explainability_model_agnostic.ipynb

{"cells":[{"cell_type":"markdown","metadata":{"id":"lSce8OQde154"},"source":["## Machine Learning Explainability: Model-Agnostic Methods\n","\n","*Prepared by:*  \n","**Jude Michael Teves**  \n","Faculty, Software Technology Department  \n","College of Computer Studies - De La Salle University"]},{"cell_type":"markdown","metadata":{"id":"dise0P70fJ50"},"source":["## Preliminaries"]},{"cell_type":"markdown","metadata":{"id":"sWXmzEUxfQAw"},"source":["### Import Libraries"]},{"cell_type":"code","execution_count":1,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":76},"executionInfo":{"elapsed":2329,"status":"ok","timestamp":1606795050816,"user":{"displayName":"Jude Michael Teves","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GgSf3uJtWzrT4Dx1Za_Jvw_zP5YYH0_Re-Y12FJ=s64","userId":"07013580162249357933"},"user_tz":-480},"id":"ySjUVM8JfA52","outputId":"5b7aeb2d-8010-4f9c-9abc-05752310de4a"},"outputs":[{"data":{"text/html":["<svg  width=\"440\" height=\"55\"><rect x=\"0\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#66c2a5;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"55\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#fc8d62;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"110\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#8da0cb;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"165\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#e78ac3;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"220\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#a6d854;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"275\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#ffd92f;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"330\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#e5c494;stroke-width:2;stroke:rgb(255,255,255)\"/><rect x=\"385\" y=\"0\" width=\"55\" height=\"55\" style=\"fill:#b3b3b3;stroke-width:2;stroke:rgb(255,255,255)\"/></svg>"],"text/plain":["[(0.4, 0.7607843137254902, 0.6470588235294118),\n"," (0.9882352941176471, 0.5529411764705883, 0.3843137254901961),\n"," (0.5529411764705883, 0.6274509803921569, 0.796078431372549),\n"," (0.9058823529411765, 0.5411764705882353, 0.7647058823529411),\n"," (0.6509803921568628, 0.8470588235294118, 0.32941176470588235),\n"," (1.0, 0.8509803921568627, 0.1843137254901961),\n"," (0.8980392156862745, 0.7686274509803922, 0.5803921568627451),\n"," (0.7019607843137254, 0.7019607843137254, 0.7019607843137254)]"]},"execution_count":1,"metadata":{},"output_type":"execute_result"}],"source":["import numpy as np\n","import pandas as pd\n","import matplotlib.pyplot as plt\n","\n","from sklearn import datasets\n","from sklearn.model_selection import train_test_split\n","from sklearn.metrics import r2_score\n","\n","import seaborn as sns\n","\n","sns.set_style('darkgrid')\n","\n","sns.set_palette('Set2')\n","sns.color_palette('Set2')"]},{"cell_type":"markdown","metadata":{},"source":["### Prepare Dataset"]},{"cell_type":"markdown","metadata":{},"source":["We will be using the Titanic dataset in this notebook."]},{"cell_type":"code","execution_count":2,"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>PassengerId</th>\n","      <th>Survived</th>\n","      <th>Pclass</th>\n","      <th>Name</th>\n","      <th>Sex</th>\n","      <th>Age</th>\n","      <th>SibSp</th>\n","      <th>Parch</th>\n","      <th>Ticket</th>\n","      <th>Fare</th>\n","      <th>Cabin</th>\n","      <th>Embarked</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>1</td>\n","      <td>0</td>\n","      <td>3</td>\n","      <td>Braund, Mr. Owen Harris</td>\n","      <td>male</td>\n","      <td>22.0</td>\n","      <td>1</td>\n","      <td>0</td>\n","      <td>A/5 21171</td>\n","      <td>7.2500</td>\n","      <td>NaN</td>\n","      <td>S</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>2</td>\n","      <td>1</td>\n","      <td>1</td>\n","      <td>Cumings, Mrs. John Bradley (Florence Briggs Th...</td>\n","      <td>female</td>\n","      <td>38.0</td>\n","      <td>1</td>\n","      <td>0</td>\n","      <td>PC 17599</td>\n","      <td>71.2833</td>\n","      <td>C85</td>\n","      <td>C</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>3</td>\n","      <td>1</td>\n","      <td>3</td>\n","      <td>Heikkinen, Miss. Laina</td>\n","      <td>female</td>\n","      <td>26.0</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>STON/O2. 3101282</td>\n","      <td>7.9250</td>\n","      <td>NaN</td>\n","      <td>S</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>4</td>\n","      <td>1</td>\n","      <td>1</td>\n","      <td>Futrelle, Mrs. Jacques Heath (Lily May Peel)</td>\n","      <td>female</td>\n","      <td>35.0</td>\n","      <td>1</td>\n","      <td>0</td>\n","      <td>113803</td>\n","      <td>53.1000</td>\n","      <td>C123</td>\n","      <td>S</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>5</td>\n","      <td>0</td>\n","      <td>3</td>\n","      <td>Allen, Mr. William Henry</td>\n","      <td>male</td>\n","      <td>35.0</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>373450</td>\n","      <td>8.0500</td>\n","      <td>NaN</td>\n","      <td>S</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["   PassengerId  Survived  Pclass  \\\n","0            1         0       3   \n","1            2         1       1   \n","2            3         1       3   \n","3            4         1       1   \n","4            5         0       3   \n","\n","                                                Name     Sex   Age  SibSp  \\\n","0                            Braund, Mr. Owen Harris    male  22.0      1   \n","1  Cumings, Mrs. John Bradley (Florence Briggs Th...  female  38.0      1   \n","2                             Heikkinen, Miss. Laina  female  26.0      0   \n","3       Futrelle, Mrs. Jacques Heath (Lily May Peel)  female  35.0      1   \n","4                           Allen, Mr. William Henry    male  35.0      0   \n","\n","   Parch            Ticket     Fare Cabin Embarked  \n","0      0         A/5 21171   7.2500   NaN        S  \n","1      0          PC 17599  71.2833   C85        C  \n","2      0  STON/O2. 3101282   7.9250   NaN        S  \n","3      0            113803  53.1000  C123        S  \n","4      0            373450   8.0500   NaN        S  "]},"execution_count":2,"metadata":{},"output_type":"execute_result"}],"source":["import pandas as pd\n","\n","df = pd.read_csv('https://raw.githubusercontent.com/Cyntwikip/data-repository/main/titanic.csv')\n","df.head()"]},{"cell_type":"code","execution_count":54,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Train Set Size | Input: (712, 8), Output: (712,)\n","Test Set Size | Input: (179, 8), Output: (179,)\n"]}],"source":["from sklearn.impute import SimpleImputer\n","\n","X = df.drop(['Survived','PassengerId','Name','Ticket','Cabin'], axis=1)\n","X = pd.get_dummies(X, drop_first=True)\n","y = df['Survived']\n","X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n","\n","cols = X_train.columns\n","imp_mean = SimpleImputer(missing_values=np.nan, strategy='mean')\n","imp_mean.fit(X_train)\n","X_train = pd.DataFrame(imp_mean.transform(X_train), columns=cols)\n","X_test = pd.DataFrame(imp_mean.transform(X_test), columns=cols)\n","\n","print(f\"Train Set Size | Input: {X_train.shape}, Output: {y_train.shape}\")\n","print(f\"Test Set Size | Input: {X_test.shape}, Output: {y_test.shape}\")"]},{"cell_type":"markdown","metadata":{},"source":["## Global Model-Agnostic Methods\n","\n","We can use model-agnostic methods for models that are not inherently interpretable."]},{"cell_type":"markdown","metadata":{},"source":["### Permutation Importance\n","\n","**What features have the biggest impact on predictions?**\n","\n","Permutation importance is a method for measuring the impact of each feature on a model’s predictions. This is done by randomly shuffling one feature’s values and observing how much this disrupts the model’s performance.\n","\n","This is an example of `sensitivity analysis`, which is a broader concept for evaluating how sensitive a model's output is to changes in the input. In my experience, the `sensitivity analysis` term is more often used in other fields."]},{"cell_type":"markdown","metadata":{},"source":["#### Process\n","\n","1. Train the model.\n","2. Shuffle a feature’s values and measure the drop in performance.\n","3. Restore the original feature values and repeat the process for other features.\n","\n","The more a model’s performance drops after shuffling a feature, the more important that feature is."]