From 8ad869f017c8071f371ce13112711e24d61e742b Mon Sep 17 00:00:00 2001 From: Paskal Date: Fri, 30 May 2025 23:26:42 +0545 Subject: [PATCH 01/28] change --- 2-Regression/1-Tools/notebook.ipynb | 53 +++++++++++++++++++++++++++++ 1 file changed, 53 insertions(+) diff --git a/2-Regression/1-Tools/notebook.ipynb b/2-Regression/1-Tools/notebook.ipynb index e69de29b..0b5684ed 100644 --- a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -0,0 +1,53 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "4c285a8e", + "metadata": {}, + "source": [ + "# Welcome to the world of Machine Learning" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "471131ae", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1 2 3 4]\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "a = np.array([[1, 2, 3, 4], [ 5, 6, 7, 8], [9, 10, 11, 12]])\n", + "print(a[0])\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "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": "3.13.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 2141b56399e2af49b12f559610cacd4288bac447 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 31 May 2025 14:41:47 +0545 Subject: [PATCH 02/28] Forget to save the file --- 2-Regression/1-Tools/notebook.ipynb | 77 +++++++++++++++++++++++++++++ 1 file changed, 77 insertions(+) diff --git a/2-Regression/1-Tools/notebook.ipynb b/2-Regression/1-Tools/notebook.ipynb index 0b5684ed..262972b5 100644 --- a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -27,6 +27,83 @@ "a = np.array([[1, 2, 3, 4], [ 5, 6, 7, 8], [9, 10, 11, 12]])\n", "print(a[0])\n" ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "483bcfdb", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from sklearn import datasets, linear_model, model_selection\n", + "import pandas as pd\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "6ffd05a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(442, 10)\n", + "[ 0.03807591 0.05068012 0.06169621 0.02187239 -0.0442235 -0.03482076\n", + " -0.04340085 -0.00259226 0.01990749 -0.01764613]\n" + ] + } + ], + "source": [ + "x, y = datasets.load_diabetes(return_X_y=True)\n", + "print(x.shape)\n", + "print(x[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "b7d5a1b8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x = x[:, 2]\n", + "x = x.reshape((-1,1))\n", + "x_train, x_test, y_train, y_test = model_selection.train_test_split(x, y, test_size=0.33)\n", + "model = linear_model.LinearRegression()\n", + "model.fit(x_train, y_train)\n", + "y_pred =model.predict(x_test)\n", + "plt.scatter(x_test, y_test, color='black')\n", + "plt.plot(x_test, y_pred, color='blue', linewidth=3)\n", + "plt.xlabel('Scaled BMI')\n", + "plt.ylabel('Diabetes Progression')\n", + "plt.title('A graph plot showng Diabetes Progression Against Scaled BMI') \n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f3b27b8d", + "metadata": {}, + "outputs": [], + "source": [ + "\n" + ] } ], "metadata": { From 4028e8cf25ceab6be0833c067f210b8a183f97dd Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 31 May 2025 14:47:19 +0545 Subject: [PATCH 03/28] comment change --- 2-Regression/1-Tools/notebook.ipynb | 22 ++++++++++++---------- 1 file changed, 12 insertions(+), 10 deletions(-) diff --git a/2-Regression/1-Tools/notebook.ipynb b/2-Regression/1-Tools/notebook.ipynb index 262972b5..99ee082b 100644 --- a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -65,19 +65,20 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "id": "b7d5a1b8", "metadata": {}, "outputs": [ { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" + "ename": "IndexError", + "evalue": "index 2 is out of bounds for axis 1 with size 1", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mIndexError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[28]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m x = \u001b[43mx\u001b[49m\u001b[43m[\u001b[49m\u001b[43m:\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m2\u001b[39;49m\u001b[43m]\u001b[49m\n\u001b[32m 2\u001b[39m x = x.reshape((-\u001b[32m1\u001b[39m,\u001b[32m1\u001b[39m))\n\u001b[32m 3\u001b[39m x_train, x_test, y_train, y_test = model_selection.train_test_split(x, y, test_size=\u001b[32m0.33\u001b[39m)\n", + "\u001b[31mIndexError\u001b[39m: index 2 is out of bounds for axis 1 with size 1" + ] } ], "source": [ @@ -92,7 +93,8 @@ "plt.xlabel('Scaled BMI')\n", "plt.ylabel('Diabetes Progression')\n", "plt.title('A graph plot showng Diabetes Progression Against Scaled BMI') \n", - "plt.show()" + "plt.show()\n", + "# end" ] }, { From 6cc59b3ec11eab834881cf97c6a18d2b1d8d358d Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 31 May 2025 14:49:58 +0545 Subject: [PATCH 04/28] updated --- 2-Regression/1-Tools/notebook.ipynb | 21 ++++++++++----------- 1 file changed, 10 insertions(+), 11 deletions(-) diff --git a/2-Regression/1-Tools/notebook.ipynb b/2-Regression/1-Tools/notebook.ipynb index 99ee082b..3fc0aca1 100644 --- a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -43,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 29, "id": "6ffd05a8", "metadata": {}, "outputs": [ @@ -65,20 +65,19 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "id": "b7d5a1b8", "metadata": {}, "outputs": [ { - "ename": "IndexError", - "evalue": "index 2 is out of bounds for axis 1 with size 1", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mIndexError\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[28]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m x = \u001b[43mx\u001b[49m\u001b[43m[\u001b[49m\u001b[43m:\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m2\u001b[39;49m\u001b[43m]\u001b[49m\n\u001b[32m 2\u001b[39m x = x.reshape((-\u001b[32m1\u001b[39m,\u001b[32m1\u001b[39m))\n\u001b[32m 3\u001b[39m x_train, x_test, y_train, y_test = model_selection.train_test_split(x, y, test_size=\u001b[32m0.33\u001b[39m)\n", - "\u001b[31mIndexError\u001b[39m: index 2 is out of bounds for axis 1 with size 1" - ] + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ From 49e9ac9ab652ba57535035ceda49f7d4f647263c Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 31 May 2025 15:18:51 +0545 Subject: [PATCH 05/28] fork --- 2-Regression/1-Tools/notebook.ipynb | 5 ++--- 1 file changed, 2 insertions(+), 3 deletions(-) diff --git a/2-Regression/1-Tools/notebook.ipynb b/2-Regression/1-Tools/notebook.ipynb index 3fc0aca1..049c7571 100644 --- a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -65,7 +65,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "id": "b7d5a1b8", "metadata": {}, "outputs": [ @@ -92,8 +92,7 @@ "plt.xlabel('Scaled BMI')\n", "plt.ylabel('Diabetes Progression')\n", "plt.title('A graph plot showng Diabetes Progression Against Scaled BMI') \n", - "plt.show()\n", - "# end" + "plt.show()" ] }, { From 721df2e0b48467e6571da67054da91c0d44b0bef Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 31 May 2025 15:22:02 +0545 Subject: [PATCH 06/28] new branch push --- 2-Regression/1-Tools/notebook.ipynb | 7 ++++--- 1 file changed, 4 insertions(+), 3 deletions(-) diff --git a/2-Regression/1-Tools/notebook.ipynb b/2-Regression/1-Tools/notebook.ipynb index 049c7571..f14d5c24 100644 --- a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -43,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 32, "id": "6ffd05a8", "metadata": {}, "outputs": [ @@ -71,7 +71,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -92,7 +92,8 @@ "plt.xlabel('Scaled BMI')\n", "plt.ylabel('Diabetes Progression')\n", "plt.title('A graph plot showng Diabetes Progression Against Scaled BMI') \n", - "plt.show()" + "plt.show()\n", + "#end of regression example" ] }, { From 60dc5c32407d45340ba611730b960acb74799e1a Mon Sep 17 00:00:00 2001 From: Paskal Date: Sun, 1 Jun 2025 15:16:29 +0545 Subject: [PATCH 07/28] initial learning --- 2-Regression/1-Tools/daily-bike-share.csv | 732 +++++++++++ 2-Regression/1-Tools/notebook.ipynb | 1409 ++++++++++++++++++++- 2 files changed, 2138 insertions(+), 3 deletions(-) create mode 100644 2-Regression/1-Tools/daily-bike-share.csv diff --git a/2-Regression/1-Tools/daily-bike-share.csv b/2-Regression/1-Tools/daily-bike-share.csv new file mode 100644 index 00000000..c41c9f4d --- /dev/null +++ b/2-Regression/1-Tools/daily-bike-share.csv @@ -0,0 +1,732 @@ +instant,dteday,season,yr,mnth,holiday,weekday,workingday,weathersit,temp,atemp,hum,windspeed,rentals 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{ + "text/html": [ + "
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" + ], + "text/plain": [ + " instant dteday season yr ... atemp hum windspeed rentals\n", + "0 1 1/1/2011 1 0 ... 0.363625 0.805833 0.160446 331\n", + "1 2 1/2/2011 1 0 ... 0.353739 0.696087 0.248539 131\n", + "2 3 1/3/2011 1 0 ... 0.189405 0.437273 0.248309 120\n", + "3 4 1/4/2011 1 0 ... 0.212122 0.590435 0.160296 108\n", + "4 5 1/5/2011 1 0 ... 0.229270 0.436957 0.186900 82\n", + "\n", + "[5 rows x 14 columns]" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "import wget\n", + "import os\n", + "# load the training dataset\n", + "url = \"https://raw.githubusercontent.com/MicrosoftDocs/mslearn-introduction-to-machine-learning/main/Data/ml-basics/daily-bike-share.csv\"\n", + "filename = \"daily-bike-share.csv\"\n", + "if not os.path.exists(filename):\n", + " wget.download(url, filename)\n", + "\n", + "# Load the training dataset\n", + "bike_data = pd.read_csv(filename)\n", + "bike_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "ff823528", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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tempatemphumwindspeedrentals
count731.000000731.000000731.000000731.000000731.000000
mean0.4953850.4743540.6278940.190486848.176471
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" + ], + "text/plain": [ + " temp atemp hum windspeed rentals\n", + "count 731.000000 731.000000 731.000000 731.000000 731.000000\n", + "mean 0.495385 0.474354 0.627894 0.190486 848.176471\n", + "std 0.183051 0.162961 0.142429 0.077498 686.622488\n", + "min 0.059130 0.079070 0.000000 0.022392 2.000000\n", + "25% 0.337083 0.337842 0.520000 0.134950 315.500000\n", + "50% 0.498333 0.486733 0.626667 0.180975 713.000000\n", + "75% 0.655417 0.608602 0.730209 0.233214 1096.000000\n", + "max 0.861667 0.840896 0.972500 0.507463 3410.000000" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "numeric_features = ['temp', 'atemp', 'hum', 'windspeed']\n", + "bike_data[numeric_features + ['rentals']].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "9051434a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_16508\\1526679315.py:19: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", + " fig.show()\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "# This ensures plots are displayed inline in the Jupyter notebook\n", + "%matplotlib inline\n", + "label = bike_data['rentals']\n", + "fig, ax = plt.subplots(2, 1, figsize=(10, 6))\n", + "ax[0].hist(label, bins=100)\n", + "ax[0].set_ylabel('Frequency')\n", + "\n", + "#Add line for the meaan median and mode\n", + "ax[0].axvline(label.mean(), color='magenta', linestyle='dashed', linewidth=1)\n", + "ax[0].axvline(label.median(), color='blue', linestyle='dashed', linewidth=1)\n", + "\n", + "#Plot the boxplot\n", + "ax[1].boxplot(label, vert=False)\n", + "ax[1].set_xlabel('Rentals')\n", + "#Add the title\n", + "fig.suptitle('Distribution of Rentals')\n", + "fig.