjvy4BizjmI2CBCAR/WLemvwSeNKtVdLNMEKVshkXJkhD/AG5FxCI625r6AxUsCXGuUAG3pDJFN7mqBQQrKiod8woJWCAMgUtCfIZB0c0wcZHSvUqXhJS5w0UIWMQx1rMhEoEf/q0aDI93W1OfzwhKu09M8JQvuumEDIsCMiycrOw6ar/EgG1NE9nWFCinyEuGBSJjqLToplR2lxD6UEWCLhBxLnIV/4U691awIGAR18iwQKSsrudTfJzFsgzDKLd1ZHDRTWtrWERrW1N/oKLYa1QrcIPY8hmh83cC+2ZSood/W6CMwqLAgAUZZghDmRoWLAkJD5ko7mdpRrHNELCIY96AD1xeFxZogfU8Vn74V5ldQqpZwyJwJ4aEsktCZG2hUEOKSgg7L2ApCMtCnCfU5C/B4wnaAjcxwcNkGiiDDAtEquwuIcdbvDte+Nj+1bX889so1IS3DQIWccyfVZGY4AkayIBQjIB6EVZlFwQtCanGRMNnlF0SkhA8UBtSaVb+8be55DUoKWtk5QkhcClIfgHLQpwm5JamiZ4y31N0EygreFtT5iGoWtCFCLEkJFyBgXWyqt2JbU3hSv5BPimJtdUIj9VjYVHglZFqTDQMnxFc2DAxuIZFNLZi9XgkeaKzS0jZ23CGUFerEssELCi6CZRXGFB0kwwLhCNwW1MZZbbrZC5bIa+v9KITr5M7kWEBV/JHWJMTE4i2okpBO25Y1F2C1p5Wa5eQMltHHqth4c8AKUkd1bHbx9dW/zFK4hUeWRmy8BfdlAhYOJE/c8I/WfB4ggtuSscyLBhngSAsCUHkDLPopqHSgsdJiSy7q0yxz1BKcqIkAhZu469Z4d78CgIWcc0MWJBhgTBEY4eMYq+h5KSSYaioWjUsjKAPhgkJwTU2rN7W1DgWsfB4orgkhJ1CHMd/ha/WsclgreTECjIsGGeBQEVFgUtCCNaiakZQ8euSD+IelcxlKWxcMZ/PUEpyyXyJOb+7lNawcO++pgQs4pg3IGBBhgXCYfX6uGKfz/yQV510+XJLQkLs4GH5tqayNstECs6qyCPDwnH8gYjAgEVSmQyLxMQEloQAZRQW+8wxOjB4AVQkcElIyZbSPiUmepSYwMW3yni9PqUcu0DEucg+ir0+y4qgsiQkyt5//331799fvXv31uzZs2PdnLhBhgUiYhilA4ZFo6HX61NSokeJCZ5qFSQsV3QzMTiYYBiG5TubmBkWVi4Joeimo/mXelSWYZGU4JEhip0BgYqKS4LWiQmeamXZIf4YAUtCpJKLb4kJCWSxVcHrM5ScxJIQu3n6zf/pn/O/t+RYls93bSQp1g3IysrStGnTNHfuXKWkpOiaa67R+eefr9NOOy3WTXM9fwGepAQyLFA1QwFpmBYds9hrKCkx4dgOCtXIsCizral/eYjPZ0gl52UzyGJlDQurq27mF3rVoG6yDh8tooaFA/mvVtVKSTS/lp0Q+gMYxV6fUhISa7aBgE0VFXvNq76FZFggDIFLQnxGSYZbYoJHiYketuushDdgSQhzfnvI2n9Um3YeVGKCR7l5RapfJ7lax/HPbxPcuyIk9gGLzMxMXXDBBWrYsKEkqU+fPsrIyNCdd94Z24ZFyZbdv2ruZ9uUl1cU66Zoy8+/KiHBo4QEj3Zl52r24h9i3STY2L4DeWrepK4kad2WHB0+cvx9eOvuX5WYmKCkRI++334g4j54MLdALZrWM7/317B4c8lmJSYkqKDIa0acP133szbuOHBc7f35l1ydUC9FHo/03fb9KrToPfPjz4d0Yr1aOny0SGs2ZGnfgTxLjovy6tRJtnz8PXS0UFJwhkVBUXDgyR9M+8+SzeWWiwDhiEbfjbVNOw8qOSlBhqTvd+xnHuJiVvZf/wezj7/cqX0H85SU6FFSQoK27D5EH6rAnpwjatqwjiTpqx+ytf9QQYxb5CzRGH9/zjkiqSSY9NKC75V6Yp1qHefXY3MQv1Xf79XF57Q47vbZScwDFvv27VNqaqr5fVpamtavXx/27zdpUj8azYqaVRv3afnXu2LdDFO71k302+YnaumXP2nNxqxYNwc21/73qfIkJGjXvsP65VdrPlRf0K65Dh8t1Hc/5kTcBxMSPLrg7N8or8inI3mF6tm5pfYdyNPaH7IlSXVqJesP556sQ3lF2r73kLbvPXTc7W1/WqoaNqitLbsOWvqe6XZOCzXcVUs79hzSvoMELJymacM66t31t6q/7med/fumyj1apNTUBubPz26TpsVf7tRXx/omgBKdz2ymwmKf1m/OZh6CKp1YP0Xdz22p/YcLtGX3r5Kk9qc1VZ1aSVrz3V76UCU6tklTclKidu07zDzDJnp0PFmHjhRoy66D2ran+nPUpg3rqEenlvo556i2Z+UGzT/cwGMYsS3N8cILL6igoEB33XWXJOntt9/Wt99+q0mTJoX1+zk5uY5LbUpNbaDs7MOxbgZQLfRfOBn9F05F34WT0X/hZPTf6EpI8FSahBDzvNSTTjpJ2dmlV5yys7OVlpYWwxYBAAAAAIBYi3nA4sILL9SqVau0f/9+5eXlafHixerevXusmwUAAAAAAGIo5jUsmjVrprvvvlsjR45UUVGRhg4dqrPPPjvWzQIAAAAAADEU84CFJKWnpys9PT3WzQAAAAAAADYR8yUhAAAAAAAAZRGwAAAAAAAAtkPAAgAAAAAA2A4BCwAAAAAAYDsELAAAAAAAgO0QsAAAAAAAALZDwAIAAAAAANhOUqwbcLwSEjyxbkK1OLXdgET/hbPRf+FU9F04Gf0XTkb/jZ6qXluPYRhGDbUFAAAAAAAgLCwJAQAAAAAAtkPAAgAAAAAA2A4BCwAAAAAAYDsELAAAAAAAgO0QsAAAAAAAALZDwAIAAAAAANgOAQsAAAAAAGA7BCwAAAAAAIDtELAAAAAAAAC2Q8CiBr3//vvq37+/evfurdmzZ8e6OUBIzz33nAYMGKABAwboiSeekCRlZmYqPT1dvXv31rRp08zHbtiwQUOGDFGfPn10//33q7i4OFbNBoJMnTpV48aNk0T/hXMsXbpUQ4YMUb9+/fToo49Kov/COd577z1z/jB16lRJ9F/YW25urgYOHKhdu3ZJiry//vzzz7ruuuvUt29f3XbbbTpy5EhMnofrGagRe/fuNXr27GkcOHDAOHLkiJGenm5s3rw51s0CgqxcudIYNmyYUVBQYBQWFhojR4403n//faNHjx7GTz/9ZBQVFRk33XST8cknnxiGYRgDBgwwvv76a8MwDOO+++4zZs+eHcPWAyUyMzON888/37j33nuNvLw8+i8c4aeffjK6detm7NmzxygsLDSuvfZa45NPPqH/whGOHj1qdOnSxcjJyTGKioqMoUOHGkuWLKH/wrb+97//GQMHDjTatm1r7Ny5s1rzhT//+c/GggULDMMwjOeee8544oknYvJc3I4MixqSmZmpCy64QA0bNlTdunXVp08fZWRkxLpZQJDU1FSNGzdOKSkpSk5OVuvWrbV9+3a1atVKLVu2VFJSktLT05WRkaHdu3crPz9f55xzjiRpyJAh9GnE3MGDBzVt2jSNGjVKkrR+/Xr6Lxzho48+Uv/+/XXSSScpOTlZ06ZNU506dei/cASv1yufz6e8vDwVFxeruLhY9evXp//Ctt5++209+OCDSktLkxT5fKGoqEhffPGF+vTpE3Q/rJcU6wbEi3379ik1NdX8Pi0tTevXr49hi4Dyfv/735u3t2/frkWLFun6668v13ezsrLK9enU1FRlZWXVaHuBsiZOnKi7775be/bskRR67KX/wo527Nih5ORkjRo1Snv27NHFF1+s3//+9/RfOEL9+vU1duxY9evXT3Xq1FGXLl0Yf2Frjz32WND3kfbXAwcOqH79+kpKSgq6H9Yjw6KG+Hw+eTwe83vDMIK+B+xk8+bNuummm3TPPfeoZcuWIfsufRp2M2fOHDVv3lxdu3Y176uon9J/YTder1erVq3S448/rrfeekvr16/Xzp076b9whI0bN+q///2vli1bps8++0wJCQnavn07/ReOEel8IVS/pR9HBxkWNeSkk07Sl19+aX6fnZ1tpiABdrJ27VqNGTNG48eP14ABA7RmzRplZ2ebP/f33ZNOOino/l9++YU+jZhauHChsrOzdfnll+vXX3/V0aNHtXv3biUmJpqPof/Crpo2baquXbuqcePGkqRLL71UGRkZ9F84wooVK9S1a1c1adJEUkl6/Msvv0z/hWOU7ZdV9dfGjRvr8OHD8nq9SkxM5LNdFJFhUUMuvPBCrVq1Svv371deXp4WL16s7t27x7pZQJA9e/bojjvu0FNPPaUBAwZIkjp06KBt27Zpx44d8nq9WrBggbp3764WLVqoVq1aWrt2raSS6uD0acTSq6++qgULFui9997TmDFjdMkll+ill16i/8IRevbsqRUrVujQoUPyer367LPP1LdvX/ovHOGMM85QZmamjh49KsMwtHTpUuYPcJRI+2tycrI6d+6shQsXSpLeffdd+nGUkGFRQ5o1a6a7775bI0eOVFFRkYYOHaqzzz471s0Cgrz88ssqKCjQlClTzPuuueYaTZkyRaNHj1ZBQYF69Oihvn37SpKeeuopTZgwQbm5uWrbtq1GjhwZq6YDIdWqVYv+C0fo0KGDbrnlFg0fPlxFRUW66KKLdO211+rUU0+l/8L2unXrpu+//15DhgxRcnKy2rdvr9GjR+uiiy6i/8IRqjNfePDBBzVu3Di98MILat68uf72t7/F8im4lscwDCPWjQAAAAAAAAjEkhAAAAAAAGA7BCwAAAAAAIDtELAAAAAAAAC2Q8ACAAAAAADYDgELAAAAAABgOwQsAACIc8OHD9ddd90V8mfLli1Tu3btdODAAbVp00aZmZlRbcvcuXNtsZd9Zmam2rRpE+tmAAAQ1whYAAAQ59LT07V8+XIVFBSU+9miRYvUrVs3NWrUSCtWrFDnzp1j0EIAABCPCFgAABDn+vbtq6KiIn322WdB9xcWFmrJkiUaNGiQJCk1NVUpKSmxaCIAAIhDBCwAAIhzjRo1Urdu3fThhx8G3f/pp5/KMAxdcsklkhS0JOTzzz/XkCFDdPbZZ+viiy/Wiy++aP7eJZdcojlz5pjff/7552rTpo2Ki4slSV9//bWGDx+uDh066JxzztHNN9+srKysStt44MABnXnmmdq4caMkyTAMnXfeeXr00UfNxzzyyCOaMGGCJGnr1q26+eabde6556pbt26aPn26fD6fJGn69OkaNWqURowYoS5duujTTz9Vbm6u/vKXv6hjx47q06ePvvvuu6C/P3v2bPXq1Uvt27dXenq6li1bFv4LDAAAqoWABQAA0MCBA7Vs2TIVFhaa9y1atEi9e/dW7dq1gx7r9Xo1ZswY9ezZUwsXLtTEiRP1/PPPl8vQCCU3N1e33nqrLrzwQi1YsEAvv/yydu3apRdeeKHS32vUqJHatm2r1atXS5I2bdqkQ4cO6auvvjIfk5mZqe7du2v//v0aPny40tLSNGfOHD300EOaPXu2XnnlFfOxy5YtU58+ffTaa6/p3HPP1YMPPqgff/xRr7/+uiZMmKCZM2eaj/3+++81efJk3XfffcrIyFD//v1111136dChQ1U+XwAAUH0ELAAAgHr16iWv16tVq1ZJkgoKCrR06VKlp6eXe+zhw4d18OBBNWnSRCeffLIuueQSzZw5U2eccUaVfycvL0+33nqr7rjjDrVs2VKdOnVS7969tWXLlip/t1u3blqzZo0kac2aNerRo4c2bdqko0ePau/evfrpp5/MQEitWrU0adIktW7dWpdeeqnGjh2rl156yTxWw4YNdf311+uMM86QYRhatGiR7rvvPrVt21Z/+MMfdNttt5mP3b17tySpRYsWatGihW699VY9//zzSk5OrrLNAACg+pJi3QAAABB7derUUa9evZSRkaEePXrok08+Ub169XTBBReUe2zDhg315z//WQ8//LBeeOEF9ezZU4MGDVJqamqVfyc1NVVXXHGFZs6cqQ0bNmjLli3atGmTzj777Cp/t1u3bnrjjTfk8/n0xRdfqF+/fvrhhx+0bt06/fzzz+rYsaPq16+vrVu36qyzzgoKKHTs2FEHDhzQ/v37JZUEH/y2bdsmr9cbFHBp165d0N/t1KmTBg8erNNPP12XXHKJhg4dqjp16lTZZgAAUH1kWAAAAEklu4UsXbpUxcXFWrRokfr376/ExMSQj/3rX/+qRYsWaeTIkdqyZYtGjBih//73vyEf6/V6zdtZWVkaNGiQMjMz1bZtW40fP1433nhjWO0755xz5PP5tHHjRn3xxRfq1KmTOnXqpLVr1yozM1N/+MMfJEm1atUq97v++hX+r6EeYxiGeTspqfSaTp06dTRz5kzNnj1b3bt3V0ZGhgYPHmzW0wAAANFBwAIAAEiSLrroIiUkJGjVqlVavny5uTtIWdnZ2XrooYfUokUL/elPf9Ibb7yhIUOGaNGiRZKk5ORk5ebmmo/fuXOnefujjz5SvXr19K9//Us33HCDOnfurJ07dwYFCyqSlJSkCy64QP/5z3+UkpKili1bqnPnzvryyy+1cuVKde/eXZLUunVrff/99yoqKjJ/9+uvv1bDhg3VuHHjcsc99dRTlZycrG+++ca8b8OGDUG/O2PGDHXu3Fn/93//p0WLFqlp06b69NNPq2wzAACoPgIWAABAUklAoF+/fnr66afVrFmzoGURgU488UR9/PHHeuyxx7Rjxw6tX79eX375pdq2bStJat++vd5880398MMPWrNmjV599VXzdxs2bKh9+/Zp5cqV2rlzp/75z39q8eLFQcU+K9OtWzfNmzdPnTt3liR16dJFq1evVlJSkrmkY+DAgfL5fJo4caK2bt2qJUuWaPr06brmmmuUkFB+6lO/fn0NGjRIjz32mP73v/9p9erVmjFjhvnz2rVra8aMGXrzzTe1a9cuLV26VHv27Knw9QEAANYgYAEAAEzp6enasGFDyGKbfikpKXrhhRe0efNmDR48WH/+85910UUX6Y477pAk3XXXXUpLS9OQIUP0yCOP6K677jJ/t1+/fho0aJDuuusuDRkyRKtXr9Z9992nbdu2KT8/v8r2devWTUVFRerUqZOkkmwK/7asHo9HklSvXj299NJL2rlzpwYPHqxJkyZp5MiRGjt2bIXHnThxojp16qSbbrpJ48eP1/XXX2/+7Mwzz9TkyZM1a9Ys9evXT5MnT9a9996rCy+8sMr2AgCA6vMY4eRgAgAAAAAA1CAyLAAAAAAAgO0QsAAAAAAAALZDwAIAAAAAANgOAQsAAAAAAGA7BCwAAAAAAIDtELAAAAAAAAC2Q8ACAAAAAADYDgELAAAAAABgOwQsAAAAAACA7fx/+5jrISE1CUsAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x1080 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15, 15))\n",
    "ax = plt.subplot(311)\n",
    "\n",
    "ax.set_title(\"Labels histogram - VGG16\", size=20, fontweight=\"bold\")\n",
    "ax.set_xlabel(\"Visual words\", size=14)\n",
    "ax.set_ylabel(\"Frequency\", size=14)\n",
    "\n",
    "ax.plot(df_VGG16[1].ravel())\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "92287760-506e-4fd6-8adb-f311091df9d1",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">3.3. PCA and T-SNE dimension reduction</h3>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "30823c93-ef35-4319-bc59-4b28108a73fd",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's look at the dataset shape before doing the PCA </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c49eecf6-5c52-472a-85e1-494f32db5471",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dataset shape: 1050 rows and 25088 columns\n"
     ]
    }
   ],
   "source": [
    "print(\"Dataset shape: \" + str(df_VGG16.shape[0]) + \" rows and \" + \n",
    "      str(df_VGG16.shape[1]) + \" columns\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "09fe77ca-d3aa-4fa4-9b47-8dd95a13cb59",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Next, we are going to do the PCA </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "a13c9400-d408-471b-a895-3aaff04ac290",
   "metadata": {},
   "outputs": [],
   "source": [
    "pca = PCA(n_components=0.80)\n",
    "VGG16_pca = pca.fit_transform(df_VGG16)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f21b24b0-e846-46f5-952b-21226bba47c5",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's look at the dataset shape again </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "5c799cf4-339e-4f74-8d65-380b6892becb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1050, 392)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "VGG16_pca.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f9812a9b-3a87-4dd4-af67-52f96720aab6",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Before doing the T-SNE, we are going to <b>Encode</b> through LabelEncoder the first level of the tree categories </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "2468437f-fdec-4732-8879-3d4c6a0432bf",
   "metadata": {},
   "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>category_1</th>\n",
       "      <th>category_encode</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Home Furnishing</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Baby Care</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Baby Care</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Home Furnishing</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Home Furnishing</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        category_1  category_encode\n",
       "0  Home Furnishing                4\n",
       "1        Baby Care                0\n",
       "2        Baby Care                0\n",