},{"cell_type":"code","execution_count":137,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Score: 83.24%\n"]}],"source":["from sklearn.ensemble import RandomForestClassifier\n","\n","model = RandomForestClassifier(random_state=True)\n","model.fit(X_train, y_train)\n","print(f\"Score: {model.score(X_test, y_test):.2%}\")"]},{"cell_type":"markdown","metadata":{},"source":["#### Feature Importance"]},{"cell_type":"code","execution_count":56,"metadata":{},"outputs":[{"data":{"text/plain":["Sex_male      0.174302\n","Pclass        0.070391\n","Fare          0.062011\n","Embarked_S    0.042458\n","Age           0.022346\n","Parch         0.015642\n","SibSp         0.011173\n","Embarked_Q    0.005587\n","dtype: float64"]},"execution_count":56,"metadata":{},"output_type":"execute_result"}],"source":["from sklearn.inspection import permutation_importance\n","\n","result = permutation_importance(model, X_test, y_test, n_repeats=10, random_state=42)\n","result_mean = pd.Series(result.importances_mean, index=cols).sort_values(ascending=False)\n","result_mean"]},{"cell_type":"code","execution_count":57,"metadata":{},"outputs":[{"data":{"text/plain":["Text(0.5, 0, 'Decrease in accuracy score')"]},"execution_count":57,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["result_sorted = pd.DataFrame(result['importances'], index=cols).loc[result_mean.index,:]\n","sns.boxplot(result_sorted.T, orient='horizontal')\n","plt.xlabel('Decrease in accuracy score')"]},{"cell_type":"markdown","metadata":{},"source":["#### Interpreting Permutation Importances\n","\n","The most important features appear at the top. The values reflect how much shuffling each feature affects the model’s performance. Negative values, if it happens, indicate that the shuffled data happened to give better results than the actual data—this often happens in small datasets due to chance."]},{"cell_type":"markdown","metadata":{},"source":["### Partial Dependence Plots\n","\n","Partial dependence plots visualize the relationship between a feature and the target, holding all other features constant. They help answer questions like: How does changing one feature, while keeping others the same, affect the prediction?"]},{"cell_type":"markdown","metadata":{},"source":["#### Process\n","\n","1. Select Feature: Choose the feature of interest for analysis.\n","2. Create Value Grid: Generate a range of values for the selected feature. This is similar to hyperparameter tuning.\n","3. Make Predictions: Replace the feature's values in the dataset with the grid values and predict outcomes for each.\n","4. Average Predictions: Compute the average prediction for each grid value.\n","5. Visualize Results: Plot the average predictions (y-axis) against the feature values (x-axis) to create the PDP.\n","6. Interpret Trends: Analyze the plot to understand how the selected feature influences predictions."]},{"cell_type":"markdown","metadata":{},"source":["#### Partial Plots using sklearn"]},{"cell_type":"code","execution_count":64,"metadata":{},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAjoAAAGsCAYAAADUnw0DAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8pXeV/AAAACXBIWXMAAA9hAAAPYQGoP6dpAABq+0lEQVR4nO3dd3xUVd4/8M+dXtILKZAQCAGkSUgQRMECrljBBdGf5VkVa3QVl2Wx7D6vR12wPS676GJXVkVdFxv4qKtrAxEISFUpIZCQRsqkTKa3+/sjmSGBQGaSmdwpn/frxUvnzsy933Mn5ZtzvuccQRRFEURERERRSCZ1AEREREShwkSHiIiIohYTHSIiIopaTHSIiIgoajHRISIioqjFRIeIiIiiFhMdIiIiilpMdIiIiChqMdEhIiKiqKWQOoBwYTC0o69rRAsCkJoa369zRLJYbz/Ae8D2s/2x3H6A90CK9nuv2RsmOp1EEf3+cIJxjkgW6+0HeA/YfrY/ltsP8B6EY/s5dEVERERRi4kOERERRS0mOkRERBS1mOgQERFR1GKiQ0RERFGLiQ4RERFFLSY6REREFLWY6BAREVHUYqJDREREUYuJDhEREUUtJjpEREQUtZjoEBERUdRiohNCTo9b6hCIiIhiGhOdEPm26SD+XPY59rUfkzoUIiKimMVEJ0QUghxu0YMPj+1Cu8smdThEREQxiYlOiExNGYYsdQIsbic+qtsDURSlDomIiCjmMNEJEYUgw/zsSVAIMhww1+PHtqNSh0RERBRzmOiEUIY6HrPSRgMAPm34Gc0Os8QRERERxRYmOiE2LWU48rQpcHjceL9uFzwcwiIiIhowTHRCTCYI+HVWIVQyOSqtzfih+bDUIREREcUMJjoDIEWlw6WDxgEAvmzaj3q7UeKIiIiIYgMTnQFSlJiD0XEZcIserK3dCZfokTokIiKiqMdEZ4AIgoC5mWdCJ1ehzm7EN00HpA6JiIgo6kmW6BgMBpSUlKC4uBhTpkzBsmXL4HK5enxtaWkprr76ahQWFuK8887Diy++6HvO4/GgsLAQEydORGFhoe+fxWIZqKb4LU6hxpyM8QCADYZDOGptljgiIiKi6CZZorNo0SLodDps3LgRa9euxebNm7F69eqTXldeXo7bb78d1113HXbs2IEXX3wRr732Gj7//HMAwKFDh+B0OlFaWoqdO3f6/ul0ugFukX/GJmRjYsIQiADer90Fh6fn5I6IiIj6TyHFRSsrK1FaWooNGzZAq9UiJycHJSUlePrpp3Hrrbd2e+3bb7+NmTNn4qqrrgIAjB49Gu+++y7i4uIAAHv37sWoUaOgUqn6FZMg9P+9/p7j8sxxOGJpgsFpxr8b9+HKzPF9v3gYCLT90SjW7wHb3/2/sSbW2w/wHkjRfn+vJUmiU1ZWhqSkJGRkZPiO5efno7a2FkajEQkJCb7je/bswbRp0/C73/0OmzZtQkpKCm666SZcc801ADoSHbvdjnnz5qGmpgb5+flYvHgxJk2aFFBMqanx/W5XIOe4WTUNf/3pa2xtqcCUwXkYm5zd7+tLLRj3MNLF+j1g+9n+WBfr9yAc2y9JomM2m6HVarsd8z62WCzdEp22tja88cYbWLFiBZ566ins3LkTd9xxBxITEzF79mxoNBpMmDAB9913HxITE7FmzRosXLgQ69atQ05Ojt8xGQzt6OtafoLQ8eEGco506HF28jBsbjmC1/dvwX3Dz4NW3r9eKan0pf3RJtbvAdvP9sdy+wHeAyna771mbyRJdHQ6HaxWa7dj3sd6vb7bcZVKhZkzZ+L8888HAEyePBlz5szBZ599htmzZ+OBBx7o9vqFCxfigw8+wHfffYcbbrjB75hEEf3+cAI9x0Xpo1FmbkCTw4x1x37CguzAeqHCTTDuYaSL9XvA9rP9sdx+gPcgHNsvSTFyQUEBWltb0dTU5DtWXl6OzMxMxMd3z87y8/PhcDi6HXO73b7dwFesWIFffvml2/MOhwNqtTpE0QePSqbA/KxCyCBgj7EGe401UodEREQUVSRJdPLy8lBUVITly5fDZDKhqqoKq1atwvz580967bXXXouvvvoKH3/8MURRxLZt27B+/XrMmTMHAHDw4EEsW7YMjY2NcDgceO6552AymXDRRRcNdLP6ZIg2GeelFgAA1h3bC6PTJnFERERE0UOy6eUrV66Ey+XCzJkzsWDBAkyfPh0lJSUAgMLCQqxbtw4AcPbZZ2PVqlV44403UFRUhAcffBBLly7FzJkzAQCPP/44cnNzMWfOHEyZMgWlpaV4/fXXkZSUJFXTAnZ+WgGy1Ymwepz46NhuX28VERER9Y8g8rcqAKCpqX/FyGlp8f06R4O9HasqNsAlejAncwImJw3t24kkEIz2R7pYvwdsP9sfy+0HeA+kaL/3mr3hFhBhYpA6HheljwYAfFb/MwwOs8QRERERRT4mOmHk7OThGKZLhUN04/26nfDE4p8FREREQcREJ4zIBAG/zpoItUyBo9YWfN9cLnVIREREEY2JTphJVupw2aBxAICvGvfjmM0ocURERESRi4lOGCpMHIIz4jLghoi1dTvh8rilDomIiCgiMdEJQ4IgYE7mmdDLVThmN+LrpoOnfG27y4Z/1vyIFyu+RzMLmImIiLphohOm4hRqzMmcAADY2HwIlZbmk17zk7EWzx75Fnvba1Fla8GrR3/gbC0iIqIumOiEsTHxWShMGAIRwNq6nbB7XAAAq9uB92p34N3aH2FxO5GlTkC6Kg5tLhtePfoDmhwmaQMnIiIKE0x0wtxlGeOQqNCixWnB5w2/oMzUgJVHvsMeYw0EAOenFuCOvOm4JfdsDFLFwdiZ7DTamewQEREx0QlzGrkS87ImAgC2tVbiH9Vb0e6yIU2lx+1Dz8Ws9NFQCDLEKzS4JXcaMtTxaHfZ8erRH9Bgb5c2eCIiIokx0YkAw/VpmJY8zPd4avIwlOTNQI42udvr4hRq3JJzNjLVCTC5O5KdeiY7REQUw5joRIhfpZ+BSweNxcLcabg8YxxUMkWPr9Mr1Lgl92xkqRNgdjvwGnt2iIgohjHRiRAKmRzTUjq2iOiNTq7CzblnI1uTCLPbgW9OMz2diIgomjHRiVI6uQqXDhoLADhsaQI3qScioljERCeKDdEmQynIYXY70ODg8BUREcUeJjpRTCHIMFSXAgA4bG6SOBoiIqKBx0Qnyg3XpQEADlsMEkdCREQ08JjoRLnhncXLRywGeFinQ0REMYaJTpTL0iRCLVPA5nHimL1N6nCIiIgGFBOdKCcXZMjTdvTqHDZz+IqIiGILE50YMFzfmehYWJBMRESxhYlODPAWJFdYDXCLHomjISIiGjhMdGJAhjoBWpkSDo8btTbW6RARUexgohMDZILg2zqinOvpEBFRDGGiEyOG6zuGr46wToeIiGIIE50Y4a3TqbQ2w+VxSxwNERHRwGCiEyPSVXGIk6vhEj2osrVKHQ4REdGAYKITI4QudTrc94qIiGIFE50YwjodIiKKNUx0Yoi3TqfK2gKHxyVxNERERKHHRCeGpCh1SFBo4IaIo9YWqcMhIiIKOSY6MUQQBF+vDreDICKiWMBEJ8Z4E50j3OCTiIhiABOdGDOsc4PPGlsr7G7W6RARUXRjohNjkpU6JCt18EBEhZW9OkREFN2Y6MQg1ukQEVGsYKITg4Z3LhzIOh0iIop2THRikHfhwDp7Gyxuh8TREBERhQ4TnRgUr9AgXRUHEUCFhb06REQUvZjoxKjjdTpMdIiIKHox0YlR3g0+ue8VERFFMyY6Mcqb6NTb22Fy2SWOhoiIKDSY6MQovUKNTHUCAOAIh6+IiChKMdGJYd5p5lxPh4iIopVkiY7BYEBJSQmKi4sxZcoULFu2DC5Xz1sSlJaW4uqrr0ZhYSHOO+88vPjii92ef/nllzFjxgxMnDgRN954Iw4fPjwQTYh4w7z7XjHRISKiKCVZorNo0SLodDps3LgRa9euxebNm7F69eqTXldeXo7bb78d1113HXbs2IEXX3wRr732Gj7//HMAwIcffog333wTr776KrZu3YqxY8fi3nvvhSiKA9yiyJOnS4UAoMlhhtFplTocIiKioFNIcdHKykqUlpZiw4YN0Gq1yMnJQUlJCZ5++mnceuut3V779ttvY+bMmbjqqqsAAKNHj8a7776LuLg4AMB7772H6667DgUFBQCAxYsX47333sPWrVsxdepUv2MShL63x/ve/pxDCjqFEtmaRNTY2nDEasBE1ZA+nSdS2x9MsX4P2P7u/401sd5+gPdAivb7ey1JEp2ysjIkJSUhIyPDdyw/Px+1tbUwGo1ISEjwHd+zZw+mTZuG3/3ud9i0aRNSUlJw00034ZprrgEAHDp0CLfddpvv9UqlEnl5edi/f39AiU5qany/2xWMcwy0se3ZqKluQ427DbPSzujXuSKx/cEW6/eA7Wf7Y12s34NwbL8kiY7ZbIZWq+12zPvYYrF0S3Ta2trwxhtvYMWKFXjqqaewc+dO3HHHHUhMTMTs2bN7PJdGo4HFYgkoJoOhHX0d7RKEjg+3P+eQSpbQca/3Ndehqam9T+eI5PYHS6zfA7af7Y/l9gO8B1K033vN3kiS6Oh0Olit3WtCvI/1en234yqVCjNnzsT5558PAJg8eTLmzJmDzz77DLNnz4ZWq4XNZuv2HpvNdtJ5eiOK6PeHE4xzDLRcbQpkENDitMJgtyBFpevzuSKx/cEW6/eA7Wf7Y7n9AO9BOLZfkmLkgoICtLa2oqnp+Gyf8vJyZGZmIj6+e3aWn58Ph6P7xpNut9tXbFxQUICysjLfc06nExUVFRg5cmQIWxA91DIFhmiTAHD2FRERRR9JEp28vDwUFRVh+fLlMJlMqKqqwqpVqzB//vyTXnvttdfiq6++wscffwxRFLFt2zasX78ec+bMAQDMmzcPb731Fvbv3w+73Y5nnnkGaWlpKC4uHuhmRazj+14x0SEiougi2fTylStXwuVyYebMmViwYAGmT5+OkpISAEBhYSHWrVsHADj77LOxatUqvPHGGygqKsKDDz6IpUuXYubMmQCA+fPn46abbsLdd9+NqVOn4pdffsGLL74IpVIpVdMizrAuG3xyWj4REUUTQeRvNgBAU1P/ipHT0uL7dQ4pOT1uLCv7HC7Rg/uGXYB0dVxA74/09gdDrN8Dtp/tj+X2A7wHUrTfe83ecAsIglImR442GQDrdIiIKLow0SEAXYevmOgQEVH0YKJDAI5v8HmEdTpERBRFmOgQAGCINhlKQQ6z24EGR98WDiQiIgo3THQIAKAQZBiqSwEAHDZz+IqIiKIDEx3yGdY5fHXYYpA4EiIiouBgokM++Z0FyUcsBnhYp0NERFGAiQ75ZGkSoZYpYPM4cczeJnU4RERE/cZEh3zkggx52s7hKzOHr4iIKPIx0aFuhuu9dTosSCYiosjHRIe68W7wWWE1wC16JI6GiIiof5joUDcZ6gRoZUo4PG7U2linQ0REkY2JDnUjEwTfNPNyrqdDREQRjokOnWS43jvNnIkOERFFNiY6dBJvnU6ltRkuj1viaIiIiPqOiQ6dJF0Vhzi5Gi7Rgypbq9ThEBER9RkTHTqJ0KVOh/teERFRJGOiQz1inQ4REUUDJjrUI2+dTpW1BQ6PS+JoiIiI+oaJDvUoRalDgkIDN0QctbZIHQ4REVGfMNGhHgmC4OvV4XYQREQUqZjo0Cl5E50j3OCTiIgiFBMdOqVhnRt81thaYXezToeIiCIPEx06pWSlDslKHTwQUWFlrw4REUUeJjp0WqzTISKiSMZEh05reOfCgazTISKiSMREh07Lu3Bgnb0NFrdD4miIiIgCw0SHTiteoUG6Kg4igAoLe3WIiCiyMNGhXvn2vWKiQ0REEYaJDvXKt54OC5KJiCjCMNGhXnl7dOrt7TC57BJHQ0RE5D8mOtQrvUKNTHUCAOAIh6+IiCiCMNEhvxyv0+HwFRERRQ4mOuQXb53OQVMD3KJH4miIiIj8w0SH/JKvT4NerkKby4rtrUelDoeIiMgvTHTILyqZAhekjQQAfNN0EHYPN/kkIqLwx0SH/FacNBQpSh1Mbjt+aD4sdThERES96lOi88svv+CLL76Aw+GAwcBZOLFCIchwUfpoAMDG5kMwc6o5ERGFuYASHYPBgGuvvRYLFizA0qVLUVVVhVmzZmHnzp2hio/CzNj4bGRrEuHwuPGNoUzqcIiIiE4roERn+fLlGDlyJLZt2waFQoH8/HzcfvvteOqpp0IVH4UZmSDg4vQxAIBtLRUwOMwSR0RERHRqASU6W7ZswYMPPgitVgtBEAAAt956Kw4dOhSS4Cg85evTUKBPhxsivmo6IHU4REREpxRQoqNUKmGz2QAAoigCAMxmM/R6ffAjo7D2q/QzAAB7jDWosbZKGwwREdEpBJToXHjhhViyZAkqKiogCAIMBgMeeeQRnHfeeaGKj8JUliYRZyYMBgD8u3GfxNEQERH1LKBEZ/HixdDpdJg9ezaMRiPOPfdcWK1W/P73vw9VfBTGZqWNhlyQodzchF9a6qQOh4iI6CSKQF6s1+uxcuVKNDc3o7q6GhkZGcjIyOjThQ0GA/70pz+htLQUcrkcV155JZYuXQqF4uSQbr31VmzdurXbc3/7298wY8YMeDweFBUVQRRFX90QAGzatAk6na5PsZF/klU6TEkaih9ajuCDI7twe845ECD0/kYiIqIBElCPTm1tLa699lrU1dVhwoQJWL16Nf7f//t/aGxsDPjCixYtgk6nw8aNG7F27Vps3rwZq1ev7vG1P/30E1599VXs3LnT92/GjBkAgEOHDsHpdKK0tLTb80xyBsZ5qQVQyxSoMregzNwgdThERETdBJToPPLIIxg+fDiGDh0KALjtttswYsQIPPbYYwFdtLKyEqWlpViyZAm0Wi1ycnJQUlKCNWvWnPTaqqoqtLW1YcyYMT2ea+/evRg1ahRUKlVAMVBw6BVqX63OQRMTHSIiCi8BDV3t3LkTmzZtglKpBACkpKTgj3/8o693xV9lZWVISkrqNuyVn5+P2tpaGI1GJCQk+I7v3bsXer0e999/P/bu3Yu0tDTcdNNNmD9/vu95u92OefPmoaamBvn5+Vi8eDEmTZoUUExCP0ZcvO/tzzki2Yi4dJS2VuKQuTFm70Gsfw2w/d3/G2tivf0A74EU7ff3WgElOgqFAs3Nzd0SlLa2Nmg0moCCM5vN0Gq13Y55H1sslm6JjsPhwMSJE3H//fejoKAAW7duxW9/+1vo9Xpccskl0Gg0mDBhAu677z4kJiZizZo1WLhwIdatW4ecnBy/Y0pNjQ+oDaE6RySanKTGO9U/oslhhixehhR17C43EKtfA15sP9sf62L9HoRj+wNKdGbPno17770XixYtQlZWFurq6rBy5UpcfPHFAV1Up9PBarV2O+Z9fOKaPHPnzsXcuXN9j88991zMnTsXn332GS655BI88MAD3V6/cOFCfPDBB/juu+9www03+B2TwdCOzqWBAiYIHR9uf84RyQQByItPwZF2A0qrKlCclCt1SAOOXwNsP9sfu+0HeA+kaL/3mr0JKNFZsmQJHnnkEdxxxx1wOBxQqVSYO3cuFi1aFFBwBQUFaG1tRVNTE9LS0gAA5eXlyMzMRHx896DXrl3r673xcjgcUKvVAIAVK1bg4osv7lbD0/V5f4ki+v3hBOMckeqMpEwcaTfgkKkRRYmxl+h4xfLXAMD2s/2x3X6A9yAc2x9QMbJWq8UTTzyBH3/8Ed9//z12796NRx99NOAZTnl5eSgqKsLy5cthMplQVVWFVatW+epuujKZTHjsscfwyy+/wOPx4Ntvv8Unn3yCa665BgBw8OBBLFu2DI2NjXA4HHjuuedgMplw0UUXBRQT9c8ZyVkAgHJLEzzh9lVOREQxK6AeHQDYs2cPjhw54tsCwqvr8JI/Vq5ciUcffRQzZ86ETCbD3LlzUVJSAgAoLCzEI488giuvvBK/+c1vYLFYcM8998BgMCAnJwdPPvkkiouLAQCPP/44nnzyScyZMwdWqxXjx4/H66+/jqSkpECbRv0wPD4VKpkcFrcDx+xGZGsSpQ6JiIgIgnhixnIaf/nLX/Dyyy8jPT292+J9giDgq6++CkmAA6WpqX81Omlp8f06RyTztv8vO7/CAVM9Lk4/A9NTR0gd1oDi1wDbz/bHbvsB3gMp2u+9Zm8C6tFZt24dXnjhBe5tRT0aoU/DAVM9DpkbYy7RISKi8BRQjY7ZbA54zRyKHSP06QCASmsznB63xNEQEREFmOicf/75WL9+fahioQiXropDgkIDl+hBpbVZ6nCIiIgCG7qy2+144IEH8MILL/imhXu98cYbQQ2MIo8gCMjXp2NnWxUOmRt9PTwUfpocJnzTdBAzUguQoQ6/Bb6IiIIloERn5MiRGDlyZKhioSgwQpeGnW1VKDcHvtErDZwdrVXYbayBVq7C5RnjpA6HiChkAkp07rnnnlDFQVEiv7MXp85uhMllR5wisIUbaWCY3Q4AgLXzv0RE0SqgGh0AeO+993DFFVdgypQpqK2txb333guz2RyK2CgCxSnUyFR37FXGXp3wZfM4AQBWt1PiSIiIQiugRGf16tV49dVXceONN8LtdkOv16O+vh6PP/54qOKjCOStzTlkaZI4EjoVS2dPjjfhISKKVgElOu+88w5WrVqFBQsWQCaTITExEc8++yy++eabUMVHEShf37l/mbnxpBW0KTzY3OzRIaLYEFCi09LSgmHDhgGA7xdYamoqXC5X8COjiJWnTYVCkMHosqHRYZI6HOqBpTPBYY8OEUW7gBKd0aNH45///CeAjqnEAPDpp5+ioKAg+JFRxFLK5MjVpgBgnU64snq8xchMdIgougU062rp0qW46aab8PHHH8NiseC2227Drl278Morr4QqPopQBfp0HLY04ZC5CWenDJc6HOrCLXrg6Fy52iV64PS4oZTJJY6KiCg0Akp0xo4di08++QTr1q3DGWecgczMTDzyyCPIzs4OVXwUofL16UDjPhyxNsEteiAXAp7gRyFyYi+O3eNiokNEUSugRAcAMjIycNttt4UiFooimeoE6OUqmN0OVFlbkKdLlTok6nRiomN1O7jeERFFLb8SnQsvvNBXk3MqX331VVACouggEwQM16Vhb3stDpkbmeiEEW99jpfNw8kERBS9/Ep0fvvb3wIAfv75Z3z11Ve4+eabkZubi7q6Orz++uuYOXNmSIOkyDRCn4697bXY0VaFc1PyoZErpQ6J0HOPDhFRtPIr0bnqqqsAAK+//jpeeeUV5Ofn+56bNm0abr/9dixdujQ0EVLEGp+Qje8MZWh2WvDvxn2YkzlB6pAIPSQ67NEhoigWUIVoVVUVcnNzux3LyMhAQ0NDUIOi6KCSKTA380wAwLbWSpSbuVJyODgx0bFxijkRRbGAEp1x48bhySefhMPRuQaH1YrHHnsMRUVFIQmOIt9wfRrOShoKAPjo2G7Y2XsguRNrdLiWDhFFs4ASnUceeQTfffcdJk2ahOnTp2Py5MnYs2cPHnvssVDFR1Hg4vQxSFRo0eK04D+N+6UOJ+ad1KPD1ZGJKIoFNL18+PDh+Oyzz7Bjxw40NDQgMzMTkyZNgkzGNVLo1NRyBeZmTcA/qrZiS8sRjI3P4iwsCXkTHbVMAbvHxR4dIopqAWcoHo8Hubm5mDRpErKzs3Hs2DHU1taGIjaKIgX6QZiUmAMRHUNYzs6VeWngeRObFKUOAHt0iCi6BdSj89lnn+G///u/YTId36hRFEUIgoB9+/YFPTiKLpcMGosycyOaHGZ81XQAsweNkTqkmOSt0UlW6lBnN7JHh4iiWkCJzrPPPovrr78eV111FRSKgBdVphinlSsxJ3MC3qouxabmcoyLz8IQbbLUYcUcX4+OSg+APTpEFN0Cylbq6upwzz33MMmhPhsdl4EzEwZjt7EGH9TtQkneDCi4z9KA8iY6yZ1DV+zRIaJoFlCNztixY3Ho0KFQxUIx4rKMcdDLVWhwmPCtoUzqcGKKKIqwek6o0WGiQ0RRLKCumUmTJuGmm27C7NmzkZaW1u25e+65J6iBUfTSyVW4ImM83q39ERsMhzAmPgvZmkSpw4oJTtENt+gBACSrjhcje2vtiIiiTUCJzs6dO1FQUIDy8nKUl5f7jvMHJAVqXEI2xrbX4uf2OnxYtwt35k2HXOAyBaHmHaaSQ0CCQgMAEAHYPS7uRUZEUSmgROfNN98MVRwUg67IGI/D5ibU2Y3YYDiEC9JGSh1S1PMmOhq5EkpBDrkgg1v0wOZxMtEhoqgU8J/Q5eXl+POf/4x77rkHLS0teOutt0IRF8WAOIUal2WMAwB823QQ9fZ2iSOKft6p5Tq5CoIgQCPr+FuHBclEFK0CSnQ2bdqEq6++Gi0tLfjhhx9gs9nw97//HS+99FKo4qMod2bCYIyOy4AbIj6o2+WrH6HQ6NqjA3RM+Qc4xZyIoldAic5f/vIXrFixAs888wzkcjmysrLw0ksv4Z///Geo4qMoJwgCrswYD41MgRpbK35oPix1SFHNm+joZB0Jjqbzv+zRIaJoFVCiU1lZiRkzZgA4XoA8fvx4tLW1BT8yihkJSi0uGTQWAPBV0wE02k29vIP66pQ9Om7uKk9E0SmgRCc7Oxs7duzodmzv3r3IysoKalAUeyYl5mCEPh0u0YMPj+2CRxSlDikqWbrU6ADHe3Q4dEVE0SqgROeOO+7AXXfdhRUrVsDpdOLll1/G3XffjYULF4YqPooRgiBgTuYEqGRyHLW24Me2o1KHFJW8iwN6Exxvjw6HrogoWgWU6Fx22WV4+umnsW/fPmRnZ2PLli14+OGHMXfu3BCFR7EkWanD9JQRAIBD5kaJo4lOFm+NTmeCo2ExMhFFuYA3rTrvvPMwbdo0tLW1ITk5GXI59ymi4MnqXCG52WGWOJLoZHV3DF35anRYjExEUS6gHh2TyYSlS5eiuLgY06dPR3FxMR599FE4HI5QxUcxxrv/UrPTApF1OkHn3efKV6PDHh0iinIBJTqPPvooKioqsGrVKvzf//0f/vrXv2LPnj343//931DFRzEmWamDgI4tCcxuJtDB5u258fbksEeHiKJdQENX33zzDT7//HOkpqYCAIYPH47Ro0djzpw5eOihh0ISIMUWpUyOBIUGbS4bmp1mxCnUUocUVXyJDmt0iChGBNSjo1arT6rJ0ev10Gq1QQ2KYluKSg8AMLBOJ6g8ogi7x5vodAxdsUeHiKJdQInOnXfeiXvvvRf79++H1WpFRUUFHnzwQVx66aWora31/SPqjxRlR6LT7LBIHEl0sXmc8FY9aU7s0WGiQ0RRKqChqz//+c8AgLlz50IQhG7Foq+99hpEUYQgCNi3b19wo6SYktrZo9PsZI9OMHl7bVSCHAqh428c7xCWQ3TDLXogFwLe55eIKKwFlOh89dVXoYqDyCfVO/OKPTpBdWJ9DgCoZcd/BNjcTuhZE0VEUSagP98GDx6MwYMHo62tDT///DPS09Oh0Wh8x73//GEwGFBSUoLi4mJMmTIFy5Ytg8vV8347t956K8aPH4/CwkLfvw0bNvief/nllzFjxgxMnDgRN954Iw4f5saQkcxXo8MenaCydm7/4K3PAQC5IPMlO1YWJBNRFAoo0TEYDLj22muxYMECLF26FFVVVZg1axZ27twZ8IUXLVoEnU6HjRs3Yu3atdi8eTNWr17d42t/+uknvPrqq9i5c6fvn3dz0Q8//BBvvvkmXn31VWzduhVjx47FvffeyzVYIpi3RsfidrB2JIh66tEBAE1nosN7TUTRKKBEZ/ny5Rg5ciS2bdsGhUKB/Px83H777XjqqacCumhlZSVKS0uxZMkSaLVa5OTkoKSkBGvWrDnptVVVVWhra8OYMWN6PNd7772H6667DgUFBVCr1Vi8eDFqa2uxdevWgGKi8KGWK6Dv7HVgnU7wnLiGjpe3h4c9OkQUjQKq0dmyZQv+85//QKvVQhAEAB3DSq+99lpAFy0rK0NSUhIyMjJ8x/Lz81FbWwuj0YiEhATf8b1790Kv1+P+++/H3r17kZaWhptuugnz588HABw6dAi33Xab7/VKpRJ5eXnYv38/pk6d6ndMnc3pE+97+3OOSBaK9qeq9DBbHWh2WjBYmxS8E4dIJHwNdB266hqnRt7xY8DucfU5/khofyix/d3/G4ti/R5I0X5/rxVQoqNUKmGz2aDVan1DQ2azGXq9PqDgzGbzSWvveB9bLJZuiY7D4cDEiRNx//33o6CgAFu3bsVvf/tb6PV6XHLJJT2eS6PRwGIJrJA1NTU+oNeH6hyRLJjtzzYk4qi1BTalC2lpkXNfw/lrQDB2/FRIjdd3u6eJDTrA0gy5Vtbvex3O7R8IbH9stx/gPQjH9geU6Fx44YVYsmQJ/vjHP0IQBBgMBvz5z3/GeeedF9BFdTodrFZrt2PexycmTXPnzu22O/q5556LuXPn4rPPPsMll1wCrVYLm83W7T02my3g5MtgaEdfy3oEoePD7c85Ilko2q/3dMz+qWppRpO2PTgnDaFI+BowmDqHAe0impqO31NZ5xyApjYTmpR9u9eR0P5QYvtju/0A74EU7fdeszcBJTqLFy/Ggw8+iNmzZwPoSDrOO+88PProowEFV1BQgNbWVjQ1NSEtLQ0AUF5ejszMTMTHdw967dq1vt4bL4fDAbVa7TtXWVkZLrjgAgCA0+lERUUFRo4cGVBMooh+fzjBOEckC2b7vZt7GhyWiLqn4fw14K3R0ciU3WLUdNbsWNxOfg/0E9sf2+0HeA/Csf0BJTp6vR4rV65Ec3MzqqurkZmZiUGDBgV80by8PBQVFWH58uV49NFH0dLSglWrVvnqbroymUz4y1/+gqFDh2L06NHYsGEDPvnkE7z66qsAgHnz5uHZZ5/FjBkzMGzYMKxYsQJpaWkoLi4OOC4KHylcNDDorO6Tp5d3POZ+V0QUvfxKdLZt29bj8crKSlRWVgIAJk+eHNCFV65ciUcffRQzZ86ETCbD3LlzUVJSAgAoLCzEI488giuvvBK/+c1vYLFYcM8998BgMCAnJwdPPvmkL5GZP38+2tvbcffdd6O5uRnjx4/Hiy++CKVSebrLU5jzro5sdNng9LihlMl7eQf1xuo51fRy7ndFRNHLr0TnxhtvBADfTCsASExMRHt7OzweD5KSkrB58+aALpyWloaVK1f2+FzXdXkEQUBJSYkvCTqRIAi45ZZbcMsttwR0fQpvWpkSGpkCNo8LzU4LMtThV+AWaU61jg57dIgomvmV6Ozfvx8A8Oqrr+LgwYP44x//iPj4eFgsFjzxxBNITEwMaZAUewRBQIpKj1pbG5odZiY6QXB8HZ3uQ1feHh0uGEhE0SigBQNfffVVPPLII76CYZ1Oh4cffhjvvfdeSIKj2ObbxZx1Ov3m8rjhFN0ATt2jw6ErIopGASU6Ho8HBoOh27Hq6mrI5ayfoOBLVXlnXjHR6S9vfY6A7ht5Al16dDh0RURRKKBZV3PmzMHChQtx6623IisrC1VVVXjllVdw7bXXhio+imHHe3S4i3l/dZ1aLjthOVFNlx4dURS71eIREUW6gBKdJUuWQKfT4fnnn0d9fT2ysrKwYMGCblswEAWLbxdz9uj0m6VzarnuhKnlwPGhKw9EOEU3VEJAPxaIiMJaQD/RFAoF7rvvPtx3332hiofIJ7WzR6fNaYVb9EAuBDTSSl14C4018pOXXVAJcsggwAMRVrcTKhkTHSKKHvzNQWErXqGGUpDBAxGtTmvvb6BTsnTW3+h6SHQEQfAlQKzTIaJow0SHwpZ3ijkANHP4ql9sXWp0eqLlooFEFKWY6FBY8+15xSnm/XK6Gh0A0Mg7hqu4lg4RRRsmOhTWjvfocOZVf5yuRgfosg3EAA5dNdpNcHrcA3Y9IopNflUdPvjgg72+5vHHH+93MEQn4qKBwXG6Gh2gyzYQA9SjU2ZqwD+qt2Jq8jBcnjFuQK5JRLGJPToU1lI5xTwoeqvR8a2l43ENSDwHzQ0AgHJz44Bcj4hil189OuytIal4e3RanBZ4RPGkxe7IP73V6Gh9+105BiSeGlsrAKDJYeLu9EQUUgEtmOFwOLB+/XrU19fD4/EAAJxOJw4ePIjnn38+JAFSbEtUaiCDAJfogdFlQ5JSK3VIEck7bfyUNToD2KPjFj2os7UBAEQAjY52ZGuSQn5dIopNASU6Dz30EDZu3Ijk5GQ4nU7odDqUlZVh7ty5IQqPYp1ckCFZqYPBaUazw8xEp48s7l5qdAZwB/NGuwlO0eN7fMzGRIeIQiegGp2NGzfinXfewZ///GdMnDgR69evxx/+8AfYbLZQxUeElM7NPVmQ3DeiKPoSGG1vNToDkOh4h6286u3GkF+TiGJXwLuXDx8+HMOHD8e+ffsAANdffz22b98ekuCIgONbQXCKed/YPS54IAIAtL3V6AzA9HJvoqPvjOUYEx0iCqGAEp3MzExUVVUhJSUFBoMBFosFoijCbOZf2hQ6vs092aPTJ961cRSC7JRFvwPbo9NRnzMxcQgAJjpEFFoBJTpXXHEFrrvuOtTX1+P888/HXXfdhXvvvRfjxnEdDAodbgPRP97kRXuK+pyuz4W6R8clenyJzaTEHAgAzG4HTC57SK9LRLEroETn9ttvx0MPPYT4+Hj86U9/Ql5eHuLj47F8+fJQxUeEVKW3RqejB5ECY+2lPgc4vr6O3eOCJ4T3uMFuhFv0QCtTYpAq3rd8AHt1iChUApp1BQCXXHKJ7/8feeSRoAZD1JNkpQ4COn4Jm90OxCnUUocUUayda+Ocqj4H6D7t3OZxnnK9nf6qtrYCALI1iRAEAZmaBBicZtTbjRihTw/JNYkotvmV6Nx+++146aWXcOONN0I4xYJtb7zxRlADI/JSyORIUGjR5rKi2WlmohMgb43O6YauFIIMSkEOp+iGzR26RMdbnzNYmwQAyFDH4+f2Ohyzt4fkekREfiU6RUVFAIApU6aENBiiU0lR6dDmssLgMCNXmyJ1OBHFn6EroKNXx+lyh3Rjz9rOGVeDO9fNyVQnAADqbRy6IqLQ8CvRueOOOwAA+fn53YauvP75z38GNyqiE6Qq9TgCA6eY94E/xchARyLUDlvIFg10etyo7+y58SY6GZ2JToOjHW7RA7nA7feIKLh6TXSsVitaWloAdKyMPHHixG4Foe3t7XjiiSdwzTXXhC5Kinm+mVecYh4wf2p0AEAjV3S+PjSJzjG7ER6I0MtVSFRoAHTUX3mHzJodZqSr40NybSKKXb0mOiaTCZdddhlsNhtEUcQFF1zgq9MRRRGCIGDWrFkhD5Rim2/mFXt0AuZPjQ4AaGUdiVCoppjXdBm28v4MkQkCMtTxqLa14pi9nYkOEQVdr4lOeno6/vOf/8BqteKKK67AJ5980u15tVqNtLS0kAVIBBzv0Wl0tKPG2uqbtUO9879GJ7Q9OjWdM64Gn7CvVYY6oTPRMWI8skNybSKKXX7V6KSmpgLoKEZOTExEXFxcSIMiOlGqSg+FIIPN48LzlRuRqU7ApMQcTEwcErIZQtHC36Er7/Oh69HpnHGlSex23FeQzLV0iCgEAqr827VrF1Qq/lKhgaeSKbAwdxomJAyGQpDhmN2ITxt+xpOHvsS7NdtRZmrgYoKn4G8xskbW8XePze0Kegx2jwuNjs5C5M