From 9a02eacc574a5de22f0fccb32a7b20cae85ac097 Mon Sep 17 00:00:00 2001 From: Martial Simon Date: Sun, 1 Mar 2026 22:42:08 +0100 Subject: feat: semaine du 23 février MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- BDA/tp3.py | 25 + GRS/CM2.md | 0 ...f\303\250vre, Martial Simon, Lucie Nguyen.xlsx" | Bin 0 -> 296615 bytes GRS/cm.md | 3 +- ML/02_e2e/End to end ML project.md | 2 +- .../03_classification-wo-correction.ipynb | 7107 ++++++++++++++++++++ ML/03_classif/Classification.md | 69 + .../classification/cleaned_digit_example_plot.png | Bin 0 -> 14911 bytes .../images/classification/more_digits_plot.png | Bin 0 -> 107280 bytes .../classification/noisy_digit_example_plot.png | Bin 0 -> 19331 bytes .../classification/pr_curve_comparison_plot.png | Bin 0 -> 106150 bytes .../precision_recall_vs_threshold_plot.png | Bin 0 -> 118294 bytes .../classification/precision_vs_recall_plot.png | Bin 0 -> 128670 bytes .../images/classification/roc_curve_plot.png | Bin 0 -> 166214 bytes .../images/classification/some_digit_plot.png | Bin 0 -> 15385 bytes ML/03_classif/titanic/test.csv | 419 ++ ML/03_classif/titanic/train.csv | 892 +++ dataviz/CM2.md | 8 + dataviz/TP dataviz 24-02-26.ipynb | 325 + 19 files changed, 8848 insertions(+), 2 deletions(-) create mode 100644 BDA/tp3.py create mode 100644 GRS/CM2.md create mode 100644 "GRS/EPITAIR - SRA - TD2 Groupe 9 - Aurore Deglise, Ethan Lef\303\250vre, Martial Simon, Lucie Nguyen.xlsx" create mode 100644 ML/03_classif/03_classification-wo-correction.ipynb create mode 100644 ML/03_classif/Classification.md create mode 100644 ML/03_classif/images/classification/cleaned_digit_example_plot.png create mode 100644 ML/03_classif/images/classification/more_digits_plot.png create mode 100644 ML/03_classif/images/classification/noisy_digit_example_plot.png create mode 100644 ML/03_classif/images/classification/pr_curve_comparison_plot.png create mode 100644 ML/03_classif/images/classification/precision_recall_vs_threshold_plot.png create mode 100644 ML/03_classif/images/classification/precision_vs_recall_plot.png create mode 100644 ML/03_classif/images/classification/roc_curve_plot.png create mode 100644 ML/03_classif/images/classification/some_digit_plot.png create mode 100644 ML/03_classif/titanic/test.csv create mode 100644 ML/03_classif/titanic/train.csv create mode 100644 dataviz/CM2.md create mode 100644 dataviz/TP dataviz 24-02-26.ipynb diff --git a/BDA/tp3.py b/BDA/tp3.py new file mode 100644 index 0000000..ea2afd1 --- /dev/null +++ b/BDA/tp3.py @@ -0,0 +1,25 @@ +from mrjob.job import MRJob +from mrjob.step import MRStep +import re + +WORD_RE = re.compile(r"[\w']+") + +class MRWordFrequencyCount(MRJob): + + def mapper(self, _, line): + for word in WORD_RE.findall(line): + yield word, 1 + def steps(self): + return [ + MRStep(mapper=self.mapper, + reducer=self.reducer_count_words), + MRStep(reducer=self.reducer_find_max_word) + ] + + def reducer_count_words(self, key, values): + yield None, (sum(values), key) + def reducer_find_max_word(self, _, kvp): + yield max(kvp) + +if __name__ == '__main__': + MRWordFrequencyCount.run() diff --git a/GRS/CM2.md b/GRS/CM2.md new file mode 100644 index 0000000..e69de29 diff --git "a/GRS/EPITAIR - SRA - TD2 Groupe 9 - Aurore Deglise, Ethan Lef\303\250vre, Martial Simon, Lucie Nguyen.xlsx" "b/GRS/EPITAIR - SRA - TD2 Groupe 9 - Aurore Deglise, Ethan Lef\303\250vre, Martial Simon, Lucie Nguyen.xlsx" new file mode 100644 index 0000000..7c0bf45 Binary files /dev/null and "b/GRS/EPITAIR - SRA - TD2 Groupe 9 - Aurore Deglise, Ethan Lef\303\250vre, Martial Simon, Lucie Nguyen.xlsx" differ diff --git a/GRS/cm.md b/GRS/cm.md index 630dc07..8adf111 100644 --- a/GRS/cm.md +++ b/GRS/cm.md @@ -6,7 +6,8 @@ # Risque Risque = Menace * Actif * Vulnérabilité -Source de menace qui menace un actif en utilisant ses vulnérabilités +Menace = vol +Source de menace qui menace un actif en utilisant une ou plusieurs de ses vulnérabilités Fonction d'**impact** et de **vraisemblance** -> Priorité diff --git a/ML/02_e2e/End to end ML project.md b/ML/02_e2e/End to end ML project.md index 8629503..0180e1f 100644 --- a/ML/02_e2e/End to end ML project.md +++ b/ML/02_e2e/End to end ML project.md @@ -73,5 +73,5 @@ ## Evaluation du modèle - Jeu de données de test -- Enregistrement du modèle:w +- Enregistrement du modèle - \ No newline at end of file diff --git a/ML/03_classif/03_classification-wo-correction.ipynb b/ML/03_classif/03_classification-wo-correction.ipynb new file mode 100644 index 0000000..f5f1b1f --- /dev/null +++ b/ML/03_classif/03_classification-wo-correction.ipynb @@ -0,0 +1,7107 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# **MACH 03 – Classification**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Setup" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This project requires Python 3.10 or above:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "assert sys.version_info >= (3, 7)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "It also requires Scikit-Learn ≥ 1.0.1:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from packaging import version\n", + "import sklearn\n", + "\n", + "assert version.parse(sklearn.__version__) >= version.parse(\"1.0.1\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Just like in the previous chapter, let's define the default font sizes to make the figures prettier:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "plt.rc('font', size=14)\n", + "plt.rc('axes', labelsize=14, titlesize=14)\n", + "plt.rc('legend', fontsize=14)\n", + "plt.rc('xtick', labelsize=10)\n", + "plt.rc('ytick', labelsize=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "And let's create the `images/classification` folder (if it doesn't already exist), and define the `save_fig()` function which is used through this notebook to save the figures in high-res for the book:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "IMAGES_PATH = Path() / \"images\" / \"classification\"\n", + "IMAGES_PATH.mkdir(parents=True, exist_ok=True)\n", + "\n", + "def save_fig(fig_id, tight_layout=True, fig_extension=\"png\", resolution=300):\n", + " path = IMAGES_PATH / f\"{fig_id}.{fig_extension}\"\n", + " if tight_layout:\n", + " plt.tight_layout()\n", + " plt.savefig(path, format=fig_extension, dpi=resolution)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# MNIST" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.datasets import fetch_openml\n", + "\n", + "mnist = fetch_openml('mnist_784', as_frame=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "**Author**: Yann LeCun, Corinna Cortes, Christopher J.C. Burges \n", + "**Source**: [MNIST Website](http://yann.lecun.com/exdb/mnist/) - Date unknown \n", + "**Please cite**: \n", + "\n", + "The MNIST database of handwritten digits with 784 features, raw data available at: http://yann.lecun.com/exdb/mnist/. It can be split in a training set of the first 60,000 examples, and a test set of 10,000 examples \n", + "\n", + "It is a subset of a larger set available from NIST. The digits have been size-normalized and centered in a fixed-size image. It is a good database for people who want to try learning techniques and pattern recognition methods on real-world data while spending minimal efforts on preprocessing and formatting. The original black and white (bilevel) images from NIST were size normalized to fit in a 20x20 pixel box while preserving their aspect ratio. The resulting images contain grey levels as a result of the anti-aliasing technique used by the normalization algorithm. the images were centered in a 28x28 image by computing the center of mass of the pixels, and translating the image so as to position this point at the center of the 28x28 field. \n", + "\n", + "With some classification methods (particularly template-based methods, such as SVM and K-nearest neighbors), the error rate improves when the digits are centered by bounding box rather than center of mass. If you do this kind of pre-processing, you should report it in your publications. The MNIST database was constructed from NIST's NIST originally designated SD-3 as their training set and SD-1 as their test set. However, SD-3 is much cleaner and easier to recognize than SD-1. The reason for this can be found on the fact that SD-3 was collected among Census Bureau employees, while SD-1 was collected among high-school students. Drawing sensible conclusions from learning experiments requires that the result be independent of the choice of training set and test among the complete set of samples. Therefore it was necessary to build a new database by mixing NIST's datasets. \n", + "\n", + "The MNIST training set is composed of 30,000 patterns from SD-3 and 30,000 patterns from SD-1. Our test set was composed of 5,000 patterns from SD-3 and 5,000 patterns from SD-1. The 60,000 pattern training set contained examples from approximately 250 writers. We made sure that the sets of writers of the training set and test set were disjoint. SD-1 contains 58,527 digit images written by 500 different writers. In contrast to SD-3, where blocks of data from each writer appeared in sequence, the data in SD-1 is scrambled. Writer identities for SD-1 is available and we used this information to unscramble the writers. We then split SD-1 in two: characters written by the first 250 writers went into our new training set. The remaining 250 writers were placed in our test set. Thus we had two sets with nearly 30,000 examples each. The new training set was completed with enough examples from SD-3, starting at pattern # 0, to make a full set of 60,000 training patterns. Similarly, the new test set was completed with SD-3 examples starting at pattern # 35,000 to make a full set with 60,000 test patterns. Only a subset of 10,000 test images (5,000 from SD-1 and 5,000 from SD-3) is available on this site. The full 60,000 sample training set is available.\n", + "\n", + "Downloaded from openml.org.\n" + ] + } + ], + "source": [ + "# extra code – it's a bit too long\n", + "print(mnist.DESCR)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_keys(['data', 'target', 'frame', 'categories', 'feature_names', 'target_names', 'DESCR', 'details', 'url'])" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mnist.keys() # extra code – we only use data and target in this notebook" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0, 0, 0, ..., 0, 0, 0],\n", + " [0, 0, 0, ..., 0, 0, 0],\n", + " [0, 0, 0, ..., 0, 0, 0],\n", + " ...,\n", + " [0, 0, 0, ..., 0, 0, 0],\n", + " [0, 0, 0, ..., 0, 0, 0],\n", + " [0, 0, 0, ..., 0, 0, 0]], shape=(70000, 784))" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X, y = mnist.data, mnist.target\n", + "X" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(70000, 784)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['5', '0', '4', ..., '4', '5', '6'], shape=(70000,), dtype=object)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(70000,)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "784" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "28 * 28" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "def plot_digit(image_data):\n", + " image = image_data.reshape(28, 28)\n", + " plt.imshow(image, cmap=\"binary\")\n", + " plt.axis(\"off\")\n", + "\n", + "some_digit = X[0]\n", + "plot_digit(some_digit)\n", + "save_fig(\"some_digit_plot\") # extra code\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'5'" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# extra code – this cell generates and saves Figure 3–2\n", + "plt.figure(figsize=(9, 9))\n", + "for idx, image_data in enumerate(X[:100]):\n", + " plt.subplot(10, 10, idx + 1)\n", + " plot_digit(image_data)\n", + "plt.subplots_adjust(wspace=0, hspace=0)\n", + "save_fig(\"more_digits_plot\", tight_layout=False)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "X_train, X_test, y_train, y_test = X[:60000], X[60000:], y[:60000], y[60000:]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Training a Binary Classifier" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "y_train_5 = (y_train == '5') # True for all 5s, False for all other digits\n", + "y_test_5 = (y_test == '5')" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