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "1358ffb3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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AADmSuxKXdKrjdFa4dJKMSp+6GwAABrOMLp2lesqUKdmZjDe1Ysm+9KUvFfbaa69Cc3NzYeutt85OHPLAAw/0WCedXKL7SUnS8oEPfKDkxyielMFisVgsFovFYokqXFLe3ZSyZtBvvPHG7AQOe++9d3aa5E9+8pMxe/bsuP/++7NTVxel0x6nU3MXbXjK5U0pnl76iSeeiKampuwU1+kxRowYUU5XqTLr1q0zFnJul10ili6NmDw54oEHSm0UEUsjYnJElNDGOKDIWKDIWGAojYOVK1fGtGnTuvJuX8oK6FdeeWWPny+88MKYOHFi3H333fHWt761RyCfNGlS9EexrGXMmDFZQE/3la7n+clm8/zhGQv5VvymLl2OGVNqo26XJbQxDigyFigyFhiK4+DlyrhfUQ36ihUrsstx48b1uP373/9+XHzxxVlInzt3bnzmM5/pcxa9ra0tW7p/sig+0fX19V3XGd6KY8BYyLP095recAqxbt36ElvUR03URCEKsb6ENsYBRcYCRcYCQ2kclNq/mlTn0t+dOQ877LB44YUX4uabb+66/Vvf+lZsv/32WfH7vffeG5/4xCdi5syZ8eMf/7jX+1mwYEEsXLhwo9svueSSskpjgME1b97sWL68KcaPb43zz/91SW1mz5sdTcubonV8a/y6xDYAMFStWbMmjjnmmGySO832Vzygf/CDH4xf/epXWTjfdttt+1zvuuuui4MOOigeeuih2HHHHUuaQU+1Oc8991xW4nL11VfHIYccMiS+rmBgP3EaC/k2Y0Z9LFlSE1OnFuLRR0ucQZ9RHzVLaqIwtRDrS2hjHFBkLFBkLDCUxkHKuRMmTHjZgN6vEpcPfehD8Ytf/CJuuummTYbzZNasWdllXwG9sbExWzaUntziE9z9OsObsZBfv/lNREdHRF1dTemv0W8ioiOippw2xgHdGAsUGQsMhXFQat/KCuhpsv3DH/5w/OQnP4kbbrghZsyY8bJt7rnnnuxycjq0A1C1+vUn7m0BAF5ZQE+HWEy14VdccUV2eJhly5Zlt48dOzYrR3n44Yez37/jHe+I8ePHZzXoJ598cnaEl9e//vXlPBQAAAxLZQX0b37zm9nl/vvv3+P2Cy64IN773vdGQ0NDXHPNNXHWWWfF6tWrs1ryI488Mj796U9XttcAAFClyi5x2ZQUyNPJjIDh51vfimhpiWhujnj/+0ttFBEtEdEcEaW2AYAq94qOgw5QlE4evGRJxNSpZQT0dMLhJRExVUAHgA3P4wcAAOSAgA4AADkioAMAQI4I6AAAkCMCOgAA5IiADgAAOSKgAwBAjgjoAACQI05UBFTEq14VMXZsxDbblNMoIsZGRDltAKDKCehARVx3XX8aDUBHAGCIE9BhmJk+f3Gvtz+2aM5m7wsAsDE16AAAkCMCOgAA5IgSF6Ai3v3uiOeei5gwIeL73y+1UUQ8FxETIqLUNgBQ5QR0oCJuvDFiyZKIqVPLaRQRSyKinDYAUOWUuAAAQI4I6AAAkCMCOgAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiIAOAAA54kRFQEWccELEihURY8eW0ygiVkREOW0AoMoJ6EBFnH56fxoNQEcAYIhT4gIAADkioAMAQI4I6AAAkCMCOlAR224bUVPz4mXpjSKi5u+XAEDGTqIwQKbPX9zr7Y8tmrPZ+wIADB1m0AEAIEcEdAAAyBEBHQAAckRABwCAHBHQAQAgRwR0AADIEQEdAAByREAHAIAccaIioCIuvjiirS2isbGcRhHRFhHltAGAKiegAxWx//79aTQAHQGAIU6JCwAA5IiADgAAOaLEBaiIG254qQa95HKXG7rVoCt3AYCMgA5UxHveE7FkScTUqRFPPllqo4hYEhFTI6LUNgBQ5ZS4AABAjgjoAACQIwI6AADkiBp0oOKmz1/c5+8eWzQnqmFbhtp2ADB0mEEHAIAcEdABACBHBHQAAMgRAR0AAHJEQAcAgBwR0IGKSGcPLRTKOIto1igiCs4iCgDdCegAAJAjAjoAAOSIgA4AADniTKJARSxcGLFiRcTYseU0iogVEZHanD6AnQOAIURAByrivPMiliyJmDo1ov49pTaKiCURMVVAB4AiJS4AAJAjAjoAAOSIgA4AADkioAMAQI4I6AAAkCMCOgAA5IjDLMIrNH3+4sHuwpB9vm5bcWBMjqZYuqI1uwQAzKADAECumEEHKmK//SKeey5iwoSIW0psc8d2z8e4NQ3x/Kj2OCI7WxEAIKADFfH97790ffr80tqcNPeerusCOgC8SIkLAADkiIAOAAA5IqADAECOqEEHKuLAAyOefjpim20iYmZpbS65dFZMWN0Yz23RFrFooHsIAEODgA5UxF/+ErFkScSKFRH1JQb0Gc9vEZNbmmJ0m7ciAChS4gIAADkioAMAQI4I6AAAkCMCOgAA5IiADgAAQzWgn3HGGbH33nvH6NGjY+LEiXHEEUfEn//85x7rrF27Nk488cQYP358NDc3x5FHHhlPp2OvAQAAlQ3oN954Yxa+b7/99rj66qtj3bp1MXv27Fi9enXXOieffHL8/Oc/j8svvzxb/6mnnop3vvOd5TwMAAAMW2UdfPjKK6/s8fOFF16YzaTffffd8da3vjVWrFgR559/flxyySVxYDprSURccMEF8ZrXvCYL9W984xsr23sAAKgyr+jsICmQJ+PGjcsuU1BPs+oHH3xw1zq77LJLbLfddnHbbbcJ6FDFPvvZiJaWiObmiC89Ulqbb+z7YIxqr481DevjjHj9QHcRAKo7oHd2dsZJJ50U++67b+y2227ZbcuWLYuGhobYcsste6y7zTbbZL/rTVtbW7YUrVy5MrtMQb++vr7rOsNbcQzkcSw01hXKWn+wt6Gv/r7Sfh1//EvXv7agtOfkx3s+3nX9c+tek8txMFDPF9X7nsDmZSwwlMZBqf2rKRQK5aWLv/vgBz8Yv/rVr+Lmm2+ObbfdNrstlbYcf/zxPQJ3MnPmzDjggAPiy1/+8kb3s2DBgli4cOFGt6f7GjVqVH+6BgAAubNmzZo45phjsiqUMWPGVHYG/UMf+lD84he/iJtuuqkrnCeTJk2K9vb2eOGFF3rMoqejuKTf9ea0006LU045pccM+rRp07KdT5uamrKdUQ855JAYMWJEf7pKlUifOPM6FnZbcFVZ69+34NCy76uvNpt67HLbbK5+9WVTjz+Y46A/zxfD+z2BzctYYCiNg2KlyMspK6CnyfYPf/jD8ZOf/CRuuOGGmDFjRo/f77nnntmTcu2112aHV0zSYRgff/zx2GeffXq9z8bGxmzZULqf4hPc/TrDWx7HQltHTVnrb6r/fd1XX2029djltnml/Vq6NKKjI6KurvTnZOuWxqjrrImO2kJZr+vmHAf9eb4Y3u8JDA5jgaEwDkrtW1kBPR1iMZWeXHHFFdmx0It15WPHjs1mu9PlvHnzshnxtONomrpPgT6FczuIQnXbe++IJUsipk6NqH9PaW1+dtG+MbmlKZY2t0b8x0D3EACGhrIC+je/+c3scv/99+9xezqU4nvf+97s+plnnhm1tbXZDHqqRT/00EPjP//zPyvZZwAAqFpll7i8nJEjR8Y555yTLQAAwACeSRQAABhYAjoAAOSIgA4AADkioAMAQI4I6AAAkCMCOgAA5IiADgAAQ/U46AB9ufbaiPXrI+rrIw69oLQ27z7qjqjrrImO2kJcFz1PgAYAw5WADlTEq19dfptHxq8eiK4AwJCmxAUAAHJEQAcAgBxR4gJUxCWXRKxZEzFqVOltDrt/SjStq4vWER0D2TUAGFIEdIal6fMX93r7Y4vmxHDV13NSqlNPjViyJGLq1Ij695TW5rTrd4nJLU2xtLk1htrru6nnaziPIwBeOSUuAACQIwI6AADkiIAOAAA5IqADAECOCOgAAJAjAjoAAOSIgA4AADkioAMAQI44URFQEZMmvXT5XIltnm1u67qcHE0D1zkAGEIEdKAi7rrrpevT55fW5rDjbum6/lg4+yYAJEpcAAAgRwR0AADIEQEdAAByRA06UBEf+EDE889HjBsXEVuV1uZLV+4WY9c2xIqR7RGLBrqHADA0COhARSxeHLFkScTUqRH17ymtzQEPT4zJLU2xtLl1oLsHAEOGEhcAAMgRAR0AAHJEiQuUYPr8xYN6X5V8fAAg38ygAwBAjgjoAACQIwI6AADkiIAOAAA5IqADAECOOIoLUBFHHx3xt79FbLVVxOUltvnZrk/F2LUjYsXIdfGB2HGAewgAQ4OADlTEv/3bS9cvn19amzMOeKDruoAOAC9S4gIAADkioAMAQI4I6AAAkCNq0IGK2GWXiKeeipgyJSKOKK3NteftFxNbGuOZ5raIRQPdQwAYGsygAxXR0hKxatWLl6Ua1V4Xo9tHZJcAwIsEdAAAyBEBHQAAckRABwCAHBHQAQAgRwR0AADIEQEdAAByxHHQATaT6fMX93r7Y4vmbPa+AJBfZtABACBHzKADFXHuuRGtrRFNTREfurm0Np869L4Yub421tZ3xndi74HuIgAMCQI6UBH/8A8vXS81oF+30zMD1h8AGKqUuAAAQI4I6AAAkCNKXICKuPvuiPb2iIaG0tvstmxMNHTURntd50B2DQCGFAEdqIjDD49YsiRi6tSI+veU1ua8H+0Vk1uaYmlza8SFA91DABgalLgAAECOCOgAAJAjAjoAAOSIgA4AADkioAMAQI4I6AAAkCMCOgAA5IiADgAAOSKgAwBAjjiTKFARf/pTRKEQUVMT8bovltbm4PfdGDVRE4UoxB/jbQPdRQAYEgR0oN+mz1/8itqvbuyIavRKnxcAhjclLgAAkCMCOgAA5IgSF6AiVt45Izrb66O2YX2MmfloSW3m3TkjRrfXx6qG9QPePwAYKgR0oCJW/mZGdLQ0RV1za8kB/X2/mRGTW5piaXPrgPcPAIYKJS4AAJAjAjoAAOSIgA4AADkioAMAQI4I6AAAkCMCOgAA5IiADgAAOSKgAwBAjjhREVARDZNWRseatVE3qr3kNvdNWhlL16yN5aPaY3I0DWj/AKBqZ9BvuummmDt3bkyZMiVqamripz/9aY/fv/e9781u77687W1vq2SfgRyaeORdMfnYW7PLUp1w5F3xzmNvzS4BgH4G9NWrV8fuu+8e55xzTp/rpEC+dOnSruXSSy8t92EAAGBYKrvE5e1vf3u2bEpjY2NMmjTplfQLAACGpQGpQb/hhhti4sSJsdVWW8WBBx4YX/jCF2L8+PG9rtvW1pYtRStXrswu161bF/X19V3XGd6KY6BSY6GxrrDJxyl1/TwbattSymtb6jgo9/Xtz31Vkve4wX9PYOgyFhhK46DU/tUUCoV+/++T6st/8pOfxBFHHNF122WXXRajRo2KGTNmxMMPPxyf/OQno7m5OW677baoq6vb6D4WLFgQCxcu3Oj2Sy65JLsfYGj44hdnxsqVjTFmTFt86lN3ltRm5hdnRuPKxmgb0xZ3ltgGAIaqNWvWxDHHHBMrVqyIMWPGbL6AvqFHHnkkdtxxx7jmmmvioIMOKmkGfdq0afHcc89FU1NTXH311XHIIYfEiBEj+ttNqkD6xFnJsbDbgqui2t234NDNuu2PnH1QrF/VFPWjW2OHD19bUpsbzz4oJq1qimWjW2P88vqKjYP+bOPmfr5KeWw233sCQ5exwFAaBynnTpgw4WUD+oAfZnGHHXbIOvLQQw/1GtBTvXpaNpSe3OIT3P06w1ulxkJbR01Uu76ep4Ha9uJH/XRZ6mN0b1PO6/py46A/27i5n69SHpuX5/8HiowFhsI4KLVvA36ioieffDKWL18ekydPHuiHAgCAIa/sGfSWlpZsNrzo0UcfjXvuuSfGjRuXLame/Mgjj8yO4pJq0E899dTYaaed4tBDfYULAAAVD+h33XVXHHDAAV0/n3LKKdnlcccdF9/85jfj3nvvjYsuuiheeOGF7GRGs2fPjs9//vO9lrEAAACvMKDvv//+san9Sq+6qvp3vgMAgIEy4DXoAABA6QR0AADIEQEdAAByZMCPgw4MD2P2fjQ62+ujtmF9yW2+vfejMbq9PlY1rI/PxK4D2j8AGCoEdKAixsx8tOw253drI6ADwIuUuAAAQI4I6AAAkCNKXICK6Gyri4iaiChEbWNHSW22aKuLmqiJQvR9bgUAGG4EdKAinvr2ftHR0hR1za2x7YnXldTmmm/vF5NbmmJpc2vEmQPeRQAYEpS4AABAjgjoAACQIwI6AADkiBp0XrHp8xf3evtji+ZEHvs1XAy17S+lv411hfjKzIjdFlwVbR01gz7GAGAgmEEHAIAcEdABACBHBHQAAMgRAR0AAHJEQAcAgBxxFBegIrY+8q6IjtqIus6S25xw5F3R0FEb7WW0AYBqJ6ADFdE4aWXZbe7rRxsAqHZKXAAAIEcEdAAAyBElLkBFrHloYhTW10ZNfWeM2umZktoc+NDEGLm+NtbWd8Z1JbYBgGonoAMV8fxVu0VHS1PUNbfGqJ2uK6nNF6/aLSa3NMXS5tbYp8Q2AFDtlLgAAECOCOgAAJAjAjoAAOSIgA4AADkioAMAQI4I6AAAkCMOswgMWdPnLx7sLgBAxZlBBwCAHBHQgYqoaeiImoZ12WWp1jR0xKqGddklAPAiJS5ARUw94cay2xzUjzYAUO3MoAMAQI4I6AAAkCMCOgAA5IgadKAi/nb9LtG5dkTUjlwXWx3wQEltTrt+lxi7dkSsGLkuziixDQBUOzPoQEWsvn9KtNy7XXZZqsPunxJH3btddgkAvEhABwCAHBHQAQAgRwR0AADIEQEdAAByREAHAIAcEdABACBHBHQAAMgRAR0AAHLEmUSBimja8ZnoXNsQtSPbS25z/Y7PxNi1DbGijDYAUO0EdIaU3RZcFW0dNT1ue2zRnEHrDy8Z/7b7ym7zyX60AYBqp8QFAAByREAHAIAcEdABACBH1KADFbH0on2jo6Ux6prbYvJxt5TU5mcX7RtbtzTGs81tcViJbQCg2gnoQEWkcN7R0lRWmxTOJ5fZBgCqnRIXAADIEQEdAAByREAHAIAcEdABACBHBHQAAMgRAR0AAHJEQAcAgBwR0AEAIEecqAioiK0OeCA619VF7YiOktucccAD0bSuLlrLaAMA1U5ABypii12fKrvNz/rRBgCqnRIXAADIEQEdAAByRIkLUBHrlm8Rhc6aqKktxIjxq0tqs8PyLaKusyY6agvxSIltAKDaCehARTx92azoaGmKuubW2PbE60pq8/3LZsXklqZY2twa+5TYhhdNn7+419sfWzRns/cFgMpS4gIAADkioAMAQI4I6AAAkCMCOgAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiIAOAAA54kyiQEVMOu6WiM6aiNpCyW0OO+6WqOusiY4y2gBAtRPQgYqob24ru82z/WgDANVOiQsAAAzlgH7TTTfF3LlzY8qUKVFTUxM//elPe/y+UCjEZz/72Zg8eXI0NTXFwQcfHA8++GAl+wwAAFWr7IC+evXq2H333eOcc87p9fdf+cpX4hvf+Eace+65cccdd8QWW2wRhx56aKxdu7YS/QVyatU902LlnTOyy1Idfc+0mHfnjOwSAOhnDfrb3/72bOlNmj0/66yz4tOf/nQcfvjh2W3f/e53Y5tttslm2o866qhyHw4YIlbcsnN0tDRFXXNrjN7jiZLafOSWnWNyS1MsbW6NS0tsAwDVrqI16I8++mgsW7YsK2spGjt2bMyaNStuu+22Sj4UAABUpYoexSWF8yTNmHeXfi7+bkNtbW3ZUrRy5crsct26dVFfX991nfxqrOv9EHmVfN2K99XYy+H4+nqcvvrFwKipeemy1Oe+3DbF17+3cfBKDeY46s/fyub4u8uz4nYOl+2lb8YCQ2kclNq/mkKqS+mntJPoT37ykzjiiCOyn2+99dbYd99946mnnsp2Ei1617vela37gx/8YKP7WLBgQSxcuHCj2y+55JIYNWpUf7sGbGbz5s2O5cubYvz41jj//F+X1Gb2vNnRtLwpWse3xq9LbAMAQ9WaNWvimGOOiRUrVsSYMWM2zwz6pEmTssunn366R0BPP++xxx69tjnttNPilFNO6TGDPm3atJg9e3Z2FJirr746DjnkkBgxYkQlu0oF7bbgql5vv2/BoRVrkz5xprHwmbtqoy2dDKeENn09BgNjRftLl6feWVdSm1ntEU1ltEkz55/fq7PXcTCUbepvpZJ/d3nVn20pvif4/wFjgaE0DoqVIi+nogF9xowZWUi/9tpruwJ56kg6mssHP/jBXts0NjZmy4bSk1t8grtfJ3/aOnoPSpt6zfrTJmvXWbNR277a9PUYDIzid3HpstTnvj9t+hoHQ1l/3t/6+zeUR69kW/z/QJGxwFAYB6X2reyA3tLSEg899FCPHUPvueeeGDduXGy33XZx0kknxRe+8IXYeeeds8D+mc98JjtmerEMBgAAqGBAv+uuu+KAAw7o+rlYnnLcccfFhRdeGKeeemp2rPT3v//98cILL8Sb3/zmuPLKK2PkyJHlPhQAAAw7ZQf0/fffPzveeV/SzqCf+9znsgUAAChPRWvQgeGrftzqqG1cH7VbvHTY1Jfz6LjVsapxfTxXRhsAqHYCOlARk46+o+w2x/SjDQBUu4qeSRQAAHhlBHQAAMgRAR0AAHJEDTpQEc/+fI/oXNMQtaPaY+u595TU5qyf7xHj1jTE86Pa46QS2wBAtRPQgYpoe3xcdLQ0RV1za8ltZj0+Lia3NMXSMtoAQLVT4gIAADkioAMAQI4I6AAAkCMCOgAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiBMVARXRvPsT0dlWH7WN60tuc9nuT8TotvpYVUYbAKh2AjpQEVu++cGy2/x7P9oAQLVT4gIAADkioAMAQI4I6AAAkCNq0IGKePKcA6OjpSnqmltj2xOvK6nNbeccGJNbmmJpc2vsU2IbAKh2ZtABACBHBHQAAMgRAR0AAHJEQAcAgBwR0AEAIEcEdAAAyBEBHQAAckRABwCAHBHQAQAgR5xJFKiICXPvicL62qip7yy5zclz74mG9bXRXkYbAKh2AjpQESO3e77sNrf3o001mj5/8aA+zmOL5pS1/qbaDLZytzHPqmlbgPIocQEAgBwR0AEAIEeUuAAVsfbxcV016KWWu7zx8XFdNejKXQDgRQI6UBHP/XyP6Ghpirrm1tj2xOtKanPmz/eIyS1NsbS5NfYpsQ0AVDslLgAAkCMCOgAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiIAOAAA5IqADAECOCOgAAJAjziQKVESpZw/tztlDAWBjZtABACBHBHQAAMgRAR0AAHJEDXqVmz5/ca+3P7ZoTgyl/jbWFeIrM8trw+b1ws07R2dbfdQ2ro8t3/xgSW0+evPOMbqtPlY1ro9/L7ENledvaGgZau/rQPkEdKAiWn4/LTpamqKuubXkgH7U76fF5JamWNrcKqADwN8pcQEAgBwR0AEAIEcEdAAAyBEBHQAAckRABwCAHBHQAQAgRwR0AADIEQEdAAByxImKgIpo3O756FzTELWj2ktuc8d2z8e4NQ3xfBltAKDaCehARWw9956y25zUjzYAUO2UuAAAQI4I6AAAkCMCOgAA5IgadKAill06KzpXN0btFm0x6eg7SmpzyaWzYsLqxnhui7Y4psQ2AFDtBHSgItY/v0V0tDRFXVvpbysznt8iJrc0xegy2gBAtVPiAgAAOWLaih6mz1/c5+8eWzRns/YFGJrvFZV6/+jrMbwXAdXODDoAAOSIgA4AADkioAMAQI4I6AAAkCMCOgAA5IiADgAAOeIwi0BFjN33wSi010dNw/qS23xj3wdjVHt9rCmjDQBUOwEdqIjRezxRdptL+9EGAKqdEhcAAMgRAR0AAHJEiQtQEetbGiM6ayJqC1Hf3FZSm61bGqOusyY6agvxbIltAKDaCehARSy7aN/oaGmKuubW2PbE60pq87OL9o3JLU2xtLk19imxDQBUOyUuAABQzQF9wYIFUVNT02PZZZddKv0wAABQlQakxOW1r31tXHPNNS89SL1KGgAAKMWAJOcUyCdNmjQQdw0AAFVtQGrQH3zwwZgyZUrssMMO8e53vzsef/zxgXgYAACoOhWfQZ81a1ZceOGF8epXvzqWLl0aCxcujLe85S1x3333xejRozdav62tLVuKVq5cmV2uW7euqzQmXad/GusKvd7e13Pa1/r9abOp121Tj9Pr+rWFHpfkT03NS5elvr7ltjEOXl4l/+7y2q90X8X72/B++/N+lFf9eV6Go77GAsPLuiEyDkrtX02hUBjQd+wXXnghtt9++/j6178e8+bN63Wn0hTiN3TJJZfEqFGjBrJrQAXNmzc7li9vivHjW+P8839dUpvZ82ZH0/KmaB3fGr8usQ0ADFVr1qyJY445JlasWBFjxozpc70B33tzyy23jFe96lXx0EMP9fr70047LU455ZQeM+jTpk2L2bNnR1NTU1x99dVxyCGHxIgRIwa6q0PWbguuimqXZkw/v1dnfOau2mhLJ8Mhd1a0v3R56p11JbWZ1R7RVEYb42Doum/BoRV9Dyt3LGzq8fOq3OdlKG5jpWYkZQXWDZFxUKwUeTkDHtBbWlri4YcfjmOPPbbX3zc2NmbLhtKTW3yCu19nY20dwyeopP+Ih9P2DiXF7+LSZamvUX/aJMbB0LOp9/BX8lqWOhaG4v8h5T4vQ3EbK0lWYCiMg1L7VvGA/rGPfSzmzp2blbU89dRTcfrpp0ddXV0cffTRlX4oIEe2OeqOKHTWRE0Z9eHvPuqOqOusiQ415QAwcAH9ySefzML48uXLY+utt443v/nNcfvtt2fXgeo1Yvzqsts80o82AFDtKh7QL7vsskrfJQAADBsDchx0AACgfwZ8J1FgeFh9/5ToXFcXtSM6YotdnyqpzWH3T4mmdXXROqIjflZiGwCodgI6UBF/u36X6Ghpirrm1pID+mnX7xKTW5piaXOrgA4Af6fEBQAAckRABwCAHBHQAQAgRwR0AADIEQEdAAByREAHAIAcEdABACBHBHQAAMgRJyoCKqKuua3HZSme/fu6xUsAQEAHKmTycbeU3eawfrRhaJo+f3EMh215bNGczdoXoDopcQEAgBwR0AEAIEcEdAAAyBE16EBFLL9yt+hc2xC1I9tj/NvuK6nNl67cLcaubYgVI9vjkyW2AYBqJ6ADFdH68MToaGmKuubWktsc8PDEmNzSFEvLaAMA1U6JCwAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiIAOAAA5IqADAECOCOgAAJAjTlQEVMQWuz4VnWtHRO3IdSW3+dmuT8XYtSNiRRltAKDaCehARWx1wANltzmjH20AoNopcQEAgBwR0AEAIEeUuAyS6fMXl93msUVzBqQvAMNZX+/Hm+M9tz//F2yOx/H/DQwuAR2oiCXn7RcdLY1R19wWU0+4saQ21563X0xsaYxnmtvioBLbAEC1U+ICVEShvS4K7SOyy1KNaq+L0e0jsksA4EUCOgAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiIAOAAA5IqADAECOCOgAAJAjziQKVMS4Q++LwvraqKnvLLnNpw69L0aur421ZbQBgGonoAMVMWqnZ8puc10/2gBAtVPiAgAAOSKgAwBAjihxASqibdmYiI7aiLrOaJy0sqQ2uy0bEw0dtdFe1xn3ldgGAKqdgA5UxLM/2is6Wpqirrk1tj3xupLanPejvWJyS1MsbW6NfUpsAwDVTokLAADkiIAOAAA5osRlCJk+f/FgdwFg2Lx/bq42Q0252/jYojll39em2pSrP49RyW2E/jCDDgAAOSKgAwBAjgjoAACQIwI6AADkiIAOAAA5IqADAECOOMwiUBFT3ndjRNRERKHkNge/78aoiZoolNEGAKqdgA5URG1jR9ltVvejDQBUOyUuAACQIwI6AADkiBIXoCJW3jkjOtvro7ZhfYyZ+WhJbebdOSNGt9fHqob1cX6JbQCg2gnoQEWs/M2M6Ghpirrm1pID+vt+MyMmtzTF0uZWAR0A/k6JCwAA5IiADgAAOSKgAwBAjgjoAACQIwI6AADkiKO49GL6/MW93v7YojmbvS8A8Er+76r2+2qsK8RXZlbmvvJgU/2SQ4ZPnjODDgAAOSKgAwBAjihxASqiYdLK6FizNupGtZfc5r5JK2PpmrWxvIw2AFDtBHSgIiYeeVfZbU7oRxsAqHZKXAAAIEcEdAAAyBEBHQAAckQNOlARz/xor+hY05DtJFpqPfp5P9orxq9pyHYSVY8OAC8S0IGKaF82JjpamqKuubXkNrstGxOTW5piaRltAKDaKXEBAIAcEdABACBHBHQAAMgRAR0AAIZDQD/nnHNi+vTpMXLkyJg1a1bceeedA/VQAABQNQYkoP/gBz+IU045JU4//fT47W9/G7vvvnsceuih8cwzzwzEwwEAQNUYkID+9a9/PU444YQ4/vjjY9ddd41zzz03Ro0aFd/5zncG4uEAAKBqVPw46O3t7XH33XfHaaed1nVbbW1tHHzwwXHbbbdttH5bW1u2FK1YsSK7fP7557PymDVr1sTy5ctjxIgRsbnUr1/d6+2pHwP9GPSuvrMQa9Z0Rv262ujorBns7tCrlRGxLiJaSx7fLbEyVsa6aCmxjXFAkbFQ3fr6/7a394niWOgrK2yO/283Vz6o5ONUm3Xr1m2UGTdHnivXqlWrsstCobDpFQsVtmTJkvSIhVtvvbXH7R//+McLM2fO3Gj9008/PVvfYrFYLBaLxWKJYbA88cQTm8zTg34m0TTTnurVizo7O7PZ8/Hjx2efMqZNmxZPPPFEjBkzZlD7yeBauXKlsYBxQBdjgSJjgaE0DtLMecq3U6ZM2eR6FQ/oEyZMiLq6unj66ad73J5+njRp0kbrNzY2Zkt3W265ZXZZU/Pi15bpic7zk83mYyyQGAcUGQsUGQsMlXEwduzYzb+TaENDQ+y5555x7bXX9pgVTz/vs88+lX44AACoKgNS4pJKVo477rjYa6+9YubMmXHWWWfF6tWrs6O6AAAAmzmg//M//3M8++yz8dnPfjaWLVsWe+yxR1x55ZWxzTbblHU/qfQlHUt9wxIYhh9jgcQ4oMhYoMhYoBrHQU3aU3SwOwEAAAzgiYoAAID+EdABACBHBHQAAMgRAR0AAHJk0AP6OeecE9OnT4+RI0fGrFmz4s4779zk+pdffnnssssu2fqve93r4pe//OVm6yv5GAd//OMf48gjj8zWTyezSofxZHiOhfPOOy/e8pa3xFZbbZUtBx988Mu+h1CdY+HHP/5xdmjfdKK7LbbYIjt62Pe+973N2l/ykxWKLrvssuz/iSOOOGLA+0i+xsGFF16Yvfbdl9RuqBjUgP6DH/wgO2Z6OizOb3/729h9993j0EMPjWeeeabX9W+99dY4+uijY968efG73/0u+4NLy3333bfZ+87gjYM1a9bEDjvsEIsWLer17LQMn7Fwww03ZO8J119/fdx2223ZaZ5nz54dS5Ys2ex9Z3DHwrhx4+JTn/pUNg7uvffe7Lwbabnqqqs2e98Z3LFQ9Nhjj8XHPvax7EM8w3McjBkzJpYuXdq1/PWvf40hozCIZs6cWTjxxBO7fu7o6ChMmTKlcMYZZ/S6/rve9a7CnDlzetw2a9aswgc+8IEB7yv5GQfdbb/99oUzzzxzgHvIUBgLyfr16wujR48uXHTRRQPYS4bCWEje8IY3FD796U8PUA/J81hI7wVvetObCt/+9rcLxx13XOHwww/fTL0lL+PgggsuKIwdO7YwVA3aDHp7e3vcfffd2VfSRbW1tdnPaQakN+n27usn6dNTX+uTf/0ZB1SnSoyF9O3KunXrstlUhu9YSKf3uPbaa+PPf/5zvPWtbx3g3pLHsfC5z30uJk6cmH3jzvAdBy0tLbH99ttn364efvjhWYnsUDFoAf25556Ljo6Ojc4umn5OZx/tTbq9nPXJv/6MA6pTJcbCJz7xiZgyZcpGH+QZHmNhxYoV0dzcHA0NDTFnzpw4++yz45BDDtkMPSZPY+Hmm2+O888/P9tHheE7Dl796lfHd77znbjiiivi4osvjs7OznjTm94UTz75ZAwF9YPdAYBKSPskpB3CUl36UNoRiMoZPXp03HPPPdmsWZpBT/WqaX+V/ffff7C7xmayatWqOPbYY7NwPmHChMHuDoNon332yZaiFM5f85rXxH/913/F5z//+ci7QQvo6Q+nrq4unn766R63p5/72vEv3V7O+uRff8YB1emVjIWvfvWrWUC/5ppr4vWvf/0A95S8joX0lfdOO+2UXU9HcfnTn/4UZ5xxhoA+jMbCww8/nO0cOnfu3K7b0sxpUl9fn5U97bjjjpuh5+QtK4wYMSLe8IY3xEMPPRRDwaCVuKSvIPfcc89slqP7H1H6ufsnnu7S7d3XT66++uo+1yf/+jMOqE79HQtf+cpXstmQK6+8MjvMHkNfpd4XUpu2trYB6iV5HAvpMMx/+MMfsm9Sisthhx0WBxxwQHY91SIzPN8TOjo6srExefLkGBIGcw/Vyy67rNDY2Fi48MILC/fff3/h/e9/f2HLLbcsLFu2LPv9scceW5g/f37X+rfcckuhvr6+8NWvfrXwpz/9qXD66acXRowYUfjDH/4wiFvB5h4HbW1thd/97nfZMnny5MLHPvax7PqDDz44iFvBYIyFRYsWFRoaGgr//d//XVi6dGnXsmrVqkHcCgZjLHzpS18q/PrXvy48/PDD2frp/4n0/8V55503iFvBYIyFDTmKy/AcBwsXLixcddVV2XvC3XffXTjqqKMKI0eOLPzxj38sDAWDGtCTs88+u7Dddttl/8mmQ+jcfvvtXb/bb7/9sj+s7n74wx8WXvWqV2Xrv/a1ry0sXrx4EHrNYI6DRx99tJA+W264pPUYXmMhHWazt7GQPrwzvMbCpz71qcJOO+2U/Qe81VZbFfbZZ5/sP3SqQ7lZoTsBfXiOg5NOOqlr3W222abwjne8o/Db3/62MFTUpH8GexYfAADIwZlEAQCAngR0AADIEQEdAAByREAHAIAcEdABACBHBHQAAMgRAR0AAHJEQAcAgBwR0AEAIEcEdAAAyBEBHQAAckRABwCAyI//D1pz7+9DxOT9AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for col in numeric_features:\n", + " fig = plt.figure(figsize=(9, 6))\n", + " ax = fig.gca()\n", + " feature = bike_data[col]\n", + " feature.hist(bins=100, ax=ax)\n", + " ax.axvline(feature.mean(), color='magenta', linestyle='dashed', linewidth=2)\n", + " ax.axvline(feature.median(), color='blue', linestyle='dashed', linewidth=2)\n", + " ax.set_title(f'Distribution of {col}')\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "3edefc3e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "\n" + "import numpy as np\n", + "categorical_features = ['season','mnth','holiday','weekday','workingday','weathersit', 'day']\n", + "for col in categorical_features:\n", + " counts = bike_data[col].value_counts().sort_index()\n", + " fig = plt.figure(figsize=(9, 6))\n", + " ax = fig.gca()\n", + " counts.plot.bar(ax=ax, color='steelblue')\n", + " ax.set_title(col + ' counts')\n", + " ax.set_xlabel(col)\n", + " ax.set_ylabel('Frequency')\n", + " plt.show()" ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "67f6449a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for col in numeric_features:\n", + " fig = plt.figure(figsize=(9, 6))\n", + " ax = fig.gca()\n", + " feature = bike_data[col]\n", + " label = bike_data['rentals']\n", + " correlation = feature.corr(label)\n", + " plt.scatter(x=feature, y=label)\n", + " plt.xlabel(col)\n", + " plt.ylabel('Bike Rentals')\n", + " ax.set_title('rentals vs ' + col + '- correlation: ' + str(correlation))\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "71b1ba2d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Features:\n", + "[[1. 1. 0. 6. 0. 2. 0.344167\n", + " 0.363625 0.805833 0.160446 ]\n", + " [1. 1. 0. 0. 0. 2. 0.363478\n", + " 0.353739 0.696087 0.248539 ]\n", + " [1. 1. 0. 1. 1. 1. 0.196364\n", + " 0.189405 0.437273 0.248309 ]\n", + " [1. 1. 0. 2. 1. 1. 0.2\n", + " 0.212122 0.590435 0.160296 ]\n", + " [1. 1. 0. 3. 1. 1. 0.226957\n", + " 0.22927 0.436957 0.1869 ]\n", + " [1. 1. 0. 4. 1. 1. 0.204348\n", + " 0.233209 0.518261 0.0895652]\n", + " [1. 1. 0. 5. 1. 2. 0.196522\n", + " 0.208839 0.498696 0.168726 ]\n", + " [1. 1. 0. 6. 0. 2. 0.165\n", + " 0.162254 0.535833 0.266804 ]\n", + " [1. 1. 0. 0. 0. 1. 0.138333\n", + " 0.116175 0.434167 0.36195 ]\n", + " [1. 1. 0. 1. 1. 1. 0.150833\n", + " 0.150888 0.482917 0.223267 ]]\n", + "\n", + "Labels:\n", + "[331 131 120 108 82 88 148 68 54 41]\n" + ] + } + ], + "source": [ + "# Separate features and labels\n", + "X, y = bike_data[['season','mnth', 'holiday','weekday','workingday','weathersit','temp', 'atemp', 'hum', 'windspeed']].values, bike_data['rentals'].values\n", + "print('Features:',X[:10], '\\nLabels:', y[:10], sep='\\n')" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "50ed1757", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training Set: 511 rows\n", + "Test Set: 220 rows\n" + ] + } + ], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "\n", + "# Split data 70%-30% into training set and test set\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.30, random_state=0)\n", + "\n", + "print ('Training Set: %d rows\\nTest Set: %d rows' % (X_train.shape[0], X_test.shape[0]))" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "a25c5cf2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LinearRegression()\n" + ] + } + ], + "source": [ + "# Train the model\n", + "from sklearn.linear_model import LinearRegression\n", + "\n", + "# Fit a linear regression model on the training set\n", + "model = LinearRegression().fit(X_train, y_train)\n", + "print(model)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "c9bfa17b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Predicted labels: [1896. 1184. 1007. -28. 314. 385. 475. 590. 1476. -22.]\n", + "Actual labels : [2418 754 222 47 244 145 240 555 3252 38]\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "\n", + "predictions = model.predict(X_test)\n", + "np.set_printoptions(suppress=True)\n", + "print('Predicted labels: ', np.round(predictions)[:10])\n", + "print('Actual labels : ' ,y_test[:10])" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "e0167c20", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "%matplotlib inline\n", + "\n", + "plt.scatter(y_test, predictions)\n", + "plt.xlabel('Actual Labels')\n", + "plt.ylabel('Predicted Labels')\n", + "plt.title('Daily Bike Share Predictions')\n", + "# overlay the regression line\n", + "z = np.polyfit(y_test, predictions, 1)\n", + "p = np.poly1d(z)\n", + "plt.plot(y_test,p(y_test), color='magenta')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "2cf8c133", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MSE: 201972.55947035615\n", + "RMSE: 449.4135728595167\n", + "R2: 0.6040454736919185\n" + ] + } + ], + "source": [ + "from sklearn.metrics import mean_squared_error, r2_score\n", + "\n", + "mse = mean_squared_error(y_test, predictions)\n", + "print(\"MSE:\", mse)\n", + "\n", + "rmse = np.sqrt(mse)\n", + "print(\"RMSE:\", rmse)\n", + "\n", + "r2 = r2_score(y_test, predictions)\n", + "print(\"R2:\", r2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6c27807d", + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { From 8a840fdee1f4f680539b4d358e641c782265daff Mon Sep 17 00:00:00 2001 From: Paskal Date: Sun, 1 Jun 2025 17:43:09 +0545 Subject: [PATCH 08/28] visualizaion --- 2-Regression/2-Data/notebook.ipynb | 348 +++++++++++++++++++++++++++-- 1 file changed, 330 insertions(+), 18 deletions(-) diff --git a/2-Regression/2-Data/notebook.ipynb b/2-Regression/2-Data/notebook.ipynb index c9b9925b..8dc1ea8a 100644 --- a/2-Regression/2-Data/notebook.ipynb +++ b/2-Regression/2-Data/notebook.ipynb @@ -1,5 +1,331 @@ { + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Build a regression model using Scikit-learn: prepare and visualize data" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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City NameTypePackageVarietySub VarietyGradeDateLow PriceHigh PriceMostly Low...Unit of SaleQualityConditionAppearanceStorageCropRepackTrans ModeUnnamed: 24Unnamed: 25
0BALTIMORENaN24 inch binsNaNNaNNaN4/29/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
1BALTIMORENaN24 inch binsNaNNaNNaN5/6/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
2BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
3BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
4BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN11/5/1690.0100.090.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
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5 rows × 26 columns

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" + ], + "text/plain": [ + " City Name Type Package Variety Sub Variety Grade Date \\\n", + "0 BALTIMORE NaN 24 inch bins NaN NaN NaN 4/29/17 \n", + "1 BALTIMORE NaN 24 inch bins NaN NaN NaN 5/6/17 \n", + "2 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 9/24/16 \n", + "3 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 9/24/16 \n", + "4 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 11/5/16 \n", + "\n", + " Low Price High Price Mostly Low ... Unit of Sale Quality Condition \\\n", + "0 270.0 280.0 270.0 ... NaN NaN NaN \n", + "1 270.0 280.0 270.0 ... NaN NaN NaN \n", + "2 160.0 160.0 160.0 ... NaN NaN NaN \n", + "3 160.0 160.0 160.0 ... NaN NaN NaN \n", + "4 90.0 100.0 90.0 ... NaN NaN NaN \n", + "\n", + " Appearance Storage Crop Repack Trans Mode Unnamed: 24 Unnamed: 25 \n", + "0 NaN NaN NaN E NaN NaN NaN \n", + "1 NaN NaN NaN E NaN NaN NaN \n", + "2 NaN NaN NaN N NaN NaN NaN \n", + "3 NaN NaN NaN N NaN NaN NaN \n", + "4 NaN NaN NaN N NaN NaN NaN \n", + "\n", + "[5 rows x 26 columns]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "pumpkins = pd.read_csv('../data/US-pumpkins.csv')\n", + "pumpkins.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Package 0\n", + "Low Price 0\n", + "High Price 0\n", + "Date 0\n", + "dtype: int64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pumpkins.isnull().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "pumpkins = pumpkins[pumpkins['Package'].str.contains('bushel', case=True, regex=True)]\n", + "columns_to_select = ['Package', 'Low Price', 'High Price', 'Date']\n", + "pumpkins = pumpkins.loc[:, columns_to_select]\n", + "price = (pumpkins['Low Price'] + pumpkins['High Price']) / 2\n", + "month = pd.DatetimeIndex(pumpkins['Date']).month\n", + "new_pumkinns = pd.DataFrame({\n", + " 'Month': month, \n", + " 'Package': pumpkins['Package'], \n", + " 'Low Price': pumpkins['Low Price'],\n", + " 'High Price': pumpkins['High Price'],\n", + " 'Price': price\n", + " })\n", + "new_pumkinns.loc[new_pumkinns['Package'].str.contains('1 1/9'), 'Price'] = price/(1 + 1/9)\n", + "new_pumkinns.loc[new_pumkinns['Package'].str.contains('1/2'), 'Price'] = price/(1/2)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "price = new_pumkinns.Price\n", + "month = new_pumkinns.Month\n", + "plt.scatter (month, price, alpha=0.5)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'Pumpkin Price')" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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City NameTypePackageVarietySub VarietyGradeDateLow PriceHigh PriceMostly Low...Unit of SaleQualityConditionAppearanceStorageCropRepackTrans ModeUnnamed: 24Unnamed: 25
0BALTIMORENaN24 inch binsNaNNaNNaN4/29/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
1BALTIMORENaN24 inch binsNaNNaNNaN5/6/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
2BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
3BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
4BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN11/5/1690.0100.090.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
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5 rows × 26 columns

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" + ], + "text/plain": [ + " City Name Type Package Variety Sub Variety Grade Date \\\n", + "0 BALTIMORE NaN 24 inch bins NaN NaN NaN 4/29/17 \n", + "1 BALTIMORE NaN 24 inch bins NaN NaN NaN 5/6/17 \n", + "2 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 9/24/16 \n", + "3 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 9/24/16 \n", + "4 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 11/5/16 \n", + "\n", + " Low Price High Price Mostly Low ... Unit of Sale Quality Condition \\\n", + "0 270.0 280.0 270.0 ... NaN NaN NaN \n", + "1 270.0 280.0 270.0 ... NaN NaN NaN \n", + "2 160.0 160.0 160.0 ... NaN NaN NaN \n", + "3 160.0 160.0 160.0 ... NaN NaN NaN \n", + "4 90.0 100.0 90.0 ... NaN NaN NaN \n", + "\n", + " Appearance Storage Crop Repack Trans Mode Unnamed: 24 Unnamed: 25 \n", + "0 NaN NaN NaN E NaN NaN NaN \n", + "1 NaN NaN NaN E NaN NaN NaN \n", + "2 NaN NaN NaN N NaN NaN NaN \n", + "3 NaN NaN NaN N NaN NaN NaN \n", + "4 NaN NaN NaN N NaN NaN NaN \n", + "\n", + "[5 rows x 26 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "import pandas as pd\n", "import matplotlib.pyplot as plt\n", @@ -27,14 +227,135 @@ "\n", "pumpkins = pd.read_csv('../data/US-pumpkins.csv')\n", "\n", - "pumpkins.head()\n" + "pumpkins.head()\n", + "\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\user\\AppData\\Local\\Temp\\ipykernel_22516\\2637987050.py:9: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" + ] + }, + { + "data": { + "text/html": [ + "
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MonthDayOfYearVarietyCityPackageLow PriceHigh PricePrice
709267PIE TYPEBALTIMORE1 1/9 bushel cartons15.015.013.636364
719267PIE TYPEBALTIMORE1 1/9 bushel cartons18.018.016.363636
7210274PIE TYPEBALTIMORE1 1/9 bushel cartons18.018.016.363636
7310274PIE TYPEBALTIMORE1 1/9 bushel cartons17.017.015.454545
7410281PIE TYPEBALTIMORE1 1/9 bushel cartons15.015.013.636364