       "3  Home Furnishing                4\n",
       "4  Home Furnishing                4"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "le = LabelEncoder()\n",
    "df_data[\"category_encode\"] =df_data[[\"category_1\"]].apply(le.fit_transform)\n",
    "df_data[[\"category_1\", \"category_encode\"]].head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a216a8d0-7485-473a-bcdc-7c244c95afff",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's reduced the dimension through T-SNE</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "760fe3ca-c661-466c-ad3e-c58496db11c7",
   "metadata": {},
   "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>tsne1</th>\n",
       "      <th>tsne2</th>\n",
       "      <th>class_encode</th>\n",
       "      <th>class</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>8.734866</td>\n",
       "      <td>13.773518</td>\n",
       "      <td>4</td>\n",
       "      <td>Home Furnishing</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>-1.600265</td>\n",
       "      <td>-10.065642</td>\n",
       "      <td>0</td>\n",
       "      <td>Baby Care</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>9.467382</td>\n",
       "      <td>-6.931741</td>\n",
       "      <td>0</td>\n",
       "      <td>Baby Care</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>14.233299</td>\n",
       "      <td>0.066385</td>\n",
       "      <td>4</td>\n",
       "      <td>Home Furnishing</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>4.991502</td>\n",
       "      <td>19.435167</td>\n",
       "      <td>4</td>\n",
       "      <td>Home Furnishing</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       tsne1      tsne2  class_encode            class\n",
       "0   8.734866  13.773518             4  Home Furnishing\n",
       "1  -1.600265 -10.065642             0        Baby Care\n",
       "2   9.467382  -6.931741             0        Baby Care\n",
       "3  14.233299   0.066385             4  Home Furnishing\n",
       "4   4.991502  19.435167             4  Home Furnishing"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tsne = TSNE(n_components=2, perplexity=30,\n",
    "            n_iter=2000, init=\"random\",\n",
    "            random_state=6, learning_rate=\"auto\")\n",
    "\n",
    "X_tsne = tsne.fit_transform(VGG16_pca)\n",
    "\n",
    "VGG16_pca_tsne = pd.DataFrame(X_tsne[:, 0:2], columns=[\"tsne1\", \"tsne2\"])\n",
    "VGG16_pca_tsne[\"class_encode\"] = df_data[\"category_encode\"]\n",
    "VGG16_pca_tsne[\"class\"] = df_data[\"category_1\"]\n",
    "\n",
    "VGG16_pca_tsne.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2785d7d9-f75d-4c5d-befb-415d1847096c",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">3.4. Clusterization</h3>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ebe738e-e131-4277-9fd9-6bdeb1f418be",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h4 style=\"margin: auto; padding: 20px; color:#fff; \">3.4.1. KMeans</h4>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c87cf468-80c0-4793-abbf-261d1b659b48",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>The number of cluster based on the first level of the tree categories</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "3929d100-a7f1-49bc-8d31-c97051a9c3ff",
   "metadata": {},
   "outputs": [],
   "source": [
    "n_clusters = df_data[\"category_1\"].nunique()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "65e761b5-be46-4e0b-945f-f8e3d4f10f83",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's do the clusterization</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "6346581e-2b24-43f6-88e3-c2f8027db621",
   "metadata": {},
   "outputs": [],
   "source": [
    "kmeans = KMeans(init=\"k-means++\", n_clusters=n_clusters,\n",
    "                max_iter=1000, random_state=10)\n",
    "\n",
    "cluster_labels = kmeans.fit_predict(VGG16_pca_tsne[[\"tsne1\", \"tsne2\"]])\n",
    "VGG16_pca_tsne[\"cluster\"] = cluster_labels\n",
    "\n",
    "# Calculating ARI based on the first level of the tree categories\n",
    "ari = adjusted_rand_score(VGG16_pca_tsne[\"class_encode\"], VGG16_pca_tsne[\"cluster\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "35f1eb25-2a7c-4b46-8fd9-0aded0a26655",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ARI score: 0.331\n"
     ]
    }
   ],
   "source": [
    "print(\"ARI score: \" + str(round(ari, 3)))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5478334-f414-47ad-b085-2aa32fbd0d2f",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h5 style=\"margin: auto; padding: 20px; color:#fff; \">3.4.1. Comparison with SIFT and ORB results</h5>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "c0e1f202-6126-4944-953b-bcdb15eee26f",
   "metadata": {},
   "outputs": [],
   "source": [
    "comparison = {\n",
    "    \"VGG16\": ari,\n",
    "    \"sift_price_tfidf_stemmed\": 0.267603312575119,\n",
    "    \"orb_bow_stemmed\": 0.15689722914559917,\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "c0344d02-fbea-4544-802f-5898bf19dafc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x432 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 6))\n",
    "plot = sns.barplot(x=list(comparison.keys()), y=list(comparison.values()))\n",