6p5V6Zmo7hKi4aSEShENCCgZdffjnuvfdeXHHFFUhPT+82dDB58uSgB0fUVY42GTnaZFjdDuwx1uLH1qOotbfhp/Y6/NReh+G6NFyZOR5pKvY4duV3jY53v6sQ9OjU2dogAkhQaBDfWYjs5Z151eq0wuZ2dlu8kIiovwJKdN566y0AwLffftvtuCAIvt3MiUJNK1dhSnIepiTnoc7Whh/bqvBjayUOW5rw3JHvcF5qAaanjoCCU5XhFj2wezp6aHqt0fHuYB6CGp3jhciJJz2nk6uQoNDA6LKhwd6OXB3XSSKi4Ako0dm/f3+o4iDqkyxNIi7XJGJa8jCsq9+LQ+ZGfNV0AHuNNZiTeSaGxvgvza5JS289JdoQ7mDurc/JPqEQ2StTnQCjy4ZjdiMTHSIKqoD/5LVarTh27Bhqa2tRW1uLyspKfPnll6GIjchvKSo9fjNkCq7OKoRerkKDw4SXj27Cx8f2hGwWUSTwDkOpZYpeF+Pz9eiEYOjqxBWRT5ShZp0OEYVGQD0677//Ph577DHY7fZux1NTU3HRRRcFNTCiQAmCgDMTh6AgbhD+3bAPP7YdxbbWSjQ7zLg592ypw5OEv4XIXV8T7MTQ5naiydGx0GNPQ1fA8Tqdeu55RURBFlCi88ILL2DRokXQ6/XYtm0bfvOb3+Dpp5/GOeecE6r4iAKmk6twVdaZGJ+QjdVVW3DY0gSHxwWVLKAv96jgm1reS30OcHxoK9g9OrWdw1ZJSi30p9iQ1TvF/Jjd6FuIlIgoGAIaumpsbMRvfvMbnH322Th69CjGjh2L5cuX41//+leo4iPqsxH6dMQr1BAB1MXoppEWX49O78tCeJMhl+iB0+MOWgw1vQxbAUCaOg4yCLB7XGh1WYN2bSKigBKd1NRUOJ1OZGVl4ciRIwCA7OxsGAyGkARH1F/Z6iQAx2tEYo3Nz6nlQMdaRd5+lGD26viT6CgEGdLVHcsCcPiKiIIpoERnwoQJ+O///m/YbDbk5eXhnXfewYcffoikpKQQhUfUP9mdNSHeWT+xxhJAjY5MEHwFycGs0znVisgn8g1fxWjvGxGFRkCJzgMPPIDm5maYzWYsWbIEzzzzDP70pz9h0aJFIQqPqH+8v1xrYzTRsflqdPxb0dxXpxOkRMfidqDF2bER66mmlntlcCsIIgqBgKozMzIy8NJLLwEABg0ahC1btsDpdEKr1YYkOKL+8v5ybXS0x2RBsrdHR+fnasNamRItCN7qyN5hq1SlvtdepczOKeZMdIgomPzu0Xnuuedw1113Yc2aNb5jCoWCSQ6FtQSlJqYLkr21Nv5uq6AJ8hTzGmvnsNUJ+1v1xDt01eQwwxXEYmgiim1+JTpPPfUU3n77bSiVSqxcudLXq0MUCWK5INnSOXSl82N6OdBlY88g9+j0Vp8DAPEKDbQyJTwQ0egwBeX6RER+JTqffPIJ/vGPf2DlypVYuXIl1q9fH+q4iIImlguSvbU2Gj+mlwPHp6H3VKOzs60KL1duQrPD4vf1DZ0LBXrrb05HEATf67hCMhEFi1+JTnt7OwoKCgAARUVFqK+vD2lQRMEUywXJgdboaOQdPTon1uj80l6HD+p2odLajJ/ba/2+vndDUY2fPUqZGiY6RBRcfiU6MtnxlykUwSnmNBgMKCkpQXFxMaZMmYJly5bB5XKd9j0HDx7EmWeeia1bt/qOeTweFBYWYuLEiSgsLPT9s1j8/6uTotuJBcmxot1lg8ndsV1LgkLj13u0vh3Mj9+no5ZmvFe7A2Ln4zan/wv6ee+3Sib36/UZvoJkrqVDRMHhV9YiimLvLwrQokWLkJGRgY0bN6KpqQl33XUXVq9ejVtvvbXH11utVixevBg2m63b8UOHDsHpdGLHjh1QqfzrnqfY4i1IbnfZUWczxsyO5gdMHT2vgzVJp9x64UTHi5E7ansa7Sa8WV0Kl+iBVqaE1eMMaOVih9hRVOzvbDeupUNEwebXTx+Xy4WPPvrI99jpdHZ7DABz5871+6KVlZUoLS3Fhg0boNVqkZOTg5KSEjz99NOnTHQeeeQRzJo1CwcPHux2fO/evRg1ahSTHDqtbHUSDrjqUWtrjZlEZ39nojM6LsPv9/h6dDwutLts+Ef1Flg9TgzRJGF6Sj7eqf0RrX726LhED9yiBwCg9rNHZ5A6HgIAk9sOs8vud4JGRHQqfiU6aWlpWLlype9xcnJyt8eCIASU6JSVlSEpKQkZGcd/AOfn56O2thZGoxEJCd0LFz/66CNUVlZi2bJlWLVqVbfn9u7dC7vdjnnz5qGmpgb5+flYvHgxJk2a5Hc8HW0I6OU9vjdW9yGMhPYP1ibigLketfa2kMQZbvfA4XGh3NwIABgTn+l3XFpFR6JjdFnxZnUpWp1WpCr1+K+cs2Du7OVpdVpPOl9P7Xd1GSZUyRV+xaCRK5Cs1KHZaUG9ox35yshIdMLt8x9osd5+gPdAivb7ey2/Ep2vv/66P7GcxGw2n7T+jvexxWLpluiUl5djxYoVeOeddyCXn/xXoUajwYQJE3DfffchMTERa9aswcKFC7Fu3Trk5OT4HVNqanwfWxPcc0SycG7/aCETXzcdRL2zHWlpoYszXO7BbkM1nKIHKWodxg7O9ns38DaVDajqWMsGAOKVatx/5oVI18bD5nIChzumnuuTNL6kqKuu7W+2d5xDIciQmd779HKv3IYUNBssaFfYQ/pZhUK4fP5SifX2A7wH4dh+SZaJ1el0sFq7d397H+v1et8xu92O+++/Hw899BCys7N7PNcDDzzQ7fHChQvxwQcf4LvvvsMNN9zgd0wGQzv6WookCB0fbn/OEckiof3xzo6egTpLG2obWoK+QnK43YPSugoAwEjdIBgM/q9JY7cfn22lFOS4YfBZEMxAk7mjONhbp3O4vtFXOAz03P6GzoJipUyOpib/i4tTBB0AoNzQiInqwX6/T0rh9vkPtFhvP8B7IEX7vdfsjSSJTkFBAVpbW9HU1IS0tDQAHT03mZmZiI8/HvTevXtRUVGBhx9+GA8//LDv+J133ok5c+bgf/7nf7BixQpcfPHFGDNmjO95h8MBtTqwLm9RRL8/nGCcI5KFc/vjFV0Kkq1G5IaoTicc7oFHFLG/3VufkxlQPHFyNWQQIELENYOLMFiT1O39SUotrHYnWhwWDFKd/AOma/vt7s5CZEERUAwZquNbQUh9LwMVDp+/lGK9/QDvQTi2X5JEJy8vD0VFRVi+fDkeffRRtLS0YNWqVZg/f3631xUXF2PPnj3djo0aNQovvPACpkyZAqBjyvn27dvx17/+FYmJiXjppZdgMplw0UUXDVh7KDJ4C5JrbK0hS3TCQa2tFSa3HWqZAnm61IDeq5Wr8F85U6AS5D3eo0SlFnV2o19TzL1Ty/0tRPbK0Hg392yHRxQhi9WiByIKioB2Lw+mlStXwuVyYebMmViwYAGmT5+OkpISAEBhYSHWrVvn13kef/xx5ObmYs6cOZgyZQpKS0vx+uuvIykpKYTRUySKlRWS93XOtirQp0MhBP4tPkKffspEMEnRUUvnz8yr42voBPb3VIpSD6Ugh0v0+FZWJiLqK8m2cj5xJldXO3fuPOX7Dhw40O1xUlISHn/88aDGRtHJu7FktK+QvN90DEDHsFWwJSk76mf8WUvHHuAaOl4yQcAgdTxqbK2otxuRro4LPFAiok6S9egQDTTvVhDRvEJys8OCens7ZBAwMm5Q0M+fqOzo0Qlk6MrfVZG7yuSeV0QUJEx0KGZ4C5JFRO/Kuwc6e3NytSnQ+bmRZyCSlN6hq963WOnr0BUAZKqPFyQTEfUHEx2KKdnqJABAja1V0jhCpS+rIQfCm+gYXTbfqsen4vB4h64C79E5vos597wiov5hokMxJZoLkm1uJ45YDACA0fGhSXT0cjXkECCiY9PQ0/HNuhIC79HxrtHT4rTA7o7OYUYiGhhMdCimRHNBcpm5AR6ISFfFIU0VmgJemSAgQenfzKvjPTqBJzp6hRrxnTuu1zs4fEVEfcdEh2JKNBck7wvxsJVXkp+Jjr0fxchA1zodDl8RUd8x0aGYEq0FyW7Rg4OmBgDAqFAnOn6updOfYmSgS51OFH1ORDTwmOhQzDlekBw9w1eVlmbYPE7o5ErkakO76rNvinkva+n0v0eHU8yJqP+Y6FDMOV6Q3CptIEHknW01Sp8R8i0TvIsG9raWjqNzwUB1n3t0jg9dieG2eQ4RRQzJVkYmkkqkFiR/3XQAP7ZWYZA6DtmaRGSrE5GlSUKyUnt8NeT44K+GfCJ/19Lp79BVuioOMgiweZxoc9l81yUiCgQTHYo5JxYk9/UX8UBqcVjwbVMZPBDR5rKizNzoe04jU8DmcUEuyDBCnx7yWBK9NTouK0RRhHCKHqT+rKMDAAqZHGmqODQ42lFvNzLRIaI+4dAVxZyuBcmR0quzsfkQPBAxVJuCKzLGoygxF9maRMgFGWydPScj9el9HiYKhDfhcHjcsHqcp3ydr0enD+voeGVqWKdDRP0T/n/KEoXAMF0a9hhr8JOxFnm6VKnDOS2j04of26oAALPSR2NYl3hdogeN9nYYHOZux0NJKZNDL1fB7HagzWk95VYT/R26ArrX6RAR9QV7dCgmFSYMAQDsNtbA2TnEEq6+bz4Mt+jBUG3KScmMQpAhS5OIcQnZ0CvUAxZTb2vpeEQRzs4tItR9HLoCusy84hRzIuojJjoUk/L16UhQaGD1OH0zlsKR2WXHttYKAMD5qQXSBtNFYi9r6XRdjLF/PTodiU6TwwRXmCekRBSemOhQTJIJAgoTcwAAO9qOShzNqf3QchhO0YPBmsQBKTT2V1Iva+l4C5FlEKAQ+v5jJlGhgUamhAciGh2mPp+HiGIXEx2KWZM6E51D5sZe14QRRRFvV2/Dc0e+g8196gLcYHKLHmxtqQAAnJdacMrZTVLwLRp4qh4d8fhigf2JWxAEX50OC5KJqC+Y6FDMSlXpkadNhQhgZ1v1aV/7c3sdfjEdwzG7EXuMNQMSX6PdBJvHBbVMgdFxoV8fJxB6eUc9kMlt7/H5YBQie3nrdFiQTER9wUSHYtqkpOPDV6dafdctevBl437f4x2dM6BCrdbeMfU9S50Y8tWOAxXXWfhsdjl6fN7ezzV0uvJOMa9njw4R9QETHYpp4+KzoJLJ0ey0oMLa3ONrtrcehcFphk6uggwCqm2taBiA3oW6zjV+vFtWhJO4AezR4dAVEfUHEx2KaSqZAuPjBwPouafG7nbh66YDAICZaaMwKm7QKV8bbN7FDLM6ezTCibdHx+p2wN05jbwr36rI/Vgs0CtD1dH+dpcdZlfPiRUR0akw0aGYV9RZlPyTsRZ2t6vbc983l8PsdiBVqUdxUi4mJeYCAHa1Vff4Cz5YPKLYpUcnKWTX6SudXAUBgAjA4j55+Mrbo9OfNXS81HIFkjs3EmWdDhEFiokOxbwcbTLSVHo4RTd+aq/1HW932bCpuRwAcFH6aMgFGUbGDYJeroLJbcdBU0PIYjI4zHCIbigFGdJU+pBdp69kguBbEdnUQy9LMIeuACDTt0Iyh6+IKDBMdCjmCYLg66n5scuaOl83HYRDdGOIJglj47MAAHJBhomdqyqHcviqrrMQOVPdsZ9VOPIOX/VUp3O8GDk4iY534cBj7NEhogCF509QogE2MWEIBABHrS1ocpjQaDfhx9aOpGf2oDHd1oLxztQ6YKrvsTcjGGrDuBDZy1eQ3FOPTpd1dILBtxUEe3SIKEBMdIgAJCg1GKnvLDRurcKXjfvggYjRcRknbfqZoU7AYE0iPBCx23j69Xf66nghcvgmOvrTTDF3hKhHp8HeDs8plgEgIuoJEx2iTt6Vkre2VuAX0zEIAH6VfsYpXtsx1LWjreqU6+/0lditEDn8Zlx5nW6K+fEaneD06KSq9FAIMjhFN5qd5qCck4hiAxMdok6j4jOhk6tg7/wlPSkxF4M6i2BPNCEhGwpBhnp7u29hv2BpdVph9Tghh4BBqp6vHw58NTqnKUZWB6lHR9ZlK4h67mRORAFgokPUSSHIMDGhY00dpSDDzLRRp3ytVq7CGZ3bMuxoDW5RsrcQeZA6Hoog9YiEgrdHx9xjMXJnj04Q1tHx8g5flVuagnZOIop+THSIupiWMhw52mRcljEOCUrNaV/rLUreY6yBs7MmJRhqw3j9nK7iFKebXh68LSC8xidkAwC2tVbiiMUQtPMSUXRjokPURZJShzuGnovipKG9vjZfl44EhQZWjxP7TfVBiyESZlwBx4uRT1+jE7wenQL9IBQl5kIE8H7dzpMWdyQi6gkTHaI+kgkCCjsLmL1T0U8kimLAKyhHSqLjG7pyOU6aCRWKHh0AuGTQGCQptWh1WvFpw89BPTcRRafg/blFFIMmJebgO0MZDpkb0WK3+I67RQ9KWyrxjeEAnB438nSpKNAPQoE+HWmquG7r8gCAze1ElbUFFVYDTG47BBzfzDJceXt0PBBhczu7PWcPcjGyl0auxLysiXjt6Gb82HYUY+IzMSouI6jXIKLowkSHqB9SVXoM1aag0tqMp3Z/gTxNKjLU8djWWokmx/Fp0GXmRpSZGwEAiQotCvTpyNIk4pjdiKPWZjTY29G1TyRbkxTUYZ9QUAgyaGVKWD3Ok4avji8YGPw2DNOlYVrycGxqOYwP63bjt8PO8yVdREQnCu+fpEQRYHrqCFTXbEez3YLmLr06erkKM9NGIVebgkPmRpSZG1BhbUaby4rtbUeBE2alpyh1yNWmIFebjDGdW06EuziFGlaHs1tBskcUfcXZwR668pqVPhpl5gY0OExYV78X12YXndRLRkQEMNEh6rfRcRl4uOBitKqs2F1XjRpbGwZrkjA9JR8auRIAkKlJwLmp+XB4XKiwGFBmbkSDvR2ZmgQM1aYgR5uMeMXpZ3mFI71cjUaYuiU6LtHt650KVa+UUibHvOxCvFjxPX5ur8MeYw3OTBwSkmsRUWRjokMUBGq5AmOTs5HhjsfpFkpWyRQYGZeBkVFSV+KbYt5l6MrRZaq9UgjdOkCDNUk4P20kvm46gPX1PyFPl4pEpTZk15Oaw+PC100Hka9PQ0HndiVE1DvOuiKiPutpY8/jiwXKIQvxcNJ5qSMwWJMEm8eJD+p2BX07jnCy0VCO75vL8cmxn6QOhSiiMNEhoj7zraXTZWPPUKyhcypyQYb5WROhEGQotzShtLUy5NeUgsllx6aWcgCAwWmG1X3yRqpE1DMmOkTUZ3E9LBoYqjV0TiVdHe/bfPXzhl9gcETfpp/fGcq6DQnW2IK7vxpRNGOiQ0R91tPQVbA39PTH1ORhGKZLhVN04/26nSctYBjJmh0WlLZUAOiYmQcANbZW6QIiijBMdIioz7w9OuYeEp2BXAdIJgj4ddZEqGUKHLW2YFNz+YBdO9S+atoPN0Tk69JwVlIeAKDG2ippTESRhLOuiKjP9PLjQ1feQmC7OLBDV17JSh0uHTQWHx7bjf80HUCBfhAyNQlBvUajvR0pKj3kwsD8jXjMZsQeYw0A4FeDzvANX1WzRyeqOT3uPtRhCYhTqEM+ASASMdEhoj7zTi93iR7YOjfZlKJHx2tSYg5+aT+GA+Z6vF+3E3fkTYciSEnJL+11eLtmO4ZqU/BfQ6ZALQ99+75s3AcRwLj4bAzWJMHucUEAYHTZ0O6yReTaS3R6bU4rnjvyHaweZ+8vPoFKJsdgTRJyNMnI0SZjiDaJXyOQcOjKYDCgpKQExcXFmDJlCpYtWwaX6/S7ER88eBBnnnkmtm7d2u34yy+/jBkzZmDixIm48cYbcfjw4VCGTkSdVDKFr+fG6LQC6FqMPPCJjiAImJs1ATq5EnV2I75tOhi0c3t7ViqtzfhH9ZaQ755eYTHggLkBMgiYlT4KQEfdU7oqDgCHr6LV5pYjsHqcEADIIPj9T0DH994RiwEbmg9hTc02PHnoSzx96D9Yf2wvXF2K2WONZD06ixYtQkZGBjZu3IimpibcddddWL16NW699dYeX2+1WrF48WLYbLZuxz/88EO8+eabePXVV5Gbm4sVK1bg3nvvxfr167kkPNEAiJOr0eyxoN1hQxK0x4uRQ7hY4OnEKzS4MmMC3q39ERsMhzA6LhNDtEn9OqdL9Pj2KlMIMhy1tuAf1VvwX0Om+Fa/DiZRFPHvxn0AgOKkXKR1JjdAx0KJDQ4TamxtGB2fGfRrk3Rsbie2dS6RcMOQswLasNYjimiwt6Pa1oIqayuqbS1osLejzWXF1tYKOEU3rso8MyZ/L0rSo1NZWYnS0lIsWbIEWq0WOTk5KCkpwZo1a075nkceeQSzZs066fh7772H6667DgUFBVCr1Vi8eDFqa2tP6vUhotDwFiQbnR1/hEg5dOU1LiEbExIGwwMRa+t2+Pbe6qtKiwF2jwtxcjVuyz0HWpmyM9nZetLO7V5OjxvbW4/inzUdCVeDvd3vBQ33m+pRZW2BUpDhgrSR3Z4b3Jm0ceZV9NneehR2jwvpqriAV7+WCQIyNQkoThqKq7LOxG+HnY+HC2ZjflYhBAA72qqwtbUiFGGHPUl+EpWVlSEpKQkZGcez1fz8fNTW1sJoNCIhoXsB4UcffYTKykosW7YMq1at6vbcoUOHcNttt/keK5VK5OXlYf/+/Zg6darfMfUnyfW+NwYTZQBsPxDb98BbkNzusENQAw5vMbJcLun9uCJzHI5YmtDkMGNbawXOSc3v87kOmOoBAKPiBmGILgk3507F60e3oMragjeqt+Km3CkAOj5/s8uOrS2V2NJyBObOgtK97bX4onEfUpQ6nBGfidFxGRiqS+mxqNkjiviyaT8AYFrKcCQou9dYeHunOgqSxbD4Cz2Wv/69+nsP3KIHm1s6yi7OTc2HXNb/m6lVKFGYNARmtx2fNfyCT+t/RoY6HsP1af0+94mk+Brw91qSJDpmsxlabfc9abyPLRZLt0SnvLwcK1aswDvvvAO5/OSu8J7OpdFoYLFYTnrt6aSmxgf0+lCdI5LFevuB2LwH6S1x2GfqqNFJzY6H0Njx0yclXo+0NGnvxxWeCXj70DbsNNXgypF967YXRREHj3QMW52VnYe0tHikIR6/S9Zjxd6vcdTagjdrt+FabTG+by7HloYjvh6kZLUOU9LzUG1uwf7WejQ7LdjUfBibmg9Dp1AiS5cIuSCDXJBBJgiQCzLY3S402NuhU6gwd+RE6DoLvr0SPTrIK2WwuB0Q4mVI08SdFLNUYvHr/0R9vQelDRVoc9kQr9Rg5vDRUAZx1uKc1DPRDAu2NlTg3dodeKjw4pB93YTj14AkiY5Op4PVau12zPtYr9f7jtntdtx///146KGHkJ2d3eO5tFrtSXU7Nput23n8YTC0n3YzxtMRhI4Ptz/niGSx3n4gtu+B3NXRK2F02GAwtMNo7fh+dFrdaGpqlzI05MtSoRTkqLO0YUfVUQzVpQR8jgZ7O5psJsgFGdI9cb426aDEzTlT8drRzTjSbsDju/7te89gTSLOTcnH2ISsjl6beMA+yIVDpkbsN9Vjv6keFpcD5camU153RsoIWFrtsMB+0nMZ6njU2tqwt7YG4xN6/tk4kGL569+rP/dAFEV8WtGxh9mUpKFoaw7sD3V/XJI8BlXGFtTa2vDsnm9xR945QR1eluJrwHvN3kiS6BQUFKC1tRVNTU1IS+voQisvL0dmZibi448HvXfvXlRUVODhhx/Gww8/7Dt+5513Ys6cOfif//kfFBQUoKysDBdccAEAwOl0oqKiAiNHdh/X7o0oot8fTjDOEclivf1AbN4D7+rIRqcNogjfbCSVIJf8XqhlSoxLyMbOtipsaz2KXG3gic7+9o5hq+G6VKgERbc2ZakTcUvO2Xi9ajOsbidGx2VgWko+8rQpvt4j7+tVggJj4rMwJj4LHlFEja0V7S4b3KIIt+iBByI8ogduUYRapsCEhMGnvH+DNUmotbWhxtqKcfHSJzpesfj1f6K+3INyswF1diOUggxnJeWF5B4qBDmuHzwZz1dsxDG7EWtrd+Ha7KKgD32G49eAJIlOXl4eioqKsHz5cjz66KNoaWnBqlWrMH/+/G6vKy4uxp49e7odGzVqFF544QVMmdIxJj5v3jw8++yzmDFjBoYNG4YVK1YgLS0NxcXFA9YeolgWJ+8YWmn3FiOL0hcjdzU5MRc726rwk7EGlw0aG/Asqf2++pyeZ8BkaRJx//ALEZ+shbvd7dcPeZkgIEebHFAcXQ3WJGEbKrlwYJTwruQ9KTEXOrmql1f3XaJSi/83uBivHf0BP7fX4TtDGc5PC6xTIBJJto7OypUr4XK5MHPmTCxYsADTp09HSUkJAKCwsBDr1q3z6zzz58/HTTfdhLvvvhtTp07FL7/8ghdffBFKZfCnfBLRyVJUHcPER4wGHLEYusy6kmZ6+YlytMkYpIqDU/T41sLxl8XtwFFrM4BTJzoAoFOokKzW9SvOQAzRJAEAam1tUbWvVyyqt7fjoLkBAjqKz0NtqC4Fl2eOBwB81XQA+9uPhfyaUpPsT660tDSsXLmyx+d27tx5yvcdOHCg22NBEHDLLbfglltuCWp8ROSfTHUCJiYMxi5jDf5Z8yNcHg+A8OnREQQBxUlD8WnDz9jeehRnJef5/d6DpgaI6KiJSVYOXCLTm3R1HJSCDHaPCwaHCenq8CsAJf94e3POiMtEqiqw2tK+mpw0FMdsRmxtrcC/6nbiDtW5GBTFX0Pc1JOI+kUQBMzJmoAsXSLaXXbf0vUqITwSHQA4M2Ew5IIMtfY21AYw3OOdVj46gIXbBoJckCFLkwiA+15FsnaXDbs7exnP7cfyB31xacZY5GlTYPe4sKZ6G6ynWA8qGjDRIaJ+U8kUuOOMc6HqshqyOkyGrgBAr1BjTFzHKsLbW4/69R636EGZuQHA6YetpDK4y/AVRaYtLRVwix7kaJP7VCjfH3JBhmsHFyNRoYXBacZ7tT9G7TAoEx0iCoosXSLmZk0A0LFHjzoEWyP0R3HSUADAbmONr47odCotzbB5XNDLVRii6XvhcKh4Ex326EQmh8eF0pYKAMC5KQPbm+MVp1Dj+iGToRRkKDM34svObUeiDRMdIgqaMxOHYH5WIeZlF0IdJjU6XsN0qUhW6mD3uPCTsa7X13tnW43UD4IsDJf89a6QXGdrg1v0SBsMBWxHWxWsHmfHatlx0u1Zlq1JxK+zJgIANjaXY3dbtWSxhAoTHSIKqomJQ3BmwmCpwziJTBBQnJQLANjeVtnr68O1PscrRamHRqaAS/SgwS7twowUGI8oYlNzx3YP01KGS55Ij08YjBkpIwAAHx7bHXX7qDHRIaKYMSkxBzIIOGptOW1y0Gg3weA0Qw4B+fr0AYzQfzJBQDaHryLSvvY6tDgt0MqUmJSYI3U4AIBZ6aMxUj8ILtGDNdXbYHKdvCJ3pGKiQ0QxI16hwai4jl2hT1eU7O3NydOlBrzA4EDy1ulE21/g0e77zs07pyTnhc0yDDJBwNXZk5Cm0sPosuGdmu1wRcmQKBMdIoop3qLkXcYquDo33zzR/jAftvIa0jnFvMbaKm0g5LejlmZUWVsgF2SYEsCaTgNBK1fi+sGToZYpUGltxqf1P0kdUlAw0SGimFKgH4QEhQYWtxO/mE5eFdbq52rI4WBwZ0Fyvb3dt2M6hbfvOxcInJgwBPEKjcTRnCxdHY8F2ZMgAChtrfTNDItkTHSIKKbIBAFFiR1Fye/X7cILFRvxf/U/YXdbNQwOMw6aGuCBiEGqON/2FuEqUaGFXq6CByKO2Y1Sh0O9MDjM2NeZXJ8zANs99NWouAzMSh8NAPik/idUWAwSR9Q/4TE4SEQ0gCYnDcXOtiq0uqyotrV2K+b1zn8ZJeGUX38JgoDBmiQcNDeg2trar41CKfR+aD4MER1LFoT7lgszUkbgmM2Ive21eKdmO+7Km46kMNoGJRBMdIgo5iQoNVicPxPNTguqrS2otrWiytqCOrsRbtEDAcC4+Cypw/SLN9FhQXJ4s7gd2NHWUQAv1QKBgRAEAVdlnYlGhwnH7Ea8Xb0dtw6dFjbF04GIvIiJiIJAEASkqvRIVelxZuIQAIBL9OCYzQhBOD6jKdx5Fw5kohPetrZUwCl6kK1OxDBdqtTh+EUlU+D6wZPxfOVG1Nrb8NGxPbg6qxBCGC6geTqs0SEi6qQQZBiiTYqYJAc4npA1OUywu3vf2oIGntPjxpaWIwA6anMiKVFIVunw/wYXQQYBe4w1vmLqSMJEh4gogsUp1EhSaiEC2G2MvuX7o8FuYzXMbgcSFRqMS8iWOpyADdOl4dKMsQCALxr34aCpQeKIAsNEh4gowp2T3DGD54vG/VG1om00OHG7B7kQmb92pyTloSgxFyKA92p/RJPDJHVIfovMO05ERD5nJechS50Am8eJzxt+kToc6qLM3IBGhwlqmcK3rEEkEgQBV2SMQ442GTaPC2uqt8Hmdkodll+Y6BARRTi5IMOczAkQAOwyVuOIpUnqkKiTt6ZlctLQsN5OxB8KmRzXDS5GgkKDRocJa+t2wiOKUofVKyY6RERRYIg2GZM7t7dYd2xv1OxTFMn2GmtwxGKADAKmJg+TOpygiFdocN3gyVAIMuw31ePrpgNSh9QrJjpERFHiovTR0MtVaHSYsCkCZ8dEk3aXDeuO7QUAnJdagCSlVuKIgmeINglzMicAAL41lOEnY63EEZ0eEx0ioiihlaswe9AYAMC3TQfR4rBIHFFsEkUR647tgdXjRJY6AeelFUgdUtAVJub4iuDfr9uFOlubxBGdGhMdIqIoMjFhCIbpUuEUPfi/hujYfTrS7DJWY5+pHnIImJdVCEWEzrTqza8GnYF8XRqcohtrqrfB5LRJHVKPovPuExHFqI7ZMeMhh4D9pnrsaz95h3YKnTanFf9X35FgXpA2CpmaBIkjCh25IMM1g4uQrNShxWnFS/s2wR2GtWFMdIiIoswgdTzOSe3YT+mT+p/g8ARnxWSL24E6Wxsa7Sa0OC0wueywuZ1wedwQI2D2TaiJoogP63bD5nFhiCYJ01PDf0+r/tLJVbhhyFlQyeQ40FaPz+rDb3kD7nVFRBSFzk8twB5jDVqdVnzTdBAXd9bu9NXOtip8fGzPKWdzCQc69kZS9/RProRGpoBKpoCm85hKpkCaSo8hUbTj+qb6cpSZG6EQZPh11sSIXRwwUBnqeFydXYg11duxueUIMtUJKEoKnzWDmOgQEUUhlUyByzPG463qUmxqPoyJiUOQoQ58GMUjiviicZ9vPRidXAlRBFyiG84uSY8IwO5xwR5g79GYuExcljEOiRE+K6nFacG/juwAAMxKG41B6niJIxpYY+KzcHnueHxydC/W1e9FujoOudoUqcMCwESHiChqjY7LwBlxGdhnqse6Y3txa+60gDaUtLmdeK92Bw6aO/Y2Oj+1ABemjYKs8xyiKMINEW7RjfhkLeqaWmFzu2B3u3xJj93jgs3jhMPTcdzmccHhccHqcaLS0oxfTMdwyNKImWmjMDV5WET2gnhEER/U7obN7cJQbTKmpQyXOiRJXJY7DodbGvFL+zG8Xb0dJXnTkRAGCSwTHSKiKHZZxjgcMjeh0tqMnW3VmJSU49f7mhwmrKnehkaHCcrOoZjxCYO7vUYQBCggQCmTIVGlhVPlQiClOsdsRqyr34Oj1hZ81vALdrZVY07mBORE2HBWaWsFDluaoJTJ8evsib5EMNbIBAHzswrxgv17NDja8XbNdizMnQalTC5tXJJenYiIQipJqcOFaSMBAJ83/gKL29Hrew6ZG/FixfdodJiQoNDg1qHnnJTkBEOmJgG35p6DuZkToJUpccxuxEuV33esQeNHnOHA4DDj3w37AAC/zpuINFWcxBFJSy1X4Pohk6GVKVFta8W6Y3skL1RnokNEFOWmpQzHIFU8LG4Hvuj8pdwTURSxpeUI3qjaCqvHiRxNMu7Km47BmqSQxSYTBBQnDcV9wy/AxIQhEAGUtlbir4e/we62asl/SZ6ORxTxQd0uOEU3hutScX72SKlDCgupKj2uGVwEAcBOYzU2txyRNB4mOkREUU4uyHBl5ngAwPa2ozhqbT7pNW7Rg/X1e/FJ/U/wQMTEhCG4JfdsxCs0AxJjnEKN+dmFuCXnbKSp9DC7HfhX3U68XrUFTQ7TgMQQqM0th1FpbYZKJsevs2J3yKonI/TpvlW6P2v4Gc0Os2SxMNEhIooBebpUFCZ21OesO7a328JuFrcDq6u2oLS1EgKA2eljMC9roiS1FcP1abgn7zzMShsFhSDDYUsTnj3yHb5qPACnxz3g8ZxKo92ELxv3AwAuGTQWySqdxBGFn2nJwzEteTiSlTpJ63SY6BARxYjZ6Wf4amG2dA4nNNjb8ULFRhyxGKCSyXH9kLNwbmp+QLOzgk0hk+P8tJH47bDzUaBPh1v04BvDQTx35DscMjdKFpeXW/Tg/bqdcIkeFOjTUZwYPmvGhBNBEHBpxlj8Ln/mgPUM9oSJDhFRjNAr1PjVoDMAAF81HcCPrUfxYuX3aHZakKTU4o6h52J0XIbEUR6XqtLjv4ZMwTXZRYhXqGFwmrG6agveq92Bdpd0+yp931yOalsrNDIF5maeKWlSSL3j9HIiohhSlJiLHW1VqLK24MNjuwEAQ7UpuG5wMfQKtcTRnUwQBIxPyEaBPh3/aTqArS1HsMdYg4OmelyUfgYmJw0d0NqYersRXzcdBABcGgULHcYC9ugQEcUQmSDgyozxkKEjOZiUmIObc88OyySnK41cicszxuHOodORrUmEzePC+vq9eKnye9Ta2gYkBrfowdranXCLHoyOy0BhwpABuS71D3t0iIhiTJYmETflTIXd48LouIyIGnoZrE3CnUOno7S1Al827ke1rRXPV2zA2cnDMTNtFNTy0P1a+85Qhjq7EVqZEnMyJ0TUfYtlTHSIiGLQcH2a1CH0mUwQMDV5GMbEZeHThp/xU3stfmg5jJ/aa3FZxjiMicsMehJSa2vFt01lAIDLM8dLWlxLgeHQFRERRaQEpQbXDi7Cfw2ZgmSlDkaXDe/UbMdb1aVocViCdh2Xx43363bBAxFj47MwIT47aOem0GOiQ0REEW1k3CDcO+x8nJ9aADkEHDA3YOWRb/CdoQyuLusF9dU3hoOot7dDL1fhyozxHLKKMEx0iIgo4illcsxKH427h52HYbpUOEUPvmzcj1VHvsP+9mN9TniqrS3YYDgEALgyc0LYF23TyVijQ0REUWOQOh635JyNXcZqfNbwCxocJrxVsw0amQKj4zIxLiEbI3RpUPixUq+zc8hKBDAhYTDGxmeFvgEUdEx0iIgoqgiCgMLEHIyKy8C3TWXYY6yByW3HLmM1dhmroZYpMDouA+PiszEqLuOU6/D8p2k/Gh0mxCvUuDxj3AC3goKFiQ4REUUlnVyFSzPGYvagMThqbcbP7XX4ub0ORpcNu4012G2sQboqDuenjcT4+OxuCU+FxYAfmg8DAOZmngmdXCVVM6ifJEt0DAYD/vSnP6G0tBRyuRxXXnklli5dCoWie0gejwd///vfsXbtWhiNRgwZMgR33XUXLr30Ut/zRUVFEEWxW4HYpk2boNNxkzUiolgnEwTk6VKRp0vFJYPGotragp/aa7GjrRqNDhP+VbsD36oO4vzUAoxPGAyX6MYHnUNWkzp7hihySZboLFq0CBkZGdi4cSOamppw1113YfXq1bj11lu7vW7NmjX46KOP8OabbyI3NxfffPMNSkpKMG7cOOTm5uLQoUNwOp3YsWMHVCpm3HSc2WzGsGEdY+pHjtRBr9eH/DoVFXXQ6YJ/nYFqi7/Xt1gsGDs2HwDw88/lGDQofcBjGKh7IPW9Hwix0EYvmSAgV5eCXF0KLkwbhc0tR/BD8+GOhKduJ74xHESKUo9mpwUJCg0uHTRW6pCpnySZdVVZWYnS0lIsWbIEWq0WOTk5KCkpwZo1a0567fXXX4/169cjNzcXDocDzc3N0Gq10Gg6Fmvau3cvRo0axSSHiIgCopErcUHaSCzOn4lZaaOglSnR5DDjoLkBAHBV1pnQyJUSR0n9JUmPTllZGZKSkpCRcbw7MD8/H7W1tTAajUhISPAdl8lk0Ol0+P7773HbbbdBFEU8+OCDGDRoEICORMdut2PevHmoqalBfn4+Fi9ejEmTJgUUU3+WRfC+N1aXVgjX9neNRxBCF99AXGeg2tKX63d9HMq4pLoH/lw3XL8H/NXfexvp7dcqlLggfSTOThmGLS0V2N56FBMTB2Nk3CC/zxHp96C/pGi/v9eSJNExm83Qarvv+Op9bLFYuiU6XmeddRb27t2Lbdu2oaSkBOnp6bj00kuh0WgwYcIE3HfffUhMTMSaNWuwcOFCrFu3Djk5OX7HlJoa379GBekckSzc2q/VHu+wTEuLD1l3fNfrpKaG5joD1RZ/r282d21znO+zD+XXgFT3IJDrhtv3gL+CdW8jtf1dzc9IwXwE9odyV9FwD/ojHNsvSaKj0+lgtVq7HfM+PtU3mHdo6uyzz8acOXOwfv16XHrppXjggQe6vW7hwoX44IMP8N133+GGG27wOyaDoR2iGEgrjhOEjg+3P+eIZOHafrPZ7Pv/pqZ2WK39XyG1t+sYDKG5zkC1xd/rWyzHl9c3GEyQy7Uh/xqQ6h74c91w/R7wV3/vbaS3Pxhi/R5I0X7vNXsjSaJTUFCA1tZWNDU1IS2tY2O58vJyZGZmIj6+e9BPPPEEAHRLaBwOB5KSkgAAK1aswMUXX4wxY8Z0e16tDmz1SlFEvz+cYJwjkoVb+7vGEsrYBuI6A9WWvly/6+NIv8/9vW64fQ/4K1j3NlLbH0yxfg/Csf2SFCPn5eWhqKgIy5cvh8lkQlVVFVatWoX58+ef9Nri4mK8++672LZtGzweD77++mt8+umnuPrqqwEABw8exLJly9DY2AiHw4HnnnsOJpMJF1100UA3i4iIiMKMZHtdrVy5Ei6XCzNnzsSCBQswffp0lJSUAAAKCwuxbt06AMCsWbPwxz/+EX/84x8xefJk/P3vf8ezzz7rKzZ+/PHHkZubizlz5mDKlCkoLS3F66+/7uvxISIiotgl2To6aWlpWLlyZY/P7dy5s9vj+fPn99jbAwBJSUl4/PHHgx4fERERRT7uXk5ERERRi4kOERERRS0mOkRERBS1mOgQERFR1GKiQ0RERFGLiQ4RERFFLSY6REREFLWY6BAREVHUYqJDREREUUuylZHDjSD0/739OUckC9f2C4Lg2yRWEISQxTcQ1xmotvh7fZns+GOZTBiQrwGp7oE/1w3X7wF/9ffeRnr7gyHW74EU7ff3WoIohts+o0RERETBwaErIiIiilpMdIiIiChqMdEhIiKiqMVEh4iIiKIWEx0iIiKKWkx0iIiIKGox0SEiIqKoxUSHiIiIohYTHSIiIopaTHT6yWAwoKSkBMXFxZgyZQqWLVsGl8sldVgh19zcjIsuughbt271Hdu9ezeuvvpqFBYW4sILL8S//vUvCSMMjf379+Pmm2/GWWedhXPOOQd/+MMf0NzcDCA22g8AmzdvxtVXX41JkybhnHPOwWOPPQabzQYgdu6B2+3GjTfeiAceeMB3LFba/umnn2LMmDEoLCz0/VuyZAmA2LgHra2t+MMf/oApU6Zg8uTJKCkpQUNDA4DYaP+6deu6ffaFhYUYN24cxo0bByBM74FI/XLDDTeIixcvFi0Wi3j06FHxsssuE19++WWpwwqp7du3i7NmzRJHjhwpbtmyRRRFUWxtbRXPOuss8a233hKdTqf4ww8/iIWFheLu3bsljjZ4rFareM4554h/+9vfRLvdLjY3N4u33XabeMcdd8RE+0VRFA0Ggzh+/Hjx/fffF91ut1hfXy9efvnl4t/+9reYuQeiKIp//etfxdGjR4tLly4VRTE2vv69nnjiCfGBBx446Xis3IMbbrhBvPvuu8W2tjaxvb1dvOeee8Tbb789Ztp/omPHjonnnHOO+NFHH4XtPWCPTj9UVlaitLQUS5YsgVarRU5ODkpKSrBmzRqpQwuZDz/8EL///e9x//33dzv+xRdfICkpCddffz0UCgXOPvtsXHHFFVF1L2prazF69GjcfffdUKlUSE5OxjXXXINt27bFRPsBICUlBT/88AN+/etfQxAEtLa2wm63IyUlJWbuwebNm/HFF1/gV7/6le9YrLQdAPbu3ev7672rWLgHP/30E3bv3o0nnngCCQkJiIuLw2OPPYbf//73MdH+E4miiCVLluD888/HnDlzwvYeMNHph7KyMiQlJSEjI8N3LD8/H7W1tTAajRJGFjrnnnsuvvzyS1x66aXdjpeVlWHkyJHdjo0YMQL79+8fyPBCavjw4XjllVcgl8t9x/79739j7NixMdF+r7i4OADAeeedhyuuuALp6en49a9/HRP3wGAw4OGHH8YzzzwDrVbrOx4LbQcAj8eDn3/+Gd9++y0uuOACzJgxA3/605/Q1tYWE/dgz549GDFiBN577z1cdNFFOPfcc/Hkk08iPT09Jtp/oo8//hiHDh3yDeGG6z1gotMPZrO52w87AL7HFotFipBCLj09HQqF4qTjPd0LjUYTtfdBFEWsWLEC33zzDR5++OGYaz/Q8Rf8hg0bIJPJcO+990b9PfB4PFiyZAluvvlmjB49uttz0d52r+bmZowZMwYXX3wxPv30U7z77ruoqKjAkiVLYuIetLW14cCBA6ioqMCHH36Ijz76CPX19Vi6dGlMtL8rj8eD559/Hnfeeafvj59wvQdMdPpBp9PBarV2O+Z9rNfrpQhJMlqt1leQ6mWz2aLyPphMJtx7771Yv3493nrrLYwaNSqm2u+l0WiQkZGBJUuWYOPGjVF/D1588UWoVCrceOONJz0X7W33SktLw5o1azB//nxotVpkZ2djyZIl2LBhA0RRjPp7oFKpAAAPP/ww4uLikJaWhkWLFuG7776LifZ3tXXrVjQ0NGD+/Pm+Y+H6fcBEpx8KCgrQ2tqKpqYm37Hy8nJkZmYiPj5ewsgG3siRI1FWVtbt2KFDh1BQUCBRRKFx9OhRzJs3DyaTCWvXrsWoUaMAxE77d+zYgdmzZ8PhcPiOORwOKJVKjBgxIqrvwccff4zS0lIUFxejuLgYn3zyCT755BMUFxfHzOe/f/9+/O///i9EUfQdczgckMlkmDBhQtTfgxEjRsDj8cDpdPqOeTweAMAZZ5wR9e3v6t///jcuuugi6HQ637Fw/T5gotMPeXl5KCoqwvLly2EymVBVVYVVq1Z1y3BjxUUXXYSmpiasXr0aTqcTW7Zswfr16zFv3jypQwuatrY2/OY3v8GkSZPw6quvIiUlxfdcLLQfAEaNGgWbzYZnnnkGDocDNTU1ePLJJzF//nxcfPHFUX0PPv/8c+zYsQPbt2/H9u3bcfnll+Pyyy/H9u3bY+bzT0pKwpo1a/DKK6/A5XKhtrYWTz/9NK666qqo//wBYNq0acjJycFDDz0Es9mM5uZmrFixArNmzcLll18e9e3v6scff8TkyZO7HQvb7wNJ53xFgcbGRvG3v/2teNZZZ4lTp04Vn3jiCdHlckkd1oDoOr1cFEVxz5494jXXXCMWFhaKM2fOFN9//30Jowu+1157TRw5cqR45plnihMnTuz2TxSjv/1eZWVl4s033ywWFxeLF1xwgfiXv/xFtNvtoijGzj0QRVFcunSpb3q5KMZO27du3epr59SpU8XHHntMtNlsoijGxj04duyYuGjRIvGcc84Ri4uLxT/84Q9iW1ubKIqx0X6viRMnit9+++1Jx8PxHgii2KUPkoiIiCiKcOiKiIiIohYTHSIiIopaTHSIiIgoajHRISIioqjFRIeIiIiiFhMdIiIiilpMdIiIiChqMdEhIiKiqMVEh4gi1po1azBq1CisXr1a6lCIKExxZWQiiliXXnopzjrrLGzYsAFffPEFFAqF1CERUZhhjw4RRaTNmzfDYDDggQcegMfjwb///W/fcy0tLbj//vtRVFSEmTNn4s0338SYMWNQXV0NoGMX+jvvvBNTpkzBBRdcgBUrVnTbkZ2IogcTHSKKSG+++SYWLFgAjUaD6667Dq+99prvud///vdob2/HV199hX/961/45ptv4Ha7AQAWiwU33XQTCgoKsGHDBrz99tv44Ycf8Oyzz0rVFCIKISY6RBRxampqsHHjRlx//fUAgAULFuDQoUMoLS1FfX09vv/+ezz00ENISkpCSkoKHnroId97v/32WzgcDvzud7+DWq1GVlYW7rvvPqxZs0aq5hBRCHFAm4gizttvvw2Xy4U5c+b4jrlcLrz22mu48847AQBDhgzxPZeTk+P7/5qaGjQ3N2Py5Mm+Y6Iowul0wmAwIDU1dQBaQEQDhYkOEUUUu92OtWvXYtmyZZg2bZrv+MGDB3H77bfjjjvuANCR0AwbNsz3/16ZmZnIzc3F559/7jtmMplgMBiQkpIyQK0gooHCoSsiiijr16+HIAi44oorkJmZ6fs3Y8YMjBw5Eh988AEuuOACPP3002hra0NbWxueeuop3/svuOACmM1mvPLKK3A4HDAajVi6dCnuv/9+CIIgYcuIKBSY6BBRRHn77bdxxRVXQKlUnvTcNddcg48//hjLli2DIAg4//zzcdVVV2HMmDEAAKVSibi4OKxevRpbt27FjBkzMGvWLMhkMjz//PMD3RQiGgBcR4eIos6mTZtQVFQEjUYDADhw4ADmzp2LXbt2Qa1WSxwdEQ0k9ugQUdR58skn8fzzz8PlcsFkMuH555/HtGnTmOQQxSAmOkQUdZ555hns2rULU6dOxYUXXgi5XN6tToeIYgeHroiIiChqsUeHiIiIohYTHSIiIopaTHSIiIgoajHRISIioqjFRIeIiIiiFhMdIiIiilpMdIiIiChqMdEhIiKiqPX/AdvT4kKV+/mIAAAAAElFTkSuQmCC","text/plain":["<Figure size 640x480 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["from matplotlib import pyplot as plt\n","from sklearn.inspection import PartialDependenceDisplay\n","\n","# Create and plot the data\n","disp1 = PartialDependenceDisplay.from_estimator(model, X_test, ['Age'])\n","# disp1 = PartialDependenceDisplay.from_estimator(model, X_test, ['Sex_male'])\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["The graph shows the effect in the predictive power as we change the values in each feature. Generally, we can see that for this particular model, the performance worsens as the `Age` increases."]},{"cell_type":"markdown","metadata":{},"source":["#### 2D Partial Plots\n","\n","Similar to previous Partial dependence plot except we use 2 features instead of single feature."]},{"cell_type":"code","execution_count":61,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 800x600 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots(figsize=(8, 6))\n","f_names = [('Age', 'Sex_male')]\n","\n","disp2 = PartialDependenceDisplay.from_estimator(model, X_test, f_names, ax=ax)\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["In the graph above, the lighter hue indicates better performance. We can see that if the passenger is `female` (not Sex_male) and the `Age` is lower, then we have the highest chances of survival."]},{"cell_type":"code","execution_count":63,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 800x600 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots(figsize=(8, 6))\n","f_names = [('Fare', 'Sex_male')]\n","\n","disp3 = PartialDependenceDisplay.from_estimator(model, X_test, f_names, ax=ax)\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["Passengers that have higher `Fare` and are `female` have higher chances of survival."]},{"cell_type":"code","execution_count":60,"metadata":{},"outputs":[{"data":{"image/png":"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size 800x600 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots(figsize=(8, 6))\n","f_names = [('Age', 'Fare')]\n","\n","disp4 = PartialDependenceDisplay.from_estimator(model, X_test, f_names, ax=ax)\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["This graph is not as straightforward as the previous ones, but generally the passengers that have higher `Fare` and lower `Age` are likely to survive."]},{"cell_type":"markdown","metadata":{},"source":["## Local Model-Agnostic Method"]},{"cell_type":"markdown","metadata":{},"source":["### SHAP\n","\n","**What if you want to break down how the model works for an individual prediction?**\n","\n","SHAP (SHapley Additive exPlanations) values provide local explanations for individual predictions by showing the contribution of each feature to a model’s output. Here is the command for installing SHAP:\n","\n","`conda install -c conda-forge shap`  or  `pip install shap`"]},{"cell_type":"code","execution_count":125,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Prediction: 96.25%\n"]},{"name":"stderr","output_type":"stream","text":["/Users/judemichaelteves/anaconda3/lib/python3.11/site-packages/sklearn/base.py:464: UserWarning: X does not have valid feature names, but RandomForestClassifier was fitted with feature names\n","  warnings.warn(\n"]}],"source":["nrow = 5\n","X_test_sample = X_test.iloc[nrow]  # use 1 row of data here. Could use multiple rows if desired\n","X_test_sample_array = X_test_sample.values.reshape(1, -1)\n","\n","print(f\"Prediction: {model.predict_proba(X_test_sample_array)[0,1]:.2%}\")"]},{"cell_type":"markdown","metadata":{},"source":["#### Using SHAP"]},{"cell_type":"code","execution_count":126,"metadata":{},"outputs":[{"data":{"text/plain":["Pclass        0.134799\n","Age           0.031141\n","SibSp         0.021140\n","Parch         0.006790\n","Fare          0.097469\n","Sex_male      0.309875\n","Embarked_Q    0.000642\n","Embarked_S   -0.019089\n","dtype: float64"]},"execution_count":126,"metadata":{},"output_type":"execute_result"}],"source":["import shap  # package used to calculate Shap values\n","\n","# Create object that can calculate shap values\n","explainer = shap.TreeExplainer(model)\n","\n","# Calculate Shap values\n","shap_values = explainer.shap_values(X_test_sample)\n","pd.Series(shap_values[:, 1], index=cols)"]},{"cell_type":"markdown","metadata":{},"source":["SHAP values break down each feature's contribution to the final prediction, offering granular insights into why a particular decision was made."]},{"cell_type":"code","execution_count":127,"metadata":{},"outputs":[{"data":{"text/html":["<div align='center'><img src='data:image/png;base64,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' /></div><script charset='utf-8'>/*! 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c=n.getDerivedStateFromProps,f=\"function\"==typeof c||\"function\"==typeof o.getSnapshotBeforeUpdate;f||\"function\"!=typeof o.UNSAFE_componentWillReceiveProps&&\"function\"!=typeof o.componentWillReceiveProps||(u!==r||l!==s)&&Vi(t,o,r,s),Pi=!1;var p=t.memoizedState;o.state=p,Ri(t,r,o,a),l=t.memoizedState,u!==r||p!==l||Na.current||Pi?(\"function\"==typeof c&&(Ii(t,n,c,r),l=t.memoizedState),(u=Pi||Bi(t,n,u,r,p,l,s))?(f||\"function\"!=typeof o.UNSAFE_componentWillMount&&\"function\"!=typeof o.componentWillMount||(\"function\"==typeof o.componentWillMount&&o.componentWillMount(),\"function\"==typeof o.UNSAFE_componentWillMount&&o.UNSAFE_componentWillMount()),\"function\"==typeof o.componentDidMount&&(t.flags|=4194308)):(\"function\"==typeof o.componentDidMount&&(t.flags|=4194308),t.memoizedProps=r,t.memoizedState=l),o.props=r,o.state=l,o.context=s,r=u):(\"function\"==typeof 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t=e.stateNode;t.pendingContext?Aa(0,t.pendingContext,t.pendingContext!==t.context):t.context&&Aa(0,t.context,!1),ro(e,t.containerInfo)}function zu(e,t,n,r,a){return di(),hi(a),t.flags|=256,wu(e,t,n,r),t.child}var Lu,Ou,Au,Fu,Du={dehydrated:null,treeContext:null,retryLane:0};function Ru(e){return{baseLanes:e,cachePool:null,transitions:null}}function ju(e,t,n){var r,a=t.pendingProps,o=uo.current,u=!1,l=0!=(128&t.flags);if((r=l)||(r=(null===e||null!==e.memoizedState)&&0!=(2&o)),r?(u=!0,t.flags&=-129):null!