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" + ], + "text/plain": [ + " Month DayOfYear Variety City Package Low Price \\\n", + "70 9 267 PIE TYPE BALTIMORE 1 1/9 bushel cartons 15.0 \n", + "71 9 267 PIE TYPE BALTIMORE 1 1/9 bushel cartons 18.0 \n", + "72 10 274 PIE TYPE BALTIMORE 1 1/9 bushel cartons 18.0 \n", + "73 10 274 PIE TYPE BALTIMORE 1 1/9 bushel cartons 17.0 \n", + "74 10 281 PIE TYPE BALTIMORE 1 1/9 bushel cartons 15.0 \n", + "\n", + " High Price Price \n", + "70 15.0 13.636364 \n", + "71 18.0 16.363636 \n", + "72 18.0 16.363636 \n", + "73 17.0 15.454545 \n", + "74 15.0 13.636364 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "pumpkins = pumpkins[pumpkins['Package'].str.contains('bushel', case=True, regex=True)]\n", "\n", @@ -71,9 +392,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import matplotlib.pyplot as plt\n", "plt.scatter('Month','Price',data=new_pumpkins)" @@ -81,18 +423,640 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Yr7MLxtSxBgm6ORIlARbs19kdYiImoGsFVzySwX52wZDrycf8+fPlk08+kdLS0lr7KioqJDs7W1q2bBm1vU2bNmpfPNXV1epSTeQXUX2gJHTsVYBI+BjGfrTT6edz/6K1nZePNUh+Y/MvfbvtvBoTXizbUeuKRyzsRzsi15KPXbt2yX333Scvv/yyNGkSvehQupDEoI/I+mrfvr2W+6XgwloUOtvZtTtJEpBOOy8fa5Ds2H9UazuvxoSvvj2qtR2RluQD3Sr79u2T3r17S6NGjdTXypUr5b/+67/U/3GFo6amRg4cOBD1c5jtUlRUFPc+J0+erMaKWF9IcIjqA4tg6WxnV9uYVUDr287LxxokZxbmaW3n1ZjQsSBPazsiLcnHoEGDZOPGjVJeXh7+uuiii9TgU+v/jRs3luXLl4d/ZsuWLbJz504pKSmJe585OTlqVGzkF1F9YPVNzPRItP4mtmM/2un0hzsv0drOy8caJP9uc3aH3XZejQm3lZypZrUkg/1oR+Ra8tG8eXPp3r171FfTpk1VTQ/8H90mI0eOlEmTJsl7772nrpTcddddKvG49NJL6/VAiezCst+YYgqx76PWbezXvTx4fl5jNZ02GexHu0w/1iDJzW6oprYmg/1ol8kxIbtRAzWdNhnsRzui+tD+DJoxY4b8y7/8iyou1r9/f9Xd8vrrr+sOQ5QUalvMvLW3FMV0ceA2tjtV+wJ1PBIlIE7V+TB1rEGCmhqJkgGnam6YiAmo43F3/061roDgNrazzgcZLTLmFBYZI50wxRQzPTDgEuMe0P3gxlUATKfFrBYMLsUYD3S16Lzi4aVjDRJMbcUMEwz0xHgLdHvovvrghZiA6bSY1YLBpRjjga4WXvEgXZ/fTD6IiIjI+xVOiYiIiNLF5IOIiIhcxeSDiIiIXMXkg4iIiFzVSAIiSDMBTByrqZHxJuJyFoD551uQXs9EfhSI2S5YUhwre0YuwIWqjyi+5LcaCCaOFUtsY6XLyAWp8DmAYkRO1gQwEdfUsXqViedbkF7PRJmEU21j3qjGvvRJrSXHrb+R/FSEycSx4sP4uVWJl+B2qiiRibimjtWrTDzfgvR6Jso0nGobcWkWfyHFy66sbdiPdpnOxLGi+wFXAZLBfrTTyURcU8fqVSaeb0F6PRP5na+TD/QJR16ajYW3KOxHu0xn4lgx7qGu93nsRzudTMQ1daxeZeL5FqTXM5Hf+Tr5wGA0ne28zMSxYsClznZejmvqWL3KxPMtSK9nIr/zdfKBUfA623mZiWPFTA+d7bwc19SxepWJ51uQXs9Efufr5APT7zAKPtEEPGzHfrTLdCaOFVNM65rdiP1op5OJuKaO1atMPN+C9Hom8jtfJx+Y94/pdxD7hmXdxn4/1AcwcayobYEppslgv+4aGCbimjpWrzLxfAvS65nI73z/Tolpd5h+V5QffSkWt/02Lc/EsWJqKaaYxr7f47aTU09NxDV1rF5l4vkWpNczkZ/5vs5HECsissIpK5y6iRVOiQhYZIyIiIhcxSJjRERE5FmBWViOyO/YFUFEmYLJB5EPcLE1Isok7HYhynDWYmuxpccrDlap7dhPROQlTD6IMhgXWyOiTMRuFx8y0fd/uOqETPzjp7Lzn8ekw2m5MuNnF0qzJs4/veqK68TjsnOfB48el5/P/YvsPlglbfObyB/uvETy8xqLbqkstlZydqE44VjNSfnN4s2yY/9RObMwT/59eFfJzW7oSCyTMU09zzmWh/yIU219xkTf/7XPrJYNX1fW2t6zXQt5c3w/R2LaievE47Jznz9+YoV8tf9YrTYdC3Nl5S8Hik4Ly7+R++aX19nu6RsvkOsuOEN0G/XCOlm2eV+t7UO6tpZZt1+sPZ6pmKae5xzLQ5mEdT4C3vcf+wu1/kZyogJkojdkp9+Y64qb27iBHDt+SuvjsnOsB48dj5t4OJWAlG3bLzfNWltnu1dGXar9ykeiJMDJZMBETFPPcxOvZ6L6YJ2PADLR949L0MnekAH70U4nO3GTJR7pPC67x5os8QDsR5eMLl2LW2htl0q3R7IkALAf7TI5pqnnOcfykN8x+fCJVPr+dUHft852uuPqvB+dx4CxILr84tVyre3swngLne28GtPU89zE65nITUw+fAKD0XS2swOD7nS20x1X5/3oPAYMQs303wEGeups59WYps6xidczkZuYfPgERsHrbGcHRvvrbKc7rs770XkMmP2S6b8DzDDR2c6rMU2dYxOvZyI3MfnwCUy/wyj4RBPwsB370U4XTDPU2U53XJ33o/MYMO02038HmNqqs51XY5o6xyZez0RuYvLhE5j3j+l3EPuGZd3Gfp31AVDfAKP8k8F+3XUQ7MTFbBedj8vusWI2SzLYr7Peh6nfAWpqYGZJMtivs/aGiZimzrGJ13MsDGbFbCpM58Z3Nwa3mohJGZB8zJw5U3r27Kmm0OCrpKRElixZEt4/YMAAycrKivoaM2aME4+b4sC0O0y/K4q5rI/bTk3Lw/TCRG/MTtY/qCvuZ48OkxYJPgywPZ3HZedYMY22UYJXFbbrrvNhPa5EyRa2O/U7wJTWZOfYiSmvuM9ECYiTdT5MPM9NvJ4jp/lePn2FmsaNOjL4jttOluo3EZPMSanOx6JFi6Rhw4Zy7rnnCn7s+eeflyeeeEI+/fRT6datm0o+zjvvPHnkkUfCP5OXl5dSvQ7W+ag/Vjht5Gg9iGTHmqjAmJOFxrxaa8XJ5JMVTp17PZuoL8KaJv7gapGxgoIClYCMHDlSJR8XXHCBPPXUU2nfH5MP0vHBdP5DS+ts99kjV2n9wEL9jl6P/LnOdv/30FBtXS/4MOw+9Z06222aeqXWD0lTcUkcT3RwtSHRNN+s76+8rHlgoLYEyERMyuAiYydPnpT58+fLkSNHVPeL5eWXX5ZWrVpJ9+7dZfLkyXL0aPJpb9XV1eoBR34RZWI9CLv1O3TW+fB6rRXdcclZJuqLsKZJMKX8J8nGjRtVslFVVSXNmjWTBQsWSNeu3w2Muvnmm6Vjx47Stm1b2bBhgzzwwAOyZcsWef311xPeX2lpqUybNq1+R0HkgXoQdut3+KHOh6m45CwT9UVY0ySYUk4+OnfuLOXl5eqyymuvvSZ33HGHrFy5UiUgo0ePDrfr0aOHFBcXy6BBg2Tbtm1y9tlnx70/XB2ZNGlS+DaufLRv3z7d4yFSYwBWf2mvnU6o35HsL7jIdrpg3MGWikO22ulkKi45y0R9EdY0CaaUu12ys7PlnHPOkT59+qirFr169ZKnn346btu+ffuq71u3bk14fzk5OeHZM9YXUSbWg7Bbv8MPdT5MxSVnmagvwpomwVTvkWCnTp1S4zbiwRUSwBWQIDI1It9UXBPizQSw6kHUNdsl3XOSaPYBBpFiNktds12cqPNR16wTp2qtuB3X8u3hGrnx9x/KvkM10rp5tswf/SMpaJbtSCzTcTGQGeOE0F2Hq2ZIXnU+h+LVF8HMk0R01xeJjIl7DRmoaULuS2m2C7pIhg0bJh06dJBDhw7JvHnzZPr06fLOO+/IWWedpW4PHz5cCgsL1ZiPiRMnSrt27VS3TNBmuySa6ulkLQKTcU3A9Dys7BnZ1YG/kPBGhWl5Fz+2TP5+uKbWz53eLFvWPTjEkZjgRNy6JJri68TUXtNxTZzfoP1eE02jdnL6tImYlCGzXfbt2ye33367GveBsRzr1q1TiceQIUNUd8y7774rQ4cOlS5dusj9998vI0aMULVBgiZZjQlsx34/xTXBqgsQO8ai4mCV2o43sngfFIDt6ZyLumJiP77+kSAutjtRMAn3uTPB1RZsd6pIk4m4iRIAwHbsd4KJuMlqxmA79jsBr41EV7Sw3Yn3ERMxyayUronOnj074T4MEk3lCodfocsj2eV+wH6009kVYiquCej2wNWHeJfssA0XZ5N1B6RzLuzEVPtDobhtLGgzpGuR1hoJiR6XUzFNxUWXR6IEwIL9aKezK8REXHS1JOu+A+xHO51dMCbeR4L03kU/4NouPqkxYSquCXbqAug+F3ZrEVRUVgeiRoKJuBhrobOdl+OaqBlj6n0kSO9d9AMmHz6pMWEqrgm65vunci5M1DXwco0EM/UgarS283JcEzVjTL2PBOm9i37A5EMzu7UjdNeYMBXXBF3z/VM5FybqGni5RoKZehDZWtt5Oa7dWjA6a8aYeh8J0nsX/YDJh09qTJiKa4KdugC6z4XdWgRFLXICUSPBRFxMa9XZzstxTdSMMfU+EqT3LvoBkw/NrBoTydSnxoTX4ppg1QWA2A8/63ai5c/TPRd2YmL/1Gu71dnGiRoJbsY0FReDOTGtNRns1113w0Rcq2ZMMrprxph6HwnSexf9gMmHA1BPI9GLycl6G6bimoCaGlhmG6tdRsJtbEddAN3nworZpkVO1Hbctpb8ttoU5kW/UeK2U8uC/xAzevJaq6aNHF2K3Ip7WpPot5GC3AaOxUU9jUSJgJP1NkzERR2PRAmIk3U+TLyPBOm9i77Dta4dgheLiUqjpuKagA83TOWMV20Uvtgbf+2RRNvtS/S3/ndKl3wm/zh6MmobbmO7U4nAlDc2yT+Onoja9vcjJ9R2p2LCr17bIJVVp6K27T92Sm13Mq4JeTkNRQ4n2O4zJt5HgvTeRSlWOHWDXyqcklnJCjSl+5ejVWQslCD1wF/7SDB0x61PASwn/zLvOfUdqayKTngitWjSSDZMvdIXx+rE88mLMYk8WeGUKBOkUqDJrrqKjMHDb/5Ve1ydBbB0+ntlddLEA7Af7TL9WJ14PnkxJpGbmHyQ7zhRoMlOUa29Nj9odRaGMlV46yfPrtHazsvHaqLgl6kiY0RuYfJBvuNEgSadxbJ0FoYyVXjr2yPHtbbz8rGaKPhlqsgYkVuYfJDvOFGgSWexLJ2FoUwV3ipo2lhrOy8fq4mCX6aKjBG5hckH+Y4TBZrsFNWKnYKrI65XC28tuOdyre28fKwmCn6ZKjJG5BYmHz6EwZFl2/bLwvJv1Hfc9mNMNws02SmqNe3abq4XhjJVeOv0FjlqNksy2I92mX6sJgp+mSoyRuQWTrX1GUwHxayMyMGR+IsdH5xO1V0wEbM+UxXrM0XRzrE6ETfdKahOFt5KNt3WiWm2po/VRFwTzyUiNz6/mXz4iJ06FLqTARMxU4GpiJgRgIF56B/HZer6/rWIqzqJCps5GbcumGKKmR4YcIlxD+h+0H0VIB5Mp8WsFgwuxRgPdLXovOLhhWNN9DyHLIef5yaeS0TpYPIRQPhAvHz6ioTTQbO+Lz2+5oGB2tbbMBGTyG18nhPZwyJjAWSnDgX2o10mx/T7eBXyHr88z4m8hGu7+ITdOhQ661WYiBmU8SrkHX54nhN5Da98+ITdOhQ661WYiOlEP37sX7UVB6vUduwnyvTnOZEXMfnwCTt1KLAf7TI5pi521mrBfnbBUCY/z4m8ismHT9ipQ4H9OgfEmYiZ6niNRPud7scPUq0Vvx9r5PM8ESef5zUnTsns1X+ThxZuUt9xmyjTccyHj2CMAqb8xY5hKHJwDIOJmHbHayTbX23zDTydfvwg1VoJyrHifgd3bS3LNu+rtQ/bnYpbunizzFq9XSJzq/9Y/JmM6tdJJg9PnhAReRmn2vqQnToUmR6zrvoio/t3kt+v2p5w/4TB58qMd7+sM86Uq8+X20rOlPVf/dPWsQWp1kqQjhVJwHOrtifcf3d//cmAiZhE9cE6HyRBr7uQlSVRfy3GX4clS/ZWVsUd9xGpQcx9JforO0i1VoJ0rOjm6DJlScLnEyDc548Ok+xGDTI2JlF9sc4H+Zqd8RrJ3rSxq6KyWm66pIO6XdfHVOx9JZoNE6RaK0E61hfLdiR9PgH2o10mxyRyE5MPyji66imc2SpPXabHX8upSDQbJki1VoJ0rF99e1RrO6/GJHITkw/KOLrqKeB+0HWCy/QY25GKeH9lB6nWSpCOtWNBntZ2Xo1J5CYmH+TLugvJuvxj6zJgfECr5ukthBb5V3aQaq0E6Vgx4LiuISTYj3aZHJPITUw+SItjNSdlyhsb5bbZH6nvuO0UO/VFMBUxK8n+yLoMGNz38Y70xgn8bsWXatVR3MfcD7ZL5zbNkg5gdbLWilsxTcU1dawY0InnUzLYr3Pgp4mYRG5K6Zk7c+ZM6dmzpxrFiq+SkhJZsmRJeH9VVZWMGzdOCgsLpVmzZjJixAjZu3evE4+bPGTUC+vk/IeWyotrd8rqL/+hvuM2tjsF3SU92rWo9UGP29iOKYiovxBvf2RdBkxnxKwCPOZ0fLHviPR65M9y3oNL5NG3P5P3v/hHwrZ4XE7VWulQmBt3H7Y7WfsCx+T2sbodE/B86pkgLrY7MeUV94nptLG5FG5zmi1lupSm2i5atEgaNmwo5557ruDHnn/+eXniiSfk008/lW7dusnYsWPl7bfflrlz56rpNuPHj5cGDRrIBx98YPsBcaptZkGCEa/wkmVI19Yy6/aLXY/bsTBXvtp/LOF+vHlDsjoKTnDifFz7zGrZ8HVlwv34cHxzfD/xw+/e1PPNZM0NXFXDrBYMLsUYD3S18IoHSdDrfBQUFKgE5F//9V/l9NNPl3nz5qn/w+effy7nn3++lJWVyaWXXqr9wZNZ6FrBFY66fPbIVZKb3dD1uJJi/Q636Dwfh6tOSPep79TZbtPUK6VZk0YZ/bs39XxjzQ0iD9X5OHnypMyfP1+OHDmiul/Wr18vx48fl8GDB4fbdOnSRTp06KCSj0Sqq6vVA478oszwm8WbtbbTHbcuptaM03k+Jv7xU63tvPy7N/V8Y80NIv1STj42btyoxnPk5OTImDFjZMGCBdK1a1epqKiQ7OxsadmyZVT7Nm3aqH2JlJaWqkzJ+mrfvn16R0Ku27H/qNZ2uuN6lc7Hv/Ofx7S28/Lv3tTzjTU3iDyQfHTu3FnKy8vlo48+UmM87rjjDtm8Of2/NCZPnqwu0Vhfu3btSvu+yF1nFuZpbac7rlfpfPwdTsvV2s7Lv3tTzzfW3CDyQPKBqxvnnHOO9OnTR1216NWrlzz99NNSVFQkNTU1cuDAgaj2mO2CfYngCoo1e8b6oszw7zYH2NltpztuXRxea8+V8zHjZxdqbefl372p5xtrbhDpV+/RUadOnVLjNpCMNG7cWJYvXx7et2XLFtm5c6caE0L+g0F9mF2QDPbrHPxnNy5muySD2Ql11VFwgu7zgUGkiaaAWrBf52BTU797U8831twg0q9Bql0kq1atkh07dqixH7j9/vvvyy233KLGa4wcOVImTZok7733nhqAetddd6nEw+5MF8o8mNaY6APBqWmPduKu/OXAOmskJKqj4BSnzgem0SarQeHENFtTv3tTzzfW3CDSK6WptkgucGVjz549KtlAwbEHHnhAhgwZEi4ydv/998srr7yiroZceeWV8uyzzybtdonFqbaZCdMgMcsAg/3Q545L37r/Ak0nrp0aCbFtfnZxB/njup0Jb1/b6wwZ89LHsvtglbTNbyJ/uPMSFTPyPv61T3v57Z8/d/V8YNotZrVgcCnGeKCrRfcVD6/87k0931hzg8gjdT50Y/JBXoeVbLGgHNZ1wSJm1loisdt0l/kmIvKyVD6/nf+ziMhHlm7aI9MWbVYr2lpa5jVW3w8cPR7ehgXOsM6IU+W+iYgyGa8XEqWQeIx96ZOoxMNKOiITD6g4WKXa4meIiCgakw8im10tuOJht4/Saoefwc8SEdEPmHwQ2YDxHLFXPOqClAM/g58lIqIfMPkgsgEDSU38LBGRH3HAKfmarqmRmMGSro93fCvDuhc7PiXT1DRQE3GDdKxEfsSptuRbpYs3y6zV26NWJMXsV1SjTLUoFMZtXD59hRpIms4LJt24Jo7V63GDdKxEmSSVz2+m7ORL+KB4blX0BwXgNrZjfypQswNTZyGd6h3pxjVxrF6OG6RjJfIzJh/kO7g0jr9Qk8F+tEsFanbMvLW3FOVHd8GgzodV66Mu6cQ1caxejBukYyXyOyYf5Dvok69rdiv2o12iLpaybftlYfk36js+VKzb+bnZsvKXV8groy6Vp2+8QH1f/+AQ9XXbpR3qfGzJ4po41kyKG6RjJfI7Djgl38FgwHTbxatgin79yA8fq3rpdRecEfWzWVlZWh+fzvvSGdNU3CAdK5Hf8coH+Q5mIaTTLlEF09i/ehNVL003bn2YiGkqbpCOlcjvmHyQ72D6Y11rumE/2qVTwTRR9dJ04taXiZim4gbpWIn8jskH+Q7qLmD6YzLYH1mfIdUKpvGql6YTt75MxDQVN0jHSuR3HPNBvmTVXbBblyHdKqSxP5dqXB1MxDQVN0jHSuRnLDJGvma3IiVms9w0a23K94/ZLiVnF6YdV6cgVf0M0rESZYpUPr+ZfBClUcEUQwBQ72PNAwNVATIioqCrZIVTInGsgqm1H+2ZeBARpY7JB1EdFUxj8wvsRzu0JyKi1HHAKVEEJBRDuhapWSwYTIrVbPt0PE3Wf/XP8O1LOhXwigcRUT0w+SCKgcQidhBpvEGlRESUHna7EBERkauYfBAREZGrmHwQERGRqzjmgyiNmiCRA1IxABVit3FQKhFRfEw+iFKAlWyxoFzkOjAt8xqr7weOHg9vK85vouqAcDouEVFt7HYhSiHxGPvSJ7UWoEPSEZl4ACqloi1+hoiIojH5ILLZ1YIrHnbXIrDa4Wfws0RE9AMmH0Q2YDxH7BWPuiDlwM/gZ4mI6AdMPohswEBSEz9LRORHHHBKgRdv9krsTBVsT1d9fpaISIJ+5aO0tFQuvvhiad68ubRu3Vquv/562bJlS1SbAQMGSFZWVtTXmDFjdD9uIi0wIPTy6Svkpllr5b755eo7bscOFEVCghksqUyeRVv8jDUVl4iI0kg+Vq5cKePGjZO1a9fKsmXL5Pjx4zJ06FA5cuRIVLtRo0bJnj17wl//+Z//mUoYIqOzV+LNVMGVEEydBTsJiNUGP8N6H0RE9eh2Wbp0adTtuXPnqisg69evl/79+4e35+XlSVFRUSp3TeSZ2SvYhnQB+7HCrZU8oGbHzFt726rzUcQ6H0REzoz5OHjwoPpeUBB9Wfnll1+Wl156SSUg11xzjUyZMkUlJPFUV1erL0tlZWV9HhKRltkrkTNVIle0RTKBhIQVTomIDCQfp06dkgkTJshll10m3bt3D2+/+eabpWPHjtK2bVvZsGGDPPDAA2pcyOuvv55wHMm0adPSfRhEjs5AidcOSUVkQmKJt42IiDQmHxj7sWnTJlmzZk3U9tGjR4f/36NHDykuLpZBgwbJtm3b5Oyzz651P5MnT5ZJkyZFXflo3759ug+LSOsMFM5UISLySPIxfvx4eeutt2TVqlXSrl27pG379u2rvm/dujVu8pGTk6O+iNxkzV7B4NJ44z6yvh+3wZkqRESGk49QKCT33nuvLFiwQN5//33p1KlTnT9TXl6uvuMKCJFXWLNXMKsFiUYohZkqNSdOyYtlO+Srb49Kx4I8ua3kTLU9dlt2I9bwIyKKJyuEjMKme+65R+bNmycLFy6Uzp07h7fn5+dLbm6u6lrB/uHDh0thYaEa8zFx4kR1dQTTdO1AtwvuD4NZW7RoYfehEWlbpTbZirSlizfLrNXbJXa5ltgEBjnLqH6dZPLw76bnEhH5XWUKn98pJR8oGBbPnDlz5M4775Rdu3bJrbfeqsaCoPYHxm785Cc/kQcffNB2IsHkg7xY4dRKPJ5btT2l+767PxMQIgqGSqeSDzcw+SAvQldLlylLal3xqAtymM8fHcYuGCLyvcoUPr/5jkhkA8ZzpJp4AH4GP0tERD9g8kFkAwaSmvhZIiI/YvJBZANmsJj4WSIiP2LyQWQDps6mUy0dP2NNxSUiou8w+SCyAQNGMXU2VfgZDjYlItK4sBxRkFhTZlnng4iofjjVlihFrHBKRFQb63wQERGRq1jng4iIiDyLyQcRERG5iskHERERuYrJBxEREbmKyQcRERG5inU+KKOdPBWSv2z/VvYdqpLWzZvIJZ0KpGE6pUg9HpOIyE+YfFDGWrppj0xbtFn2HKwKbyvObyIPX9NVrupe7JuYRER+w24XykhIAsa+9ElUEgAVB6vUduz3Q0wiIj9i8kEZB90euPoQrzqetQ370S6TYxIR+RWTD8o4GG8Re/UhEj7+sR/tMjkmEZFfMfmgjIOBnjrbeTUmEZFfMfmgjIMZJjrbeTUmEZFfMfmgjIOprZhhkmhyK7ZjP9plckwiIr9i8kEZBzU1MLUVYpMB6zb266y9YSImEZFfMfmgjISaGjNv7S1F+dHdHLiN7U7U3DARk4jIj7JCoZCn5gZWVlZKfn6+HDx4UFq0aGH64ZDHscIpEVHmfX6zwillNHzol5xd6PuYRER+wuSDyCdMXZEJ0tUnHiuPNZNjegmTDyIfMLXmTJDW1+Gx8lgzOabXcMwHUYaz1pyJfSFbf0M5NRjWRFweK4810+OaOlavfX5ztgtRBjO15kyQ1tfhsTobl8cazDWimHz4EJ64Zdv2y8Lyb9R3N57IJmKajOsVptacCdL6OjxWZ+PyWIO5RlRKYz5KS0vl9ddfl88//1xyc3PlRz/6kUyfPl06d+4cblNVVSX333+/zJ8/X6qrq+XKK6+UZ599Vtq0aePE46cA91+y39TcmjNBWl+Hx+psXB5rMNeISunKx8qVK2XcuHGydu1aWbZsmRw/flyGDh0qR44cCbeZOHGiLFq0SF599VXVfvfu3XLDDTc48dgpQV9ibGZdcbBKbcd+P8Q0GddrTK05E6T1dXiszsblsQZzjaiUko+lS5fKnXfeKd26dZNevXrJ3LlzZefOnbJ+/Xq1H4NMZs+eLU8++aQMHDhQ+vTpI3PmzJEPP/xQJSzknCD1X7Lf1PyaM0FaX4fH6mxcHmsw14iq15gPJBtQUPDdiUISgqshgwcPDrfp0qWLdOjQQcrKyuLeB7pmMEI28otSF6T+S/abml9zJkjr6/BYnY3LYw3mGlFpJx+nTp2SCRMmyGWXXSbdu3dX2yoqKiQ7O1tatmwZ1RbjPbAv0TgSTM2xvtq3b5/uQwq0IPVfst/UG2vOBGl9HR4rjzWTY/qqyBjGfmzatEnWrFlTrwcwefJkmTRpUvg2rnwwAUldkPov2W9aG96whnQtcr1ioom4PFYea6bHvcrQsWZ88jF+/Hh56623ZNWqVdKuXbvw9qKiIqmpqZEDBw5EXf3Yu3ev2hdPTk6O+iI9fYkYcBlvpEPW95m1E/2XbsY0GdfrTK05E6T1dXis/otpKm7DgK8RlVK3C4qhIvFYsGCBrFixQjp16hS1HwNMGzduLMuXLw9v27JlixqUWlJSou9RU6D7L9lvSkQUoPLq99xzj8ybN08WLlwYVdsDYzVQ9wPGjh0rixcvVjNhUF713nvvVdsx48UOllevH0wxnfrmZqmodLfOh9sxf4j7V6morA5vK2qRI1Ov7RaO68TiTXbuM0gLVfFY/XmsRKlK5fM7pW6XmTNnqu8DBgyI2o7ptJiCCzNmzJAGDRrIiBEjooqMkZui80l3lu8xETPZtQ9nipDZuU8WeuOxZnJMIjdwYTkfCdIiSXXFHd2/k/x+1Xatj8vOsQJ/B87F5bH6YwEy8icuLBdALDIWHXfW6u1aH5fdY0U3EH8HzsTlsTobk8hNTD58gkXGouMme09O53HZPdbI8Sc64up6XH4o9MZjdTYmkZuYfPgEi4w5ez8mzpvO+/JDoTceq7MxiTKiyFim8fsodRYZc/Z+TJw3nfflh0JvPFZnYxK5KRDJRxBGqVuFt5JdqnVqkSQ3Y9qNixwvUddLOkXI7B4rxm/vraxmoTcea8bFJHKT77tdgrLMPK6oXNsreVKD/bqLjHU/I/mIZux3osiYnbhZGouQ2T2/qDEiGuPaeVxBKfTGY3U2JpGbfJ18BGmUOu7vzf9LntRgv864NSdOyfLP9iVtg/1op5OduJu+qZT/d+MF2hZvsnt+sV5DUBaqCtKiXEE6ViI3+LrbJZUR47pq7JuIaSeuOBD3xbIdSWeVAPaj3ch+Z2mJmUrcvYeqZc0DA7WMu0nl/AZpoSoeqz+Plchpvk4+gjRK3UTcr749qrWdE3F1Ld6U6vkN0kJVPFb/xSRymq+7XYI0St1E3I4FeVrbeTkuZx8QEenj6+TDGjGe6AJlloMzQNyMaSrubSVnqlklyWA/2ulkIq6p3ysRkR/5OvmIHDGeiF9GqZuIm92ogYzq1ylpG+xHO51MxOXsAyIifXydfFgDtrDIWOxnAm5ju59GqZuIO3l4VxnStXXcfdiO/U4wEdd6LmXFPJeyHHwuERH5ke9XtTW5MqSJqqpux010fiHLwCqjTsY1daxe5/fqwabjBulYKbOl8vnt6+QDL57Lp69IOEXSqhKI6Zh8UWXO+TURl8+l4FYPNhk3SMdKmS+Vz29fd7twZUhncZVRZ2N6XVCqB5uKG6RjpeDxdfLBlSGdFaSaJnwuBbt6MI/V2bgUPL5OPlibwVlBqmnC51Jwrz7xWJ2PS8Hj6wqnpleG9PtAsUxYZVTXuUj1WE387g8ePS4/n/sX2X2wStrmN5E/3HmJ5Oc1diRWkK4+8Vidj0vB4+vkw6rNgH5KvO2HXKzNEISBYtb5HfPSJ3H3hxyuaVJX3GWbK7Sdi1SO1cTv/sdPrJCv9h8L30bsXo/8WToW5srKXw7UHi9IV594rM7HpeDxdbeLqdoXQRoo9r+ffF2v/en6dOc/64wblN9BbOIRCduxXzdcyWma3TBpm6Y5DVk9OINimoxLweP75AOQYGAK5CujLpWnb7xAfcdtJxKPIA0UO1ZzUpZtTr60PfajnU41J07JrNXb64yr81xY51eSvClj/9Q3/+rq7wBdLYkSDwv2o51OOIajdfxej1af1Hqs1tWnRPfo9JU2N6vbBqlSMgVTIJKPyJUhr7vgDPXdqRdPkAaK/WbxZq3t7HqxbIfU5zMtnXNh9/xWVFZrjVsXjPHQ2S6V30Fdv4LQ9+38wMQV1CBVSqbg8fWYDxOCNFBsx/6jWtvZ9dW3eu4vlXNhYjChHbsPHNPazsu/e7tXn4Z0LXLkjwt86OK+3RxIbCKmybgUHEw+NAvSQLEzC/Nk9Zf22unUsUDP/aVyLkwMJrSjeZNGsifJ1ZbIdnrZvfQUMnJ1D1c3nbyC6iYTMU3GpWAITLeLW4I0UOzfbS7eZredXTf37Vjv+8AfcH06npby+U2mqIW9pKLHGfmiyy0lHbS2s6trcXOt7ezgNFAi/2DyoVmQBorlZjdMuLKsBfvRTqfyXQfqfR8YM7L+q+QzZiLhvF3bK3lfd0FTezU1pi/9THRZ88V+re3sWvH537W2y5RpoBi4O+LZD6SkdLn6rnsgbzyHq07IqOfXyZVPrVLfcdsNGCg+5Y2Nctvsj9R33QPHvRLTGsQ+e/Xf5KGFm9R33PZjTJNxY7HbxcEBW7G1HoocrvVgIu6s2y+WUS+sizvrBYkH9uum6y/bVO4H4w3e/L/k02S37jvs+jiIY8dPaW3n5bjW1adkXS9OTgN1u5YKXPvMatnwdWX49paKQ9J96jvSs10LeXN8P3FK7Gsa3asvrt3p2GvaVEwoXbxZzZ6LHMT+H4s/k1H9OslkzVdtTcY0GTceJh8OCdJAMbwx4C8UzGrBByvGeKCrRfcVD91/2aZyP3WNN4Cak/bGN+gcA9OpVZ6s2WqvnU4m4uI5fOJk8mQG+514rtuppaI7AYlNPCJhO/Y7kYAk+mMCsB37dScDJmJaH8bPrao9bR8fztZ23R/KJmKajJsIu118ML3XC3GRaDx6fQ95cWRf9d2pxMPu+BbdYy90jiP4xdAurt+Xzpim4qKL4++Ha5K2wX7dXSEmaqmgayVR4mHBft1dMCZq93i5XhD26+yWMBHTZFytyceqVavkmmuukbZt20pWVpa88cYbUfvvvPNOtT3y66qrrtL5mCng6hrfYnd+RSpjL3SOI3ht/S7X70tnTFNxTdU0MRF34h8/1drOy7V7vFwvCPt11qoxEdNkXK3Jx5EjR6RXr17yu9/9LmEbJBt79uwJf73yyiv1fZxEtgshnW9zhkUqYy/sXG3Js3m1R1edklTuS2dMU3GxYJ7Odl6Ou/Ofx7S283L9Fq/XC+Lr1SNjPoYNG6a+ksnJyZGioqL6PC6itMe3TH1zk3y255DWsRd2Fikc3r1YXrOxlo2uOiWp3JfOmKbiYqXeusbdWO10MhG3w2m5anCpnXY6majd4/V6QXy9ZtCYj/fff19at24tnTt3lrFjx8r+/Xqn+RFFzkLZvPugmjaL77jtVP0R62pLmxbxy07/5oYeqn5IMth/W8mZogvuy+2YpuL+4c5LtLazy+5AR50DImf87EKt7bxcu8dUvSATz+EgvV5dTz7Q5fLCCy/I8uXLZfr06bJy5Up1peTkyfiDhaqrq6WysjLqi8ju6O0uU5bIo29/Ji+UfaW+4/ZT725xrP4IVtPdW1l7xVpsz27UQE1ZSwb70U4XEzFNxc3Pa6ymtSaD/Win05a9h7S2s6NZk0ZqOm0y2I92Opmo3WOqXhBfr87HTUZ7pBtvvFGuvfZa6dGjh1x//fXy1ltvybp169TVkHhKS0slPz8//NW+fXvdD4l8yJo2FjuIypo2dlarpgnf0NKtG2DFjB23hdvYjv2YqnZ3/061/srAbWx3YiqbiZim4mI6a6IExKl6G6Yqq2IabaIExMk6H3ht6H7teDEm8PUqjsdNJCsUCqW9+AJmsixYsEAlGcmcfvrp8thjj8ndd98d98oHviy48oEE5ODBg9KiRfLMn4IJ08FwhSPZ6G28oD5/dJjqhtFRfySVmPjrAe0xchwDuNCPisuZTv9VYSKmqbiY1orZJRjkibEW6GrRfcXDUrZtv9w0a22d7V4Zdakja6FgOi1mtWBwKcZ4oKtF9xWPeNys3WMyJvD12kDLfePzGxcR7Hx+O/4M/vrrr9WYj+Li4oSDU/FF5MS0MbywzixsqhJlvNDSrXmSSsyR/c5KKwbZhw+k4T2Kw2+gbtSVQfdavKdA1vfjfpyqrIoPhkvPKpTi74/VrUvjeK3oeO14PWbQNGyQJV3b5kur5jlqkL6pc5zylY/Dhw/L1q3flTa88MIL5cknn5QrrrhCCgoK1Ne0adNkxIgRarbLtm3b5Fe/+pUcOnRINm7caCvJSCVzomDCmgQY41GXrsUt5POKyqikAa+zdEoJ2415e0lHyW3coFYJ43Tj1qdsstMxTcU1EXPppj0y5qVPEu7/71t7O7J8AX+vPFbdz+PY5TeKNS6/kcrnd8op9Mcff6ySDnzBpEmT1P8feughadiwoWzYsEGN+TjvvPNk5MiR0qdPH1m9ejWvbpA2dqeDbd4TnXhEjgnBi9+JmF9WHEo6FiXVuDrGvzgR01RcU8eKAcX12Z8O/l55rLoTD5QKiJ02jit62I79bko5+RgwYIDgYkns19y5cyU3N1feeecd2bdvn9TU1MiOHTvk97//vbRp08aZR0+BZGfaWF1SLSVsN+ZHO77VGrcuQSrXzGN1NqapuDxW548VY99wxSNeN4e1DfvRzi1c24Uyjp1pY3VJtZSwnZglZ53Gcs0OxuWxOhvTVFweq/PHWtfCmHhI2I92bmHyQRkp2bSxbm2bO1JKGDGTTQc8t429MUos15w5MU3F5bE6GzNox7rP0HTxZJyfr0XkECQD9w/tUmvaGG7/dfdn2ksJo0/03TirbyL/wfYRvc+wdT8s15w5MU3F5bE6GzNox9ra5sKYOhfQrAuvfFBGQ3cIprY+cl139R23b+7b0dbP2m1nt8/0g237Ey4851QJYyeO1atxg3SsQSrDzWN1/ljtLIxZ7OB08XiYfJDvlO86oLVdKn2m/9KzyNUSxk4cq1fjBulY8RwZdH7ykuPY70QZbrfjBu1YTZQ5b/j9wpgQm4BYt7HfzZofTD7Id5zo37TbdnDXIldLGJvqyzURN0jHiittm75Jvs4V9uuenWAibpCO1WSZ86u+XxgTBfHiLYzpRJ2aZDjmg3zHif7NVO7zuuFnxB2L4kRlSlN9uSbiBulY67rSJhGzE3SWdDcRN0jHWtd4tWyHq9ciwRjStUgdE5JlPGfR1WKiyimTD/IdJ8php3qf1lgUp5kq/W0ibpCONUhXeYJ0rJGyXXqPiIVEw4k1iFLFbhfyHSf6N73YZ2rycZmIG6RjDdJVniAdK/2AyQf5khP9m17rMzX9uEzEDcqxmpqdYCJukI6V6rGwnNO4sBzphMFiuvs3nbhPHUw9LhNxg3Cs1locEPkmbUVzKtkyETdIx+pnlSl8fjP5ICLyKKdXIfVS3CAdq18x+SAi8okgXOUxGdNkXL9h8kFERESe/fzmgFMiIiJyFet8EFG98JI1EaWKyQcRpY2D9YgoHex2IaJ6TVOMLVGNSqDYjv1ERPEw+SCitLpacMUj3mh1axv2616Ui4j8gckHEWlflCsUsSgXEVEsJh9ElHGLchFRZmPyQUQp46JcRFQfnO1CRBmzvL2l5sQpebFsh3z17VHpWJAnt5WcqZYod5qJuJzKTH7ECqdElFGLcpUu3iyzVm+XyLGs+Cwe1a+TTB7eVXs8k3E5lZkyCSucEpHjTCxvjwTguVXRCQDgNrZjvxNMxOVUZvIzXvkgoozoFkCXR5cpS2olAJEQ9vNHh2ntCjERF+f08ukrEs4osrq11jwwkF0w5Bm88kFErsGHX8nZhXLdBWeo7059GGKsRV1lQ7Af7TI9Lqcyk98x+SCijIBBnjrbeTkupzKT3zH5IKKMgNklOtt5OS6nMpPfMfkgooyAaa119ehgP9plelxrKnOisNhe7OBUZiKnMfkgooyAwZyY1poM9uuuu2EiLsbNYDotxCYg1m3s52BTylQpv1pWrVol11xzjbRt21aysrLkjTfeiNqPyTMPPfSQFBcXS25urgwePFi+/PJLnY+ZiAIK9TTu7t+p1pUI3MZ2p+ptmIhrYiozkWen2i5ZskQ++OAD6dOnj9xwww2yYMECuf7668P7p0+fLqWlpfL8889Lp06dZMqUKbJx40bZvHmzNGlSd/8kp9oSUV1Y4ZRXPMh7Uvn8rledD1z5iEw+cFe4InL//ffLL37xC7UND6JNmzYyd+5cufHGG7U+eCIiIgp4nY/t27dLRUWF6mqx4IH07dtXysrK4v5MdXW1esCRX0RERORfWpMPJB6AKx2RcNvaFwtdNEhQrK/27dvrfEhERETkMcZnu0yePFldorG+du3aZfohERERUaYkH0VFRer73r17o7bjtrUvVk5OjuobivwiIiIi/9KafGB2C5KM5cuXh7dhDMdHH30kJSUlOkMRERFRhmqU6g8cPnxYtm7dGjXItLy8XAoKCqRDhw4yYcIEeeyxx+Tcc88NT7XFDJjI6bhEREQUXCknHx9//LFcccUV4duTJk1S3++44w41nfZXv/qVHDlyREaPHi0HDhyQyy+/XJYuXWqrxgcRERH5X73qfDiBdT6IiIgyj7E6H0RERETau12cZl2IYbExIiKizGF9btvpUPFc8nHo0CH1ncXGiIiIMg8+x9H9klFjPk6dOiW7d++W5s2bq7VjvJDJIRFC8TOOQak/nk+9eD714vnUj+c0OOczFAqpxAMzXBs0aJBZVz7wgNu1aydewwJoevF86sXzqRfPp348p8E4n/l1XPGwcMApERERuYrJBxEREbmKyUcdsPbMww8/rL5T/fF86sXzqRfPp348p3rl+OR8em7AKREREfkbr3wQERGRq5h8EBERkauYfBAREZGrmHwQERGRqwKXfJSWlsrFF1+sKqi2bt1arr/+etmyZUvcthiLO2zYMFVp9Y033ojat3PnTrn66qslLy9P3c8vf/lLOXHihASR3XNaVlYmAwcOlKZNm6riOP3795djx46F93/77bdyyy23qH0tW7aUkSNHyuHDhyVo7JzPiooKue2226SoqEidz969e8v//u//RrXh+fzOzJkzpWfPnuGiTCUlJbJkyZLw/qqqKhk3bpwUFhZKs2bNZMSIEbJ3796o++Dr3f45xfPu3nvvlc6dO0tubq506NBB/u3f/k2tdBqJ59T+c9SPn0mBSz5Wrlyp3mjWrl0ry5Ytk+PHj8vQoUPlyJEjtdo+9dRTcUu8nzx5Uv2Sa2pq5MMPP5Tnn39e5s6dKw899JAEkZ1zisTjqquuUtv/8pe/yLp162T8+PFRJXjxQfnXv/5V3cdbb70lq1atktGjR0vQ2Dmft99+u0pI3nzzTdm4caPccMMN8tOf/lQ+/fTTcBuez++gYvLjjz8u69evl48//lglwNddd506NzBx4kRZtGiRvPrqq+rcY3kHnE8LX++pnVOcP3z99re/lU2bNqlztXTpUpX8WnhOU3uO+vIzKRRw+/btw1Tj0MqVK6O2f/rpp6EzzjgjtGfPHrV/wYIF4X2LFy8ONWjQIFRRURHeNnPmzFCLFi1C1dXVoaCLd0779u0bevDBBxP+zObNm9XPrFu3LrxtyZIloaysrNA333wTCrJ457Np06ahF154IapdQUFBaNasWer/PJ/JnXbaaaH/+Z//CR04cCDUuHHj0Kuvvhre99lnn6lzV1ZWpm7z9Z7aOY3nT3/6Uyg7Ozt0/PhxdZvnNPXz6bfPpMBd+YhlXQosKCgIbzt69KjcfPPN8rvf/U5d1o6Fv+J79Oghbdq0CW+78sor1YI/sZlqEMWe03379slHH32kLgX+6Ec/Uuftxz/+saxZsybqnKJr4KKLLgpvGzx4sLoygp8NsnjPUZzHP/7xj+oSNxZjnD9/vuo+GDBggNrP8xkf/kLEucJVJFzaxl+auLKEc2Pp0qWL6irAOQS+3lM7p4mew+hOaNTou+XEeE5TO59+/Ezy3MJybsKb9oQJE+Syyy6T7t27h7fjMize3HHZKx70t0f+ksG6jX1BFu+c/u1vf1Pfp06dqi7FXnDBBfLCCy/IoEGD1GXZc889V503JCeR8EaFD9wgn9NEz9E//elP8rOf/UyNU8B5Qj/vggUL5JxzzlH7eT6joWsKb+RI0DCuA+eqa9euUl5eLtnZ2SpRi309W+eJr/fUzmmsf/zjH/Loo49GdfnxnKZ2Pv34mRTo5AP96vjwi/wLHH3oK1asiOo7p/qdU3yAwt133y133XWX+v+FF14oy5cvlz/84Q9qgCXZP58wZcoUOXDggLz77rvSqlUrNfgMYz5Wr16t/gKiaBj8iEQDf4G/9tprcscdd6jxHaT/nEYmIPjLG2MRsA1/fFDq53Pr1q2+/EwKbPKBwY7WIDwM9rHgl7xt27ZafwlhBHy/fv3k/fffV5e9MGgykjU6Pt4lsaCf0+LiYvU99q+i888/X43Qts4bumciYaQ2uhWCek4TnU88P5955hmVlHTr1k1t69Wrl0o8cFn2v//7v3k+Y+DqhnVVqE+fPmrA89NPP62uHmGQHhK5yNc8Xs/WeeLrPbVz+txzz6lthw4dUoPMMWsLf8U3btw4/LM8p/bPJ2YM+fEzKXBjPjBVCW/qeDEg0ejUqVPU/l//+teyYcMGlYFaXzBjxgyZM2eO+j8ujeESWeSbO2YUoE8z3mXHoJ/TM888U9q2bVtruugXX3whHTt2DJ9TfACgD96C+8JVk759+0qQ1HU+0f8LkTOFoGHDhuGrTDyfyeE8VFdXqzd5fCjiKpwFz1MkxVZ/O1/vqZ1T64oHZmjhAxVXk5s0aRLVlufU/vn07WdSKGDGjh0bys/PD73//vtq1LD1dfTo0YQ/Ezuy+MSJE6Hu3buHhg4dGiovLw8tXbo0dPrpp4cmT54cCiI753TGjBlq5DVmFXz55Zdq5kuTJk1CW7duDbe56qqrQhdeeGHoo48+Cq1ZsyZ07rnnhm666aZQ0NR1PmtqakLnnHNOqF+/fupc4Rz+9re/VTNZ3n777fD98Hx+59e//rWaKbR9+/bQhg0b1G2cqz//+c9q/5gxY0IdOnQIrVixIvTxxx+HSkpK1JeFr/fUzunBgwfV7LYePXqo52bkcxjnEnhOU3uO+vEzKXDJB35p8b7mzJmT9Gcif9GwY8eO0LBhw0K5ubmhVq1ahe6///7wNLKgsXtOS0tLQ+3atQvl5eWpN/fVq1dH7d+/f7/6cGzWrJlKVO66667QoUOHQkFj53x+8cUXoRtuuCHUunVrdT579uxZa+otz+d3fv7zn4c6duyopnriDXnQoEFRb+rHjh0L3XPPPWpqI87lT37yE/VBGYmvd/vn9L333kv4HMaHq4Xn1P5z1I+fSVn4x/TVFyIiIgqOwI35ICIiIrOYfBAREZGrmHwQERGRq5h8EBERkauYfBAREZGrmHwQERGRq5h8EBERkauYfBAREZGrmHwQERGRq5h8EBERkauYfBAREZGrmHwQERGRuOn/A8h9Oafw/tuJAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "\n", "plt.scatter('DayOfYear','Price',data=new_pumpkins)" ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-0.14878293554077535\n", + "-0.16673322492745407\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\user\\AppData\\Local\\Temp\\ipykernel_22516\\2521659294.py:1: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" + ] + } + ], + "source": [ + "day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n", + "print(new_pumpkins['Month'].corr(new_pumpkins['Price']))\n", + "print(new_pumpkins['DayOfYear'].corr(new_pumpkins['Price']))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ax = None\n", + "colors = ['red', 'blue', 'green', 'yellow']\n", + "for i, var in enumerate(new_pumpkins['Variety'].unique()):\n", + " df = new_pumpkins[new_pumpkins['Variety'] == var]\n", + " ax = df.plot.scatter('DayOfYear', 'Price', ax=ax, color=colors[i], label=var) " + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "new_pumpkins.groupby('Variety')['Price'].mean().plot(kind='bar')" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pie_pumpkins = new_pumpkins[new_pumpkins['Variety'] == 'PIE TYPE']\n", + "pie_pumpkins.plot.scatter('DayOfYear', 'Price', color='orange', label='PIE TYPE')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Index: 144 entries, 70 to 1630\n", + "Data columns (total 8 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Month 144 non-null int32 \n", + " 1 DayOfYear 144 non-null int64 \n", + " 2 Variety 144 non-null object \n", + " 3 City 144 non-null object \n", + " 4 Package 144 non-null object \n", + " 5 Low Price 144 non-null float64\n", + " 6 High Price 144 non-null float64\n", + " 7 Price 144 non-null float64\n", + "dtypes: float64(3), int32(1), int64(1), object(3)\n", + "memory usage: 9.6+ KB\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\user\\AppData\\Local\\Temp\\ipykernel_22516\\3144308612.py:1: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " pie_pumpkins.dropna(inplace=True)\n" + ] + } + ], + "source": [ + "pie_pumpkins.dropna(inplace=True)\n", + "pie_pumpkins.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
LinearRegression()
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": [ + "LinearRegression()" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.metrics import mean_squared_error\n", + "from sklearn.model_selection import train_test_split\n", + "X = pie_pumpkins['DayOfYear'].to_numpy().reshape(-1, 1)\n", + "y = pie_pumpkins['Price']\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=0)\n", + "lin_reg = LinearRegression()\n", + "lin_reg.fit(X_train, y_train)\n" + ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": ".venv", "language": "python", "name": "python3" }, @@ -106,7 +1070,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.3-final" + "version": "3.13.3" }, "orig_nbformat": 2 }, From b2cba691adab76abf5f47336216929ed8ec04ad2 Mon Sep 17 00:00:00 2001 From: Zarathushtra Date: Mon, 2 Jun 2025 17:55:12 +0545 Subject: [PATCH 10/28] hello --- 2-Regression/3-Linear/notebook.ipynb | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/2-Regression/3-Linear/notebook.ipynb b/2-Regression/3-Linear/notebook.ipynb index 95e11989..5d114acb 100644 --- a/2-Regression/3-Linear/notebook.ipynb +++ b/2-Regression/3-Linear/notebook.ipynb @@ -610,7 +610,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1050,7 +1050,8 @@ "y = pie_pumpkins['Price']\n", "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=0)\n", "lin_reg = LinearRegression()\n", - "lin_reg.fit(X_train, y_train)\n" + "lin_reg.fit(X_train, y_train)\n", + "#Remaining\n" ] } ], From d7bf286bb006ab85eddd674afce0c825d935fa01 Mon Sep 17 00:00:00 2001 From: Paskal Date: Fri, 6 Jun 2025 00:16:12 +0545 Subject: [PATCH 11/28] polynomial Regression --- 2-Regression/3-Linear/notebook.ipynb | 725 ++++++++++++++++++++++++++- 1 file changed, 715 insertions(+), 10 deletions(-) diff --git a/2-Regression/3-Linear/notebook.ipynb b/2-Regression/3-Linear/notebook.ipynb index 2902cce8..aa1dc7b0 100644 --- a/2-Regression/3-Linear/notebook.ipynb +++ b/2-Regression/3-Linear/notebook.ipynb @@ -16,9 +16,209 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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City NameTypePackageVarietySub VarietyGradeDateLow PriceHigh PriceMostly Low...Unit of SaleQualityConditionAppearanceStorageCropRepackTrans ModeUnnamed: 24Unnamed: 25
0BALTIMORENaN24 inch binsNaNNaNNaN4/29/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
1BALTIMORENaN24 inch binsNaNNaNNaN5/6/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
2BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
3BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
4BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN11/5/1690.0100.090.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