    "for p in plot.patches:\n",
    "    plot.annotate(format(p.get_height(), \".3f\"), (p.get_x() + p.get_width() / 2., p.get_height()), \n",
    "                    ha=\"center\", va=\"center\", xytext=(0, 9), textcoords=\"offset points\")\n",
    "plot.set_xticklabels(labels=list(comparison.keys()), rotation=50, size=12, horizontalalignment=\"right\")\n",
    "plt.ylabel(\"Adjusted Rand Score\", size=12)\n",
    "plt.xlabel(\"Dataset\", size=12)\n",
    "plt.title(\"Features descriptors - ARI score\", size=16, fontweight=\"bold\")\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "71a337fb-7d5c-4263-b95b-6c97e822f37e",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    <p><b>Observations / Conclusions</b></p>\n",
    "    <p>Making a simple transfer learning, we have gotten a better result compared to SIFT and ORB.</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0d3b283a-5194-459e-97f5-01e166925ee1",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h4 style=\"margin: auto; padding: 20px; color:#fff; \">3.4.2. Visual analysis</h4>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "70ebb99f-5d6c-445b-8447-dfe9077af032",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, sharex=True, figsize=(16, 8))\n",
    "fig.suptitle(\" VGG16 - ARI score: \" + str(round(ari, 3)),\n",
    "             fontsize=18, fontweight=\"bold\")    \n",
    "\n",
    "sns.scatterplot(ax=axes[0], x=\"tsne1\", y=\"tsne2\", hue=\"class\", \n",
    "                data=VGG16_pca_tsne, legend=\"brief\",\n",
    "                palette=sns.color_palette(\"tab10\", n_colors=7),\n",
    "                s=50, alpha=0.6)\n",
    "axes[0].legend(loc=\"best\", prop={\"size\": 12},\n",
    "          title=\"Categories\")\n",
    "axes[0].set_title(\"True categories\", fontsize=14)\n",
    "\n",
    "sns.scatterplot(ax=axes[1], x=\"tsne1\", y=\"tsne2\", hue=\"cluster\", \n",
    "                data=VGG16_pca_tsne, legend=\"brief\",\n",
    "                palette=sns.color_palette(\"tab10\", n_colors=7),\n",
    "                s=50, alpha=0.6)\n",
    "axes[1].legend(loc=\"best\", prop={\"size\": 12},\n",
    "          title=\"Clusters\")\n",
    "axes[1].set_title(\"Clusters\", fontsize=14)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3bcc91a8-c948-4072-845c-4140ea1c415c",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    <p><b>Observations / Conclusions</b></p>\n",
    "    <p>Making a simple transfer learning, we have gotten an acceptable result.</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1beea14e-aabd-488f-818e-e53ddb5149ba",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h4 style=\"margin: auto; padding: 20px; color:#fff; \">3.4.3. Confusion matrix</h4>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "c2bafb3e-d5e8-4a10-93be-b53e32c0314f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 648x360 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " >> ARI score:\t\t\t\t0.331\n",
      " >> Accuracy classification score:\t14.48\n",
      " >> Classification report\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.50      0.71      0.59       150\n",
      "           1       0.09      0.15      0.11       150\n",
      "           2       0.00      0.00      0.00       150\n",
      "           3       0.15      0.11      0.12       150\n",
      "           4       0.00      0.00      0.00       150\n",
      "           5       0.05      0.03      0.04       150\n",
      "           6       0.01      0.01      0.01       150\n",
      "\n",
      "    accuracy                           0.14      1050\n",
      "   macro avg       0.11      0.14      0.12      1050\n",
      "weighted avg       0.11      0.14      0.12      1050\n",
      "\n",
      "--------------------------------------------------------------------------------\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "df_matrix = confusion_matrix(VGG16_pca_tsne[\"class_encode\"],\n",
    "                             VGG16_pca_tsne[\"cluster\"])\n",
    "\n",
    "df_matrix = pd.DataFrame(df_matrix, index=[class_encode for class_encode in VGG16_pca_tsne[\"class\"].unique().tolist()],\n",
    "                         columns=range(len(VGG16_pca_tsne[\"class\"].unique())))\n",
    "\n",
    "plt.figure(figsize = (9, 5))\n",
    "plt.title(\"Confusion matrix - VGG16\",\n",
    "         fontsize=18, fontweight=\"bold\")  \n",
    "sns.heatmap(df_matrix, annot=True, cmap=\"rocket_r\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "print(\" >> ARI score:\\t\\t\\t\\t\" + str(round(ari, 3)))\n",
    "print(\" >> Accuracy classification score:\\t\" + str(round(accuracy_score(VGG16_pca_tsne[\"class_encode\"],\n",
    "                                                                        VGG16_pca_tsne[\"cluster\"])*100, 2)))\n",
    "\n",
    "print(\" >> Classification report\")\n",
    "print(classification_report(VGG16_pca_tsne[\"class_encode\"], VGG16_pca_tsne[\"cluster\"]))\n",
    "print(\"-\"*80)\n",
    "print(\"\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4429ecc-69ca-47ff-8577-b175893f6349",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #506AB9;\" >\n",