SGDClassifier(random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "SGDClassifier(random_state=42)" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.linear_model import SGDClassifier\n", + "\n", + "sgd_clf = SGDClassifier(random_state=42)\n", + "sgd_clf.fit(X_train, y_train_5)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ True])" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sgd_clf.predict([some_digit])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Performance Measures" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Measuring Accuracy Using Cross-Validation" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.95035, 0.96035, 0.9604 ])" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.model_selection import cross_val_score\n", + "\n", + "cross_val_score(sgd_clf, X_train, y_train_5, cv=3, scoring=\"accuracy\")" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.95035\n", + "0.96035\n", + "0.9604\n" + ] + } + ], + "source": [ + "from sklearn.model_selection import StratifiedKFold\n", + "from sklearn.base import clone\n", + "\n", + "skfolds = StratifiedKFold(n_splits=3) # add shuffle=True if the dataset is not\n", + " # already shuffled\n", + "for train_index, test_index in skfolds.split(X_train, y_train_5):\n", + " clone_clf = clone(sgd_clf)\n", + " X_train_folds = X_train[train_index]\n", + " y_train_folds = y_train_5[train_index]\n", + " X_test_fold = X_train[test_index]\n", + " y_test_fold = y_train_5[test_index]\n", + "\n", + " clone_clf.fit(X_train_folds, y_train_folds)\n", + " y_pred = clone_clf.predict(X_test_fold)\n", + " n_correct = sum(y_pred == y_test_fold)\n", + " print(n_correct / len(y_pred))" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "False\n" + ] + } + ], + "source": [ + "from sklearn.dummy import DummyClassifier\n", + "\n", + "dummy_clf = DummyClassifier()\n", + "dummy_clf.fit(X_train, y_train_5)\n", + "print(any(dummy_clf.predict(X_train)))" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.90965, 0.90965, 0.90965])" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cross_val_score(dummy_clf, X_train, y_train_5, cv=3, scoring=\"accuracy\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Confusion Matrix" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import cross_val_predict\n", + "\n", + "y_train_pred = cross_val_predict(sgd_clf, X_train, y_train_5, cv=3)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[53892, 687],\n", + " [ 1891, 3530]])" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.metrics import confusion_matrix\n", + "\n", + "cm = confusion_matrix(y_train_5, y_train_pred)\n", + "cm" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[54579, 0],\n", + " [ 0, 5421]])" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_train_perfect_predictions = y_train_5 # pretend we reached perfection\n", + "confusion_matrix(y_train_5, y_train_perfect_predictions)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Precision and Recall" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.8370879772350012" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.metrics import precision_score, recall_score\n", + "\n", + "precision_score(y_train_5, y_train_pred) # == 3530 / (687 + 3530)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float64(0.8370879772350012)" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# extra code – this cell also computes the precision: TP / (FP + TP)\n", + "cm[1, 1] / (cm[0, 1] + cm[1, 1])" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.6511713705958311" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "recall_score(y_train_5, y_train_pred) # == 3530 / (1891 + 3530)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float64(0.6511713705958311)" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# extra code – this cell also computes the recall: TP / (FN + TP)\n", + "cm[1, 1] / (cm[1, 0] + cm[1, 1])" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.7325171197343847" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.metrics import f1_score\n", + "\n", + "f1_score(y_train_5, y_train_pred)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float64(0.7325171197343847)" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# extra code – this cell also computes the f1 score\n", + "cm[1, 1] / (cm[1, 1] + (cm[1, 0] + cm[0, 1]) / 2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Precision/Recall Trade-off" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([2164.22030239])" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_scores = sgd_clf.decision_function([some_digit])\n", + "y_scores" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "threshold = 0\n", + "y_some_digit_pred = (y_scores > threshold)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ True])" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_some_digit_pred" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ True])" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# extra code – just shows that y_scores > 0 produces the same result as\n", + "# calling predict()\n", + "y_scores > 0" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([False])" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold = 3000\n", + "y_some_digit_pred = (y_scores > threshold)\n", + "y_some_digit_pred" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [], + "source": [ + "y_scores = cross_val_predict(sgd_clf, X_train, y_train_5, cv=3,\n", + " method=\"decision_function\")" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.metrics import precision_recall_curve\n", + "\n", + "precisions, recalls, thresholds = precision_recall_curve(y_train_5, y_scores)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(8, 4)) # extra code – it's not needed, just formatting\n", + "plt.plot(thresholds, precisions[:-1], \"b--\", label=\"Precision\", linewidth=2)\n", + "plt.plot(thresholds, recalls[:-1], \"g-\", label=\"Recall\", linewidth=2)\n", + "plt.vlines(threshold, 0, 1.0, \"k\", \"dotted\", label=\"threshold\")\n", + "\n", + "# extra code – this section just beautifies and saves Figure 3–5\n", + "idx = (thresholds >= threshold).argmax() # first index ≥ threshold\n", + "plt.plot(thresholds[idx], precisions[idx], \"bo\")\n", + "plt.plot(thresholds[idx], recalls[idx], \"go\")\n", + "plt.axis([-50000, 50000, 0, 1])\n", + "plt.grid()\n", + "plt.xlabel(\"Threshold\")\n", + "plt.legend(loc=\"center right\")\n", + "save_fig(\"precision_recall_vs_threshold_plot\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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/OzoZ+2/FIDVLAS9XG8z9536RrvU8IR0rTzzGyv+PRxrQrAqGtaoKdztz6oImhJQaSoLy8TwhHSmZCgBAw8oV6MOYkDw0rGyDhpVt2O3Bfu4a+5UqNRLS5Lj+Igkz9t1Falb+S5HsuBKFHVeitMqffN+Z5joihOgNJUH5uBuTwr5uWNmaw0gIMW5CAR9O1lJ80qCSxlxbZx6/wYrjj9hH9wtSY+YRAMDQFu6Y27VuqcRKCCk/KAnKx+PX7yedq+1sxWEkhJim1p4V0dqzIrudnCFHm+XhSM5Q5HtcyIVIhFyIBACET2kD9//P4q5SqXDu3DnExsbC2dkZrVq1gkBAj+4TQnSjJCgfj+LS2NeejrSaNyGlzcZcjNtzOmqUJaXL0XjBiTyPabM8HAAwoVoSfvxuBl6+fMnuc3V1xerVq9GzZ89SiZcQYtyocz0fT+JzWoLMxQK40NIChHDC1kKMyCVBiFwShD9H+eqsk/HoIr4eMUgjAQKAmJgY9OrVC/v27SuLUAkhRoZagj6glme9XyJArsKLNylQK1Wo6lhB47Hd9PScx4LNzMzA5+fkkQqFAnK5HAKBAFKptFh1MzIywDAMpFIp24SvVCqRnZ0NPp8PMzOzYtXNzMyEWq2GRCKBUJhzy1UqFbKysopUl8fjwdzcnK2blZUFlUoFsVgMkUhU5LpqtRqZmZkAAAuL94vSZmdnQy6XQyQSQSwWF1hXqVRq1GUYBhkZGQAAc/P3TxfJ5XIoFIoi1RUKhZBIJPnez6LULcq918fvSe79LOrvSS6VSgW5XK51P0v6e5LX/SyoblN3Wzxf3AVvMxTYePoR1p56DPCApLAN0CXn/zMPo8aOh29AIJwr0OLHhJD3qCXoAzHrBiEpMQEA8PRNGlIu70P0j70QdWiNRj0HBwfIZDJERb1/emXt2rWQyWT46quvNOq6u7tDJpPhwYMHbNnmzZshk8nQt29fjbp16tSBTCbDzZs32bLdu3dDJpPh008/1ajbtGlTyGQynDt3ji07dOgQZDIZ2rdvr1HX398fMpkMx44dY8tOnToFmUwGX1/Nv6w7d+4MmUyGv//+my27fPkyZDIZvLy8NOp+9tlnkMlk2LFjB1t29+5dyGQy1KhRQ6PuwIEDIZPJsGHD+y+rp0+fQiaTwcXFRaPumDFjIJPJsHr1arYsNjYWMpkMNjY2GnWDg4Mhk8mwaNEitiwlJQUymQwymQxK5funkGbOnAmZTIaZM2eyZUqlkq2bkvJ+cO6iRYsgk8kQHByscT0bGxvIZDLExsayZatXr4ZMJsPIkSM16rq4uEAmk+Hp0/frc23YsAEymQwDBw7UqFujRg3IZDLcvXuXLduxYwdkMhk+++wzjbpeXl6QyWS4fPkyW/b3339DJpOhc+fOGnV9fX0hk8lw6tQptuzYsWOQyWTw9/fXqNu+fXvIZDIcOnSILTt//jxkMhmaNm2qUffTTz+FTCbD7t272bKbN29CJpOhTp06GnX79u0LmUyGzZs3s2UPHjyATCaDu7u7Rt2vvvoKMpkMa9euZcuioqIgk8ng4JCzbh+Px4OthRgRB35C9I+94HhvJ1TvEpA3Bm/iXqHR2J/gPu0wWv5wChny/J9OI4SUD9QSlIcXiRnsa0upiMNICCH58bDm43oh6qnS3gIAXr7NRJ05x7T2S4R8nP+2LSpaSrT2EUJME4/J7f8px1JTU2FtbQ2XMVtxaUFPVLa1wC/hT7Hk8F0wKhVW9WuMnk092PrUHZZD391hCoUCoaGhaNeuHXg8HnWHcdgdxjAMQkNDERgYCJVKZTDdYbru/cWLF9Gxo+Zgal0c+y2CtEqDAusBQBVbc7jYmGF0m2rw/+DptbKW+3+iS5cu7PtByh7dB8OQmJgIe3t7pKSkwMpKP09sU0vQB/hiKfslGP02AzyBCDyBCNWcNJfL+PCDOJdIJNL5n6ModT/84sglFArZL5ni1v3wiy6XQCDQGVtR6n74xVycunw+X2ddiUSi9f7kV/fDxAPI6S7RVVcsFrPJT3HqArrvZ1HqFuXe6+P3RNf9LExdhSLnEfWPE7D8zquPe1/U3xOJRIK2bdvC1dUVMTEx0PU3HY/Hg6urKw4uGYlu6y5p7dclKikDUUkZuPQsZx20Bq7WmNzBEwE1HQp1PCHEOFASlIfopPfdYZVttb90CCGGQSAQYPXq1ejVqxd4PJ5GIpT7R82qVavgVcUWkUuCtI5XqtTo+cvFfCds/PdlCoaGXAMAfNupFgb7ucFcTB+fhBg7+l/8kVtRyXCxMWOTIJlEiArm1PxJiCHr2bMn9u7diwkTJiAmJoYtd3V1xapVq/KdJ0go4OOfcS0BAAlp2UjJVCDswWssCn2os/4PRx/ih6Pv9zlZSdHYzQZj2lRHPReaWZ4QY0JJ0EfG77yFbKUaMck5YxBcK5jRmmGEGIGePXuiffv2sLbOSURCQ0PRsWPHIs0YbS+TwF4mQbWKMozwr4ZXyZnYeukF1p95mucxcalZCL0bh9C7cfi8iSuWfe6VZ11CiGGhJEiHKX/eYV/TJImEGA+xWIxevXoBAAICAkq8ZEYlGzNM61wL0zrXQmRCOr75619cfZ6UZ/0/b7zEnzdeYsPAJuhY16lE1yaElD5KggrgaK09UJMQYpikUin+/PPPUjm3u70F9oz0BcMwUKkZxKZk4crzJFyMSMC+WzEadUdsuwEAqGgpwfavmqGmEy27Q4ghoiSoAI6WlAQRQt7j8XgQCniobGuOyrbm6NXEFVMCa8JvySmtum/eZSNw1VkAgLO1FLEpWbAQC/D32Ba0HiEhBoCSoAI4WNHEaYSQ/FWyMUPkkiDcfZmCrmvO66wTm5IFAEiXq9Dxx5zEyNpMhNmf1EGvJq5lFish5D1aNqMAjpQEEWI0MjIy4OLiAhcXF3YSzLJU39UakUuC8HRRFwR38CywfkqmAlP+vAP3aYcxJOQqrkUmIS2blvQgpKxQS1ABHKg7jBCjwTAMXr16xb7mioDPw4R2NTChXQ2o1EzOzOQKFVadeIJNF57rPCb80RuEP3rDbn/dwRP1XSxxOZ6H9ko1aKJiQvSPkqACUHcYIcZDKpXi1q1b7GtDIODzAPBgJeBjTtc6mNO1Dh7FvcPmi8+x82p0nsetOPE49wzYOf8k2tVywIZB3v8/HyFEHygJKoCdBSVBhBgLgUCAhg0bch1GgWo6WWJxzwZY3LMBwh68xrbLLzRagXQJexiPajNC4WQlhVDAw8DmbhjhX5XmMSOkBCgJKgD91UUIKU3tajuiXW1HdvvGi7eYsPMWzMQCRMSnadWPS80ZYL34yEMsPvIQtZwsETK0KZytaU4zQoqKkiBCiMlQKBTYsWMHAGDAgAFGueJ3E7cKuDCtLYCcn2fX/lDMvpH3R/XDuHfwXfz+8fwlPeujt3dl8OkPOEIKREkQIcRkyOVyDB06FADw+eefG2US9DErMfBkQUfI1TxEv83AjRdvMfPve3nWn7bvLqbtu4s/hjWDX3X7MoyUEONDSRAhxGQIBAJ06dKFfW1KLCRC1HKyQi0nKwxo5obkDDm6r72AyETdUwH0/+0KqlW0QGtPB0xsXwPWZsafEBKib5QEEUJMhlQqxeHDh7kOo0zYmIsRPjWA3T718DW+3Hxdo87TN+l4+ua5xmP5Gwd5o10tB+ouIwSUBBFCiEloW8sRkUuCsOPKi3y7y4ZvfZ8obR7aFN7utrAQC+gpM1IuURKUj7ld63AdAiGEFMmAZm7o3tAFh+/G4pu9/+Zbd0jINfb16Slt4GFvUdrhEWJQKAnKx8DmblyHQAgpgoyMDHh5eQEA7ty5A3Nzc44j4oaFRIje3pXR27syACD+XRYG/nYVzxLSoFDpnkk7YHk4AGBa51oY1tIDQgGtqkRMHyVB+aAPAUKMC8MwiIiIYF+THA6WUhyb7A8ASMtWYsimq7j+4q3OukuOPMSSIw8xLqA6vu7oSd1kxKRREkQIMRlSqRTnz59nXxNtMokQe0f7sdvfHfxP53pma05HYM3pCEQuCSrL8AgpU9TUQQgxGQKBAC1atECLFi1M7hH50jKnax08X9wF679orHO/+7TDiIh/V8ZREVI2qCUoD7tHNOc6BEIIKRM8Hg+d6jkjckkQUjIV8Jp/XGN/+5VnAQBVK1rgVXImvu9eH581ceUiVEL0ilqC8tCsqh3XIRBCikipVOLPP//En3/+CaVSyXU4RsnaTISHCzrp3PfsTTqyFGp8/ecdeM46QuOuiNGjliBCiMnIzs5G7969AQBpaWkQCukjrjikIgEilwThzOM3GLzpqs46cqUaHtNDAQAj/atiepfaZRkiIXpBnxCEEJPB5/PRunVr9jUpmdaeFfF0URecffIGDMPg7OMEbL4YqVXv17PP8OvZZ7g8vR2crGlAOjEelAQRQkyGmZkZwsPDuQ7DpAj4PATUdACQMyv1cP+qaLHklM66zReHsa8HNKuC/s2qoG4l6zKJk5DioCSIEEJIobnYmLGPzf/3KhVdfjqns96OK1HYcSUKAHBhWlu42JiVWYyEFBa1FxNCCCmWOpWscG9+ICTC/L9KWiw5Bfdph3HuyZsyioyQwqGWIEKIycjMzISvry8A4NKlSzAzo9aH0iaTCPFoYWcAOYOl15yOQGxyJv688VKr7sDfcwZZ0wSMxFAYZEvQ2rVr4e7uDqlUimbNmuHqVd1PJ+RatWoVatasCTMzM1SuXBmTJ09GVlZWsa9Pa4YRYpzUajXu3LmDO3fuQK1Wcx1OuSMW8hHcwRPLPvfCs0VdUNvZSmc992mHoVLT4/WEewaXBO3evRvBwcGYO3cubt68CS8vLwQGBiI+Pl5n/T/++APTpk3D3Llz8eDBA/z+++/YvXs3ZsyYUewYvu1cq9jHEkK4I5VKcfz4cRw/fpyWzeAYn8/DkYmtcHdeR3zRvIrW/mozQjF9X/6r3BNS2gyuO2zlypUYPnw4hg4dCgBYv349Dh8+jE2bNmHatGla9S9evIgWLVqgf//+AAB3d3f069cPV65cyfMa2dnZyM7OZrdTU1PZ12087SHhM1AoFPr6kUgh5b7n9N5zz5jvRZs2bQDktAoZe2uQMd+HXFIBMDeoFiYGVEPTxac19u28Go2dV6Px+LsOBr1QqyncB1NQGu+/QSVBcrkcN27cwPTp09kyPp+P9u3b49KlSzqP8fPzw/bt23H16lX4+Pjg2bNnCA0NxcCBA/O8zuLFizF//nyd+xLexCM0NLRkPwgpkRMnTnAdAvk/uheGwVTuw4/Ngfk3BUiWayY8nnNOwEHKYFpDFQSGmwuZzH0wVhkZGXo/p0ElQQkJCVCpVHB0dNQod3R0xMOHD3Ue079/fyQkJKBly5ZgGAZKpRKjRo3Ktzts+vTpCA4OZrdTU1NRuXJlAICzkxO6dGlY8h+GFJlCocCJEyfQoUMHiEQirsMp14z1XiiVShw/nrPuVceOHY1+xmhjvQ/5+SQIiH6bgbYrz2uUx2fxEHxZiDrOljgwxpej6HQzxftgjBITE/V+TuP+hAAQHh6ORYsWYd26dWjWrBkiIiIwceJELFiwALNnz9Z5jEQigUQi0blPJOTTLznHRCIR3QMDYWz3Qi6Xo3v37gByls0wptjzY2z3oSBVHazxfHEXdtmND/0X+w41Zh83yCfITO0+GJvSeO8NKgmyt7eHQCDA69evNcpfv34NJycnncfMnj0bAwcOxLBhwwAA9evXR3p6OkaMGIGZM2cWeep8Q+6XJoTkj8/nw9vbm31NDBePx0PkkiCkZinQYN5xrf3u0w4DAO7M7QhrM0o8SOkwqE8JsViMJk2aICzs/dTrarUaYWFh7NwfH8vIyND6sBMIBABQrBWOBZQEEWK0zMzMcO3aNVy7do3mCDISVlIRIpcE4c7cjjr3e80/jt/PPy/jqEh5YVBJEAAEBwdj48aN2LJlCx48eIDRo0cjPT2dfVps0KBBGgOnu3btil9++QW7du3C8+fPceLECcyePRtdu3Zlk6Gi4FMORAghZc7aTIQDY1vASqrdQbHg0H84cDuGg6iIqTOo7jAA6NOnD968eYM5c+YgLi4ODRs2xNGjR9nB0lFRURotP7NmzQKPx8OsWbMQExODihUromvXrvj++++LdX0+ZUGEEMIJr8o2+HdeIN6my9FogeaTWBN33Ubo3Vj8OtCbo+iIKTK4JAgAxo0bh3Hjxunc9/EK0UKhEHPnzsXcuXP1cm3qDiPEeGVmZqJ9+/YAgJMnT1KXmJGqYCFG5JIgHL0Xh1Hbb7Dlx+6/hvu0w7g6sx0cLGkyTFJyBpkEcYlPSRAhRkutVuPixYvsa1OWmpqKs2fPIisrCwqFAnK5nP2Xu80wDPh8Pvh8PgQCAfuaz+fD1tYWvXv3NugB5J3qOeGP4c3Qf6Pm5Lc+34fh0PiWqOdizVFkxFRQEvSRdrUduA6BEFJMEokEf//9N/valN2/fx+rV68G8P5hkNynWxmG0Xgw5OOnXtVqNYRCIXr27AmxWFxGERePXzV77Bnpi96/ak6Y+8nP5w3yMXpiXAz3TwAOTGhbDR3qOBZckRBikIRCIbp3747u3bsb/USJBfH19cWoUaMAACqVCiqVCkqlEkqlEiqVil02RK1Ws/tz/+XOxG/oCVAuHw9bPF7YGVXtLTTK07OVHEVETAUlQR8Y6udG8wQRQozGZ599hlmzZkEgEBTps0ulUqFHjx6lGJn+iYV8nJrSRqOs7txjeJGYzk1AxCRQEkQIMRkqlQrh4eEIDw+HSqXiOpwy0bp1ayxduhRSqbRQ43v4fD7q168PDw+PMohO/2Z0qaWx3XpZODLk1CJEioeSIEKIycjKykJAQAACAgKQlZXFdThlpkGDBvjpp59gY2NTqETo/v37+OGHH/D8ufFNQji8VVWtsjpzjuHyM/2vK0VMHyVBhBCTwePxUKdOHdSpU6fcdW27u7tj7dq1cHV1zTcRyh0ndPr0aYwYMQLffvstbt68WawZ9rmQu9yGmUhzMty+Gy7j7ssUjqIixoqSIEKIyTA3N8f9+/dx//59mJubcx1OmbO3t8ePP/4INzc3nYlQbmLI5/PZ7sLbt2/j22+/xciRI3HlyhWjSYbuzO0IFxvNeaC6rjmPzReMr3WLcIeSIEIIMSFWVlZYsWIFPDw8tBIhoVCIOXPmoH79+gBykqHc+ZQiIyMxa9YsTJw4EXfv3i3zuItKLOTjwrS2GBdQXaN83sH/4D7tMG5FveUoMmJMKAkihBATY2lpieXLl6NatWpsIsTn8xEYGIhWrVph+fLl+OWXX9C6dWvweDzw+Xy2BejRo0cIDg7G9OnTERERweWPUShTAmtiUvsaWuU91l3E6YfxHEREjAklQYQQk5GZmYkOHTqgQ4cOyMzM5DocTslkMixbtgyenp4AcsYCde/end1fvXp1zJgxA9u3b0fXrl3ZmaRzW4Zu3ryJ0aNHY+HChYiJMezFSye198TRSa20yoduvgb3aYcRn1p+BsmToqEkiBBiMtRqNU6ePImTJ0+a/LIZhWFhYYEffvgBDRo0gJ+fH9zc3LTqODg4YNy4cdi8eTMCAgIAaHaTnTt3DkOHDsWPP/6IhISEMo2/KGo5WSFySRDWDWistc9nURj6brhkNOOdSNmhJIgQYjIkEgm2b9+O7du3m/yyGYVlbm6OFStWYN68efnWc3Z2xrRp07Bhwwb4+PgAeJ8MMQyDo0ePYuDAgdiwYQNSU1PLIPLi6VLfGT98Vl+r/PKzJBz8N5aDiIghoySIEGIyhEIhBgwYgAEDBpj8shlFVdgpAzw8PLBgwQKsXr0aderUAfA+GVIqlfjrr7/wxRdf4MiRIwbbstKnaRVELgnCly00J4ScsPMWRm27kcdRpDyiJIgQQoiWOnXqYOXKlVi8eDHc3d0B5CRSarUamZmZWLlyJb7++mu8fPmS20DzMadrHVyY1laj7Oj9OAT+eNZgEzhStigJIoSYDJVKhWvXruHatWvlZtmM0sTj8eDt7Y1ffvkFs2bNgpOTk8b++/fvY/jw4di5cyeUSsNcusLFxgzzP62rUfbo9Tt4TA9FXAoNmC7vKAkihJiMrKws+Pj4wMfHp1wtm1Ha+Hw+WrdujZCQEAwfPhwikUiji2zTpk0YNWoUHj58yHWoOg32c8el6W21ypsvDsOUP+9wEBExFJQEEUJMBo/Hg5ubG9zc3MrdshllQSAQoHfv3vjtt9/YCRdzRUdHY8KECVi3bp1BTk/gbG2Ge/MDtcr33nhJK9GXY5QEEUJMhrm5OSIjIxEZGVkul80oK5UqVcKyZcswdepUWFhYaDxFtn//fgwdOhRXr17lOkwtMokQkUuCMNJfcxHW1svCMeXPOzROqByiJIgQQkiR8Xg8dOzYESEhIfD392fLGIZBUlISZs6cie+//94gH6ef3qU21vbXnE9o742X8JgeylFEhCuUBBFCCCm2ChUqsAmPra0tmwgBwNmzZzFy5Eg8evSI4yi1BTVwRjMPW61y92mHacB0OUJJECHEZGRlZaF79+7o3r07DYwuYz4+PggJCUH37t3Z9cjUajWSkpIwceJEHDhwwOC6m3aP9MW5bwK0ypsvDsOOKy84iIiUNUqCCCEmQ6VS4cCBAzhw4AA9Is8BMzMzjBkzBj/99BMcHBzYREilUmHNmjX4/vvvkZGRwXWYGirbmuPpoi5a5TP/voc377I5iIiUJUqCCCEmQywWY8OGDdiwYQPEYjHX4ZRbtWrVwvr16+Hn56dRfu7cOYwePRrPnz/nKDLdBHweIpcEYc4ndTTKm35/Emq1YbVeEf2iJIgQYjJEIhGGDx/OzmVDuGNhYYE5c+ZgzJgxGivUx8XFYezYsTh+/DjXIWr5sqWH1gKsVWfQYGlTRkkQIYSQUsHj8dCjRw+sWrUKNjY2bCKkUCiwbNkyLF++HNnZhtXl1KW+s1ZZk+9PcRAJKQuUBBFCTIZarcb9+/dx//59qNVqrsMh/1e7dm1s3LgRjRo10ig/fvw4xo4da3Drj0UuCdLYTs1SYtIlAUfRkNJESRAhxGRkZmaiXr16qFevnkHOWlyeWVlZYdGiRRgyZAh4PB77KH10dDTGjBmDe/fucR2ihttzOmhsM+DhkzUXOYqGlBZKggghJsXe3h729vZch0F04PP5GDBgAJYuXQpLS0u2eywrKwtTp07FxYuGk2TYmItxdqrm4/OPXqfhWmQSRxGR0kBJECHEZFhYWODNmzd48+YNLCwsuA6nWObNmwdvb2+8evWqROfp2rUrunbtqqeo9Kthw4bYsGEDatWqxbYIKZVKzJs3D6GhhjMQuYqdOf77TnO9sc/XX0JyhpyjiIi+URJECCGl4NWrV/D29sb48ePzrHP9+nV4e3tj0aJFZRiZYbCzs8OyZcvg6+vLLnbLMAx+/PFH7Nixw2AmVjQXC7H8s3oaZQ2/O0GJkImgJIgQQgzIuHHjsHfvXjg4OHAdSqkTi8WYM2cOunTRnKxw8+bN+Pnnnw1mwstuDSuhrbPmQPuG353A49fvOIqI6AslQYQQk5GVlYUBAwZgwIABRrtshr29Pdzd3SEUCrkOpUwIBAJMnDgRgwYN0ig/ePAgFi5cCLncMFpcurlrP23Y8cezeJ1qnL9nJAclQYQQk6FSqfDHH3/gjz/+MJhWhKLKa0yQUqlESEgIunXrBj8/P3Tv3h0hISF4+fIlvL29MW/ePJ3ny8jIwPLly9GpUyf4+vqib9++OHnypM66CoUC27dvx4ABA9CyZUv4+/tj2LBhOHPmTJ5xvnz5Etu3b8fnn38OX1/fPOPID4/Hw8CBAzFp0iS2awwALly4gGnTpiE9Pb3I5ywNj7/rAA97zbFmCw79x1E0RB/Kx58ahJByQSwW48cff2Rfm5LvvvsOoaGhcHFxweeffw65XI4//vgD//77b57HKJVKjBs3DqmpqWjbti2ysrJw/PhxTJ8+HTKZDM2bN2fryuVyjB8/Hjdu3ICnpye6desGpVKJ8+fP4+uvv8bUqVPRp08frWssW7YM9+7dQ4sWLdCqVSvY2mqvzF5YQUFBsLGxwcKFC6FWq9l5nyZNmoQffvihROfWBx6Ph9NT2mDirls4cDsnST30byxG+CejgasNp7GR4qEkiBBiMkQiESZNmsR1GBqio6Px66+/6twXGxtbqHNcu3YNoaGh8PT0xKZNmyCVSgEAX331FQYMGJDncW/evEGdOnXw66+/ssuIdOrUCWPGjMGOHTs0kqCNGzfixo0bGDZsGEaOHMm2yKSnp2P06NFYtWoV2rZti4oVK2pcIyIiAjt27ICTk1OhfpaCtGjRAkuXLsXMmTORnZ0NtVqNqKgoTJgwAatXr4adnZ1erlMS33WrxyZBAPDpmgvo36wKFvWoz2FUpDioO4wQQkrRy5cvsXHjRp3/Dh06VKhzHDt2DAAwfPhwNgECcsYP9e3bN99jg4ODNdZR8/HxgbOzM/777303jlqtxl9//QVXV1eNBAjImXZg2LBhUCgUOHVKe/mIgQMH6i0BylW/fn2sXr0aVlZW7FxCCQkJmDp1KlJTU/V6reKwNhOhU13Nn/mPK1EcRUNKglqCCCEmI7fVAACqVKkCPp/7v/N8fX3x888/69x3/fp1jBo1qsBzPHnyBEDO/Dof8/LyyvM4S0tLuLi4aJU7ODjg7t277PaLFy+QmpoKe3t7bNiwQat+cnIyACAyMlJrX926dQuIvng8PDywZs0aTJkyBW/evIFKpUJMTAymT5+O5cuXw8zMrFSuW1jrBzbBnmvR+Oav992R7tMOay25QQwbJUGEEJORmZkJDw8PAEBaWprRTpj4sfT0dPD5fNjY2Gjty2+cjEwm01kuEAg01lZLSUkBADx79gzPnj3L83y6nrgrzXE6jo6OWLFiBcaPH4/k5GSo1WpERERg9uzZWLRoEefjvno3rYytlyNxL+Z965T7tMN48n1niATcJ+CkYHSXCCEmxdzcHObm5lyHoVcWFhZQq9Vsi8yHkpJKvoxDbrLUtm1bXL9+Pc9/c+fO1Tr2w66z0uDg4IAVK1bAwsKC7Rr7999/sXDhQoN4AnDvKD+tshozj3AQCSkOSoIIISbDwsIC6enpSE9PN5lWIACoUaMGAODOnTta+/J7Oqyw3N3dYWFhgQcPHkCpVJb4fPrm6uqKpUuXQiKRsMtsXL58GcuXL9do0eKCVCTA/fmBWuU1ZhrO8h8kb5QEEUKIgevYsSOAnCe4PuySSkhIwM6dO0t8fqFQiF69eiE2NharVq3SmQhFRETopdWpuKpXr45FixZBKBSyidDJkyexbt06zpfYsJAIcWNWe40yhYqB+7TDnMdG8kdjggghxMD5+PigU6dOOHr0KPr27Ys2bdpALpfj5MmTqFu3Ls6dO1fibqmRI0fi4cOH2LVrF86fP49GjRrB1tYW8fHxePr0KR4/foyQkBBO5+qpV68e5s+fj1mzZrHJxYEDByCTyTBkyBDO4gIAO5kEzxZ1QdUZmi1A68KfYmxAdY6iIgWhliBCiMnIzs7G8OHDMXz4cGRnZ3Mdjl7NmzcPo0aNAsMw2L17Ny5cuIB+/frhq6++ApD3IOjCEovF+OmnnzBjxgzY2dnh1KlT2LlzJ27dugV7e3tMmzYN1atz/2XetGlTzJw5UyPp27FjB/bu3cthVDn4fB7uzOmoUbbs2COOoiGFwWOorQ6pqamwtrZGQkKCQUzEVV4pFAqEhoaiS5cuGvOakLJnrPciPT2dTQZM4emwwtyH/fv3Y+HChZg2bRp69epVxhFy5+jRo1ixYoVG2ezZs+Hv76/3axX1/0NsSiZ8F2vOqfR8cZdSH0Ru6hITE2Fvb4+UlBRYWVnp5ZzUEkQIMRkikQgLFy7EwoULjSp5K4yEhASt8SXx8fH4/fffIRAI0LJlS44i40anTp205lj64YcfdM5lVNacrbXnMPKYTgOlDRGNCSKEmAyxWIyZM2dyHUap2LJlC86fP4+GDRvC1tYWcXFxOH/+PNLT0zFixAi9z9psDD777DO8ffsWu3fvBpCzVtqsWbOwfv36EncPltTdeR1Rf95xjbJ+Gy5j54jmeRxBuEAtQYQQYgR8fX1RqVIlXLhwATt27MD58+dRvXp1LFy4ECNGjOA6PM4MHToUjRs3ZucQevPmDRYvXsz5o/OWUhGeL+6iUXbpWSIuPU3kKCKiC7UEEUJMBsMwSEhIAJCzrpYpjcHw8/ODn5/2xHzlnUAgwMyZMzF69GgkJCRArVbj6tWr2LZtGwYPHsxpbDweDxHfd0b1DyZP7LfxMi2tYUCoJYgQYjIyMjLg4OAABwcHZGRkcB0OKSNWVlb47rvvIBAI2LLt27fj4sWLHEaVQyjg49B4zfFaB27HcBQN+RglQYQQQoxetWrVMGXKFHabx+Nh8eLFiI6O5jCqHPVcrCEVvf+6nbjrNnfBEA2UBBFCTIaFhQUYhgHDMAb9ePy8efPg7e2NV69ecR1Kvn799Vd4e3vj+vXrpXL+V69ewdvbG/PmzSv0Mfm9d23btkXPnj0B5HSNyuVyzJ492yBaBT9eYyxLwf26Z4SSIEIIKRXXr1+Ht7c3fv31V65DKVdGjBiB+vXrswOlY2Nj8cMPP3C+fEU9F2uN7Vqzj0KtLvfT9HGOkiBCCCEmQyAQYM6cObCxsWEToYsXL2LXrl1ch4YmbhU0tqvOCMW7LAVH0RCAkiBCiAnJzs7GpEmTMGnSJJNbNoMUno2NDb777jvw+e+/4kJCQvDoEbdLWIQMbapVVn/ecShU3D7OX55REkQIMRlKpRKrV6/G6tWrda6EXlZ+/fVXdjbjjRs3wtvbm/334VgWhmGwa9cufPbZZ/D19cUnn3yCDRs2aM1xc/jwYXh7e+PgwYM4e/YsvvzyS/j7+6Nr165sHYVCge3bt2PAgAFo2bIl/P39MWzYMJw5c0YrvrS0NKxfvx6ff/45WrVqhdatW6N79+6YO3cuYmNjdf5MR48eRf/+/dGiRQsEBgZi+fLlGivaf+iff/7B4MGD0apVK7Rq1QqDBw/GwYMHi/QePn36FJMmTYK/vz9at26NCRMmICIiotDH16xZExMnTmS3eTwelixZArlcXqQ49MlKKtL5eHz9ecc4iIYANE8QIcSEiEQizJgxg33NlSZNmiA2NhaHDh1C48aN0aRJE3afpaUl+3r16tW4efMmWrVqBV9fX4SHh2PDhg1QKBQYO3as1nlPnjyJy5cvo1WrVujVqxfS09MBAHK5HOPHj8eNGzfg6emJbt26QalU4vz58/j6668xdepU9OnTB0BO4jVu3Djcu3cPXl5e8PX1BZ/PR2xsLM6ePYsuXbrA2dlZ47p79uzBpUuX0Lp1a3h7e+PSpUvYtWsXkpOTsXDhQo26y5Ytw+7du+Hg4IBu3boBAE6dOoX58+fj0aNHGk9w5SUiIgJfffUVMjMzERAQgCpVquD+/fv46quv4OnpWci7kLO0xrVr13D+/Hmo1WrExMRg69atGDZsWKHPURqeL+6isYxGlkKNbKUKEqEgn6NIaaAkiBBiMsRiMb7//nuuw4C3tzcA4NChQ2jSpAlGjhyps96jR4+wa9cu2NvbAwCGDRuGHj16YM+ePTpngb506RJ+/vlnNGvWTKN848aNuHHjBoYNG4aRI0eyk0Smp6dj9OjRWLVqFdq2bYuKFSvi6dOnuHfvHtq0aYPly5drnEcul+tsQcudfNDd3R0AkJWVhf79++P48eOYOHEiKlasCAC4efMmdu/eDQ8PD4SEhLBLV4wYMQJDhgzBrl270K5dOzRq1Cjf92/p0qVIT0/HggUL0LlzZ7Z87dq1CAkJyffYj02YMAG3bt1CWloaGIbBnj174Ofnhzp16hTpPPrE4/HwbFEXVJ3xPhGqN/cYnnzfJZ+jSGmg7jBCCOHIV199xSZAQM5YltatWyM9PR0vXrzQqt+6dWutBEitVuOvv/6Cq6urRgIE5EwZMGzYMCgUCpw6pbmquUQi0Tq/WCyGubm5Vnm/fv3YBAgApFIpAgMDoVar8eDBA7b80KFDAHKSng/X7rKysmKTuoK6xeLi4nDz5k3UqFFDIwECcpbI+LAlrTCsra0xZcoU9ukwHo+HH374gfMxY3w+DyP8q7LbChWDa5FJHEZUPlFLECHEZDAMw84JY25ubvDLZtSuXVurzMHBAQDw7t07rX1169bVKnvx4gVSU1Nhb2+PDRs2aO1PTk4GAHZ1dXd3d9SoUQPHjh1DfHw828Xl6empMZD4Q7Vq1dIqc3R01Iozd+Dxh91/uXJbxx4/fqzzGrly9zds2FBrn7m5OTw9PXHjxo18z/ExPz8/tG3bFuHh4exj85s3b86zha6szOhSGxvOPmO3P19/CUt61kdfnyocRlW+UBJECDEZGRkZbAtEWlqaQU+YCEBnfLlLP6hU2pPp2draapWlpKQAAJ49e4Znz55p7c+VO4hZKBTil19+wYYNG3Dq1CmsWrUKAFChQgX07t0bX375pcbyEwXF+eEg7vT0dPD5fFSoUEGrvq2tLXg8HjuOKS9paWlsPLroeg8KY+zYsbhx4wZSU1PBMAz27t2LFi1aoF69esU6n77sHtEcfTZcZren7buLz5q4QiSgjpqyQO8yIYQYCV0tW7lJX9u2bXH9+vU8/82dO5c9xsbGBt988w2OHDmCP//8E9988w2srKzw66+/YuvWrcWOz8LCAmq1Gm/fvtXal5SUVKiZvHN/Hl3nyD1PcVhZWWl0i/H5fCxZsiTPJ9zKSrOqdljWq4FG2cRdtziKpvyhJIgQYjLMzc2RlpaGtLQ0nWNbypKulpLS4O7uDgsLCzx48KDI0wLweDx4eHigd+/eWLt2LQDg7NmzxY6lZs2aAKCzuyq3rKCnu3L33759W2tfRkZGgd1p+WnevDk6dOjATqIYHx+PTZs2Fft8+vK5d2U0cH0/o3To3Tjci0nhMKLyg5IgQojJ4PF4sLCwgIWFBefjgaysrAAAr1+/LtXrCIVC9OrVC7GxsVi1apXORCgiIoJtQXn16pXOdbdy94vF4mLH8sknnwDIeVott1sLyOni2rhxo0advDg5OaFx48Z48uQJjhw5orEvJCRE51ipohgzZgysra3B4/HAMAz+/vtv3Llzp0Tn1If1X2iOo/rk5/McRVK+0JggQggpBe7u7qhYsSKOHz8OkUjEDiTu27ev3q81cuRIPHz4ELt27cL58+fRqFEj2NraIj4+Hk+fPsXjx48REhICW1tbPH78GFOnTkXdunXh4eEBe3t7xMfHIzw8HHw+H/379y92HI0bN0afPn2we/du9OnTB23btgWQM0/Q69ev0bdvXzRu3LjA83zzzTf46quvMHfuXISHh7PzBN2/fx+NGjXCrVvF7y6SyWSYOnUqO58Un8/H0qVLsWnTJp1PzJWVSjZm+LGPFybvfp+QjfvjJtb0L/j9IsVHLUGEEJMhl8sxc+ZMzJw5k9OZgYGc7rBly5ahXr16OH78ONavX4/169cjNTVV79cSi8X46aefMGPGDNjZ2eHUqVPYuXMnbt26BXt7e0ybNg3Vq1cHkPNE2uDBg8Hj8XDhwgVs374dN27cgI+PD37//Xe0bt26RLFMnToVc+bMgZ2dHf7++2/8/fffsLOzw5w5cwo1USIAVK9eHb///jt8fX1x6dIl7NmzB0KhEL///jtcXFxKFB8ANG3aFJ07d2a7xd68eYM9e/aU+Lwl1aORK6o7vJ9a4NC/umfvJvrDY7heWtcApKamwtraGgkJCbCzs+M6nHJLoVAgNDQUXbp04XS2X2K89yI9Pd2ong4riLHeB2OQnp6OwYMHs0/XCYVChISEwMnJSatuWd6HTLkKtecc1SjTtdRGeZSYmAh7e3ukpKSw3c0lRS1BhBCTIRQKMXHiREycOBFCIfX2k7xZWFhozBOkVqvxyy+/cBhRDjOxAOZizSkK1p4u/JpppGgoCSKEmAyJRIJVq1Zh1apVnI7vIMahffv2qF27NtstdvHiRVy/fp3rsHBrTgeN7WXHHnEUiemjJIgQQki5xOPxMGHCBI0lNX7++eciTzWgbxKhAOe+CdAoy1JoT55JSs4gk6C1a9fC3d0dUqkUzZo1w9WrV/Otn5ycjLFjx8LZ2RkSiQSenp4IDQ3N9xhCCCGkevXqCAoKAp/PB4/HQ1JSksbj/VypbKs5z1Wt2UfzqElKwuCSoN27dyM4OBhz587FzZs34eXlhcDAQMTHx+usL5fL0aFDB0RGRmLv3r149OgRNm7cqJcnCAghxiU9PR08Hq9QyzMQkmvo0KGoVKkS2rdvj82bN8PGxobrkAAAQ/zcNbblytKdeLM8MriRgytXrsTw4cMxdOhQAMD69etx+PBhbNq0CdOmTdOqv2nTJiQlJeHixYvsqP0PVzvWJTs7W2MF4dxHVhUKBRQKhZ5+ElJUue893QPuGeu9+DBeU/j/bKz3wdiYmZlpLD778fvN1X34pmN1bL4YyW57zjqCJws6lmkMhqQ03n+DekReLpfD3Nwce/fuRffu3dnywYMHIzk5GQcOHNA6pkuXLrC1tYW5uTkOHDiAihUron///vj222+1FgHMNW/ePMyfP1+r/I8//uB8qn1CSPExDMP+UWNlZcX5rNGElNTP9/mISH3fadPRRY2gKuWzRSgjIwP9+/fX6yPyBtUSlJCQAJVKxc6smsvR0REPHz7UecyzZ89w6tQpDBgwAKGhoYiIiMCYMWOgUCg0Fgz80PTp0xEcHMxup6amonLlyggICKB5gjikUChw4sQJdOjQgeZE4RjdC8NA98EwcHkfWgYo0GTRaXb7eAwfs/q1gbO1tEzjMASJiYl6P6dekqCrV6/i2rVrSE5OhkqlPYKdx+Nh9uzZ+riUFrVaDQcHB2zYsAECgQBNmjRBTEwMli1blmcSJJFIdD4+KxKJ6IPGANB9MBx0LwwD3QfDwMV9sBOJcHyyPzr++H5hW//lZxHxfWcIBQY3rLdUlcZ7X6IkKCkpCd27d8eFCxeQX69aYZMge3t7CAQCrQUHX79+rXMWTwBwdnaGSCTS6PqqXbs24uLiIJfLS7QYICHEuMjlcixbtgxAzvIN9P+fmAJPR0v8PtgbX215P4dRt7UXcHhCKw6jMg0lSoKCg4Nx/vx5tGnTBoMHD4arq2uJZmkVi8Vo0qQJwsLC2DFBarUaYWFhGDdunM5jWrRogT/++