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" + ], + "text/plain": [ + " City Name Type Package Variety Sub Variety Grade Date \\\n", + "0 BALTIMORE NaN 24 inch bins NaN NaN NaN 4/29/17 \n", + "1 BALTIMORE NaN 24 inch bins NaN NaN NaN 5/6/17 \n", + "2 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 9/24/16 \n", + "3 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 9/24/16 \n", + "4 BALTIMORE NaN 24 inch bins HOWDEN TYPE NaN NaN 11/5/16 \n", + "\n", + " Low Price High Price Mostly Low ... Unit of Sale Quality Condition \\\n", + "0 270.0 280.0 270.0 ... NaN NaN NaN \n", + "1 270.0 280.0 270.0 ... NaN NaN NaN \n", + "2 160.0 160.0 160.0 ... NaN NaN NaN \n", + "3 160.0 160.0 160.0 ... NaN NaN NaN \n", + "4 90.0 100.0 90.0 ... NaN NaN NaN \n", + "\n", + " Appearance Storage Crop Repack Trans Mode Unnamed: 24 Unnamed: 25 \n", + "0 NaN NaN NaN E NaN NaN NaN \n", + "1 NaN NaN NaN E NaN NaN NaN \n", + "2 NaN NaN NaN N NaN NaN NaN \n", + "3 NaN NaN NaN N NaN NaN NaN \n", + "4 NaN NaN NaN N NaN NaN NaN \n", + "\n", + "[5 rows x 26 columns]" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "import pandas as pd\n", "import matplotlib.pyplot as plt\n", @@ -32,9 +232,129 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\2637987050.py:9: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" + ] + }, + { + "data": { + "text/html": [ + "
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MonthDayOfYearVarietyCityPackageLow PriceHigh PricePrice
709267PIE TYPEBALTIMORE1 1/9 bushel cartons15.015.013.636364
719267PIE TYPEBALTIMORE1 1/9 bushel cartons18.018.016.363636
7210274PIE TYPEBALTIMORE1 1/9 bushel cartons18.018.016.363636
7310274PIE TYPEBALTIMORE1 1/9 bushel cartons17.017.015.454545
7410281PIE TYPEBALTIMORE1 1/9 bushel cartons15.015.013.636364
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" + ], + "text/plain": [ + " Month DayOfYear Variety City Package Low Price \\\n", + "70 9 267 PIE TYPE BALTIMORE 1 1/9 bushel cartons 15.0 \n", + "71 9 267 PIE TYPE BALTIMORE 1 1/9 bushel cartons 18.0 \n", + "72 10 274 PIE TYPE BALTIMORE 1 1/9 bushel cartons 18.0 \n", + "73 10 274 PIE TYPE BALTIMORE 1 1/9 bushel cartons 17.0 \n", + "74 10 281 PIE TYPE BALTIMORE 1 1/9 bushel cartons 15.0 \n", + "\n", + " High Price Price \n", + "70 15.0 13.636364 \n", + "71 18.0 16.363636 \n", + "72 18.0 16.363636 \n", + "73 17.0 15.454545 \n", + "74 15.0 13.636364 " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "pumpkins = pumpkins[pumpkins['Package'].str.contains('bushel', case=True, regex=True)]\n", "\n", @@ -71,9 +391,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import matplotlib.pyplot as plt\n", "plt.scatter('Month','Price',data=new_pumpkins)" @@ -81,18 +422,382 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "\n", "plt.scatter('DayOfYear','Price',data=new_pumpkins)" ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\3995499251.py:1: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" + ] + } + ], + "source": [ + "day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-0.14878293554077535\n", + "-0.16673322492745407\n" + ] + } + ], + "source": [ + "print(new_pumpkins['Month'].corr(new_pumpkins['Price']))\n", + "print(new_pumpkins['DayOfYear'].corr(new_pumpkins['Price']))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ax = None\n", + "colors = ['red', 'blue', 'green', 'yellow']\n", + "for i, var in enumerate(new_pumpkins['Variety'].unique()):\n", + " df = new_pumpkins[new_pumpkins['Variety'] == var]\n", + " ax = df.plot.scatter('DayOfYear', 'Price', ax=ax, c=colors[i], label=var)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "new_pumpkins.groupby('Variety')['Price'].mean().plot(kind='bar')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pie_pumpkins = new_pumpkins[new_pumpkins['Variety'] == 'PIE TYPE']\n", + "pie_pumpkins.plot.scatter('DayOfYear', 'Price', c='red', label='PIE TYPE')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Correlation between Day of Year and Price for PIE TYPE: -0.2669192282197318\n" + ] + } + ], + "source": [ + "#Calculating the Correlation\n", + "pie_pumpkins = new_pumpkins[new_pumpkins['Variety'] == 'PIE TYPE']\n", + "correlation = pie_pumpkins['DayOfYear'].corr(pie_pumpkins['Price'])\n", + "print('Correlation between Day of Year and Price for PIE TYPE:', correlation)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Index: 144 entries, 70 to 1630\n", + "Data columns (total 8 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Month 144 non-null int32 \n", + " 1 DayOfYear 144 non-null int64 \n", + " 2 Variety 144 non-null object \n", + " 3 City 144 non-null object \n", + " 4 Package 144 non-null object \n", + " 5 Low Price 144 non-null float64\n", + " 6 High Price 144 non-null float64\n", + " 7 Price 144 non-null float64\n", + "dtypes: float64(3), int32(1), int64(1), object(3)\n", + "memory usage: 9.6+ KB\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\3144308612.py:1: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " pie_pumpkins.dropna(inplace=True)\n" + ] + } + ], + "source": [ + "pie_pumpkins.dropna(inplace=True)\n", + "pie_pumpkins.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Coefficients: [-0.01751876]\n", + "Intercept: 21.133734359909326\n", + "Score on test set: 0.10220539781539772\n" + ] + } + ], + "source": [ + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.metrics import mean_squared_error\n", + "from sklearn.model_selection import train_test_split\n", + "x = pie_pumpkins['DayOfYear'].to_numpy().reshape(-1, 1)\n", + "y = pie_pumpkins['Price']\n", + "X_train, X_test, y_train, y_test = train_test_split(x, y, test_size=0.2, random_state=0)\n", + "lin_reg = LinearRegression()\n", + "lin_reg.fit(X_train, y_train)\n", + "print('Coefficients:', lin_reg.coef_)\n", + "print('Intercept:', lin_reg.intercept_)\n", + "print(\"Score on test set:\", lin_reg.score(X_test, y_test))" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean error: 2.77 (17.2%)\n" + ] + } + ], + "source": [ + "pred = lin_reg.predict(X_test)\n", + "\n", + "mse = np.sqrt(mean_squared_error(y_test,pred))\n", + "print(f'Mean error: {mse:3.3} ({mse/np.mean(pred)*100:3.3}%)')" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model determination: 0.04460606335028361\n" + ] + } + ], + "source": [ + "score = lin_reg.score(X_train,y_train)\n", + "print('Model determination: ', score)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(X_test, y_test, color='blue', label='Actual Prices')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(X_test, pred, color='red', label='Predicted Prices')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##Polynomial Regression" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Score on test set: 0.12719946902474621\n" + ] + } + ], + "source": [ + "from sklearn.preprocessing import PolynomialFeatures\n", + "from sklearn.pipeline import make_pipeline\n", + "\n", + "pipeline = make_pipeline(PolynomialFeatures(2), LinearRegression())\n", + "\n", + "pipeline.fit(X_train,y_train)\n", + "print(\"Score on test set:\", pipeline.score(X_test, y_test))\n", + "pred = pipeline.predict(X_test)" + ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": ".venv", "language": "python", "name": "python3" }, @@ -106,7 +811,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.3-final" + "version": "3.13.3" }, "orig_nbformat": 2 }, From 9277a2f2d9af43c34754be463ed5bccdc91d698a Mon Sep 17 00:00:00 2001 From: Zarathushtra Date: Fri, 6 Jun 2025 17:14:03 +0545 Subject: [PATCH 12/28] Change from office --- 3-Web-App/1-Web-App/notebook.ipynb | 10 ++++++++++ 1 file changed, 10 insertions(+) diff --git a/3-Web-App/1-Web-App/notebook.ipynb b/3-Web-App/1-Web-App/notebook.ipynb index e69de29b..c55a2876 100644 --- a/3-Web-App/1-Web-App/notebook.ipynb +++ b/3-Web-App/1-Web-App/notebook.ipynb @@ -0,0 +1,10 @@ +{ + "cells": [], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 57a42007dda02102c7caf4b3382ea20acef88e98 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 7 Jun 2025 14:39:03 +0545 Subject: [PATCH 13/28] comment --- 2-Regression/3-Linear/notebook.ipynb | 578 +-------------------------- 1 file changed, 18 insertions(+), 560 deletions(-) diff --git a/2-Regression/3-Linear/notebook.ipynb b/2-Regression/3-Linear/notebook.ipynb index 38e53549..68b55550 100644 --- a/2-Regression/3-Linear/notebook.ipynb +++ b/2-Regression/3-Linear/notebook.ipynb @@ -17,9 +17,6 @@ { "cell_type": "code", "execution_count": 2, - - "execution_count": 3, - "metadata": {}, "outputs": [ { @@ -217,11 +214,7 @@ "[5 rows x 26 columns]" ] }, - "execution_count": 2, - - "execution_count": 3, - "metadata": {}, "output_type": "execute_result" } @@ -234,28 +227,19 @@ "\n", "pumpkins = pd.read_csv('../data/US-pumpkins.csv')\n", "\n", - "pumpkins.head()\n", - "\n" + "pumpkins.head()\n" ] }, { "cell_type": "code", - "execution_count": 3, - - "execution_count": 4, - "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\2637987050.py:9: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", - - "C:\\Users\\user\\AppData\\Local\\Temp\\ipykernel_22516\\2637987050.py:9: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", - " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" ] }, @@ -366,11 +350,7 @@ "74 15.0 13.636364 " ] }, - "execution_count": 3, - - "execution_count": 4, - "metadata": {}, "output_type": "execute_result" } @@ -411,27 +391,16 @@ }, { "cell_type": "code", - "execution_count": 4, - - "execution_count": 6, - "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" ] }, "execution_count": 4, - - "" - ] - }, - "execution_count": 6, - "metadata": {}, "output_type": "execute_result" }, @@ -453,27 +422,16 @@ }, { "cell_type": "code", - "execution_count": 5, - - "execution_count": 8, - "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" ] }, "execution_count": 5, - - "" - ] - }, - "execution_count": 8, - "metadata": {}, "output_type": "execute_result" }, @@ -495,7 +453,6 @@ }, { "cell_type": "code", - "execution_count": 6, "metadata": {}, "outputs": [ @@ -523,44 +480,17 @@ "text": [ "-0.14878293554077535\n", "-0.16673322492745407\n" - - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-0.14878293554077535\n", - "-0.16673322492745407\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\user\\AppData\\Local\\Temp\\ipykernel_22516\\2521659294.py:1: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", - " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" - ] } ], "source": [ - - - "day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n", - "print(new_pumpkins['Month'].corr(new_pumpkins['Price']))\n", "print(new_pumpkins['DayOfYear'].corr(new_pumpkins['Price']))" ] }, { "cell_type": "code", - "execution_count": 14, - - "execution_count": 11, - "metadata": {}, "outputs": [ { @@ -579,20 +509,12 @@ "colors = ['red', 'blue', 'green', 'yellow']\n", "for i, var in enumerate(new_pumpkins['Variety'].unique()):\n", " df = new_pumpkins[new_pumpkins['Variety'] == var]\n", - " ax = df.plot.scatter('DayOfYear', 'Price', ax=ax, c=colors[i], label=var)\n" - - " ax = df.plot.scatter('DayOfYear', 'Price', ax=ax, color=colors[i], label=var) " - ] }, { "cell_type": "code", - "execution_count": 15, - - "execution_count": 14, - "metadata": {}, "outputs": [ { @@ -601,11 +523,7 @@ "" ] }, - "execution_count": 15, - - "execution_count": 14, - "metadata": {}, "output_type": "execute_result" }, @@ -626,11 +544,7 @@ }, { "cell_type": "code", - "execution_count": 18, - - "execution_count": 21, - "metadata": {}, "outputs": [ { @@ -639,19 +553,13 @@ "" ] }, - - "execution_count": 21, - + "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", - "text/plain": [ "
" ] @@ -662,7 +570,6 @@ ], "source": [ "pie_pumpkins = new_pumpkins[new_pumpkins['Variety'] == 'PIE TYPE']\n", - "pie_pumpkins.plot.scatter('DayOfYear', 'Price', c='red', label='PIE TYPE')" ] }, @@ -684,18 +591,11 @@ "pie_pumpkins = new_pumpkins[new_pumpkins['Variety'] == 'PIE TYPE']\n", "correlation = pie_pumpkins['DayOfYear'].corr(pie_pumpkins['Price'])\n", "print('Correlation between Day of Year and Price for PIE TYPE:', correlation)" - - "pie_pumpkins.plot.scatter('DayOfYear', 'Price', color='orange', label='PIE TYPE')\n" - ] }, { "cell_type": "code", - "execution_count": 20, - - "execution_count": 22, - "metadata": {}, "outputs": [ { @@ -723,11 +623,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\3144308612.py:1: SettingWithCopyWarning: \n", - - "C:\\Users\\user\\AppData\\Local\\Temp\\ipykernel_22516\\3144308612.py:1: SettingWithCopyWarning: \n", - "A value is trying to be set on a copy of a slice from a DataFrame\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", @@ -742,7 +638,6 @@ }, { "cell_type": "code", - "execution_count": 23, "metadata": {}, "outputs": [ @@ -840,26 +735,22 @@ }, { "cell_type": "code", - "execution_count": 32, - "execution_count": null, - "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" + "" ] }, - "execution_count": 32, + "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -869,7 +760,7 @@ } ], "source": [ - "plt.scatter(X_test, pred, color='red', label='Predicted Prices')" + "plt.scatter(X_test, pred, color='red', label='Predicted Prices')git config --global --add safe.directory D:/AI/MachineLearning/ML-For-Beginners" ] }, { @@ -881,14 +772,18 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "metadata": {}, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "Score on test set: 0.12719946902474621\n" + "ename": "NameError", + "evalue": "name 'LinearRegression' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mNameError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[1]\u001b[39m\u001b[32m, line 4\u001b[39m\n\u001b[32m 1\u001b[39m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01msklearn\u001b[39;00m\u001b[34;01m.\u001b[39;00m\u001b[34;01mpreprocessing\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m PolynomialFeatures\n\u001b[32m 2\u001b[39m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01msklearn\u001b[39;00m\u001b[34;01m.\u001b[39;00m\u001b[34;01mpipeline\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m make_pipeline\n\u001b[32m----> \u001b[39m\u001b[32m4\u001b[39m pipeline = make_pipeline(PolynomialFeatures(\u001b[32m2\u001b[39m), \u001b[43mLinearRegression\u001b[49m())\n\u001b[32m 6\u001b[39m pipeline.fit(X_train,y_train)\n\u001b[32m 7\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33m\"\u001b[39m\u001b[33mScore on test set:\u001b[39m\u001b[33m\"\u001b[39m, pipeline.score(X_test, y_test))\n", + "\u001b[31mNameError\u001b[39m: name 'LinearRegression' is not defined" ] } ], @@ -900,446 +795,9 @@ "\n", "pipeline.fit(X_train,y_train)\n", "print(\"Score on test set:\", pipeline.score(X_test, y_test))\n", - "pred = pipeline.predict(X_test)" - - "text/html": [ - "