    "    <h2 style=\"margin: auto; padding: 20px; color:#fff; \">4. Transfer Learning CNN - Images and text features</h2>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "092391be-8ebc-488c-a1a2-9631b469b81a",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Now, we are going to use the descriptors obtained through VGG16 along with BoW + Price</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9702082-a291-4098-b427-dd26cab42f78",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">4.1. Merging datastes</h3>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "abd8b016-e9a6-488d-9a44-01957428afc7",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's try to combinate the descriptors based on VGG16 with the best result of text features</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "885da8e9-a776-4624-8a9f-20256850ba6d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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      ],
      "text/plain": [
       "   retail_price_log2  pn_abstract  pn_adapt  pn_almond  pn_antiqu  pn_appl  \\\n",
       "0           0.729229          0.0       0.0        0.0        0.0      0.0   \n",
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       "4           0.822812          0.0       0.0        0.0        0.0      0.0   \n",
       "\n",
       "   pn_aroma  pn_art  pn_babi   pn_bath  ...  ps_wheel  ps_width  ps_window  \\\n",
       "0       0.0     0.0      0.0  0.000000  ...       0.0       0.0        0.0   \n",
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       "\n",
       "   ps_wireless  ps_wood  ps_wooden  ps_wool  ps_wrapper  ps_year  ps_zipper  \n",
       "0          0.0      0.0        0.0      0.0         0.0      0.0        0.0  \n",
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       "\n",
       "[5 rows x 889 columns]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_text = pd.read_csv(r\"datasets\\tfidf_stemmed_price.csv\", index_col=[0])\n",
    "df_text.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f25ee4a3-2535-4fda-b30d-bfb05e18f7a4",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>We are going to concatenate data based on the following dataset</p>\n",
    "    <ul style=\"list-style-type: square;\">\n",
    "        <li><b>Features based on text data</b></li>\n",
    "        <ul style=\"list-style-type: disc;\">\n",
    "            <li><b>tfidf_lemma_price</b>: Term Frequency (TF-IDF) + Lemmatization the tokens + price</li>\n",
    "        </ul>\n",
    "        <li><b>Features based on image data</b></li>\n",
    "        <ul style=\"list-style-type: disc;\">\n",
    "            <li><b>df_VGG16</b>: Features extracted based on VGG16</li>\n",
    "        </ul> \n",
    "    </ul>  \n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b3006ba5-204e-4ec2-98db-edf330e571ee",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_final = pd.merge(df_text, df_VGG16, left_index=True, right_index=True)"
   ]
  },
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   "execution_count": 25,
   "id": "7902c9ea-6a90-4998-8a3f-31885050995a",
   "metadata": {
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       "   retail_price_log2  pn_abstract  pn_adapt  pn_almond  pn_antiqu  pn_appl  \\\n",
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       "\n",
       "[5 rows x 25977 columns]"
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     },
     "execution_count": 25,
     "metadata": {},
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   ],
   "source": [
    "df_final.head()"
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  },
  {
   "cell_type": "markdown",
   "id": "2c3af208-0541-4386-ac98-9ec20aa14b86",
   "metadata": {
    "tags": []
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   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">4.2. Data preprocessing</h3>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10ca9a94-de4a-4888-9488-9d8862a3fc78",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>All features are numerical</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "6aa5dec7-4384-4a53-9196-d60249edc99a",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Samir\\anaconda3\\envs\\tf\\lib\\site-packages\\sklearn\\utils\\validation.py:1675: FutureWarning: Feature names only support names that are all strings. Got feature names with dtypes: ['int', 'str']. An error will be raised in 1.2.\n",
      "  warnings.warn(\n",
      "C:\\Users\\Samir\\anaconda3\\envs\\tf\\lib\\site-packages\\sklearn\\utils\\validation.py:1675: FutureWarning: Feature names only support names that are all strings. Got feature names with dtypes: ['int', 'str']. An error will be raised in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "numerical_pipeline = make_pipeline(QuantileTransformer(random_state=42, output_distribution=\"uniform\"))\n",
    "\n",
    "# Getting columns and index of dataset\n",
    "df_columns = df_final.columns\n",
    "df_index = df_final.index\n",
    "\n",
    "preprocessor = make_column_transformer(\n",
    "    (numerical_pipeline, df_columns)\n",
    ")\n",
    "\n",
    "data_scaled = preprocessor.fit_transform(df_final)\n",