ANqtRp8fk5W/PjxYzg7O9MHICHljEKhwKxZswAAkyZNos8AYjLa1XaEm505XiRmAADuv9L/GnTlUYmSoEOHDsHHxwdhYWF6G4AYHByMwYMHw9vbGz4+Pli1ahXS09PZp8UGDRoEFxcXLF68GAAwevRorFmzBhMnTsT48ePx5MkTLFq0CBMmTNBLPIQQ4yEUCjFs2DD2NSGm5PTXbVB1xvs58JYde4ipgbU4jMj4lehTIjMzE/7+/np9AqNPnz548+YN5syZg7i4ODRs2BBHjx5lB0tHRUWxLT4AULlyZRw7dgyTJ09GgwYN4OLigokTJ+Lbb7/VW0yEEOMgkUiwceNGrsMgpFTw+ZrftWtPP8UI/2qwNqPxYsVVoiSoYcOGiIyM1FMo740bNy7P7q/w8HCtMl9fX1y+fFnvcRBCCCGG5Nw3AWi19P3TYj3WXsCpKW24C8jIlWho+dy5c/HPP/9QAkIIIYSUgcq25hjQrAq7/SyBZkYviRK1BMXFxSEoKAitW7fGgAED0Lhx4zwnMBo0aFBJLkUIIQVKT0+Hg4MDACA+Ph4WFhYcR0SI/s0Mqo0dV6LY7S83X8OmIU05jMh4lSgJGjJkCHg8HhiGwebNm7F582at8UEMw4DH41ESRAgpExkZGVyHQEipMhcL0b62I04+yJlO5tTDeGQpVJCKdK+SQPJWoiQoJCREX3EQQkiJmZmZ4fnz5+xrQkzVugGN4TnrCLu998ZLfNHcjcOIjFOJkqDBgwfrKw5CCCkxPp9f4ALKhJgCsZAPWwsxktLlAIBZ++9RElQM5WvObUIIIcREbPvKR2O7x7oLHEVivPQym1hkZCR27NiB27dvIzU1FVZWVmjYsCEGDBhAf5URQsqMQqHA2rVrAQBjx46l9baISatbyVpj+1ZUMtRqRms+IZK3ErcErV69GjVr1sScOXPw119/4cSJE/jrr78we/Zs1KxZE6tXr9ZHnIQQUiC5XI7Jkydj8uTJkMvlXIdDSKl7tLCTxvbATVc4isQ4lXjZjMmTJ8Pe3h6TJ09GQEAAnJ2dERcXh9OnT2PlypUIDg5G9erVERQUpK+YCSFEJ4FAgP79+7OvCTF1EqEA7nbmiPz/mmIXIhI5jsi4lCgJWrlyJWxtbXHz5k24urqy5W5ubmjWrBkGDBiARo0aYeXKlZQEEUJKnVQqxY4dO7gOg5AydWBsS3h9d5zdTs6Qw8acFg8ujBJ1h928eRN9+vTRSIA+VLlyZfTu3Rs3btwoyWUIIYQQkgdrc82xb1/8Tl1ihVWiJEgulxc4I6tMJqO+eUIIIaQUBdZ1ZF8rVQyHkRiXEiVBnp6eOHjwIJRKpc79SqUShw4dgqenZ0kuQwghhZKeno6KFSuiYsWKSE+nNZVI+TGtc2329cO4dxxGYlxKlAQNGjQIjx49QmBgoFaX1/Xr19G5c2c8evSIJlUkhJSZhIQEJCQkcB0GIWXKyUqqsZ2lUHEUiXEp0cDoiRMn4uzZs/jnn3/g4+MDc3NzODg4ID4+HhkZGWAYBt26dcPEiRP1FS8hhOTJzMwM9+7dY18TUl6YiTWfhqw1+ygil9ADSQUpUUuQQCDA/v37sXnzZrRp0wZisRhRUVEQi8UICAjAli1b8Pfff4PPp4mpCSGlj8/no27duqhbty597pByZ5Cv5rIZL9/SYsIF0cuM0YMGDaJV4gkhhBAOzetaF1svvWC3R267gcMTWnEYkeGjP5UIISZDoVBg48aN2LhxIxQKBdfhEFKm+HweJrd//yDS/VepiEvJ4jAiw0dJECHEZMjlcowYMQIjRoygqTlIuTQ2oJrGdvPFYRxFYhyKlATx+XwIhUI8fvyY3RYIBAX+Ewr10utGCCH5EggE6NatG7p160bLZpBySSjgY3Xfhhpl2Up6UiwvRcpO/P39wePxYG5urrFNCCGGQCqVYv/+/VyHQQinujV0wcRdt9nt9ivP4Nw3bbkLyIAVKQkKDw/Pd5sQQggh3AuoWRGnH70BAEQnZWJx6ANM71K7gKPKHxoTRAghhJiYn/o10tj+9ewzqNS0nMbHSiUJioyMxMaNG7Ft2zakpaWVxiUIIURLRkYG3N3d4e7ujowMmiOFlF+WUhF2DGumUbbg0H8cRWO4SpQELVq0CB4eHnj79i1bFh4ejnr16mHUqFEYMmQIGjdujKSkpBIHSgghBWEYBi9evMCLFy/AMPRXLynfWlS3R5uaFdntzRcjuQvGQJUoCdq/fz/c3d1RoUIFtuzbb7+FWq3G/PnzMXr0aERERGDVqlUljZMQQgoklUpx9epVXL16FVKptOADCDFxH3eL9dtwmaNIDFOJkqDIyEjUqVOH3X716hWuXbuGsWPHYtasWVizZg3atWuHv//+u8SBEkJIQQQCAZo2bYqmTZvSI/KEALCSiuBV2YbdvvQsEQlp2dwFZGBKlASlpqbCxsaG3T579ix4PB66du3KljVu3BhRUVEluQwhhBBCiumvUb4a25vOP+coEsNToiTI0dERL168X6fkxIkTkEgkaNbs/WCsrKwsmkuIEFImlEolduzYgR07dkCpVHIdDiEGQSjgY2K7Guz2uvCnHEZjWEqUBDVt2hQHDhzAoUOHcPLkSezevRsBAQGQSCRsnefPn6NSpUolDpQQQgqSnZ2NL774Al988QWys6nJn5BcAz9aYf7pG3pyGyhhEjRjxgwolUp069YNgYGByMrKwowZM9j92dnZOHv2rEbLECGElBY+n4/27dujffv24PNpGjRCctnLJBAJ3vfKtFtxhp6gRBFnjP5Y48aNcfnyZWzbtg0A0Lt3b/j4+LD7b926hYCAAPTv379kURJCSCGYmZnhxIkTXIdBiEFa1acRxv5xk92uPecoHi7ozGFE3CvxyqZeXl7w8vLSua958+b0ZBghhBBiAIIaOGPsH++3sxRq7oIxENReTAghhJQTDxd00th+Vs7HBhWpJWjr1q0AgB49esDS0pLdLoxBgwYVLTJCCCmijIwMNG3aFABw7do1mJubcxwRIYZFKtKcP+vvWzH4umNNjqLhXpGSoCFDhoDH46F58+awtLRkt/PDMAx4PB4lQYSQUscwDP777z/2NSFE29cdPLHixGMAwM+nIigJKqxNmzaBx+PB2dkZABASElIqQRFCSHFIpVKcPn2afU0I0da7aWU2CSrvitwS9KHBgwfrMxZCCCkRgUCANm3acB0GIQbN0UrzD4T41Cw4WJXPPxpoYDQhhBBSjm26EMl1CJwpURJ04cIFBAcHIy4uTuf+2NhYBAcH4/JlWrWWEFL6lEol9u/fj/3799OyGYTkY4ifO/t6/Znyu4xGiZKglStX4uDBg3ByctK539nZGYcOHcKPP/5YkssQQkihZGdno0ePHujRowctm0FIPka2rqqxrVaXzwcJSpQEXbt2DS1btsy3jr+/P7UEEULKBJ/Ph5+fH/z8/GjZDELy4WxtprF98N9XHEXCrRLNGB0fHw8XF5d86zg5OSE+Pr4klyGEkEIxMzPDhQsXuA6DEKPgbC1FbEoWAGDirtvo1jD/73NTVKI/lWxsbBAVFZVvnRcvXkAmk5XkMoQQQgjRs18HNtHYvheTwlEk3ClREpS7Nlh0dLTO/VFRUdi/fz/8/PxKchlCCCGE6FkDVxuN7U9+Ps9NIBwqURIUHByMjIwMtGjRAlu3bkVsbCyAnKfCtmzZghYtWiAzMxNff/21XoIlhJD8ZGZmomnTpmjatCkyMzO5DocQg7d3lC/XIXCqRGOC/P39sXLlSnz99dcYOnQoAIDH47HT1fP5fKxevRr+/v4lj5QQQgqgVqtx/fp19jUhJH/e7rYa29suv8DA5m4cRVP2SpQEAcDEiRMREBCA9evX49q1a0hJSYGNjQ18fHwwatQo1KtXTx9xEkJIgSQSCQ4dOsS+JoQUzF4mRkKaHAAwe/89SoKKqkGDBli3bp0+TkUIIcUmFAoRFBTEdRiEGJXQCa3gsyiM3d538yV6NnblMKKyQxNpEEIIIeXYx+uGBe+5w1EkZa/ESZBSqcSPP/4IHx8fWFlZQSh837h0+/ZtjBkzBo8f02q1hJDSp1KpcOLECZw4cQIqlYrrcAgxGieDW2tsp2eXj2VnSpQEZWZmIiAgAFOmTMGLFy9gZWXFDooGAA8PD4SEhGDr1q0lDpQQQgqSlZWFjh07omPHjsjKyuI6HEKMRnUHzfn8Rm2/wVEkZatESdCiRYtw4cIFLF68GHFxcRg2bJjGfmtra7Ru3RrHjh0rUZCEEFIYfD4fXl5e8PLyomUzCCkiT8f3iZCaKR9riZXoU2L37t0ICAjAN998Ax6PBx6Pp1WnatWqBc4qTQgh+mBmZobbt2/j9u3bMDMzK/gAQgjrxz4N2dcXIhK5C6QMlSgJioqKgre3d751LC0tkZJS/qbiJoQQQoxJDQdLje2kdDlHkZSdEiVBlpaWBS6O+vTpU1SsWLEklyGEEEJIKRMLNVOCxgtOcBRJ2Snx2mEHDx5EcnKyzv3R0dEIDQ2lGaMJIWUiMzMTbdq0QZs2bWjZDEKKYUnP+hrbKrVpjw0qURI0depUvH37Fu3atcOFCxegVOY8UpeRkYGwsDAEBgZCqVQiODhYL8ESQkh+1Go1zpw5gzNnztCyGYQUQ1+fKhrboXdjOYqkbJR47bA1a9Zg4sSJGq09lpY5/YoCgQDr1q1DkyZNShYlIYQUgkQiwZ49e9jXhJCi86psgzvRyQCAa5FJ6OpViduASlGJl80YPXo02rRpg/Xr1+PKlStISkqClZUVmjVrhjFjxqBu3br6iJMQQgokFArx+eefcx0GIUZtUvsaGBpyDQBw7H4cvutmumuAligJOnv2LKysrNCwYUOsXr1aXzERQgghhCPVK76fL+h1ajaHkZS+Eo0JCggIwIYNG/QVCyGElIhKpcKFCxdw4cIFWjaDkGJyraA5x9azN2kcRVL6SpQEOTg4QCqVFlyREELKQFZWFlq2bImWLVvSshmEFBOPx0Mtp/dzBp1+9IbDaEpXiZKgDh06IDw8XGO9MEII4QqPx0P16tVRvXp1nTPYE0IK58PB0AsO/cdhJKWrREnQkiVLkJiYiBEjRiApKUlfMRFCSLGYm5vjyZMnePLkCczNzbkOhxCj9UkDZ43tgb9f4SiS0lWigdFffPEFbGxssGnTJmzfvh0eHh5wdHTU+guMx+MhLCysRIESQgghpGy42VlobJ97ksBRJKWrRElQeHg4+zo7OxsPHz7Ew4cPtepRszQhhBBiXJ4u6oJqM0LZbYZhTO77vETdYWq1ulD/6CkNQkhZyMrKQlBQEIKCgmhgNCElJOBrJjwJaaa3oGqxkqBLly6hbdu2sLS0hLW1NTp06ICrV6/qOzZCCCkSlUqF0NBQhIaG0h9fhOhBa8/3C6A3W3SSw0hKR5G7w+7evYt27dpp/JUVFhaGixcv4urVqzRDNCGEM2KxGCEhIexrQkjJNK9qhzOPcx6RN8W1VIvcErRkyRJkZWVh5syZiIuLQ1xcHGbPno3MzEz88MMPegts7dq1cHd3h1QqRbNmzQrd0rRr1y7weDx0795db7EQQoyDSCTCkCFDMGTIEIhEIq7DIcTojfSvqrF944VpPQle5CTo3LlzaNmyJRYsWAAHBwc4ODhg/vz5aNWqFc6cOaOXoHbv3o3g4GDMnTsXN2/ehJeXFwIDAxEfH5/vcZGRkZgyZQpatWqllzgIIYSQ8oz/0bignVejOYqkdBS5O+z169fo27evVnmzZs1w5Yp+5hFYuXIlhg8fjqFDhwIA1q9fj8OHD2PTpk2YNm2azmNUKhUGDBiA+fPn49y5c0hOTs7z/NnZ2cjOfr8eSmpqKgBAoVBAoVDo5WcgRZf73tM94J6x3guVSoW7d+8CAOrXrw+BQMBxRCVjrPfB1JT3+7C0Zz18s+8eAGDvjZdY3L0OJ3GUxvtf5CRIoVBAJpNplVtYWOglQLlcjhs3bmD69OlsGZ/PR/v27XHp0qU8j/vuu+/g4OCAr776CufOncv3GosXL8b8+fO1yk+fPk0TrBmAEydOcB0C+T9juxdZWVnsH2m7du0ymWV9jO0+mKryeh+y5cCH6UJoaGiedUtTRkaG3s9ZonmCSkNCQgJUKhUcHR01yh0dHXXOQQQA58+fx++//47bt28X6hrTp09HcHAwu52amorKlSsjICAAdnZ2xY6dlIxCocCJEyfQoUMHGs/BMWO9FxkZGahUKWe6/06dOhn9HzXGeh9MDd0HYPaN4+zrLl26cBJDYmKi3s9ZrCRo+/btuHz5skZZREQEAN1vDo/Hw+HDh4tzqQK9e/cOAwcOxMaNG2Fvb1+oYyQSCSQSiVa5SCQqt7/ghoTug+EwtnthbW2NmJgYrsPQO2O7D6aqPN8HK6kQqVlKAEC6goGNedk/fVka732xkqCIiAg26fnY0aNHtcqKMsOkvb09BAIBXr9+rVH++vVrODk5adV/+vQpIiMj0bVrV7ZMrVYDAIRCIR49eoRq1aoV+vqEEEII0WQufp8E/XPnFQb5unMbkJ4UOQl6/vx5acTBEovFaNKkCcLCwtjH3NVqNcLCwjBu3Dit+rVq1WIHQuaaNWsW3r17h9WrV6Ny5cqlGi8hhBBi6szF7x8yOP8kofwmQW5ubqURh4bg4GAMHjwY3t7e8PHxwapVq5Cens4+LTZo0CC4uLhg8eLFkEqlqFevnsbxNjY2AKBVTggxbVlZWRg4cCAAYNu2bSYzMJoQro1qXQ3f/PUvAOD4f68LqG08DG5gNAD06dMHb968wZw5cxAXF4eGDRvi6NGj7GDpqKgo8PklWvaMEGKCVCoV9u7dCwDYvHkzt8EQYkLa13EE/nq/fS8mBfVcrLkLSE8MMgkCgHHjxuns/gI0V6/XhT78CCmfxGIx1qxZw74mhOiHrYXm/6dPfj6PyCVBHEWjPwabBBFCSFGJRCKMHTuW6zAIMUnbvvLBwN/fL2GVnq2EhcS40wjqUyKEEEJIgVrVqKixvfXSC44i0R9KggghJkOtVuPJkyd48uQJO1UGIUR/PmngzL5efvwRh5HoByVBhBCTkZmZCU9PT3h6eiIzM5PrcAgxOcNavV9VXqVmOIxEP4y7M48QQj5ibW38T6wQYqi8XDX/f715l42KltorMBgLagkihJgMCwsLJCcnIzk5GRYWFlyHQ4jJ+XgFiI3nnnEUiX5QEkQIIYSQQuvj/X4lhg1nKQkihBBCSDkR3NFTY/vNu2yOIik5SoIIISYjOzsbQ4YMwZAhQ5CdbbwfzIQYMkcrzeVomn5/kqNISo6SIEKIyVAqldiyZQu2bNkCpVLJdTiEmKxVfRpyHYJe0NNhhBCTIRKJsHTpUvY1IaR0dG/kgkm7b7Pb91+loG4l43syk5IgQojJEIvFmDp1KtdhEFIuuNiYISY5Zz6uJUceYttXzTiOqOioO4wQQgghRTageRX29bknCRxGUnyUBBFCTIZarUZMTAxiYmJo2QxCStmAZm5ch1Bi1B1GCDEZmZmZcHV1BQCkpaXRhImElCJrM81xd1kKFaQiAUfRFA+1BBFCTIpQKIRQSH/fEVLWDt55xXUIRUZJECHEZFhYWEChUEChUFArECFlwLeqHft66t5/OYykeCgJIoQQQkixfP3R7NHGhpIgQgghhBSLt7utxva2yy84iqR4KAkihJiM7OxsjB07FmPHjqVlMwjhwP2YFK5DKBJKggghJkOpVGLdunVYt24dLZtBSBlZ2qsB+3rXtWgOIyk6eoSCEGIyRCIR5s6dy74mhJS+ph91id14kYQmbrZ51DYslAQRQkyGWCzGvHnzuA6DkHLF3c5cY/uzXy4hckkQR9EUDXWHEUIIIaTYeDweDo1vqVEWnZTBUTRFQ0kQIcRkMAyD5ORkJCcng2EYrsMhpNyo56K5gnz7lWc4iqRoKAkihJiMjIwMVKhQARUqVEBGhnH8JUqIqRjW0oN9na00jrX7KAkihBBCSInNDKqtsW0MXWKUBBFCTIa5uTnkcjnkcjnMzc0LPoAQojc8Hk9je/GRBxxFUniUBBFCTAaPx4NIJIJIJNL6QCaElL6R/lXZ16F34ziMpHAoCSKEEEKIXoxuU43rEIqEkiBCiMmQy+WYOnUqpk6dCrlcznU4hJQ7NuZije0nr99xFEnhUBJECDEZCoUCy5cvx/Lly6FQKLgOh5ByqW4lK/b1kiMPOYykYDRjNCHEZIhEIkyZMoV9TQgpe61qVMT9V6kAgLCH8RxHkz9KggghJkMsFmPZsmVch0FIufZVSw+sP/OU3U5Iy4a9TMJhRHmj7jBCCCGE6E1FS82E59CdVxxFUjBKggghJoNhGCgUCigUClo2gxAO9fOpwr4Of/yGw0jyR0kQIcRkZGRkQCwWQywW07IZhHCoS30n9nX4I0qCCCGEEFJO+HjYamzLDXQtMUqCCCEmw9zcHG/fvsXbt29p2QxCOCQRCjS236RlcxRJ/igJIoSYDB6PBxsbG9jY2NCyGYRwzMXGjH0dl5LJYSR5oySIEEIIIXoXUKsi+/rlW8NMgmieIEKIyZDL5Vi0aBEAYMaMGRCLxQUcQQgpLfwPWmOjEg3zQQVqCSKEmAyFQoH58+dj/vz5tGwGIRz7cPmMFScecxhJ3qgliBBiMoRCIcaMGcO+JoRwx6uyDdchFIg+JQghJkMikWDt2rVch0EIAVDLyUpj++zjN/D3rJhHbW5QdxghhBBCSoWb3fupKgZtusphJLpREkQIIYSQUrGyd0OuQ8gXJUGEEJORnp4OkUgEkUiE9PR0rsMhpNxr4lZBYztLoeIoEt0oCSKEmBSlUgmlUsl1GIQQHa48T+I6BA2UBBFCTIaZmRlevnyJly9fwszMrOADCCGlbrCvG/t6ws5bHEaijZIgQojJ4PP5cHFxgYuLC/h8+ngjxBB8+Kh8SqZhzd9FnxKEEEIIKTWd6zlrbKdkGE4iREkQIcRkyOVyLFu2DMuWLYNcLuc6HEIIADOx5oryXt8d5ygSbZQEEUJMhkKhwDfffINvvvmGls0gxIB836OexjbDMBxFoomSIEKIyRAKhRg8eDAGDx5My2YQYkAGNHPT2J646zY3gXyEPiUIISZDIpFg8+bNXIdBCNGht7cr9lx/CQC48jyR42hyUEsQIYQQQkrdqNbV2NevU7M5jOQ9SoIIIYQQUurc7Sw0tg1hXBAlQYQQk5Geng4bGxvY2NjQshmEGBg+n6ex/Soli6NI3qMkiBBiUlJSUpCSksJ1GIQQHdrUrMi+Hr39BoeR5KAkiBBiMszMzPD48WM8fvyYls0gxAC1rG7Pvv73Jfd/rFASRAgxGXw+HzVq1ECNGjVo2QxCDNBXLT00tkPvxnIUSQ76lCCEEEJImeDxeBB8MDZozI6bHEZDSRAhxIQoFAqsXbsWa9eupRmjCTFQB8a24DoEFk2WSAgxGXK5HOPGjQMADBkyBCKRiOOICCEfq+dirbGtUjMarUNliZIgQojJEAgE6NWrF/uaEGKYqlW0wNM3OdNYJGfIYSeTcBIHJUGEEJMhlUrx559/ch0GIaQAH86TuONKFCa0q8FJHDQmiBBCCCFlqrFbBfb1if9ecxYHJUGEEEIIKVMDm79fVf5uDHfzBRlsErR27Vq4u7tDKpWiWbNmuHr1ap51N27ciFatWqFChQqoUKEC2rdvn299QohpysjIgIuLC1xcXJCRkcF1OISQPHw8OJorBpkE7d69G8HBwZg7dy5u3rwJLy8vBAYGIj4+Xmf98PBw9OvXD6dPn8alS5dQuXJldOzYETExMWUcOSGESwzD4NWrV3j16pVBLM5ICNGNq6fBPmaQSdDKlSsxfPhwDB06FHXq1MH69ethbm6OTZs26ay/Y8cOjBkzBg0bNkStWrXw22+/Qa1WIywsrIwjJ4RwSSqV4tatW7h16xakUinX4RBC8lHb2Yp9rVCpOYnB4J4Ok8vluHHjBqZPn86W8fl8tG/fHpcuXSrUOTIyMqBQKGBra6tzf3Z2NrKzs9nt1NRUADkTrdEEa9zJfe/pHnDPmO9F3bp1AQBqtRpqNTcfrPpizPfBlNB9KB0PYlPZ13ejk1C/gC6y0nj/DS4JSkhIgEqlgqOjo0a5o6MjHj58WKhzfPvtt6hUqRLat2+vc//ixYsxf/58rfLTp0/D3Ny86EETvTpx4gTXIZD/o3thGOg+GAa6D/pVrwIf997mdEhN2HYZUxuo8q1fGuP8DC4JKqklS5Zg165dCA8Pz7M5fPr06QgODma3U1NTUblyZQQEBMDOzq6sQiUfUSgUOHHiBDp06EAz/XLMWO+FQqHAzp07AQD9+vUzqth1Mdb7YGroPpSOJLso3DuU07jxMp2HLl265Fs/MTFR7zEYXBJkb28PgUCA16815w14/fo1nJyc8j12+fLlWLJkCU6ePIkGDRrkWU8ikUAi0Z6dUiQS0S+4AaD7YDiM7V7I5XIMGzYMANC3b1+jij0/xnYfTBXdB/3q39wd8w+97+FRMDyYi/NOS0rjvTe4gdFisRhNmjTRGNScO8jZ19c3z+OWLl2KBQsW4OjRo/D29i6LUAkhBkYgEKBLly7o0qULLZtBiIGTCDX/jz77/zIaZcngkiAACA4OxsaNG7FlyxY8ePAAo0ePRnp6OoYOHQoAGDRokMbA6R9++AGzZ8/Gpk2b4O7ujri4OMTFxSEtLY2rH4EQwgGpVIrDhw/j8OHD9HQYIUZgiJ87+3r0jhtlfn2D6w4DgD59+uDNmzeYM2cO4uLi0LBhQxw9epQdLB0VFQU+/33+9ssvv0Aul7MLJ+aaO3cu5s2bV5ahE0IIIaSQajjK2NfRSZllfn2DTIIAYNy4cRg3bpzOfeHh4RrbkZGRpR8QIYQQQvSqv08VzPz7HmfXN9gkyBgoFAqoVPk/0kcKT6FQQCgUIisri95XjhnrvcjMzET37t0BAPv374eZmRm3AZWQPu6DQCCgwbzEYPF4mjNHMwyjVVaaKAkqhtTUVCQkJGhMuEhKjmEYODk5ITo6ukz/ExBtxnov1Go1O17w1atXGt3mxkhf90EikcDe3h5WVlYFVyakjNVwkOFJfM4Y3jdp2XCwLLvxfJQEFVFqaipiYmIgk8lgb28PkUhkVF8ShkytViMtLQ0ymczov7yMnbHei9ykAQDMzc2N/v9mSe8DwzBQKBRISUlh11KkRIgYmrcZcvZ1xOs0SoIMWUJCAmQyGVxdXY3+A9bQqNVqyOVySKVSo/riNUXGfC+MvQvsQ/q4D2ZmZrC0tMTLly+RkJBASRAxOH7V7PHPnVcAgBsv3sKvun2ZXdu4Pt04plAokJ2dDWtra0qACCFGg8fjwdraGtnZ2bT+FTE4djIx+3pteESZXpuSoCLIHZhIgwwJMUwMwyApKQlJSUlgGIbrcAxK7ueWMQ10J+VDf58q7OssRdkuekxJUDFQKxAhhkmtVuPZs2d49uyZ0a8gr2/0uUUMVQ1HS86uTUkQIcRk8Hg8WFpawtLSkr70CTFST9+U3WoPlAQRQkwGn89HzZo1UbNmTaMb0E1IedbMw5Z9PXJb2S2fQZ8SxORs3rwZPB4PmzdvLtbxbdq0oVYEPYmMjASPx8OQIUM0yocMGQIej0ezvRNCAACd6zmxryPiqSWIGKDcL7QP/4nFYlSuXBn9+/fHv//+y3WIJiE+Ph4CgQBTpkwB8D6p+/CfmZkZPD09MX78eMTFxXEcMSGElEz/Zm6cXJfmCSJFVq1aNXzxxRcAgLS0NFy+fBk7d+7Evn37EBYWhhYtWnAaX48ePdC8eXM4OzsX6/itW7ciIyNDz1EV3sGDB6FWq9nlH3K1a9cOLVu2BAAkJiYiLCwMa9aswf79+3Hz5k1UrFiRg2gNi1qtxoMHDwAAtWvXpi4xQoyEWKj5f/VtuhwVLMR51NYfSoJIkVWvXh3z5s3TKJs1axa+//57zJw5U2uB27JmbW0Na2vrYh9fpUqVgiuVogMHDqBixYrw8/PTKG/fvj2mTZvGbqvVanTt2hWhoaFYs2YN5s+fX9ahGhyGYZCZmcm+JoQYD7GQD7ky56nOB7GpZTJpIv2ZRPRi/PjxAIBr166xZTweD23atEFMTAwGDRoEJycn8Pl8jSTp7Nmz6Nq1K+zt7WFmZoYmTZpg9uzZebbEnD17Ft27d4ejoyMkEgkqV66Mnj174vz582ydvMYE3bx5E7169UKVKlUgkUhQsWJFNG3aFN9//71GvbzGBCmVSqxcuRJeXl4wMzODtbU1AgICcPDgQa26H8Zw/Phx+Pn5wdzcHHZ2dhg8eDASExN1/nwZGRk4efIkPvnkkwJbMfh8PjvW5sYN7YGE8fHxmDx5MqpXr86uHfXZZ5/h3j3dKzbHx8fj66+/Rs2aNWFhYQEPDw/4+vpi+fLlGvU2bdqEbt26wd3dHVKpFLa2tggMDMTp06fzjbeknj17hhEjRsDDwwMSiQQODg5o06aNxn3eunUrmjZtimvXrmm9f+Hh4eDxeFoJfH6/p9WrV4elpWWev4+ffvopeDweHj9+rFF+4MABtGvXDhUqVIBUKkW9evWwfPlymqOHkHx82cKDfZ2YLs+npv5QEkT06uPkITExEb6+vvj333/Rt29fjBgxgp22/5dffkGbNm1w4cIFBAUFYfz48ahUqRIWLVqEDh06QC7X/E+wevVqtGnTBidOnECHDh3w9ddfo23btrhz5w727t2bb1y3b9+Gn58fjhw5gpYtWyI4OBi9evWCubk5NmzYUODPxTAMevXqha+//hpZWVkYO3Ys+vfvjzt37uDTTz/Fjz/+qPO4f/75B127dkWlSpUwZswYVKtWDVu3bkW3bt101j927BgyMzPz3J8XoVCzUffp06do0qQJVq1ahWrVqmH8+PHo0qULjh49iubNm+PKlSsa9R89eoSGDRti5cqVcHBwwPjx49n3Z9GiRRp1x44di9evX6N9+/aYPHkyPvnkE1y6dAnt27fHgQMHihR3YZ0/fx6NGjXCb7/9hlq1aiE4OBg9e/ZEZmYmVq9ezdbL/f0zMzMr0uD2vH5Pv/jiC6SlpWH//v1axyQkJODo0aNo1qwZPD092fLp06eje/fuePToEXr27IkxY8bAzMwMU6dORd++fYv/JhBi4qzM3n+Ojd95q2wuyhAmJSWFAcAkJCTkWy8zM5P577//mMzMzDKKzLA8f/6cAcAEBgZq7ZszZw4DgAkICGDLADAAmKFDhzJKpVKj/v379xmhUMh4eXmx77tKpWLevn3LLFq0iAHALF++nK1/+/Zths/nM5UqVWKeP3+ucS61Ws3ExMSw2yEhIQwAJiQkhC0LDg5mADD79+/Xiv3j+966dWvm4/8aW7ZsYQAwrVu3ZrKzs9nyFy9eMPb29oxQKGSePn2qFYNQKGTOnz/PliuVSqZNmzYMAObSpUtasQwePJgxNzdnMjIytM61ePFijboqlYrp3LkzA4BZtmyZxj4/Pz9GIBAwR48e1Sh/9OgRY2lpydSvX1+j3NvbmwHAbNiwgT3327dvGZVKxURHR2vUffbsmVbcr169YipVqsTUqFFDozz3d2bw4MFaPycArXupS1ZWFuPi4sLw+XzmyJEjWvs/jE/Xvc91+vRpBgAzd+5cjfL8fk+fPHnCAGA6d+6sdb6ff/6ZAcCsWbOGLTt+/Dj7fyQtLY0tV6vVzKhRoxgAzN69ewv8mXN9eB9Kqrx/fpWEXC5n9u/fz8jlcq5DMWlhD+IYt28Psf8+lpCQwABgUlJS9HZNGhOkR11/Po8377K5DiNfFS0lODi+ZYnOERERwXYppKen48qVKzh37hykUqlW15JYLMbSpUshEAg0yn/99VcolUr8/PPPsLOz09g3depU/Pjjj9i5cye+/vprtr5arcbChQvh7u6uUZ/H46FSpUqFil3X4pofX1+XLVu2AACWLl0Ksfj9YL0qVapg8uTJmDlzJnbs2IHZs2drHNe/f3+NgeICgQCDBw9GeHg4rl27hubNm7P7VCoVDh06hA4dOuiM8+TJk8jKygIAJCUl4eTJk3jw4AH8/PwwevRott6tW7dw8eJFfPnllwgMDNQ4h6enJ4YPH46VK1fi3r17qFevHq5evYrr16/D398fw4cP17quq6urxraHh4dWHWdnZ3z22Wf4+eef8eLFC7i56e9JjwMHDrBdVZ06dco3Pub/44AyMjLAMEyhW4Py+j2tXr06fH19ceLECcTHx8PBwYHdt23bNohEIvTp04ctW7NmDQBgw4YNsLCwYMt5PB6WLFmCX3/9FTt37sRnn31WqLgIKU/a1nLU2L4Xk4J6LsUf31kYlATp0Zt32YhLzeI6jFL39OlTdhCuSCSCo6Mj+vfvj2nTpqF+/foadT08PGBvrz247fLlywByun/CwsIA5HyBZWdnQyKRQCQS4eHDh2z9q1evAgA6duxYrJh79+6NVatWoUePHujTpw86dOgAf39/uLi4FOr4W7duwdzcHD4+Plr7AgICAOR0uX2sSZMmWmW5X9rJycka5RcuXEBiYmKeXWFhYWHse5WrRYsWCAsLg0QiYcty39vXr19rjX8BwL6vDx8+ZJMgoPDv7bNnz7B48WKcOnUKMTExyM7WTPxfvXql1ySoKPHlJkGvX7+GWq3WSmryktfvKQAMHDgQly5dws6dOzFx4kQAwJMnT3D16lV2PFuuy5cvw8LCAps2bdJ5LjMzM43fa0JI3k4/jKckyJhUtJQUXIlj+ogxMDAQR48eLVRdR0dHneVJSUkAoNVylJeUlBTweLxiP/berFkzhIeHY9GiRfjjjz8QEhICAGjatCl++OEHNpHJS2pqKipXrqxzX25MqampWvtyxz99KHf8zseDZPfv3w+BQIBPPvlE53UWL16MadOmQa1WIzIyEvPmzcO2bdswfPhwbN26la2X+94ePnwYhw8fzvNnSk9PB5Dz3gIoVEIYEREBHx8fpKamIiAgAF27doWVlRU7kPjMmTNaSVFJFSW+XGKxuEhjgvL6PQWAPn36YNKkSdi+fTubBG3btg1AToL0oaSkJCiVynyf1Mt93wkh2ob4uWPzxUgAwIoTjzG+XY1SvR4lQXpU0m4mU5TXF1FucpCamgpLy5zF89RqNVJTU9kv1Q/Z2NiAYRjExsYW6cvwQ61atcKRI0eQmZmJK1eu4ODBg1i3bh2CgoJw7949VK1aNc9jraysEB8fr3Nf7mSFuhKeojhw4AD8/PwKnO+Hz+ejatWq2LJlC168eIFt27ahZ8+e7LxCuXH8/PPPGDduXIHXtbGxAQDExMQUWPfHH3/E27dvsW3bNnauqFyjRo3CmTNnCjxHURUlvtwE09HRUet3KDeZ0iW/hMnW1hZdunTB/v378ejRI9SsWRPbt2+HtbU1unbtqlHXysoKPB4PCQkJBcZKCNHWrrYDmwQBKFK3dnHQ02GEE82aNQPwvuumILndUMePHy/xtc3MzNCmTRusWLECM2bMQGZmJk6cOJHvMY0aNUJGRgbbNfOh3Ef+GzZsWOyY7t27h2fPnhXpqTAej4fVq1eDx+Nh+vTp7Krpue/tpUuXCnWeory3T58+BQCtOBmGwYULFwode1EUJb4KFSoA0J0w3bpV/KdNclt8tm/fjgsXLuD58+fo1asXpFKpRr1mzZohMTERT548Kfa1CCnPWtXQ/CPw5dvMUr0eJUGEE2PGjIFQKMT48eMRFRWltT85OVnjS2vUqFEQCASYNWsWXrx4oVGXYRi8evUq3+tdunSJHVT8odevXwOA1pfZxwYPHgwg5/FnhULBlkdHR2PlypUQCoUYMGBAvufIT+6j5UV9NL5hw4bo3r07Hj58iB07dgDISRqaNWuGnTt3Yvfu3VrHqNVqjRabpk2bomnTpjh79iw2btyoVf/DhCJ3rM+H8zIBwJIlS/Kcf6ikPv30U7i6umL79u04duxYvvE1adIEPB4Pu3bt0rjfT5480XiUvqiCgoJQoUIF7Nixg+16/LgrDAAmTJgAAPjyyy91zgUVFxfHzmhNCNGtpqMl+zqilFeUp+4wwol69eph3bp1GD16NGrWrIkuXbqgatWqSExMxMuXL3H27FkMGTIE69evBwDUr18fq1atwoQJE1C3bl10794dbm5uiIuLw9mzZxEUFIRVq1bleb0ffvgBp0+fhr+/Pzw8PCCVSnHz5k2EhYWhatWq6NGjR77xDhw4EPv27cOBAwfQoEEDfPLJJ0hPT8fu3buRlJSEFStW5NudVpD9+/ejTp06qF69epGPnTt3Lvbv34/vvvsO/fr1g1AoxM6dOxEQEIC+ffti1apVaNy4MczMzBAVFYVLly7hzZs3GknCjh070KZNG4wYMQLbtm1D8+bNkZqaioiICNy6dYv9Qh81ahRCQkLw2WefoXfv3rCzs8Ply5dx8+ZNBAUF5TsGqbgkEgn27NmDTp06oXPnzujUqRO8vLyQmpqK27dvIyMjg02YnZycEBQUhEOHDqFJkybo1KkT4uPj8ffff6NTp07466+/ih1D79698euvvyIkJARubm7w9/fXqtepUyfMnj0bCxYsQPXq1dGpUye4ubkhMTEREREROHfuHBYuXIjatWuX6D0hxJS525vj0et3AICoxNJdwoiSIMKZ4cOHsxP0nT17FgcPHoSVlRXc3NwwefJktvUl17hx41CvXj2sWLECR44cQVpaGhwcHNCsWTP07t0732uNHj0a1tbWuHLlCs6cOQOGYVClShXMmDEDkydPLnA8D4/Hw969e7F69Wps2bIFP//8M8RiMRo3bozg4GB8+umnxX4fYmJicOPGDUyfPr1Yx3t5eaFnz57466+/sHXrVnz55Zfw8PDArVu3sHLlSuzfvx8hISEQCARwdnaGv78/evXqpXGOGjVq4ObNm1i8eDEOHjyI1atXw8LCAp6enpg1axZbr1GjRjh+/DhmzZqFffv2QSAQwM/PDxcuXMA///xTKkkQAPj6+rLxHTt2DCdPnkSFChVQp04djBo1iq3HMAy+/fZbWFhYIDw8HGvXrkXNmjWxYcMGVKpUqdhJEJCTCP/6669QKBTo379/nuMUvvvuO/j7++Onn35CWFgYkpOTYWdnBw8PD8ybN69ELYaElAe+Ve1w7H5OK/25J28w2M+91K7FYxhaYCc1NRXW1tZISEjId86YrKwsPH/+nG1JIPqV38BoU/bLL79gzJgxuHLlis5H8LlgrPeCYRh26gEbG5tSHVBZFvR5H+jzq/gUCgVCQ0PRpUsXiEQirsMxeacfxWNoyPslmCKXBAHImdnd3t4eKSkpJX4QJRe1BBHCsQMHDsDZ2RlNmzblOhSjx+Px2MHRhBDj5ONuW2bXoiSIEI4Vds4lQggpDywkmqmJSs1AwC+dVl3jaecmhJACMAyDd+/e4d27d6CefkJMw4WI0pt3i5IgQojJUKvVePToER49esTOm0QIMT51K70f83P5mfZ0E/pCSRAhxKRIpVIa+EuIkfuyxfuFmteFPy2169CYIEKIyRAIBKhXrx7XYRBCSqh1Tc2Zo1MyFXnULBlqCSKEEEKIQbGXaS72Pe+f+6VyHUqCCCGEEGJwRrZ+Pwv/37dikK3U/zg/SoIIISZDrVbj8ePHePz4MQ2MJsTITWrnqbHd45fCLQpdFJQEEUJMBsMwSE1NRWpqKj0iT4iRMxML0KW+E7sdm5Kt92tQEkQIMRl8Ph8eHh7w8PAwquU+CCG6rezdsFTPT58ShBCTwePxYGdnBzs7O6NfN4wQAkhFAizsXnpPfFISRAghhBCD9UVzN9jLxKVybkqCiEEIDw+HQCDAkiVLuA6FM5s3bwaPx8PmzZu5DiVf4eHh4PF4mDdvXqldw93dHe7u7oWun/vehYSEID09Henp6TQmiBATcml6O3SsU7HgikVESRAptMjISPB4PI1/YrEYlStXRv/+/fHvv/9yHSKGDBkCHo+HyMjIUr1OUb+kc/F4PLRp00bv8ZAcDMPgwYMHePDgQb5Ph+3YsQM9evRAtWrVYGlpCZlMhrp162Ly5MmIiYkp8nWPHTuG1q1bw9LSElZWVggICEBYWFie9R8/fozevXvD3t4eZmZm8PLywi+//JJn4paamorg4GC4ublBIpHA3d0dU6dORVpaWpFjJcQYiQR8LC6FbjGaMdoAqVQqnDt3DrGxsXB2dkarVq0gEAi4DotVrVo1fPHFFwCAtLQ0XL58GTt37sS+ffsQFhaGFi1aFPmcPj4+uH//PiQSScGVCcmHWFxws/muXbvw5MkTNG/eHM7OzmAYBrdv38bq1auxefNmnD9/HnXr1i3U9bZv346BAweiYsWKGDJkCABg9+7d6NChA/bs2YNevXpp1P/vv//g5+eHzMxM9O7dG5UqVcLhw4cxZswY/Pfff/j555816qenp+OTTz7B7du30bFjR/Tr1w+3bt3C8uXLcebMGZw9e5aWCSHlAr80VpJnCJOSksIAYBISEvKtl5mZyfz3339MZmZmqcXy119/Ma6urgwA9p+rqyvz119/ldo1C+v58+cMACYwMFBr38yZMxkATOvWrYt9fpVKxbx9+5ZRqVTFPsfgwYMZAMzz58+LfY7CcHNzY9zc3Ip8XH7vUUhICAOACQkJKVFs+pDfvTh9+jQDgJk7d26pXb+o729R37u8/g//9ttvDACmV69ehTpPUlISY2Njw9jb2zPR0dFseXR0NGNvb8/Y29szqampGsf4+/szAJjQ0FC2LDs7m2nVqhUDgLl48SJbrlKpmG+++YYBwHz77bca5/n2228ZAMyiRYsKFWtZfH6ZKrlczuzfv5+Ry+Vch1KuJSQkMACYlJQUvZ2TusMMyL59+9CrVy+8fPlSozwmJga9evXCvn37OIqsYOPHjwcAXLt2jS1TKpVYuXIlvLy8YGZmBmtrawQEBODgwYNax+c1Jii32yktLQ0TJ05EpUqVIJFI0KBBA+zdu1er7pYtWwAAHh4ebJddYbqfbty4gXHjxqFevXqwtraGmZkZ6tevjyVLlkCheL9mTW6X4IsXL/DixQuNrsH8xsjkjqMBgDNnzmgcp2sM0PHjx+Hn5wdzc3PY2dlh8ODBSEzUXEk5N5YhQ4bgwYMH6NGjB/tU1IfdgQcOHEC7du1QoUIFSKVS1KtXD8uXL4dKpdI4n1qtxm+//QYfHx/Y29vD2dkZVapUQdeuXREeHq7z57p+/To6dOgAS0tLWFtbo0ePHnl2RV64cAFBQUGwtbWFVCpFrVq1MHfuXGRkZOT5vn0sKSkJo0aNgqOjI8zNzdG0aVP8/fffhT4+V14tJ59//jkAICIiolDn+fPPP5GcnIzx48fD1dWVLXd1dcW4ceOQkJCgEd/jx49x9uxZBAQEoHPnzmy5WCzGggULAAAbN25kyxmGwbZt2yCTyTB79myNa8+ePRsymQy//fZboWIlhGij7jADoVKpMHHiRJ1jAhiGAY/Hw6RJk9CtWzeD6hr7WO4XPcMw6NWrFw4cOABPT0+MHTsW6enp2L17Nz799FOsXLkSkydPLtQ5FQoFOnbsiLdv3+Kzzz5DRkYGdu3ahd69e+Po0aPo2LEjAGDSpEnYvHkz7ty5g4kTJ8LGxgYACjV2Z+PGjTh48CD8/f3RpUsXZGRkIDw8HNOnT8e1a9fw119/AQBsbGwwd+5crFq1ir1mrvySLXd3d8ydOxfz58+Hm5sb220CAA0bNtSo+88//+Dw4cPo2rUr/Pz8cPbsWWzduhVPnz7F+fPntc4dERGB5s2bo379+hgyZAgSExPZLqHp06djyZIlcHFxQc+ePWFtbY1z585h6tSpuHLlCv7880/2PNOnT8fSpUtRrVo19OvXD2KxGAkJCbhw4QJOnjyp9fNdu3YNS5cuRUBAAEaOHIlbt25h//79uHv3Lu7du6eRaPz555/o168fJBIJ+vTpAwcHBxw/fhzfffcdjh07hvDw8AK7dDIyMtCmTRvcvXsXvr6+aN26NaKjo9GnTx/2d6CkDh8+DACFXoQ1NznUdf3AwEDMmzcPZ86cwaBBgwqs37JlS1hYWODMmTNs2ZMnTxAbG4uOHTvCwsJCo76FhQVatGiBY8eOITo6GpUrVy5UzISQD+itTcmIGUJ3WG4XQ0H/Tp8+rfdrF1Z+3WFz5sxhADABAQEMwzDMli1b2K6f7Oxstt6LFy8Ye3t7RigUMk+fPmXLc3/+b7/9VqMLxs3NjQHAdOvWTeM8J0+e1BlLcbvDXrx4wSiVSo0ytVrNfPnllwwA5vz58xr7SrM7TCgUalxPqVQybdq0YQAwly5dYstz7wcAZs6cOVrnO378OPsepaWlafxco0aNYgAwe/fuZcttbW2ZSpUqMenp6VrdYYmJiWy9D39Xd+3apXHNgQMHMgCYnTt3smUpKSmMtbU1I5FImDt37rDlKpWK6dOnDwOA+e677zTOo+v9nTt3LgOAGT58uEb50aNH2Xh+//135smTJ8yTJ08K1a26e/duZu7cuczUqVOZLl26MAKBgPHw8GCePXtW4LEMwzDe3t55fnbkNt23atWKLZsyZYrW+/6hevXqMXw+n1EoFAzDMMw///zDAGDGjh2rs/64ceMYAExYWFiBsVJ3WPFRd5hhoO4wExYbG6vXeqUpIiIC8+bNw7x58zB16lT4+/vju+++g1Qqxffffw8AbLfU0qVLNQaqVqlSBZMnT4ZSqcSOHTsKfc0ff/xR4zzt2rWDm5ubRvdbSVSpUkWrhY3H42Hs2LEAgJMnT+rlOoXRv39/jcHlAoEAgwcPBgCdP6+TkxNmzpypVb5mzRoAwIYNGzRaEXg8HpYsWQIej4edO3dqHCMWi3W2NNra2mqV+fv7o0+fPhplX375pVacBw4cQEpKCr788ks0aNCALefz+Vi6dCmEQmGhpgXYunUrxGIxvvvuO43ywMBAtGvXjt1OTk5GcnJyoR6R37NnD+bPn49ly5YhNDQUjRo1wokTJ+Dh4VHgsQCQkpICALC2ttbaZ2VlpVGnoPq5x6jVarx7967Q9T++BiGk8Kg7zEA4OzvrtV5pevr0KebPnw8AEIlEcHR0RP/+/TFt2jTUr18fAHDr1i2Ym5vDx8dH6/iAgAAAwO3btwt1PRsbG51fSq6urrh0ST8L6snlcqxZswa7du3Cw4cPkZaWpvEl+urVK71cpzCaNGmiVZY73iQ5OVlrn5eXl84noi5fvgwLCwts2rRJ53XMzMzw8OFDdrtv375Yt24d6tWrhz59+sDHxwft2rXT6oYpapy3bt0CoLu7sEqVKqhatSoeP36Md+/ewdLSUue1UlNT8fz5c9SpUwdOTk5a+1u1asU+ku7m5gYAhZoxOndcWXJyMm7duoWZM2eiSZMm2LdvH9q2bVvg8YQQ40ZJkIFo1aoVXF1dERMTo/MvWB6PB1dXV7Rq1YqD6DQFBgbi6NGj+dZJTU3Nc4xCbiKXmppaqOvl9VewUCjU20rhvXr1wsGDB+Hp6cmOWRGJREhOTsbq1auRna3/hfvykvvX/YeEwpz/qh8PZgYAR0dHnedJSkqCUqlkE1Zd0tPT2derV6+Gh4cHQkJC2BY9qVSK3r17Y8WKFbC3ty9WnLn3Oa84nZ2d8fjxY6SmpuabBAGAg4ODzv255+bz+ahYsegTqtnY2CAgIABHjx5FzZo1MWjQIDx//hwikSjf43J/N1NSUmBnZ6cz5g9/fz+sr0tqaip4PB77PhSm/sfXIIQUHnWHGQiBQIDVq1cD0P4LNnd71apVBj0o+kNWVlaIj4/XuS8uLo6tYwiuXbuGgwcPIjAwEP/99x82btyI77//HvPmzUPfvn25Dq9AebV4WFlZwc7ODgzD5Pnv+fPnbH2hUIgpU6bg/v37iI6OxsaNG9GyZUts3boVAwYMKHZ8uff59evXOvcX5vchd19ev1N5nbuorKys0Lx5c8TExBTqCbEaNWoAyBnA/LHcstw6BdVXqVR4/vw5PDw82GQyv/p5XYMQUniUBBmQnj17Yu/evXBxcdEod3V1xd69e9GzZ0+OIiu6Ro0aISMjA1evXtXal/uEzMdPRelDbpKoq8UkL0+fPgUABAUFaSWZ586dy/M6RblGLj6fX6zjiqNZs2ZITEzM8ws0P5UqVUKvXr1w5MgRVK9eHSdPnkRmZmax4mjUqBEA6HzMPjo6Gk+fPkXVqlXzbAUCcpITDw8PREREsEnTh3LvE8MwyMzMRGZmZrGXzcjt+iyoFQgAWrduDSBnSoOPHTt2TKNOQfXPnz+P9PR0jfo1atSAs7MzLl68qNFqB+S04l24cAEeHh70ZBghxURJkIHp2bMnIiMjcfr0afzxxx84ffo0nj9/blQJEAB2IO/06dM15tmJjo7GypUrIRQKS9S6kJfcAbzR0dGFPiZ3DMnHj5/fv38fixcvzvM6CQkJyMrKKnJ8H88DVVomTJgAIGew8sdzDAE5LTAPHjwAAGRnZ+PixYtaddLT05GWlgaRSAQ+v3gfF926dYO1tTVCQkJw//59tpxhGHz77bdQKpUaUwbkZeDAgZDL5ZgzZ45G+fHjx9nxQAzD4P79+7h//36eXaXv3r3Do0ePdO7btGkTrl69iho1aqB69eoa+3LndfpQ7969YW1tjZ9//lnjvr58+RJr1qyBvb09evTowZbXrFkT/v7+OH36NI4cOcKWy+Vydh6gYcOGaVxz4MCBSEtLY+cRyrVgwQKkpaVh+PDhOn8WQkjBaEyQARIIBEa/vtTAgQOxb98+HDhwAA0aNMAnn3zCzhOUlJSEFStWoGrVqnq/btu2bbF8+XKMGDECn332GSwsLODm5oaBAwfmeYyPjw98fHywZ88exMbGonnz5oiKisI///yDoKAgrUkZc69z/fp1dO7cGa1atYJYLIa/vz/8/f0LjG/Pnj3o3r07GjVqBIFAgE8//VTjqSl96dSpE2bPno0FCxagevXq6NSpE9zc3JCYmIiIiAicO3cOCxcuRO3atZGZmYkWLVrA09MTTZo0QeXKlZGUlIQTJ04gLi4OU6ZMKfaSJlZWVti4cSP69euHZs2aoU+fPqhYsSJOnjyJGzduwMfHB1OnTi3wPN988w327duHjRs34v79+/D390d0dDT27NmDoKAgdo6f3K6kvCQmJqJ27drw9vZGrVq14OLigrdv3+LatWu4efMmrKys2Kcbc+UmVB+3FFaoUAFr1qzBwIED0bhxY/Zpud27dyMxMRG7d+/WauFat24dWrRoge7du6NPnz5wdnbG4cOHcf/+fYwbNw5+fn4a9SdMmIBjx47hhx9+wK1bt9C4cWPcvHkTx48fR9OmTTXmqiKEFJHeHrY3YoYwT5AxyG+eIF0UCgWzfPlypn79+oxEImEsLS2Z1q1bMwcOHNCqm988QXnNx9O6dWtG16/w0qVLmRo1ajAikajQS3nEx8czX375JVOpUiVGKpUy9evXZ9auXcs8e/aMAcAMHjxYo/67d++Y4cOHM87OzoxAICj0MhKxsbFM7969GXt7e4bP52ss9ZDf0g+6lqrIvR8fx/axEydOMF27dmUqVqzIiEQixsnJifH19WUWLFjAREVFMQyTMw/KDz/8wHTs2JFxdXVlxGIx4+DgwPj7+zN//PEHo1ar842lMDGdPXuW6dy5M2NjY8OIxWLG09OTmT17tsYcRrnyuu+JiYnMiBEjmIoVKzJSqZRp0qQJs2/fviItm5GWlsbMmTOH8ff3Z5ycnBiRSMRYWFgwdevWZSZPnqyx/EWuO3fuMACYAQMG6DznkSNHmFatWjEWFhaMTCZjWrduzZw4cSLPGB4+fMj06tWLsbW1ZSQSCfv79uH7zDDvly9JSkpiJk2axFSuXJkRiURMlSpVmK+//lprSY78lPfPr5KgeYIMQ2nME8RjmGJ2nJuQ1NRUWFtbIyEhQesJjw9lZWWxAxdpwUL9U6vVSE1NhZWVVbG7Xoh+0L3QtGbNGkyYMAF3794t9MKq+qDP+0CfX8WnUCgQGhqKLl26FGqsGCkdiYmJsLe3R0pKit4erKFPN0IIKcC5c+fw6aeflmkCRAgpfTQmiBBiMtRqNbuAq7u7u95asXbv3q2X8xBCDAu1BBFCTAbDMEhKSkJSUlKxH5EnhJQf1BJECDEZPB6PnTOnMMtmEELKN0qCCCEmg8/n57k8ByGEfIy6wwghhBBSLlFLUDHQWANCDBPDMJDL5QAAsVhMXWIfoM8tQrRRS1AR5M4W++EyEIQQw6FWq3H37l3cvXs3z2Uzyqvczy1jWYSZkLJASVARiEQiSCQSpKSk0F9VhBgoPp9PEzx+hGEYpKSkQCKR0GR/hHyAusOKyN7eHjExMXj58iWsra0hEomoyV1P1Go15HI5srKy6EuMY8Z8L+rUqQMgp+XD2FttS3ofGIaBQqFASkoK0tLS4OLiUgpREmK8KAkqotypuhMSEhATE8NxNKaFYRhkZmbCzMyMEkuO0b0wDPq6DxKJBC4uLnpbaoAQU0FJUDFYWVnBysoKCoUCKpWK63BMhkKhwNmzZ+Hv709N9hyje2EY9HEfBAIB3UNC8kBJUAmIRCL6cNEjgUAApVIJqVRK7yvHjPVeZGdnY9y4cQByFj2VSCQcR1QyxnofCDEWxtXZTwgh+VAqlfjtt9/w22+/QalUch0OIcTAUUsQIcRkiEQiLFy4kH1NCCH5oSSIEGIyxGIxZs6cyXUYhBAjYbDdYWvXroW7uzukUimaNWuGq1ev5lv/zz//RK1atSCVSlG/fn2EhoaWUaSEEEIIMUYGmQTt3r0bwcHBmDt3Lm7evAkvLy8EBgYiPj5eZ/2LFy+iX79++Oqrr3Dr1i10794d3bt3x71798o4ckIIlxiGwZs3b/DmzRua0JQQUiCDTIJWrlyJ4cOHY+jQoahTpw7Wr18Pc3NzbNq0SWf91atXo1OnTpg6dSpq166NBQsWoHHjxlizZk0ZR04I4VJGRgYcHBzg4OCAjIwMrsMhhBg4gxsTJJfLcePGDUyfPp0t4/P5aN++PS5duqTzmEuXLiE4OFijLDAwEPv379dZPzs7G9nZ2ex2SkoKACApKamE0ZOSUCgUyMjIQGJiIg1q5Zix3ov09HT2dWJiIrKysjiMpuSM9T6YGroPhiH3O1qfrbwGlwQlJCRApVLB0dFRo9zR0REPHz7UeUxcXJzO+nFxcTrrL168GPPnz9cq9/T0LGbUhBBD4+bmxnUIhJBSkJiYCGtra72cy+CSoLIwffp0jZaj5ORkuLm5ISoqSm9vLCm61NRUVK5cGdHR0TS9P8foXhgGug+Gge6DYUhJSUGVKlVga2urt3MaXBJkb28PgUCA169fa5S/fv0aTk5OOo9xcnIqUn2JRKJzJllra2v6BTcAucuSEO7RvTAMdB8MA90Hw6DPRZ0NbmC0WCxGkyZNEBYWxpap1WqEhYXB19dX5zG+vr4a9QHgxIkTedYnhBBCCDG4liAACA4OxuDBg+Ht7Q0fHx+sWrUK6enpGDp0KABg0KBBcHFxweLFiwEAEydOROvWrbFixQoEBQVh165duH79OjZs2MDlj0EIIYQQA2aQSVCfPn3w5s0bzJkzB3FxcWjYsCGOHj3KDn6OiorSaA7z8/PDH3/8gVmzZmHGjBmoUaMG9u/fj3r16hXqehKJBHPnzjX6xRaNHd0Hw0H3wjDQfTAMdB8MQ2ncBx5DM4oRQgghpBwyuDFBhBBCCCFlgZIgQgghhJRLlAQRQgghpFyiJIgQQggh5VK5SYLWrl0Ld3d3SKVSNGvWDFevXs23/p9//olatWpBKpWifv36CA0NLaNITVtR7sPG/7V390FRlXscwL8E7ELu8jIZL8ugBCSZ2pCShooWQ0PRIJkzOGNtVBSQOONIGgoSIGZIZBgpCZZQw8SUoTlClC+gQjApLw0CUrzZpEE5IRE6LAvP/cPL3ruKF5cLC+75fmZ2nH14zu7v4efufuecPZycHPj5+cHe3h729vYICAgYtW905wx9TQwrKCiAmZkZnnvuuYktUCIM7cPVq1cRHR0NZ2dnyOVyzJo1i+9P48DQPmRkZMDLywvW1tZwdXXFhg0b7vpr1U2206dPIzg4GCqVCmZmZre9/ud/Kysrw/z58yGXy+Hp6Ync3FzDnlRIQEFBgZDJZOLTTz8VDQ0N4vXXXxd2dnaiq6trxPkVFRXC3NxcpKWlicbGRrF161ZhaWkp6uvrjVy5aTG0D2vWrBF79uwRtbW1oqmpSbz88svC1tZW/Pbbb0au3PQY2oth7e3twsXFRfj5+YmQkBDjFGvCDO1Df3+/8PHxEUFBQaK8vFy0t7eLsrIyUVdXZ+TKTYuhfcjPzxdyuVzk5+eL9vZ28d133wlnZ2exYcMGI1duWoqLi0V8fLwoLCwUAMShQ4f+5/y2tjZx7733ipiYGNHY2CgyMzOFubm5KCkpuePnlEQIWrhwoYiOjtbdHxwcFCqVSrz77rsjzg8NDRXPPvus3tiiRYtEZGTkhNZp6gztw820Wq1QKpUiLy9vokqUjLH0QqvVisWLF4v9+/eLsLAwhqBxYGgfsrKyhLu7u9BoNMYqURIM7UN0dLTw9/fXG4uJiRFLliyZ0Dql5E5C0FtvvSXmzJmjN7Z69WoRGBh4x89j8ofDNBoNqqurERAQoBu75557EBAQgMrKyhG3qays1JsPAIGBgbedT6MbSx9udu3aNQwMDIzrxfOkaKy92LZtGxwcHBAeHm6MMk3eWPpw5MgR+Pr6Ijo6Go6Ojpg7dy527NiBwcFBY5VtcsbSh8WLF6O6ulp3yKytrQ3FxcUICgoySs10w3h8Vk/Jvxg9nq5cuYLBwUHdX5se5ujoiAsXLoy4TWdn54jzOzs7J6xOUzeWPtwsNjYWKpXqlv/0ZJix9KK8vByffPIJ6urqjFChNIylD21tbTh58iReeOEFFBcXo6WlBWvXrsXAwAASExONUbbJGUsf1qxZgytXrmDp0qUQQkCr1SIqKgpxcXHGKJn+7Xaf1X///TeuX78Oa2vrUR/D5PcEkWlITU1FQUEBDh06BCsrq8kuR1J6e3uhVquRk5OD6dOnT3Y5kjY0NAQHBwdkZ2djwYIFWL16NeLj4/Hxxx9PdmmSUlZWhh07dmDv3r2oqalBYWEhioqKkJKSMtmlkYFMfk/Q9OnTYW5ujq6uLr3xrq4uODk5jbiNk5OTQfNpdGPpw7D09HSkpqbi+PHjeOSRRyayTEkwtBetra3o6OhAcHCwbmxoaAgAYGFhgebmZnh4eExs0SZoLK8JZ2dnWFpawtzcXDc2e/ZsdHZ2QqPRQCaTTWjNpmgsfUhISIBarcZrr70GAJg3bx76+voQERGB+Ph4vWtb0sS53We1jY3NHe0FAiSwJ0gmk2HBggU4ceKEbmxoaAgnTpyAr6/viNv4+vrqzQeAY8eO3XY+jW4sfQCAtLQ0pKSkoKSkBD4+PsYo1eQZ2ouHHnoI9fX1qKur091WrFiBJ598EnV1dXB1dTVm+SZjLK+JJUuWoKWlRRdCAeDnn3+Gs7MzA9AYjaUP165duyXoDAdTwctxGs24fFYb/p3tu09BQYGQy+UiNzdXNDY2ioiICGFnZyc6OzuFEEKo1WqxefNm3fyKigphYWEh0tPTRVNTk0hMTOQp8uPA0D6kpqYKmUwmDh48KH7//Xfdrbe3d7KWYDIM7cXNeHbY+DC0D7/++qtQKpVi3bp1orm5WRw9elQ4ODiI7du3T9YSTIKhfUhMTBRKpVJ88cUXoq2tTXz//ffCw8NDhIaGTtYSTEJvb6+ora0VtbW1AoDYtWuXqK2tFRcvXhRCCLF582ahVqt184dPkd+0aZNoamoSe/bs4Snyt5OZmSlmzJghZDKZWLhwoaiqqtL9bPny5SIsLExv/pdffilmzZolZDKZmDNnjigqKjJyxabJkD7MnDlTALjllpiYaPzCTZChr4n/xhA0fgztww8//CAWLVok5HK5cHd3F++8847QarVGrtr0GNKHgYEBkZSUJDw8PISVlZVwdXUVa9euFd3d3cYv3ISUlpaO+J4//LsPCwsTy5cvv2Ubb29vIZPJhLu7uzhw4IBBz2kmBPfdERERkfSY/HeCiIiIiEbCEERERESSxBBEREREksQQRERERJLEEERERESSxBBEREREksQQRERERJLEEERERESSxBBERHQH3Nzc4ObmpjeWm5sLMzMz5ObmTkpNRPT/YQgiIqPp6OiAmZmZ3s3S0hIuLi4IDQ3FuXPnJrtEIpIQi8kugIikx8PDAy+++CIAoK+vD9XV1fjqq69w+PBhHD9+HMuWLZvkColIChiCiMjoPD09kZSUpDeWmpqKLVu2ICEhAadOnZqcwohIUng4jIimhPDwcABAdXW13rhGo8GuXbswf/58TJs2DUqlEn5+fjhy5MiIj6PRaPDBBx/gscceg1KphEKhwMMPP4yYmBh0d3fr5pWWluLVV1+Fl5cXFAoFFAoFfHx8kJ2dPXGLJKIphXuCiGhKsbD4z9tSf38/nn76aZSVlcHb2xvh4eEYGBhAUVERQkJCkJmZiXXr1unmX79+HU899RQqKirw4IMP4pVXXoFcLscvv/yCffv24aWXXoK9vT0AYOfOnWhpacHjjz+OlStX4urVqygpKUFkZCSam5vx/vvvG33tRGRcDEFENCXs378fALB06VLd2LZt21BWVoaEhAQkJyfDzMwMANDb2wt/f3+8+eabeP7556FSqQAACQkJqKiogFqtxoEDB2Bubq57rJ6eHr37WVlZeOCBB/Rq0Gq1CAoKwu7du7F+/XrMmDFjwtZLRJOPh8OIyOhaWlqQlJSEpKQkbNq0Cf7+/oiLi4OjoyPee+89AMDQ0BCysrLg4eGhF4AAQKlU4u2334ZGo0FhYSGAGwEmOzsbtra22L17t17gAQBbW1soFArd/ZsDEHBjL1RUVBQGBwdRWlo6EUsnoimEe4KIyOhaW1uRnJysN+bk5IQzZ87A09MTANDc3Izu7m6oVKpb5gLAn3/+CQC4cOGC7t/e3l4EBAToDnn9L729vUhPT8fhw4fR2tqKvr4+vZ9fvnx5TGsjorsHQxARGV1gYCBKSkoA3AgzeXl5iI2NxYoVK/Djjz9CoVDgr7/+AgA0NDSgoaHhto81HF56enoAAC4uLqM+v0ajwRNPPIGamho8+uijUKvVuO+++2BhYYGOjg7k5eWhv7///10mEU1xDEFENKnuv/9+bNy4ET09Pdi+fTu2bt2KjIwM2NjYAABWrVqFgwcPjvo4dnZ2AIBLly6NOvebb75BTU0NwsPDdd9FGlZQUIC8vDzDF0JEdx1+J4iIpoS4uDioVCrs3bsXHR0dmD17NmxsbHDu3DkMDAyMur2XlxdsbGxw9uxZvVPhR9La2goACAkJueVnZ86cGdsCiOiuwxBERFOCtbU1YmNjMTAwgJSUFFhYWOCNN97AxYsXsXHjxhGD0Pnz5/HHH38AuPGl5sjISPT09GD9+vUYHBzUm9vT04N//vkHADBz5kwAQHl5ud6cU6dOIScnZyKWR0RTEA+HEdGUERERgZ07d+Kzzz5DXFwckpOTUVNTgw8//BBFRUVYtmwZHBwccOnSJdTX1+Onn35CZWUlHBwcANw4pb6qqgqff/45qqqq8Mwzz0Aul6OtrQ0lJSUoLy+Ht7c3goOD4ebmhrS0NJw/fx5z585Fc3Mzjh49ipUrV97R4TciuvtxTxARTRlWVlbYsmULtFotkpOTIZfL8e2332Lfvn1wcnLC119/jYyMDJw+fRrOzs7IysrCvHnz9LY/duwY0tPTMW3aNOTk5CArKwtNTU2IiorSXQVeoVDg5MmTWLVqFc6ePYuPPvoIly9fRn5+PqKjoydp9URkbGZCCDHZRRAREREZG/cEERERkSQxBBEREZEkMQQRERGRJDEEERERkSQxBBEREZEkMQQRERGRJDEEERERkSQxBBEREZEkMQQRERGRJDEEERERkSQxBBEREZEkMQQRERGRJP0L9MTBDiZdMo4AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.patches as patches # extra code – for the curved arrow\n", + "\n", + "plt.figure(figsize=(6, 5)) # extra code – not needed, just formatting\n", + "\n", + "plt.plot(recalls, precisions, linewidth=2, label=\"Precision/Recall curve\")\n", + "\n", + "# extra code – just beautifies and saves Figure 3–6\n", + "plt.plot([recalls[idx], recalls[idx]], [0., precisions[idx]], \"k:\")\n", + "plt.plot([0.0, recalls[idx]], [precisions[idx], precisions[idx]], \"k:\")\n", + "plt.plot([recalls[idx]], [precisions[idx]], \"ko\",\n", + " label=\"Point at threshold 3,000\")\n", + "plt.gca().add_patch(patches.FancyArrowPatch(\n", + " (0.79, 0.60), (0.61, 0.78),\n", + " connectionstyle=\"arc3,rad=.2\",\n", + " arrowstyle=\"Simple, tail_width=1.5, head_width=8, head_length=10\",\n", + " color=\"#444444\"))\n", + "plt.text(0.56, 0.62, \"Higher\\nthreshold\", color=\"#333333\")\n", + "plt.xlabel(\"Recall\")\n", + "plt.ylabel(\"Precision\")\n", + "plt.axis([0, 1, 0, 1])\n", + "plt.grid()\n", + "plt.legend(loc=\"lower left\")\n", + "save_fig(\"precision_vs_recall_plot\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float64(3370.0194991439557)" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idx_for_90_precision = (precisions >= 0.90).argmax()\n", + "threshold_for_90_precision = thresholds[idx_for_90_precision]\n", + "threshold_for_90_precision" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [], + "source": [ + "y_train_pred_90 = (y_scores >= threshold_for_90_precision)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9000345901072293" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "precision_score(y_train_5, y_train_pred_90)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.4799852425751706" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "recall_at_90_precision = recall_score(y_train_5, y_train_pred_90)\n", + "recall_at_90_precision" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## The ROC Curve" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.metrics import roc_curve\n", + "\n", + "fpr, tpr, thresholds = roc_curve(y_train_5, y_scores)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "idx_for_threshold_at_90 = (thresholds <= threshold_for_90_precision).argmax()\n", + "tpr_90, fpr_90 = tpr[idx_for_threshold_at_90], fpr[idx_for_threshold_at_90]\n", + "\n", + "plt.figure(figsize=(6, 5)) # extra code – not needed, just formatting\n", + "plt.plot(fpr, tpr, linewidth=2, label=\"ROC curve\")\n", + "plt.plot([0, 1], [0, 1], 'k:', label=\"Random classifier's ROC curve\")\n", + "plt.plot([fpr_90], [tpr_90], \"ko\", label=\"Threshold for 90% precision\")\n", + "\n", + "# extra code – just beautifies and saves Figure 3–7\n", + "plt.gca().add_patch(patches.FancyArrowPatch(\n", + " (0.20, 0.89), (0.07, 0.70),\n", + " connectionstyle=\"arc3,rad=.4\",\n", + " arrowstyle=\"Simple, tail_width=1.5, head_width=8, head_length=10\",\n", + " color=\"#444444\"))\n", + "plt.text(0.12, 0.71, \"Higher\\nthreshold\", color=\"#333333\")\n", + "plt.xlabel('False Positive Rate (Fall-Out)')\n", + "plt.ylabel('True Positive Rate (Recall)')\n", + "plt.grid()\n", + "plt.axis([0, 1, 0, 1])\n", + "plt.legend(loc=\"lower right\", fontsize=13)\n", + "save_fig(\"roc_curve_plot\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9604938554008616" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.metrics import roc_auc_score\n", + "\n", + "roc_auc_score(y_train_5, y_scores)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Warning:** the following cell may take a few minutes to run." + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.ensemble import RandomForestClassifier\n", + "\n", + "forest_clf = RandomForestClassifier(random_state=42)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [], + "source": [ + "y_probas_forest = cross_val_predict(forest_clf, X_train, y_train_5, cv=3,\n", + " method=\"predict_proba\")" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0.11, 0.89],\n", + " [0.99, 0.01]])" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_probas_forest[:2]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "These are _estimated probabilities_. Among the images that the model classified as positive with a probability between 50% and 60%, there are actually about 94% positive images:" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "94.0%\n" + ] + } + ], + "source": [ + "# Not in the code\n", + "idx_50_to_60 = (y_probas_forest[:, 1] > 0.50) & (y_probas_forest[:, 1] < 0.60)\n", + "print(f\"{(y_train_5[idx_50_to_60]).sum() / idx_50_to_60.sum():.1%}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [], + "source": [ + "y_scores_forest = y_probas_forest[:, 1]\n", + "precisions_forest, recalls_forest, thresholds_forest = precision_recall_curve(\n", + " y_train_5, y_scores_forest)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(6, 5)) # extra code – not needed, just formatting\n", + "\n", + "plt.plot(recalls_forest, precisions_forest, \"b-\", linewidth=2,\n", + " label=\"Random Forest\")\n", + "plt.plot(recalls, precisions, \"--\", linewidth=2, label=\"SGD\")\n", + "\n", + "# extra code – just beautifies and saves Figure 3–8\n", + "plt.xlabel(\"Recall\")\n", + "plt.ylabel(\"Precision\")\n", + "plt.axis([0, 1, 0, 1])\n", + "plt.grid()\n", + "plt.legend(loc=\"lower left\")\n", + "save_fig(\"pr_curve_comparison_plot\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We could use `cross_val_predict(forest_clf, X_train, y_train_5, cv=3)` to compute `y_train_pred_forest`, but since we already have the estimated probabilities, we can just use the default threshold of 50% probability to get the same predictions much faster:" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9274509803921569" + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_train_pred_forest = y_probas_forest[:, 1] >= 0.5 # positive proba ≥ 50%\n", + "f1_score(y_train_5, y_train_pred_forest)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9983436731328145" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "roc_auc_score(y_train_5, y_scores_forest)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9897468089558485" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "precision_score(y_train_5, y_train_pred_forest)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.8725327430363402" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "recall_score(y_train_5, y_train_pred_forest)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Exercices\n", + "\n", + "## Titanic dataset \n", + "\n", + " _Tackle the Titanic dataset. A great place to start is on [Kaggle](https://www.kaggle.com/c/titanic). Alternatively, you can download the data from moodle and unzip this tarball like you did for the housing data. This will give you two CSV files: _train.csv_ and _test.csv_ which you can load using `pandas.read_csv()`. The goal is to train a classifier that can predict the `Survived` column based on the other columns._\n", + "\n", + "* Warning: some attributes are maybe useless, others have missing values ... do not neglect the preprocessing, do not hesitate to test several traitments and models. \n", + "* **Accuracy to reach: >= 0.81**\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Multiclass Classification" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "SVMs do not scale well to large datasets, so let's only train on the first 2,000 instances, or else this section will take a very long time to run:" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