LinearRegression()
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": [ - "LinearRegression()" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from sklearn.linear_model import LinearRegression\n", - "from sklearn.metrics import mean_squared_error\n", - "from sklearn.model_selection import train_test_split\n", - "X = pie_pumpkins['DayOfYear'].to_numpy().reshape(-1, 1)\n", - "y = pie_pumpkins['Price']\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=0)\n", - "lin_reg = LinearRegression()\n", - "lin_reg.fit(X_train, y_train)\n", - "#Remaining\n" - + "pred = pipeline.predict(X_test)\n", + "\n", + "#Lets start the fork" ] } ], From d7f03199f834efe3735808e15c001aae3e19fec5 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 7 Jun 2025 15:23:31 +0545 Subject: [PATCH 14/28] regression --- 2-Regression/3-Linear/notebook.ipynb | 323 ++++++++++++++++++++++++--- 1 file changed, 289 insertions(+), 34 deletions(-) diff --git a/2-Regression/3-Linear/notebook.ipynb b/2-Regression/3-Linear/notebook.ipynb index 68b55550..e3cd14ce 100644 --- a/2-Regression/3-Linear/notebook.ipynb +++ b/2-Regression/3-Linear/notebook.ipynb @@ -239,7 +239,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\2637987050.py:9: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_11800\\2637987050.py:9: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" ] }, @@ -397,7 +397,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -428,7 +428,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -460,7 +460,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\3995499251.py:1: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_11800\\3995499251.py:1: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", " day_of_year = pd.to_datetime(pumpkins['Date']).apply(lambda dt: (dt-datetime(dt.year,1,1)).days)\n" ] } @@ -471,7 +471,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -490,7 +490,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -514,7 +514,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -523,7 +523,7 @@ "" ] }, - "execution_count": 15, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, @@ -544,7 +544,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -553,7 +553,7 @@ "" ] }, - "execution_count": 18, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, @@ -575,7 +575,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -595,7 +595,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -623,7 +623,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_7488\\3144308612.py:1: SettingWithCopyWarning: \n", + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_11800\\3144308612.py:1: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", @@ -638,7 +638,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -667,7 +667,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -687,7 +687,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 15, "metadata": {}, "outputs": [ { @@ -705,16 +705,16 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 31, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, @@ -735,16 +735,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 35, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, @@ -760,7 +760,7 @@ } ], "source": [ - "plt.scatter(X_test, pred, color='red', label='Predicted Prices')git config --global --add safe.directory D:/AI/MachineLearning/ML-For-Beginners" + "plt.scatter(X_test, pred, color='red', label='Predicted Prices')" ] }, { @@ -772,18 +772,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, "outputs": [ { - "ename": "NameError", - "evalue": "name 'LinearRegression' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mNameError\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[1]\u001b[39m\u001b[32m, line 4\u001b[39m\n\u001b[32m 1\u001b[39m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01msklearn\u001b[39;00m\u001b[34;01m.\u001b[39;00m\u001b[34;01mpreprocessing\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m PolynomialFeatures\n\u001b[32m 2\u001b[39m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01msklearn\u001b[39;00m\u001b[34;01m.\u001b[39;00m\u001b[34;01mpipeline\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m make_pipeline\n\u001b[32m----> \u001b[39m\u001b[32m4\u001b[39m pipeline = make_pipeline(PolynomialFeatures(\u001b[32m2\u001b[39m), \u001b[43mLinearRegression\u001b[49m())\n\u001b[32m 6\u001b[39m pipeline.fit(X_train,y_train)\n\u001b[32m 7\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33m\"\u001b[39m\u001b[33mScore on test set:\u001b[39m\u001b[33m\"\u001b[39m, pipeline.score(X_test, y_test))\n", - "\u001b[31mNameError\u001b[39m: name 'LinearRegression' is not defined" + "name": "stdout", + "output_type": "stream", + "text": [ + "Score on test set: 0.12719946902474621\n" ] } ], @@ -795,10 +791,269 @@ "\n", "pipeline.fit(X_train,y_train)\n", "print(\"Score on test set:\", pipeline.score(X_test, y_test))\n", + "pred = pipeline.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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FAIRYTALEMINIATUREMIXED HEIRLOOM VARIETIESPIE TYPE
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" + ], + "text/plain": [ + " FAIRYTALE MINIATURE MIXED HEIRLOOM VARIETIES PIE TYPE\n", + "70 False False False True\n", + "71 False False False True\n", + "72 False False False True\n", + "73 False False False True\n", + "74 False False False True\n", + "... ... ... ... ...\n", + "1738 False True False False\n", + "1739 False True False False\n", + "1740 False True False False\n", + "1741 False True False False\n", + "1742 False True False False\n", + "\n", + "[415 rows x 4 columns]" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.get_dummies(new_pumpkins['Variety'])" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "x = pd.get_dummies(new_pumpkins['Variety'])\n", + "y = new_pumpkins['Price']" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean error: 2.23 (8.28%)\n", + "Model determination: 0.9653029999448537\n" + ] + } + ], + "source": [ + "x = pd.get_dummies(new_pumpkins['Variety']) \\\n", + " .join(new_pumpkins['Month']) \\\n", + " .join(pd.get_dummies(new_pumpkins['City'])) \\\n", + " .join(pd.get_dummies (new_pumpkins['Package']))\n", + "y = new_pumpkins['Price']\n", + "X_train, X_test, y_train, y_test = train_test_split(x, y, test_size=0.2, random_state=0)\n", + "pipeline = make_pipeline(PolynomialFeatures(2), LinearRegression())\n", + "pipeline.fit(X_train, y_train)\n", "pred = pipeline.predict(X_test)\n", - "\n", - "#Lets start the fork" + "mse = np.sqrt(mean_squared_error(y_test, pred))\n", + "print(f'Mean error: {mse:3.3} ({mse/np.mean(pred)*100:3.3}%)')\n", + "score = pipeline.score(X_train, y_train)\n", + "print('Model determination: ', score)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " FAIRYTALE MINIATURE MIXED HEIRLOOM VARIETIES PIE TYPE Month \\\n", + "70 False False False True 9 \n", + "71 False False False True 9 \n", + "72 False False False True 10 \n", + "73 False False False True 10 \n", + "74 False False False True 10 \n", + "... ... ... ... ... ... \n", + "1738 False True False False 9 \n", + "1739 False True False False 9 \n", + "1740 False True False False 9 \n", + "1741 False True False False 9 \n", + "1742 False True False False 9 \n", + "\n", + " ATLANTA BALTIMORE BOSTON CHICAGO COLUMBIA DETROIT NEW YORK \\\n", + "70 False True False False False False False \n", + "71 False True False False False False False \n", + "72 False True False False False False False \n", + "73 False True False False False False False \n", + "74 False True False False False False False \n", + "... ... ... ... ... ... ... ... \n", + "1738 False False False False False False False \n", + "1739 False False False False False False False \n", + "1740 False False False False False False False \n", + "1741 False False False False False False False \n", + "1742 False False False False False False False \n", + "\n", + " PHILADELPHIA SAN FRANCISCO ST. LOUIS 1 1/9 bushel cartons \\\n", + "70 False False False True \n", + "71 False False False True \n", + "72 False False False True \n", + "73 False False False True \n", + "74 False False False True \n", + "... ... ... ... ... \n", + "1738 False False True False \n", + "1739 False False True False \n", + "1740 False False True False \n", + "1741 False False True False \n", + "1742 False False True False \n", + "\n", + " 1 1/9 bushel crates 1/2 bushel cartons bushel baskets bushel cartons \n", + "70 False False False False \n", + "71 False False False False \n", + "72 False False False False \n", + "73 False False False False \n", + "74 False False False False \n", + "... ... ... ... ... \n", + "1738 False True False False \n", + "1739 False True False False \n", + "1740 False True False False \n", + "1741 False True False False \n", + "1742 False True False False \n", + "\n", + "[415 rows x 20 columns]\n" + ] + } + ], + "source": [ + "x = pd.get_dummies(new_pumpkins['Variety']) \\\n", + " .join(new_pumpkins['Month']) \\\n", + " .join(pd.get_dummies(new_pumpkins['City'])) \\\n", + " .join(pd.get_dummies(new_pumpkins['Package']))\n", + "print(x)" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { From 22bd38c693f457dc8f960133fe753c64752ee179 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 7 Jun 2025 18:46:58 +0545 Subject: [PATCH 15/28] confusion matrix --- 2-Regression/4-Logistic/notebook.ipynb | 427 ++++++++++++++++++++++++- 1 file changed, 422 insertions(+), 5 deletions(-) diff --git a/2-Regression/4-Logistic/notebook.ipynb b/2-Regression/4-Logistic/notebook.ipynb index 7c212763..923c74b5 100644 --- a/2-Regression/4-Logistic/notebook.ipynb +++ b/2-Regression/4-Logistic/notebook.ipynb @@ -13,7 +13,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -211,7 +211,7 @@ "[5 rows x 26 columns]" ] }, - "execution_count": 1, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -222,13 +222,430 @@ "\n", "full_pumpkins = pd.read_csv('../data/US-pumpkins.csv')\n", "\n", - "full_pumpkins.head()\n" + "full_pumpkins.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Index: 991 entries, 2 to 1698\n", + "Data columns (total 6 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 City Name 991 non-null object\n", + " 1 Package 991 non-null object\n", + " 2 Variety 991 non-null object\n", + " 3 Origin 991 non-null object\n", + " 4 Item Size 991 non-null object\n", + " 5 Color 991 non-null object\n", + "dtypes: object(6)\n", + "memory usage: 54.2+ KB\n" + ] + } + ], + "source": [ + "column_to_select = ['City Name','Package','Variety', 'Origin','Item Size', 'Color']\n", + "pumpkins = full_pumpkins.loc[:, column_to_select]\n", + "pumpkins.dropna(inplace=True)\n", + "pumpkins.