    "df_scaled = pd.DataFrame(data_scaled, index=df_index, columns=df_columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "e0426731-5708-418d-8686-139723b0d762",
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       "      <td>0.931087</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.822809</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.934339</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.998067</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.970307</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1045</th>\n",
       "      <td>0.625125</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.789476</td>\n",
       "      <td>0.971654</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.970695</td>\n",
       "      <td>0.880857</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.951525</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1046</th>\n",
       "      <td>0.926490</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.987982</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.995932</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1047</th>\n",
       "      <td>0.919920</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.902645</td>\n",
       "      <td>0.970851</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.960856</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.939201</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1048</th>\n",
       "      <td>0.874265</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.922762</td>\n",
       "      <td>0.927596</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1049</th>\n",
       "      <td>0.578637</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1050 rows × 25977 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      retail_price_log2  pn_abstract  pn_adapt  pn_almond  pn_antiqu  pn_appl  \\\n",
       "0              0.729229          0.0       0.0        0.0        0.0      0.0   \n",
       "1              0.301301          0.0       0.0        0.0        0.0      0.0   \n",
       "2              0.367845          0.0       0.0        0.0        0.0      0.0   \n",
       "3              0.825826          0.0       0.0        0.0        0.0      0.0   \n",
       "4              0.822809          0.0       0.0        0.0        0.0      0.0   \n",
       "...                 ...          ...       ...        ...        ...      ...   \n",
       "1045           0.625125          0.0       0.0        0.0        0.0      0.0   \n",
       "1046           0.926490          0.0       0.0        0.0        0.0      0.0   \n",
       "1047           0.919920          0.0       0.0        0.0        0.0      0.0   \n",
       "1048           0.874265          0.0       0.0        0.0        0.0      0.0   \n",
       "1049           0.578637          0.0       0.0        0.0        0.0      0.0   \n",
       "\n",
       "      pn_aroma  pn_art  pn_babi   pn_bath  ...     25078     25079  25080  \\\n",
       "0          0.0     0.0      0.0  0.000000  ...  0.948825  0.999824    0.0   \n",
       "1          0.0     0.0      0.0  0.991992  ...  0.000000  0.000000    0.0   \n",
       "2          0.0     0.0      0.0  0.000000  ...  0.000000  0.000000    0.0   \n",
       "3          0.0     0.0      0.0  0.000000  ...  0.000000  0.000000    0.0   \n",
       "4          0.0     0.0      0.0  0.000000  ...  0.934339  0.000000    0.0   \n",
       "...        ...     ...      ...       ...  ...       ...       ...    ...   \n",
       "1045       0.0     0.0      0.0  0.000000  ...  0.789476  0.971654    0.0   \n",
       "1046       0.0     0.0      0.0  0.000000  ...  0.987982  0.000000    0.0   \n",
       "1047       0.0     0.0      0.0  0.000000  ...  0.902645  0.970851    0.0   \n",
       "1048       0.0     0.0      0.0  0.000000  ...  1.000000  0.000000    0.0   \n",
       "1049       0.0     0.0      0.0  0.000000  ...  0.000000  0.000000    0.0   \n",
       "\n",
       "         25081     25082     25083     25084     25085     25086  25087  \n",
       "0     0.000000  0.000000  0.977714  0.868487  0.000000  0.000000    0.0  \n",
       "1     0.000000  0.000000  0.000000  0.000000  0.000000  0.000000    0.0  \n",
       "2     0.000000  0.000000  0.000000  0.000000  0.000000  0.000000    0.0  \n",
       "3     0.000000  0.000000  0.000000  0.000000  0.000000  0.931087    0.0  \n",
       "4     0.000000  0.998067  0.000000  0.970307  0.000000  0.000000    0.0  \n",
       "...        ...       ...       ...       ...       ...       ...    ...  \n",
       "1045  1.000000  0.000000  0.970695  0.880857  0.000000  0.951525    0.0  \n",
       "1046  0.995932  0.000000  0.000000  0.000000  0.000000  0.000000    0.0  \n",
       "1047  0.000000  0.000000  0.960856  0.000000  0.000000  0.939201    0.0  \n",
       "1048  0.000000  0.000000  0.000000  0.922762  0.927596  0.000000    0.0  \n",
       "1049  0.000000  0.000000  0.000000  0.000000  0.000000  0.000000    0.0  \n",
       "\n",