==e&&null===e.memoizedState||(o|=1),Ca(uo,1&o),null===e)return 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i=e.memoizedState;null===i?e.memoizedState={isBackwards:t,rendering:null,renderingStartTime:0,last:r,tail:n,tailMode:a}:(i.isBackwards=t,i.rendering=null,i.renderingStartTime=0,i.last=r,i.tail=n,i.tailMode=a)}function Wu(e,t,n){var r=t.pendingProps,a=r.revealOrder,i=r.tail;if(wu(e,t,r.children,n),0!=(2&(r=uo.current)))r=1&r|2,t.flags|=128;else{if(null!==e&&0!=(128&e.flags))e:for(e=t.child;null!==e;){if(13===e.tag)null!==e.memoizedState&&$u(e,n,t);else if(19===e.tag)$u(e,n,t);else if(null!==e.child){e.child.return=e,e=e.child;continue}if(e===t)break e;for(;null===e.sibling;){if(null===e.return||e.return===t)break e;e=e.return}e.sibling.return=e.return,e=e.sibling}r&=1}if(Ca(uo,r),0==(1&t.mode))t.memoizedState=null;else switch(a){case\"forwards\":for(n=t.child,a=null;null!==n;)null!==(e=n.alternate)&&null===lo(e)&&(a=n),n=n.sibling;null===(n=a)?(a=t.child,t.child=null):(a=n.sibling,n.sibling=null),Bu(t,!1,a,n,i);break;case\"backwards\":for(n=null,a=t.child,t.child=null;null!==a;){if(null!==(e=a.alternate)&&null===lo(e)){t.child=a;break}e=a.sibling,a.sibling=n,n=a,a=e}Bu(t,!0,n,null,i);break;case\"together\":Bu(t,!1,null,null,void 0);break;default:t.memoizedState=null}return t.child}function Vu(e,t){0==(1&t.mode)&&null!==e&&(e.alternate=null,t.alternate=null,t.flags|=2)}function Hu(e,t,n){if(null!==e&&(t.dependencies=e.dependencies),Rl|=t.lanes,0==(n&t.childLanes))return null;if(null!==e&&t.child!==e.child)throw Error(i(153));if(null!==t.child){for(n=As(e=t.child,e.pendingProps),t.child=n,n.return=t;null!==e.sibling;)e=e.sibling,(n=n.sibling=As(e,e.pendingProps)).return=t;n.sibling=null}return t.child}function qu(e,t){if(!ai)switch(e.tailMode){case\"hidden\":t=e.tail;for(var n=null;null!==t;)null!==t.alternate&&(n=t),t=t.sibling;null===n?e.tail=null:n.sibling=null;break;case\"collapsed\":n=e.tail;for(var r=null;null!==n;)null!==n.alternate&&(r=n),n=n.sibling;null===r?t||null===e.tail?e.tail=null:e.tail.sibling=null:r.sibling=null}}function Qu(e){var t=null!==e.alternate&&e.alternate.child===e.child,n=0,r=0;if(t)for(var a=e.child;null!==a;)n|=a.lanes|a.childLanes,r|=14680064&a.subtreeFlags,r|=14680064&a.flags,a.return=e,a=a.sibling;else for(a=e.child;null!==a;)n|=a.lanes|a.childLanes,r|=a.subtreeFlags,r|=a.flags,a.return=e,a=a.sibling;return e.subtreeFlags|=r,e.childLanes=n,t}function Yu(e,t,n){var r=t.pendingProps;switch(ti(t),t.tag){case 2:case 16:case 15:case 0:case 11:case 7:case 8:case 12:case 9:case 14:return Qu(t),null;case 1:case 17:return La(t.type)&&Oa(),Qu(t),null;case 3:return 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b=this.hoverGroup1.selectAll(\".neg-values\").data(f);b.enter().append(\"text\").attr(\"class\",\"neg-values\").merge(b).attr(\"x\",n.xmapScaled+5).attr(\"y\",(function(e){return 4+(e.negyTop+e.negyBottom)/2})).attr(\"text-anchor\",\"start\").attr(\"font-size\",12).attr(\"stroke\",\"#fff\").attr(\"fill\",\"#fff\").attr(\"stroke-width\",\"4\").attr(\"stroke-linejoin\",\"round\").attr(\"opacity\",1).text(g),b.exit().remove();var _=this.hoverGroup2.selectAll(\".neg-values\").data(f);_.enter().append(\"text\").attr(\"class\",\"neg-values\").merge(_).attr(\"x\",n.xmapScaled+5).attr(\"y\",(function(e){return 4+(e.negyTop+e.negyBottom)/2})).attr(\"text-anchor\",\"start\").attr(\"font-size\",12).attr(\"fill\",this.colors[1]).text(g),_.exit().remove()}}},{key:\"draw\",value:function(){var e=this;if(this.props.explanations&&0!==this.props.explanations.length){(0,Re.each)(this.props.explanations,(function(e,t){return e.origInd=t}));var t,n={},r={},a={},i=Ga(this.props.explanations);try{for(i.s();!(t=i.n()).done;){var o=t.value;for(var u in o.features)void 0===n[u]&&(n[u]=0,r[u]=0,a[u]=0),o.features[u].effect>0?n[u]+=o.features[u].effect:r[u]-=o.features[u].effect,null!==o.features[u].value&&void 0!==o.features[u].value&&(a[u]+=1)}}catch(e){i.e(e)}finally{i.f()}this.usedFeatures=(0,Re.sortBy)((0,Re.keys)(n),(function(e){return-(n[e]+r[e])})),console.log(\"found \",this.usedFeatures.length,\" used features\"),this.posOrderedFeatures=(0,Re.sortBy)(this.usedFeatures,(function(e){return n[e]})),this.negOrderedFeatures=(0,Re.sortBy)(this.usedFeatures,(function(e){return-r[e]})),this.singleValueFeatures=(0,Re.filter)(this.usedFeatures,(function(e){return a[e]>0}));var l=[\"sample order by similarity\",\"sample order by output value\",\"original sample ordering\"].concat(this.singleValueFeatures.map((function(t){return e.props.featureNames[t]})));null!=this.props.ordering_keys&&l.unshift(\"sample order by key\");var s=this.xlabel.selectAll(\"option\").data(l);s.enter().append(\"option\").merge(s).attr(\"value\",(function(e){return e})).text((function(e){return e})),s.exit().remove();var c=this.props.outNames[0]?this.props.outNames[0]:\"model output value\";(l=(0,Re.map)(this.usedFeatures,(function(t){return[e.props.featureNames[t],e.props.featureNames[t]+\" effects\"]}))).unshift([\"model output value\",c]);var f=this.ylabel.selectAll(\"option\").data(l);f.enter().append(\"option\").merge(f).attr(\"value\",(function(e){return e[0]})).text((function(e){return e[1]})),f.exit().remove(),this.ylabel.style(\"top\",(this.height-10-this.topOffset)/2+this.topOffset+\"px\").style(\"left\",10-this.ylabel.node().offsetWidth/2+\"px\"),this.internalDraw()}}},{key:\"internalDraw\",value:function(){var e,t,n=this,r=Ga(this.props.explanations);try{for(r.s();!(e=r.n()).done;){var a,i=e.value,o=Ga(this.usedFeatures);try{for(o.s();!(a=o.n()).done;){var u=a.value;i.features.hasOwnProperty(u)||(i.features[u]={effect:0,value:0}),i.features[u].ind=u}}catch(e){o.e(e)}finally{o.f()}}}catch(e){r.e(e)}finally{r.f()}var l=this.xlabel.node().value,s=\"sample order by key\"===l&&null!=this.props.ordering_keys_time_format;if(this.xscale=s?Ya():De(),this.xaxis.scale(this.xscale),\"sample order by similarity\"===l)t=(0,Re.sortBy)(this.props.explanations,(function(e){return e.simIndex})),(0,Re.each)(t,(function(e,t){return e.xmap=t}));else if(\"sample order by output value\"===l)t=(0,Re.sortBy)(this.props.explanations,(function(e){return-e.outValue})),(0,Re.each)(t,(function(e,t){return e.xmap=t}));else if(\"original sample ordering\"===l)t=(0,Re.sortBy)(this.props.explanations,(function(e){return e.origInd})),(0,Re.each)(t,(function(e,t){return e.xmap=t}));else if(\"sample order by key\"===l)t=this.props.explanations,s?(0,Re.each)(t,(function(e,t){return e.xmap=n.parseTime(n.props.ordering_keys[t])})):(0,Re.each)(t,(function(e,t){return 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S=x.value;h.features[S].effect/=h.count,h.features[S].value/=h.count}}catch(e){k.e(e)}finally{k.f()}t.push(h),h=void 0}else t.push(d);d=m}d.xmap-t[t.length-1].xmap>g&&t.push(d)}this.currUsedFeatures=this.usedFeatures,this.currPosOrderedFeatures=this.posOrderedFeatures,this.currNegOrderedFeatures=this.negOrderedFeatures;var E=this.ylabel.node().value;if(\"model output value\"!==E){var C=t;t=(0,Re.cloneDeep)(t);for(var T=(0,Re.findKey)(this.props.featureNames,(function(e){return e===E})),M=0;M<t.length;++M){var N=t[M].features[T];t[M].features={},t[M].features[T]=N,C[M].remapped_version=t[M]}this.currUsedFeatures=[T],this.currPosOrderedFeatures=[T],this.currNegOrderedFeatures=[T]}this.currExplanations=t,\"identity\"===this.props.link?this.invLinkFunction=function(e){return n.props.baseValue+e}:\"logit\"===this.props.link?this.invLinkFunction=function(e){return 1/(1+Math.exp(-(n.props.baseValue+e)))}:console.log(\"ERROR: Unrecognized link function: 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e[1]})),G=this.mainGroup.selectAll(\".force-bar-array-area-pos\").data(this.currUsedFeatures);G.enter().append(\"path\").attr(\"class\",\"force-bar-array-area-pos\").merge(G).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].posyTop]})),r=(0,Re.map)((0,Re.rangeRight)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].posyBottom]}));return Y(n.concat(r))})).attr(\"fill\",this.colors[0]),G.exit().remove();var K=this.mainGroup.selectAll(\".force-bar-array-area-neg\").data(this.currUsedFeatures);K.enter().append(\"path\").attr(\"class\",\"force-bar-array-area-neg\").merge(K).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].negyTop]})),r=(0,Re.map)((0,Re.rangeRight)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].negyBottom]}));return Y(n.concat(r))})).attr(\"fill\",this.colors[1]),K.exit().remove();var Z=this.mainGroup.selectAll(\".force-bar-array-divider-pos\").data(this.currUsedFeatures);Z.enter().append(\"path\").attr(\"class\",\"force-bar-array-divider-pos\").merge(Z).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].posyBottom]}));return Y(n)})).attr(\"fill\",\"none\").attr(\"stroke-width\",1).attr(\"stroke\",(function(){return n.colors[0].brighter(1.2)})),Z.exit().remove();var X=this.mainGroup.selectAll(\".force-bar-array-divider-neg\").data(this.currUsedFeatures);X.enter().append(\"path\").attr(\"class\",\"force-bar-array-divider-neg\").merge(X).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].negyTop]}));return Y(n)})).attr(\"fill\",\"none\").attr(\"stroke-width\",1).attr(\"stroke\",(function(){return n.colors[1].brighter(1.5)})),X.exit().remove();for(var J=function(e,t,n,r,a){var i,o,u,l;\"pos\"===a?