SVC(random_state=42)
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" + ], + "text/plain": [ + "SVC(random_state=42)" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.svm import SVC\n", + "\n", + "svm_clf = SVC(random_state=42)\n", + "svm_clf.fit(X_train[:2000], y_train[:2000]) # y_train, not y_train_5" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['5'], dtype=object)" + ] + }, + "execution_count": 69, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "svm_clf.predict([some_digit])" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 3.79, 0.73, 6.06, 8.3 , -0.29, 9.3 , 1.75, 2.77, 7.21,\n", + " 4.82]])" + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "some_digit_scores = svm_clf.decision_function([some_digit])\n", + "some_digit_scores.round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.int64(5)" + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "class_id = some_digit_scores.argmax()\n", + "class_id" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['0', '1', '2', '3', '4', '5', '6', '7', '8', '9'], dtype=object)" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "svm_clf.classes_" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'5'" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "svm_clf.classes_[class_id]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you want `decision_function()` to return all 45 scores, you can set the `decision_function_shape` hyperparameter to `\"ovo\"`. The default value is `\"ovr\"`, but don't let this confuse you: `SVC` always uses OvO for training. This hyperparameter only affects whether or not the 45 scores get aggregated or not:" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0.11, -0.21, -0.97, 0.51, -1.01, 0.19, 0.09, -0.31, -0.04,\n", + " -0.45, -1.28, 0.25, -1.01, -0.13, -0.32, -0.9 , -0.36, -0.93,\n", + " 0.79, -1. , 0.45, 0.24, -0.24, 0.25, 1.54, -0.77, 1.11,\n", + " 1.13, 1.04, 1.2 , -1.42, -0.53, -0.45, -0.99, -0.95, 1.21,\n", + " 1. , 1. , 1.08, -0.02, -0.67, -0.14, -0.3 , -0.13, 0.25]])" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# extra code – shows how to get all 45 OvO scores if needed\n", + "svm_clf.decision_function_shape = \"ovo\"\n", + "some_digit_scores_ovo = svm_clf.decision_function([some_digit])\n", + "some_digit_scores_ovo.round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
OneVsRestClassifier(estimator=SVC(random_state=42))
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" + ], + "text/plain": [ + "OneVsRestClassifier(estimator=SVC(random_state=42))" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.multiclass import OneVsRestClassifier\n", + "\n", + "ovr_clf = OneVsRestClassifier(SVC(random_state=42))\n", + "ovr_clf.fit(X_train[:2000], y_train[:2000])" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['5'], dtype='" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from sklearn.metrics import ConfusionMatrixDisplay\n", + "\n", + "y_train_pred = cross_val_predict(sgd_clf, X_train_scaled, y_train, cv=3)\n", + "plt.rc('font', size=9) # extra code – make the text smaller\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [ + { + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.rc('font', size=10) # extra code\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred,\n", + " normalize=\"true\", values_format=\".0%\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sample_weight = (y_train_pred != y_train)\n", + "plt.rc('font', size=10) # extra code\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred,\n", + " sample_weight=sample_weight,\n", + " normalize=\"true\", values_format=\".0%\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's put all plots in a couple of figures for the book:" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# extra code – this cell generates and saves Figure 3–9\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(9, 4))\n", + "plt.rc('font', size=9)\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred, ax=axs[0])\n", + "axs[0].set_title(\"Confusion matrix\")\n", + "plt.rc('font', size=10)\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred, ax=axs[1],\n", + " normalize=\"true\", values_format=\".0%\")\n", + "axs[1].set_title(\"CM normalized by row\")\n", + "save_fig(\"confusion_matrix_plot_1\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# extra code – this cell generates and saves Figure 3–10\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(9, 4))\n", + "plt.rc('font', size=10)\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred, ax=axs[0],\n", + " sample_weight=sample_weight,\n", + " normalize=\"true\", values_format=\".0%\")\n", + "axs[0].set_title(\"Errors normalized by row\")\n", + "ConfusionMatrixDisplay.from_predictions(y_train, y_train_pred, ax=axs[1],\n", + " sample_weight=sample_weight,\n", + " normalize=\"pred\", values_format=\".0%\")\n", + "axs[1].set_title(\"Errors normalized by column\")\n", + "save_fig(\"confusion_matrix_plot_2\")\n", + "plt.show()\n", + "plt.rc('font', size=14) # make fonts great again" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": {}, + "outputs": [], + "source": [ + "cl_a, cl_b = '3', '5'\n", + "X_aa = X_train[(y_train == cl_a) & (y_train_pred == cl_a)]\n", + "X_ab = X_train[(y_train == cl_a) & (y_train_pred == cl_b)]\n", + "X_ba = X_train[(y_train == cl_b) & (y_train_pred == cl_a)]\n", + "X_bb = X_train[(y_train == cl_b) & (y_train_pred == cl_b)]" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# extra code – this cell generates and saves Figure 3–11\n", + "size = 5\n", + "pad = 0.2\n", + "plt.figure(figsize=(size, size))\n", + "for images, (label_col, label_row) in [(X_ba, (0, 0)), (X_bb, (1, 0)),\n", + " (X_aa, (0, 1)), (X_ab, (1, 1))]:\n", + " for idx, image_data in enumerate(images[:size*size]):\n", + " x = idx % size + label_col * (size + pad)\n", + " y = idx // size + label_row * (size + pad)\n", + " plt.imshow(image_data.reshape(28, 28), cmap=\"binary\",\n", + " extent=(x, x + 1, y, y + 1))\n", + "plt.xticks([size / 2, size + pad + size / 2], [str(cl_a), str(cl_b)])\n", + "plt.yticks([size / 2, size + pad + size / 2], [str(cl_b), str(cl_a)])\n", + "plt.plot([size + pad / 2, size + pad / 2], [0, 2 * size + pad], \"k:\")\n", + "plt.plot([0, 2 * size + pad], [size + pad / 2, size + pad / 2], \"k:\")\n", + "plt.axis([0, 2 * size + pad, 0, 2 * size + pad])\n", + "plt.xlabel(\"Predicted label\")\n", + "plt.ylabel(\"True label\")\n", + "save_fig(\"error_analysis_digits_plot\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note: there are several other ways you could code a plot like this one, but it's a bit hard to get the axis labels right:\n", + "* using [nested GridSpecs](https://matplotlib.org/stable/gallery/subplots_axes_and_figures/gridspec_nested.html)\n", + "* merging all the digits in each block into a single image (then using 2×2 subplots). For example:\n", + " ```python\n", + " X_aa[:25].reshape(5, 5, 28, 28).transpose(0, 2, 1, 3).reshape(5 * 28, 5 * 28)\n", + " ```\n", + "* using [subfigures](https://matplotlib.org/stable/gallery/subplots_axes_and_figures/subfigures.html) (since Matplotlib 3.4)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Multilabel Classification" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "KNeighborsClassifier()" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "\n", + "y_train_large = (y_train >= '7')\n", + "y_train_odd = (y_train.astype('int8') % 2 == 1)\n", + "y_multilabel = np.c_[y_train_large, y_train_odd]\n", + "\n", + "knn_clf = KNeighborsClassifier()\n", + "knn_clf.fit(X_train, y_multilabel)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[False, True]])" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "knn_clf.predict([some_digit])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Warning**: the following cell may take a few minutes to run:" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9764102655606048" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_train_knn_pred = cross_val_predict(knn_clf, X_train, y_multilabel, cv=3)\n", + "f1_score(y_multilabel, y_train_knn_pred, average=\"macro\")" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9778357403921755" + ] + }, + "execution_count": 73, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# extra code – shows that we get a negligible performance improvement when we\n", + "# set average=\"weighted\" because the classes are already pretty\n", + "# well balanced.\n", + "f1_score(y_multilabel, y_train_knn_pred, average=\"weighted\")" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
ClassifierChain(cv=3, estimator=SVC(), random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "ClassifierChain(cv=3, estimator=SVC(), random_state=42)" + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.multioutput import ClassifierChain\n", + "\n", + "chain_clf = ClassifierChain(SVC(), cv=3, random_state=42)\n", + "chain_clf.fit(X_train[:2000], y_multilabel[:2000])" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0., 1.]])" + ] + }, + "execution_count": 75, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "chain_clf.predict([some_digit])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Multioutput Classification" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [], + "source": [ + "np.random.seed(42) # to make this code example reproducible\n", + "noise = np.random.randint(0, 100, (len(X_train), 784))\n", + "X_train_mod = X_train + noise\n", + "noise = np.random.randint(0, 100, (len(X_test), 784))\n", + "X_test_mod = X_test + noise\n", + "y_train_mod = X_train\n", + "y_test_mod = X_test" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# extra code – this cell generates and saves Figure 3–12\n", + "plt.subplot(121); plot_digit(X_test_mod[0])\n", + "plt.subplot(122); plot_digit(y_test_mod[0])\n", + "save_fig(\"noisy_digit_example_plot\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "knn_clf = KNeighborsClassifier()\n", + "knn_clf.fit(X_train_mod, y_train_mod)\n", + "clean_digit = knn_clf.predict([X_test_mod[0]])\n", + "plot_digit(clean_digit)\n", + "save_fig(\"cleaned_digit_example_plot\") # extra code – saves Figure 3–13\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Thursday's Exercises\n", + "\n", + "## Reaching > 0.97 accuracy on MNIST\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "_Try to build a classifier for the MNIST dataset that achieves over 97% accuracy on the test set. Hint: the `KNeighborsClassifier` works quite well for this task; you just need to find good hyperparameter values (try a grid search on the `weights` and `n_neighbors` hyperparameters)._\n", + "\n", + "Here is the baseline: \n", + "\n", + "Note that with the default hyperparameters, the classifier is already very close to our goal." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "knn_clf = KNeighborsClassifier()\n", + "knn_clf.fit(X_train, y_train)\n", + "baseline_accuracy = knn_clf.score(X_test, y_test)\n", + "baseline_accuracy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Let's see if tuning the hyperparameters can help. To speed up the search, let's train only on the first 10,000 images:" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": {}, + "outputs": [], + "source": [ + "# your code here for the gridsearch \n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "metadata": {}, + "outputs": [], + "source": [ + "# Give the best_params_ of the gridsearch\n" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "metadata": {}, + "outputs": [], + "source": [ + "# as well as the accuracy of the best model (don't worry if the score dropped (we are working on a smaller training set))" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "metadata": {}, + "outputs": [], + "source": [ + "#So let's take the best model and train it again on the full training set:" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "metadata": {}, + "outputs": [], + "source": [ + "#Give the accuracy of this tuned model " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## a step further: data augmentation\n", + "\n", + "_Write a function that can shift an MNIST image in any direction (left, right, up, or down) by one pixel. You can use the `shift()` function from the `scipy.ndimage` module. For example, `shift(image, [2, 1], cval=0)` shifts the image two pixels down and one pixel to the right. Then, for each image in the training set, create four shifted copies (one per direction) and add them to the training set. Finally, train your best model on this expanded training set and measure its accuracy on the test set. You should observe that your model performs even better now! This technique of artificially growing the training set is called _data augmentation_ or _training set expansion_._" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "metadata": {}, + "outputs": [], + "source": [ + "from scipy.ndimage import shift\n", + "\n", + "def shift_image(image, dx, dy):\n", + " image = image.reshape((28, 28))\n", + " shifted_image = shift(image, [dy, dx], cval=0, mode=\"constant\")\n", + " return shifted_image.reshape([-1])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# test for fun\n", + "image = X_train[1000] # some random digit to demo\n", + "shifted_image_down = shift_image(image, 0, 5)\n", + "shifted_image_left = shift_image(image, -5, 0)\n", + "\n", + "plt.figure(figsize=(12, 3))\n", + "plt.subplot(131)\n", + "plt.title(\"Original\")\n", + "plt.imshow(image.reshape(28, 28),\n", + " interpolation=\"nearest\", cmap=\"Greys\")\n", + "plt.subplot(132)\n", + "plt.title(\"Shifted down\")\n", + "plt.imshow(shifted_image_down.reshape(28, 28),\n", + " interpolation=\"nearest\", cmap=\"Greys\")\n", + "plt.subplot(133)\n", + "plt.title(\"Shifted left\")\n", + "plt.imshow(shifted_image_left.reshape(28, 28),\n", + " interpolation=\"nearest\", cmap=\"Greys\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "metadata": {}, + "outputs": [], + "source": [ + "# Now let's create an augmented training set by shifting every image left, right, up and down by one pixel:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "metadata": {}, + "outputs": [], + "source": [ + "#Let's shuffle the augmented training set, or else all shifted images will be grouped together:" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "metadata": {}, + "outputs": [], + "source": [ + "#Now let's train the model using the best hyperparameters we found in the previous exercise:" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "metadata": {}, + "outputs": [], + "source": [ + "#By simply augmenting the data, we should have a 0.5% accuracy boost. Perhaps it does not sound so impressive, but it actually means that the error rate dropped significantly. Compute it! " + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "metadata": {}, + "outputs": [], + "source": [ + "# Bonus plot the confusion matrix and the error matrices (on which digit(s) are the best improvements?)\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "metadata": {}, + "outputs": [], + "source": [ + "# Try with other classifiers" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.14.3" + }, + "nav_menu": {}, + "toc": { + "navigate_menu": true, + "number_sections": true, + "sideBar": true, + "threshold": 6, + "toc_cell": false, + "toc_section_display": "block", + "toc_window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/ML/03_classif/Classification.md b/ML/03_classif/Classification.md new file mode 100644 index 0000000..773fe3a --- /dev/null +++ b/ML/03_classif/Classification.md @@ -0,0 +1,69 @@ +Exemple du MNIST +$X$ = données d'entraînement +$y$ = valeur associée + +# Classification Binaire +Identification d'un chiffre comme n ou pas n + +## Mesure de performance +Plus compliqué que pour un régresseur +Validation croisée en k ensembles +On apprend sur k-1 sous-ensembles +Attention à la taille des sous-ensembles, accuracy pas forcément représentative + +## Matrices de confusion + +| | prédit negatif | prédit positif | +| ------------ | -------------- | -------------- | +| reel negatif | Vrai negatifs | faux positifs | +| reel positif | faux negatifs | vrai positifs | +-> Compter le nb de fois les instances de la classe A sont classées B pour tout A/B + +## Précision/Rappel +$$ +acc = \frac{VP}{VP + FP} +$$ +$$ +rapp = \frac{VP}{VP + FN} +$$ +Précision = banquier, veut se planter le moins possible +Rappel = Docteur, ne veut pas rater de positifs + +## Score F pour combiner accu et recall +Pénalise bcp les modèles qui ont gros rappel et petite accu et inverse + +Assignation à une classe en fonction du score +Recherche d'opti Précision/Rappel + +## Courbe ROC +Utilisée communément avec classif binaire +Ratio taux faux positif / taux vrai positif + +## Choix d'une courbe + +- PR si classe positive rare/minoritaire ou si on se soucie plus des vrais positifs que des faux negatifs + + +# Classification multi-classes +## One versus rest/all +Autant de classifieurs que de classes (10 si chiffres) + +## One versus one +Un classifieur pour chaque paire de classes (45 pour les chiffres) +Si $N$ classes : nbClassifieurs $= \frac{N\times(N+1)}{2}$ + +## Limites +- Sensibilité aux translations et rotations -> Preprocessing lourd et appliqué, ou augmentation de données + +# Classification multi-labels +Ex : tags d'article comme sport et politique + +# Classification multi-output +Prédiction d'un grand ensemble de valeurs +Ex : Débruitage + +# Conclusion +- Bonnes métriques pour la classification +- Choix compromis recall accu +- Comparer les classifieurs +- Bons systèmes de classification sur une variété de tâches \ No newline at end of file diff --git a/ML/03_classif/images/classification/cleaned_digit_example_plot.png b/ML/03_classif/images/classification/cleaned_digit_example_plot.png new file mode 100644 index 0000000..72e2f0e Binary files /dev/null and b/ML/03_classif/images/classification/cleaned_digit_example_plot.png differ diff --git a/ML/03_classif/images/classification/more_digits_plot.png b/ML/03_classif/images/classification/more_digits_plot.png new file mode 100644 index 0000000..922301f Binary files /dev/null and b/ML/03_classif/images/classification/more_digits_plot.png differ diff --git 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Catherine Helen 'Carrie'",female,,1,2,W./C. 6607,23.45,,S +890,1,1,"Behr, Mr. Karl Howell",male,26.0,0,0,111369,30.0,C148,C +891,0,3,"Dooley, Mr. Patrick",male,32.0,0,0,370376,7.75,,Q diff --git a/dataviz/CM2.md b/dataviz/CM2.md new file mode 100644 index 0000000..6097402 --- /dev/null +++ b/dataviz/CM2.md @@ -0,0 +1,8 @@ +Bar plot ugly ? +-> labels en biais +Elections faire mieux ? +pb d'échelle (12% < 6%, 5.5% pas au même niveau) +# Quantités +- Bar plots +- Dot plots + diff --git a/dataviz/TP dataviz 24-02-26.ipynb b/dataviz/TP dataviz 24-02-26.ipynb new file mode 100644 index 0000000..9daf788 --- /dev/null +++ b/dataviz/TP dataviz 24-02-26.ipynb @@ -0,0 +1,325 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "0f71bc28-3c10-4233-a372-86f7dc4e0e4f", + "metadata": {}, + "outputs": [], + "source": [ + "import altair as alt\n", + "from vega_datasets import data\n", + "cars = data.cars()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8d962444-fcad-4af0-88ec-b09c51d1c3e0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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NameMiles_per_GallonCylindersDisplacementHorsepowerWeight_in_lbsAccelerationYearOrigin
0chevrolet chevelle malibu18.08307.0130.0350412.01970-01-01USA
1buick skylark 32015.08350.0165.0369311.51970-01-01USA
2plymouth satellite18.08318.0150.0343611.01970-01-01USA
3amc rebel sst16.08304.0150.0343312.01970-01-01USA
4ford torino17.08302.0140.0344910.51970-01-01USA
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" + ], + "text/plain": [ + " Name Miles_per_Gallon Cylinders Displacement \\\n", + "0 chevrolet chevelle malibu 18.0 8 307.0 \n", + "1 buick skylark 320 15.0 8 350.0 \n", + "2 plymouth satellite 18.0 8 318.0 \n", + "3 amc rebel sst 16.0 8 304.0 \n", + "4 ford torino 17.0 8 302.0 \n", + "\n", + " Horsepower Weight_in_lbs Acceleration Year Origin \n", + "0 130.0 3504 12.0 1970-01-01 USA \n", + "1 165.0 3693 11.5 1970-01-01 USA \n", + "2 150.0 3436 11.0 1970-01-01 USA \n", + "3 150.0 3433 12.0 1970-01-01 USA \n", + "4 140.0 3449 10.5 1970-01-01 USA " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cars.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c381898e-37af-44ad-88e9-683b8e074dda", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Miles_per_GallonCylindersDisplacementHorsepowerWeight_in_lbsAccelerationYear
count398.000000406.000000406.000000400.000000406.000000406.000000406
mean23.5145735.475369194.779557105.0825002979.41379315.5197041975-12-30 13:49:57.044334
min9.0000003.00000068.00000046.0000001613.0000008.0000001970-01-01 00:00:00
25%17.5000004.000000105.00000075.7500002226.50000013.7000001973-01-01 00:00:00
50%23.0000004.000000151.00000095.0000002822.50000015.5000001976-01-01 00:00:00
75%29.0000008.000000302.000000130.0000003618.25000017.1750001979-01-01 00:00:00
max46.6000008.000000455.000000230.0000005140.00000024.8000001982-01-01 00:00:00
std7.8159841.712160104.92245838.768779847.0043282.803359NaN
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" + ], + "text/plain": [ + " Miles_per_Gallon Cylinders Displacement Horsepower Weight_in_lbs \\\n", + "count 398.000000 406.000000 406.000000 400.000000 406.000000 \n", + "mean 23.514573 5.475369 194.779557 105.082500 2979.413793 \n", + "min 9.000000 3.000000 68.000000 46.000000 1613.000000 \n", + "25% 17.500000 4.000000 105.000000 75.750000 2226.500000 \n", + "50% 23.000000 4.000000 151.000000 95.000000 2822.500000 \n", + "75% 29.000000 8.000000 302.000000 130.000000 3618.250000 \n", + "max 46.600000 8.000000 455.000000 230.000000 5140.000000 \n", + "std 7.815984 1.712160 104.922458 38.768779 847.004328 \n", + "\n", + " Acceleration Year \n", + "count 406.000000 406 \n", + "mean 15.519704 1975-12-30 13:49:57.044334 \n", + "min 8.000000 1970-01-01 00:00:00 \n", + "25% 13.700000 1973-01-01 00:00:00 \n", + "50% 15.500000 1976-01-01 00:00:00 \n", + "75% 17.175000 1979-01-01 00:00:00 \n", + "max 24.800000 1982-01-01 00:00:00 \n", + "std 2.803359 NaN " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cars.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c469bcb0-c4f8-494b-9745-0a3c50d84d8f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.14.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} -- cgit v1.2.3