       "[1050 rows x 25977 columns]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_scaled"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "27bfa673-1ec4-468d-a36e-26ecdb19615a",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">4.3. PCA and T-SNE dimension reduction</h3>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "060ba165-d51c-4777-bf5e-6f7aee9ba8ea",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's look at the dataset shape before doing the PCA </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "784d5ff1-ea67-4732-83f3-d78063837f53",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dataset shape: 1050 rows and 25977 columns\n"
     ]
    }
   ],
   "source": [
    "print(\"Dataset shape: \" + str(df_scaled.shape[0]) + \" rows and \" + \n",
    "      str(df_scaled.shape[1]) + \" columns\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7ff3cdab-59b9-4172-882b-ba6610e4f5a0",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Next, we are going to do the PCA </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "d8aac94d-3864-4891-8797-faa47127532d",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Samir\\anaconda3\\envs\\tf\\lib\\site-packages\\sklearn\\utils\\validation.py:1675: FutureWarning: Feature names only support names that are all strings. Got feature names with dtypes: ['int', 'str']. An error will be raised in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "pca = PCA(n_components=0.80)\n",
    "df_scaled_pca = pca.fit_transform(df_scaled)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38379d03-3c9b-4878-92fb-db473b0fd4a6",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's look at the dataset shape again </p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "b70a5786-fd03-4b97-8245-fca1268b8660",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dataset shape: 1050 rows and 551 columns\n"
     ]
    }
   ],
   "source": [
    "print(\"Dataset shape: \" + str(df_scaled_pca.shape[0]) + \" rows and \" + \n",
    "      str(df_scaled_pca.shape[1]) + \" columns\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "347913e9-13ba-4d04-84ad-26db4e54e5e7",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's reduced the dimension through T-SNE</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "c783db56-a2fc-42a2-a57a-d46414610fb6",
   "metadata": {},
   "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>tsne1</th>\n",
       "      <th>tsne2</th>\n",
       "      <th>class_encode</th>\n",
       "      <th>class</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>3.552982</td>\n",
       "      <td>-0.965663</td>\n",
       "      <td>4</td>\n",
       "      <td>Home Furnishing</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.111693</td>\n",
       "      <td>21.888908</td>\n",
       "      <td>0</td>\n",
       "      <td>Baby Care</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>13.697319</td>\n",
       "      <td>5.745167</td>\n",
       "      <td>0</td>\n",
       "      <td>Baby Care</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>-6.426468</td>\n",
       "      <td>-8.284127</td>\n",
       "      <td>4</td>\n",
       "      <td>Home Furnishing</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>-0.142616</td>\n",
       "      <td>-6.121367</td>\n",
       "      <td>4</td>\n",
       "      <td>Home Furnishing</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       tsne1      tsne2  class_encode            class\n",
       "0   3.552982  -0.965663             4  Home Furnishing\n",
       "1   4.111693  21.888908             0        Baby Care\n",
       "2  13.697319   5.745167             0        Baby Care\n",
       "3  -6.426468  -8.284127             4  Home Furnishing\n",
       "4  -0.142616  -6.121367             4  Home Furnishing"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tsne = TSNE(n_components=2, perplexity=30,\n",
    "            n_iter=2000, init=\"random\",\n",
    "            random_state=6, learning_rate=\"auto\")\n",
    "\n",
    "X_tsne = tsne.fit_transform(df_scaled_pca)\n",
    "\n",
    "df_scaled_pca_tsne = pd.DataFrame(X_tsne[:, 0:2], columns=[\"tsne1\", \"tsne2\"])\n",
    "df_scaled_pca_tsne[\"class_encode\"] = df_data[\"category_encode\"]\n",
    "df_scaled_pca_tsne[\"class\"] = df_data[\"category_1\"]\n",
    "\n",
    "df_scaled_pca_tsne.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d7633f3-9b82-4627-9e6a-1699234b0632",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h3 style=\"margin: auto; padding: 20px; color:#fff; \">4.4. Clusterization</h3>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec3c6df2-12ad-489d-a157-728a011d8b9b",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h4 style=\"margin: auto; padding: 20px; color:#fff; \">4.4.1. KMeans</h4>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bee0e67e-a494-4a64-8846-41f4b54f2484",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>The number of cluster based on the first level of the tree categories</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "302b5968-c4fd-48de-a41e-6ed27e677347",
   "metadata": {},
   "outputs": [],
   "source": [
    "n_clusters = df_data[\"category_1\"].nunique()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6157cd12-4b30-4df4-8e5a-9b9b7eadfc1c",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "    <p>Let's do the clusterization</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "56364751-df93-4c43-8dba-4bfab95db72f",