(i=e[n].features[t].posyBottom,o=e[n].features[t].posyTop):(i=e[n].features[t].negyBottom,o=e[n].features[t].negyTop);for(var s=n+1;s<=r;++s)\"pos\"===a?(u=e[s].features[t].posyBottom,l=e[s].features[t].posyTop):(u=e[s].features[t].negyBottom,l=e[s].features[t].negyTop),u>i&&(i=u),l<o&&(o=l);return{top:i,bottom:o}},ee=[],te=0,ne=[\"pos\",\"neg\"];te<ne.length;te++){var re,ae=ne[te],ie=Ga(this.currUsedFeatures);try{for(ie.s();!(re=ie.n()).done;)for(var oe=re.value,ue=0,le=0,se=0,ce={top:0,bottom:0},fe=void 0;le<O-1;){for(;se<100&&le<O-1;)++le,se=t[le].xmapScaled-t[ue].xmapScaled;for(ce=J(t,oe,ue,le,ae);ce.bottom-ce.top<20&&ue<le;)++ue,ce=J(t,oe,ue,le,ae);if(se=t[le].xmapScaled-t[ue].xmapScaled,ce.bottom-ce.top>=20&&se>=100){for(;le<O-1;){if(++le,!((fe=J(t,oe,ue,le,ae)).bottom-fe.top>20)){--le;break}ce=fe}se=t[le].xmapScaled-t[ue].xmapScaled,ee.push([(t[le].xmapScaled+t[ue].xmapScaled)/2,(ce.top+ce.bottom)/2,this.props.featureNames[oe]]);var 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size 2000x300 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["shap.initjs()\n","shap.force_plot(explainer.expected_value[1], shap_values[:, 1], X_test_sample, matplotlib=True)"]},{"cell_type":"markdown","metadata":{},"source":["#### Interpreting SHAP"]},{"cell_type":"code","execution_count":128,"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>Pclass</th>\n","      <th>Age</th>\n","      <th>SibSp</th>\n","      <th>Parch</th>\n","      <th>Fare</th>\n","      <th>Sex_male</th>\n","      <th>Embarked_Q</th>\n","      <th>Embarked_S</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>5</th>\n","      <td>1.0</td>\n","      <td>26.0</td>\n","      <td>0.0</td>\n","      <td>0.0</td>\n","      <td>78.85</td>\n","      <td>0.0</td>\n","      <td>0.0</td>\n","      <td>1.0</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["   Pclass   Age  SibSp  Parch   Fare  Sex_male  Embarked_Q  Embarked_S\n","5     1.0  26.0    0.0    0.0  78.85       0.0         0.0         1.0"]},"execution_count":128,"metadata":{},"output_type":"execute_result"}],"source":["X_test.iloc[nrow].to_frame().T"]},{"cell_type":"markdown","metadata":{},"source":["Note that the specific data point being examined in the SHAP figure has characteristics shown in the cell above. \n","\n","The SHAP figure is showing that having `Sex_male = 0`, `Pclass = 1`, and `Fare = 78.85`, among other factors, are the main reasons why this data point is predicted to have a high rate of survival (`96%`)."]},{"cell_type":"markdown","metadata":{},"source":["#### Multiple data points\n","\n","What if we want to get the SHAP values for multiple data points instead?"]},{"cell_type":"code","execution_count":131,"metadata":{},"outputs":[{"data":{"text/html":["\n","<div id='i328JL16YO60DIL0QK79M'>\n","<div style='color: #900; text-align: center;'>\n","  <b>Visualization omitted, Javascript library not loaded!</b><br>\n","  Have you run `initjs()` in this notebook? If this notebook was from another\n","  user you must also trust this notebook (File -> Trust notebook). If you are viewing\n","  this notebook on github the Javascript has been stripped for security. 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= explainer.shap_values(X_test_sample)\n","# pd.Series(shap_values[:, 1], index=cols)\n","\n","shap.force_plot(explainer.expected_value[1], shap_values[:, :, 1], X_test_sample)"]},{"cell_type":"markdown","metadata":{},"source":["> Note! Dark mode users might not be able to see the graph properly. This is also an interactive graph so feel free to hover to see more details.\n","\n","You can see that the graph is now showing the explanation for each of the data point in our sample. This might be tricky to visually inspect.\n","\n","\n","Another way to represent this is with a swarm plot. This is how to interpret it:\n","\n","- The vertical position indicates which feature it represents.\n","- The color shows whether that feature's value is high or low for the given row in the dataset.\n","- The horizontal position shows whether that feature's value contributes to a higher or lower prediction.\n","\n","In the figure, it shows that `male` passengers—represented by a high `Sex_male` value—tend to have lower prediction scores, whereas `female` passengers have higher scores. For `Fare`, the effect is generally reversed—lower fares tend to result in higher prediction scores, and vice versa."]},{"cell_type":"code","execution_count":133,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 800x470 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["shap.summary_plot(shap_values[:,:,1], X_test_sample)  # Bar plot to show global feature importance\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["What if we simply get the average of the impact instead?"]},{"cell_type":"code","execution_count":134,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 800x470 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# Generate bar plot for global feature importance\n","shap.summary_plot(shap_values[:,:,1], X_test_sample, plot_type=\"bar\")  # Bar plot to show global feature importance\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["#### KernelExplainer\n","\n","Earlier, we used `shap.TreeExplainer(model)` since we used a tree-based model, but the SHAP package has explainers for other models. For instance, there's `shap.KernelExplainer`, which can be used with any model, though it tends to be slower and provides an approximation rather than exact SHAP values. The outputs aren't identical since it provides an approximation, but the overall insights remain the same. "]},{"cell_type":"code","execution_count":118,"metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["Using 712 background data samples could cause slower run times. Consider using shap.sample(data, K) or shap.kmeans(data, K) to summarize the background as K samples.\n"]},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"9aceb654708741e184402df1dd67ecfd","version_major":2,"version_minor":0},"text/plain":["  0%|          | 0/20 [00:00<?, ?it/s]"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["\n","<div id='i8CJRUEP8V8K70FEPEMG7'>\n","<div style='color: #900; text-align: center;'>\n","  <b>Visualization omitted, Javascript library not loaded!</b><br>\n","  Have you run `initjs()` in this notebook? If this notebook was from another\n","  user you must also trust this notebook (File -> Trust notebook). If you are viewing\n","  this notebook on github the Javascript has been stripped for security. If you are using\n","  JupyterLab this error is because a JupyterLab extension has not yet been written.\n","</div></div>\n"," <script>\n","   if (window.SHAP) SHAP.ReactDom.render(\n","    SHAP.React.createElement(SHAP.AdditiveForceArrayVisualizer, {\"outNames\": [\"f(x)\"], \"baseValue\": 0.37747220325068603, \"link\": \"identity\", \"featureNames\": [\"Pclass\", \"Age\", \"SibSp\", \"Parch\", \"Fare\", \"Sex_male\", \"Embarked_Q\", \"Embarked_S\"], \"explanations\": [{\"outValue\": 0.25, \"simIndex\": 11.0, \"features\": {\"0\": {\"effect\": -0.053507866548616896, \"value\": 3.0}, \"1\": {\"effect\": -0.06950422784884895, \"value\": 29.498846153846156}, \"2\": {\"effect\": 0.01020872594258917, \"value\": 1.0}, \"3\": {\"effect\": 0.06016642549996851, \"value\": 1.0}, \"4\": {\"effect\": -0.013486072523414883, \"value\": 15.2458}, \"5\": {\"effect\": -0.1355098752130003, \"value\": 1.0}, \"6\": {\"effect\": 0.004434482303163873, \"value\": 0.0}, \"7\": {\"effect\": 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k_explainer.shap_values(X_test_sample)\n","shap.force_plot(k_explainer.expected_value[1], k_shap_values[:, :, 1], X_test_sample)"]},{"cell_type":"markdown","metadata":{},"source":["> Note! Dark mode users might not be able to see the graph properly. This is also an interactive graph so feel free to hover to see more details."]},{"cell_type":"code","execution_count":135,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 800x470 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["shap.summary_plot(k_shap_values[:,:,1], X_test_sample)  # Bar plot to show global feature importance\n","plt.show()"]},{"cell_type":"code","execution_count":136,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 800x470 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# Generate bar plot for global feature importance\n","shap.summary_plot(k_shap_values[:,:,1], X_test_sample, plot_type=\"bar\")  # Bar plot to show global feature importance\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"wtA18qZ0fBXN"},"source":["## End\n","<sup>made by **Jude Michael Teves**</sup> <br>\n","<sup>for comments, corrections, suggestions, please email:</sup><sup> <href>judemichaelteves@gmail.com</href> or <href>jude.teves@dlsu.edu.ph</href></sup><br>\n"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyNUV7owkF+2iPf4Ls51Ph8r","collapsed_sections":["oLj3Z3PucRRd"],"name":"model_agnostic.ipynb","provenance":[],"toc_visible":true},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.11.5"}},"nbformat":4,"nbformat_minor":0}