   "metadata": {},
   "outputs": [],
   "source": [
    "kmeans = KMeans(init=\"k-means++\", n_clusters=n_clusters,\n",
    "                max_iter=1000, random_state=10)\n",
    "\n",
    "cluster_labels = kmeans.fit_predict(df_scaled_pca_tsne[[\"tsne1\", \"tsne2\"]])\n",
    "df_scaled_pca_tsne[\"cluster\"] = cluster_labels\n",
    "\n",
    "# Calculating ARI based on the first level of the tree categories\n",
    "ari = adjusted_rand_score(df_scaled_pca_tsne[\"class_encode\"], df_scaled_pca_tsne[\"cluster\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "9c7d273a-1ee2-4a59-aefb-d6fc3f20acb2",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ARI score: 0.321\n"
     ]
    }
   ],
   "source": [
    "print(\"ARI score: \" + str(round(ari, 3)))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17fb02b0-16f5-40f7-900d-7e8831b74bda",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h4 style=\"margin: auto; padding: 20px; color:#fff; \">3.4.2. Visual analysis</h4>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "3410c23a-01ce-472f-b57f-8c210def487c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, sharex=True, figsize=(16, 8))\n",
    "fig.suptitle(\" Images + Text + Price - ARI score: \" + str(round(ari, 3)),\n",
    "             fontsize=18, fontweight=\"bold\")    \n",
    "\n",
    "sns.scatterplot(ax=axes[0], x=\"tsne1\", y=\"tsne2\", hue=\"class\", \n",
    "                data=df_scaled_pca_tsne, legend=\"brief\",\n",
    "                palette=sns.color_palette(\"tab10\", n_colors=7),\n",
    "                s=50, alpha=0.6)\n",
    "axes[0].legend(loc=\"best\", prop={\"size\": 12},\n",
    "          title=\"Categories\")\n",
    "axes[0].set_title(\"True categories\", fontsize=14)\n",
    "\n",
    "sns.scatterplot(ax=axes[1], x=\"tsne1\", y=\"tsne2\", hue=\"cluster\", \n",
    "                data=df_scaled_pca_tsne, legend=\"brief\",\n",
    "                palette=sns.color_palette(\"tab10\", n_colors=7),\n",
    "                s=50, alpha=0.6)\n",
    "axes[1].legend(loc=\"best\", prop={\"size\": 12},\n",
    "          title=\"Clusters\")\n",
    "axes[1].set_title(\"Clusters\", fontsize=14)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1212ecbc-9049-44b1-ae38-65c93b30e5ad",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    <p><b>Observations / Conclusions</b></p>\n",
    "    <p>After adding the text features, we have gotten a similar result.</p>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9ec324a-a7dd-471c-8d29-54fbfb4bfb03",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div style=\"background-color: #6D83C5;\" >\n",
    "    <h4 style=\"margin: auto; padding: 20px; color:#fff; \">3.4.3. Confusion matrix</h4>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "987d7ff3-f6bc-4140-a3b3-d3b051097f54",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 648x360 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " >> ARI score:\t\t\t\t0.321\n",
      " >> Accuracy classification score:\t12.38\n",
      " >> Classification report\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.50      0.64      0.56       150\n",
      "           1       0.05      0.06      0.05       150\n",
      "           2       0.05      0.05      0.05       150\n",
      "           3       0.00      0.00      0.00       150\n",
      "           4       0.14      0.06      0.08       150\n",
      "           5       0.05      0.06      0.05       150\n",
      "           6       0.00      0.00      0.00       150\n",
      "\n",
      "    accuracy                           0.12      1050\n",
      "   macro avg       0.11      0.12      0.11      1050\n",
      "weighted avg       0.11      0.12      0.11      1050\n",
      "\n",
      "--------------------------------------------------------------------------------\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "df_matrix = confusion_matrix(df_scaled_pca_tsne[\"class_encode\"],\n",
    "                             df_scaled_pca_tsne[\"cluster\"])\n",
    "\n",
    "df_matrix = pd.DataFrame(df_matrix, index=[class_encode for class_encode in df_scaled_pca_tsne[\"class\"].unique().tolist()],\n",
    "                         columns=range(len(df_scaled_pca_tsne[\"class\"].unique())))\n",
    "\n",
    "plt.figure(figsize = (9, 5))\n",
    "plt.title(\"Confusion matrix - VGG16\",\n",
    "         fontsize=18, fontweight=\"bold\")  \n",
    "sns.heatmap(df_matrix, annot=True, cmap=\"rocket_r\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "print(\" >> ARI score:\\t\\t\\t\\t\" + str(round(ari, 3)))\n",
    "print(\" >> Accuracy classification score:\\t\" + str(round(accuracy_score(df_scaled_pca_tsne[\"class_encode\"],\n",
    "                                                                        df_scaled_pca_tsne[\"cluster\"])*100, 2)))\n",
    "\n",
    "print(\" >> Classification report\")\n",
    "print(classification_report(df_scaled_pca_tsne[\"class_encode\"], df_scaled_pca_tsne[\"cluster\"]))\n",
    "print(\"-\"*80)\n",
    "print(\"\\n\")"
   ]
  }
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