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import seaborn as sns\n", + "palette = {\n", + "'ORANGE': 'orange',\n", + "'WHITE': 'wheat',\n", + "}\n", + "sns.catplot(\n", + " data=pumpkins, y = 'Variety', hue='Color', kind='count', palette=palette\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OrdinalEncoder(categories=[['sml', 'med', 'med-lge', 'lge', 'xlge', 'jbo',\n", + " 'exjbo']])\n" + ] + } + ], + "source": [ + "from sklearn.preprocessing import OrdinalEncoder\n", + "item_size_encoder = [['sml', 'med', 'med-lge', 'lge', 'xlge', 'jbo', 'exjbo']]\n", + "ordinal_featre = ['Item Size']\n", + "ordinal_encoder = OrdinalEncoder(categories=item_size_encoder)\n", + "print(ordinal_encoder)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.preprocessing import OneHotEncoder\n", + "categorical_features = ['City Name', 'Package', 'Variety', 'Origin']\n", + "categorical_encoder = OneHotEncoder(sparse_output=False)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.compose import ColumnTransformer\n", + "ct = ColumnTransformer([\n", + " ('ord', ordinal_encoder, ordinal_featre),\n", + " ('cat', categorical_encoder, categorical_features)\n", + "])\n", + "ct.set_output(transform='pandas')\n", + "encoded_features = ct.fit_transform(pumpkins)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.preprocessing import LabelEncoder\n", + "label_encoder = LabelEncoder()\n", + "encoded_label = label_encoder.fit_transform(pumpkins['Color'])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Index(['ord__Item Size', 'cat__City Name_ATLANTA', 'cat__City Name_BALTIMORE',\n", + " 'cat__City Name_BOSTON', 'cat__City Name_CHICAGO',\n", + " 'cat__City Name_COLUMBIA', 'cat__City Name_DALLAS',\n", + " 'cat__City Name_DETROIT', 'cat__City Name_LOS ANGELES',\n", + " 'cat__City Name_MIAMI', 'cat__City Name_NEW YORK',\n", + " 'cat__City Name_PHILADELPHIA', 'cat__City Name_SAN FRANCISCO',\n", + " 'cat__City Name_ST. LOUIS', 'cat__Package_1 1/9 bushel cartons',\n", + " 'cat__Package_1 1/9 bushel crates', 'cat__Package_1/2 bushel cartons',\n", + " 'cat__Package_24 inch bins', 'cat__Package_36 inch bins',\n", + " 'cat__Package_bins', 'cat__Package_bushel cartons',\n", + " 'cat__Variety_BIG MACK TYPE', 'cat__Variety_BLUE TYPE',\n", + " 'cat__Variety_CINDERELLA', 'cat__Variety_FAIRYTALE',\n", + " 'cat__Variety_HOWDEN TYPE', 'cat__Variety_HOWDEN WHITE TYPE',\n", + " 'cat__Variety_KNUCKLE HEAD', 'cat__Variety_MINIATURE',\n", + " 'cat__Variety_PIE TYPE', 'cat__Origin_ALABAMA',\n", + " 'cat__Origin_CALIFORNIA', 'cat__Origin_CANADA', 'cat__Origin_DELAWARE',\n", + " 'cat__Origin_ILLINOIS', 'cat__Origin_MARYLAND',\n", + " 'cat__Origin_MASSACHUSETTS', 'cat__Origin_MEXICO',\n", + " 'cat__Origin_MICHIGAN', 'cat__Origin_NEW JERSEY',\n", + " 'cat__Origin_NEW YORK', 'cat__Origin_NORTH CAROLINA',\n", + " 'cat__Origin_OHIO', 'cat__Origin_PENNSYLVANIA', 'cat__Origin_TENNESSEE',\n", + " 'cat__Origin_TEXAS', 'cat__Origin_VERMONT', 'cat__Origin_VIRGINIA',\n", + " 'color'],\n", + " dtype='object')\n" + ] + } + ], + "source": [ + "encoded_pumpkins = encoded_features.assign(color=encoded_label)\n", + "print(encoded_pumpkins.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_19800\\1586007565.py:6: FutureWarning: \n", + "\n", + "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `y` variable to `hue` and set `legend=False` for the same effect.\n", + "\n", + " g = sns.catplot(\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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jfv36ue5rJVbHDgAAgPsbMmSIJKeArROrbQJabdUQqxVWJ20p0C3HNm3aJN26dZPUKjQ01NwAAADgu3/+859i2xDbvXt3iY2NdVVilX7eo0cPuXXrVkAndV2+fFmio6M9HtP1bDNlyhSwMQAAAMA/AZnYpTSg6goEegk/b968HiFWJ3s5l+IKFO3F0O/nftPZcQAAAEj90jjc9/mC17QnNmvWrGaGnXMzBQAAAPzFKrEAAABAciHEAgAAwHI6X8mX+VGEWAAAAFhOJ/mvWrXK69cTYgEAAGA7AVti66/GOR+O7WcBAEAwyZIli6RJk8bnr/vtt9/u+fz58+d9Oh6rE/jpyJEjUqJECauHAQAAEFC6bWzu3Ll9/rp06dKZIqAG4MTip/PxO3fueHU8KrF+cm5/e/z4cbPUFgLLue3viRMnWOLMApx/a3H+rcO5txbnP3Wc/5CQEL++fvv27fd8/uLFi9KoUSOvj0eI9VPatP9rJ9YAy/9I1tFzz/m3DuffWpx/63DurcX5t5Y/rQSqUqVK963w+oKJXQAAALBdQCbEAgAAwHLaplCuXDmvX0+I9VNoaKgMGTLEfETgcf6txfm3FuffOpx7a3H+/9rnf82aNXLhwgWvX8/qBAAAALBMTEyM9O7dWz7//HMTkgcPHuzV1zGxCwAAAJZYsWKFdOrUyaz6tHXrVilfvrzXX0uIBQAAQIrT5bPcGwBu374tGzZskDfffFP++c9/mnVkfUGIBQAAQIqrUqWKx30Nsbt375Zff/3VrBHr6wYK9MQCAADAEidPnpTIyEj55ZdfZPz48dK6dWuvv5bVCfw0YcIEKVq0qISFhUnNmjVl06ZNVg8pKKxevVpatGgh+fPnN2vJLViwwOohBY2RI0fKww8/bPbMzpMnjzz99NOyf/9+q4cVNCZNmmQWCncu8l67dm1ZuHCh1cMKWu+99575GdSnTx+rhxIUhg4das63+y0iIsLqYQWVU6dOyYsvvig5c+aUjBkzSsWKFWXLli1JPm7BggVl6dKlpp1Aw2ybNm28/lpCrB++/PJL6devn5lBt23bNqlcubI0bdrU550m4Ltr166Z861vIhBYq1atku7du5v+Jf2BExsbK48//rj5O0HK0x/0Gpx04oP+4tDespYtW8qePXusHlrQ2bx5s0yZMuW+uw8heemEnzNnzrhuP//8s9VDChqXLl2SunXrSoYMGcyb571798pHH30k2bNnT7bvob9fduzYYSqz3qKdwA9aedWKlJa91Z07d8xewj179pRBgwZZPbygoe/E58+fbyqCCLzz58+biqyG23r16lk9nKCks3k/+OAD6dy5s9VDCRpXr16VatWqycSJE2X48OGmx2/06NFWDysoKrF65U1DDgJv0KBBsnbtWrOOa0rTWOrtrl1M7PLRrVu3TCXEfQ2ztGnTSpMmTWT9+vWWjg0IpCtXrriCFAIrLi5Ovv76a1MF17YCBI5Wi5544gnzM19DLALn4MGDppVM2/j03722OBUuXNjqYQWF7777zlxx1n5VLVwUKFBAXnvtNenSpYtPxxk2bJhXIVbftHiDEOsj3UlCf4HkzZvX43G9v2/fPsvGBQSSXn3QXkC9vFShQgWrhxM0du3aZX5537hxQzJnzmyuRPiyRSOSZs6cOaaFTNsJEPgroDNnzpQyZcqYVgINQ48++qiZ2a59+khZR44cMX352kqpy2Hp/wO9evUy28R26NDB6+N8++23HkVBzU3ubTnO1QoIsQBStBqlP2joSQss/QWul1O1Cj537lzzy0OrIgTZlHfixAmzo5D2g2slEIHVvHlz1+caejTUFilSRL766ivaaQJUuKhevbqMGDHC3K9atar5HTB58mSfQqy+CXQ6evSomePi/pi2qeXLl8/r4zGxy0e5cuUyi/GePXvW43G978uJB+yqR48e8sMPP5hdVnSyEQJHqx4lS5aUhx56yFxK1V8AY8aMsXpYQUHbyHTyrvbDpk+f3tz0DcTYsWPN53qFDoGTLVs2KV26tBw6dMjqoQSF8PDwBG+Wy5YtK8ePH/f7mJqltPLqTicMa4umtwixfvwS0V8gP/30k8c7FL1Pbxr+yrRPSQOsXsJevny5FCtWzOohBT392XPz5k2rhxEUGjdubNo5tBLuvGllql27duZzX3caQtIn2B0+fNiEK6Q8bR2Lv6TigQMHTDXcX9rfrKFV3yA66eQxX4ojtBP4QXtCtHyuP8Bq1KhhZqbqBAtd3wwp/4PL/Z23Xo7QXyA6uYgG/5RvIfj8889NT5P2oEVHR5vHs2bNatYMRMrSyaR6SVX/ncfExJi/i5UrV8rixYutHlpQ0H/z8fu/M2XKZNbMpC885fXv39+sEa6h6fTp02aJS33j0LZtW6uHFhT69u0rderUMe0Euo6rro0/depUc/OXXsF48sknzc81/XvUXv/Zs2fLK6+84v1BdIkt+G7cuHGOwoULO0JCQhw1atRwbNiwweohBYUVK1boknAJbh06dLB6aH95iZ13vUVFRVk9tKDQqVMnR5EiRczPnNy5czsaN27sWLJkidXDCmr169d39O7d2+phBIXnnnvOER4ebv79FyhQwNw/dOiQ1cMKKt9//72jQoUKjtDQUEdERIRj6tSpST7muXPnzN9lrly5HPnz53d07drVcfXqVa+/nnViAQAAYDu0EwAAACDF/fbbb169ztteWyqxAAAASHHax+zckSux+Ol8XCeteoNKLAAAAAJi2bJlZrlSdfLkSTNRbN26deb+xYsXpVGjRl4fixALAACAgChfvrxr11PdeVCrr85du3QtZl+wTiwAAABshxALAACAFJfc07AIsQAAAEhx2jpwv8cSe83dEGIBIAgcO3bM/HLQHe4AwApffPGFZMuWzXW/ePHi8scff7ju6w5469ev9/p4hFgA8EPHjh3l6aefdt1v0KCB9OnTx7Lx6BbML7zwgtmPPCwszOw/3rJlS9m3b595vlChQnLmzBm2SAVgGV2JIDQ09J5LcNWoUcPr47E6AQDYXGxsrDz22GNSpkwZmTdvnoSHh5ulaxYuXCiXL192/XLIly+f1UMFgGRDJRYAkqEqu2rVKhkzZoy5ZK83vXyvdu/eLc2bNzdLyeiyMi+99JJcuHDBo4Lbs2dPU8XNnj27ec20adPk2rVrEhkZKVmyZJGSJUuaQHo3e/bskcOHD8vEiROlVq1aZrebunXryvDhw839xNoJdMzOsbrfVq5caZ6/efOm9O/fXwoUKCCZMmWSmjVrup4DgNSAEAsASaThtXbt2tKlSxdzyV5vevleq6C6cHfVqlVly5YtsmjRIjl79qy5pObu008/NYt/b9q0yQTabt26SevWraVOnTqybds2efzxx034/fPPPxP9/rlz55a0adPK3LlzJS4uzusxO8eqt969e0uePHkkIiLCPN+jRw/TmzZnzhz55ZdfzHiaNWsmBw8eTIYzBgBJx7azAOAHrWRqSF2wYIGrolqlShUZPXq06zVaCV2zZo0sXrzY9Zhe5teAu3//fildurT5Og2e+jqln2fNmlVatWols2bNMo9FR0ebFgENlc7KanwTJkyQN954w7QNVK9eXRo2bCjt2rUzEyecldhixYrJ9u3bzTjdaQuCvlZ30tEK7vHjx83X6UftsXVq0qSJ6VcbMWJEsp5LAPAHlVgASCE7d+6UFStWmFYC581Z6dTL/07O3WqUhlCdoVuxYkXXY87dbe61m0337t1N2J09e7apCn/99ddmZ5ylS5fec4waarXKO378eBNg1a5du0yY1pDtPnZtmXAfNwBYiYldAJBCrl69Ki1atJD3338/wXNaWXXKkCGDx3Pam+r+mHPdxDt37tzz+2n/rH4/vWkVuGnTpuajTvpKjIbep556Sl5++WXp3Lmzx7g1TG/dutV8dKdhFgBSA0IsACSDkJCQBP2o1apVk2+++UaKFi0q6dMH9setBl+t+q5bty7R52/cuGGW4NLXfPzxxx7PaQ+v/lm08vvoo48GaMQA4BvaCQAgGWhQ3bhxo+k91dUHtGqql/gvXrwobdu2lc2bN5tL8dofq6sOeDsByxu64oAGUp3YtXfvXjl06JBMnz5dZsyYYR5PzKuvvionTpyQsWPHyvnz501VVm+3bt0ybQTaI9u+fXvTL6tr0Oqks5EjR8qPP/6YbOMGgKSgEgsAyUCXo+rQoYOUK1dOrl+/boKfBtu1a9fKwIEDzQoDumyVLn+ls/x1NYHkohsb6PcaNmyYaykt5/2+ffsm+jXa36qrEuh43WkPr042i4qKMq0Ir7/+upw6dcqsnqCTyp588slkGzcAJAWrEwAAAMB2aCcAAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2Q4gFAACA7RBiAQAAYDuEWAAAANgOIRYAAAC2k97qAQAAAOCvLzIy0qvXRUVFefW6NA6Hw5HEMQEAAAD31KpVK9fn165dk+XLl0uLFi1cj928eVMWLlwod+7cEW8QYgEAABBQR48elUqVKklMTIzrsfPnz0u+fPkkLi7Oq2PQEwsAAICAypAhg8TGxno8duPGDUmf3vtOV0Ksn7SA/ccff5iPAAAA8F7+/PlNhlq2bJnrsf/+979SuHBhr4/BxC4/afk7a9ascuXKFXnwwQetHg4AAIBtpE2bVtq1a2d6Yps2bSrXr183gXbo0KFeH4MQm0RHjhyRLFmyWD0MIOD0zVvu3LmtHgYAwKYmTJggefLkkZ9++klCQkJkxIgRMmDAAK+/noldftJWAq3ENmvWzPR1AMEmNCSDTJw0mSALALAEldgker7KKSmey7MxGSnvbEyozNpWWNpXOy55s9y0ejhBJzomTP6zrZB5M0eIBQB4Y9WqVV69rn79+l69jhCbRHkz35BC2QixVtEAWyjbDauHAQAA7qNRo0ZmMleaNGnu+hp93tt1YgmxSRQbd/e/CADAX4suxn7y5EkpWLCghIaGWj0cwFYuXbqUrMcjxCbRpeshInLL6mEAAAJAA2zfvn1l1KhRUqJECauHA9hKcq/m5Nc6sSdOnJBOnTqZNb50NlmRIkWkd+/e8vvvv7te06BBA1Mu1ltYWJiULl1aRo4cmei6quvXr5d06dLJE088keC5Y8eOmWPo7DX3XR1UlSpVEizFcOjQITM2XWdM3yUXKFBAGjduLLNnz5bbt2+7XuccW/zbnDlz/DklAAAAuE9PrDe3FKvE6pJStWvXNqH0iy++kGLFismePXvMkgi63+2GDRskR44c5rVdunSRd955x1x+0f1xX3nlFcmWLZt069bN45jTp0+Xnj17mo+nT5824Tg+DbAffvihDBs27K5j27RpkzRp0kTKly9vlm2IiIgwj2/ZssXcr1ChglSuXNn1+qioKLO6gDsdHwAAAFK+Jzax+ynWE9u9e3dTfV2yZIlkzJjRPKZVz6pVq5pLK2+99ZZMmjTJPP7AAw+YPXBVZGSkjB8/XpYuXeoRYq9evSpffvmlCZrR0dEyc+ZMefPNNxN8Xw25H3/8sfn+WpWNT//QHTt2NOF67dq1ZhFdp1KlSknbtm0TVIE1sDrHBwAAgJS1f/9+yZs3r+tq+yOPPGKu8GuQPX/+vMlx3vIpxF68eFEWL14s7777rivAOmkY1J0XNJBOnDjR4zkNjz///LPs27fPBEp3X331lamYlilTRl588UXp06ePDB48OMHMNQ2hGoC1sqthOL4dO3bIr7/+aqrD7gHW3b1mw92PVpP15qRLCwHBTn/wAMGEf/NA0vtinb2xmTNnNhlR191XN27cSLTtNFlC7MGDB83By5Ytm+jz+rjOPNMkrTTMfvLJJ3Lr1i2JjY01vbG9evXy+BptIdDwqvTSvm7jqv0Q2lMbP4C+9957ZnsybaqP31B/4MAB81HDsNO5c+ekePHirvv//ve/5bXXXvMIxtqL627v3r2J7tur/bz3amUAgpFeHQEAwAp+rU7gbUrWyqy2F2iwHTJkiNSpU8fc3EvK2sc6f/78/w0mfXp57rnnTLCNH2KV7q2rZee3335bPv/88/t+/5w5c5oKrdLjaZh2p7NLtYfWXWL9uEqrw/369fOoxBYqVOi+YwD+yvT/Cf4/QLBVYnnzBvgnuTeJ9SnElixZ0lRE9bL9M888k+B5fTx79uyuHXy0PKxf42wb0M9r1arlCo4aVnXFAPfgqH9AXVVAWwac5WV3Wo3ViWXx99Z1tiloMNb+XKVVVuf314Acn7ZAOJ+/Hx0TawICnjTAsswQAMAb8ds6M2TIIEWLFr3na5JtiS2tbD722GOmTeD69esez+mkLF3GSiupiQ1A+x50Ga7+/fuboKrhddasWfLRRx+ZaqnztnPnThNqtbc1MTVq1JBWrVrJoEGDPB7X4Kq9tbqCgbez2gAAABAYuqSqZkn3QsiuXbtc93Xi/pkzZ1KunUArpNoSoJf2hw8f7rHElq7JqpO+7ubVV1+Vf/3rX/LNN9+Yyqi2GXTu3DlBxfXZZ581VdquXbsmehz9HrqMlnt1VYOzLpmlIbtu3brm8r/26Gov7urVq02fbvz+18uXL5vw7S5LliySKVMmX08LAAAA7kELkfeT2ApUybbZgV621+WwdMJUmzZtzKVEXf+1YcOGJmE714hNjD7Xvn17s0GBhlRtK0isZUBDrH6PX375JdHj6PILuqGBzmJzp60KW7duNZO7dCmucuXKmcCtVV3tf42/Pq0u+xUeHu5xGzdunE/nI3tGdusCgGCh283q7xP9CMBaaRzJ3WUbJHRilwbwhcNLSUS+WKuHE3ROXA6TD1aVkgH1D0qhbJ5vZhC488/WmwAAq/i17SwAAABguyW28H/OXg2TTJc9e22R8s7GhHp8RGBFx4RZPQQAwF/Mn3/+KR988IFZltUbtBMksZ1AN2jQJSKAYBMakkEmTprsWlIPAICk0E2qdPlTb1eZohKbRLqTl65oAAQb3TaQAAsASE6+rBNLiE0iXaXBuQcwAAAA/OdLgwAhFgAAAAEp/N0rpMbFxfl0PEIsAJ8dOXJEpk2bJl26dDE/lAAAuJ8+ffrc8/mrV6/KP/7xD/EWIRaAz44fP2526tOPhFgAgDd69ep134ldvoRY1okFAACA7RBiAQAAYLvVCQixAHx2/fp1j48AACTVrVu3pFGjRqknxE6ePNmso3r79m2Pxl3dIKBBgwYer125cqVJ4IcPH5aiRYvK6NGjExxv6NChUqVKlUTv69fo19/t1rFjR/O6uz0/Z86cFDwTwF/HsWPHPD4CAJAUs2bNkkqVKkm6dOlSz8Suhg0bmtC6ZcsWqVWrlnlszZo1ZkeGjRs3yo0bNyQs7H9bWK5YsUIKFy4sJUqU8Ot7bd682bU8w7p16+TZZ5+V/fv3u9ZxzZgxo+u1UVFRZrctd9myZfP7zwkAAADfnD9/Xl599VVZtmyZfPTRR2bVm1QTYsuUKSPh4eGmyuoMsfp5y5YtZfny5bJhwwZXRVYf19DrL/fdg3LkyGE+5smTJ9Fwqo9pkAYAAEDKGzZsmMd9vUo/ZcoUqVChguzatUuKFCni0/ECssSWBlOtsg4aNMjc18/feOMNUzXVzzXEam+dVmY7deokqdHNmzfNzemPP/6wdDwAAAB28u233yYIsZcuXZJWrVr5HGADGmJ1gVsdrIbV7du3S/369SU2Ntb0zKr169ebkOheiR04cGCC9cK06bdcuXJJHlPbtm0T9F3s3bvXtDMkZuTIkQneQQAAAMA727ZtS/DY999/b1oI5s2bJ9OnT5dixYqlrtUJtNJ67do107Oq/bClS5c2l/41yDr7YrWVQBdNdw+RAwYMkB07dnjcunbtmixjGjVqVIJj58+f/66vHzx4sFy5csV1O3HiRLKMAwAAIFi1aNHCbJ6TM2dOM7Fr4sSJqasSW7JkSSlYsKBpHdCysYZXpaGxUKFCZhKWPhd/WYVcuXKZr3Xn7HVNKu2HjX/sewkNDTU3AAAAJB8NsF9//bV8/vnn0r17d3nttddS1zqx2iag1Va9uS+tVa9ePVm4cKFs2rQpSZO6AAAAYF8vvPCCqcqmqkqs0oCq6Vr7YJ2VWKWf9+jRw/S6BjLEXr58WaKjoz0e0/VsM2XKFLAxAAAABItVq1Z59bp7tXdaFmJ1UldERITkzZvXI8TGxMS4luIKlMjIyEQnbzlXUAAAAEDy0bZRh8Ph2lrW/XMnfezOnTteHS+NQ18Nn+kSW1mzZjWTvJybKQDBQluAJk2aJN26dZPmzZtbPRwAgA24L0+qOz4+8sgjcvLkSY+ND3Tyv3PjqlRTiQXw1+Hc/c59FzwAAO7FveinLZxacXV/TK/Y+1JbDdjELgAAAMC5o6qG1jNnzojTwYMHzePeohILwGe6nnP58uXvujkIAAD3ohPpq1SpIn//+9+lf//+Zs+Ad955x7QYeIueWD/REwsAAOA/3QTr2WeflVOnTpn7uiPrd9995/WuXYRYP2l4zZYtm9m5ixALAACCRZYsWRKsKuCv27dvy/79+yUkJMRsQuXLcQmxfjpy5IiUKFHC6mEAAAAE1Llz5yR37txiNXpi/eTc/vb48eOmrQCBb+fQLYuphFuD828tzr91OPfW4vynjvMfEhLi19d70yagtVVdfssbhFg/pU37v4UdNMDyP5J19Nxz/q3D+bcW5986nHtrcf6t5W8rgRb+dPKWtiOoCxcuyAcffCDvv/++uX/16lX5xz/+4fXxCLEAAAAIiJdfftm1c6u2Zo4aNUp69erlalPwJcSyTiwAAABshxDrp9DQUBkyZIj5iMDj/FuL828tzr91OPfW4vxbKzSVnX9WJwAAAECKS5cunZw+fdqjnUA3PNAJY852gvDwcImLi/PqeFRiAQAAkOJeffVVeeCBB1z3CxQoIAsXLnTd1wlfI0eO9Pp4VGIBAABgO1RiAQAAYDuEWD9NmDBBihYtKmFhYVKzZk3ZtGmT1UMKCqtXr5YWLVpI/vz5zTp1CxYssHpIQUMv8Tz88MPmck+ePHnk6aefNlsFIjAmTZoklSpVcq2PWbt2bY/LcAis9957z/wM6tOnj9VDCQpDhw4159v9FhERYfWwgsqpU6fkxRdflJw5c0rGjBmlYsWKsmXLFkvHRIj1w5dffin9+vUzM/S2bdsmlStXlqZNm5qGZKSsa9eumfOtbyIQWKtWrZLu3bvLhg0bZOnSpRIbGyuPP/64+TtByitYsKAJTlu3bjW/OBo1aiQtW7aUPXv2WD20oLN582aZMmWKeVOBwClfvrycOXPGdfv555+tHlLQuHTpktStW1cyZMhg3jzv3btXPvroI8mePbul46In1g9aedWK1Pjx4839O3fumG3YevbsKYMGDbJ6eEFD34nPnz/fVAQReOfPnzcVWQ239erVs3o4Qbv9te5207lzZ6uHEjR0R6Fq1arJxIkTZfjw4WZm9ejRo60eVlBUYvXK244dO6weSlAaNGiQrF27VtasWSOpCZVYH926dctUQpo0aeKxBa3eX79+vaVjAwLpypUrriCFwNLlZ+bMmWOq4NpWgMDRqxFPPPGEx+8ABMbBgwdNK1nx4sWlXbt2ZgtTBMZ3330n1atXl9atW5viRdWqVWXatGliNUKsj3SfX/0F4lzjzEnvR0dHWzYuIJD06oP2AurlpQoVKlg9nKCxa9cuyZw5s1lovGvXruZKRLly5aweVtDQNw7aQubLEkBIviugM2fOlEWLFpn+8KNHj8qjjz4qMTExVg8tKBw5csSc91KlSsnixYulW7duZqvYTz/91NJxpbf0uwOwbTVq9+7d9KQFWJkyZczlVK2Cz507Vzp06GDaOQiyKe/EiRPSu3dv0w+uE3oRWM2bN3d9rr3IGmqLFCkiX331Fe00ASpcaCV2xIgR5r5WYvV3wOTJk83PIatQifVRrly5zI4TZ8+e9Xhc7+fLl8+ycQGB0qNHD/nhhx9kxYoVZrIRAickJERKliwpDz30kKkG6iTHMWPGWD2soKBtZDp5V/th06dPb276BmLs2LHmc293GELyyJYtm5QuXVoOHTpk9VCCQnh4eII3y2XLlrW8pYMQ68cvEf0F8tNPP3m8Q9H79Kbhr0zngGqA1UvYy5cvl2LFilk9pKCnP3tu3rxp9TCCQuPGjU07h1bCnTetTGlvpn6uxQ0EdoLd4cOHTbhCytPWsfhLKh44cMBUw61EO4EfdHktLZ/rD7AaNWqYmak6wSIyMtLqoQXFDy73d97aF6W/QHRyUeHChS0dWzC0EHz++efy7bffmrVinT3gWbNmNWsGImUNHjzYXFLVf+faB6h/FytXrjT9aUh5+m8+fv93pkyZzJqZ9IWnvP79+5s1wjU0nT592ixxqW8c2rZta/XQgkLfvn2lTp06pp2gTZs2Zm38qVOnmpuldIkt+G7cuHGOwoULO0JCQhw1atRwbNiwweohBYUVK1boknAJbh06dLB6aH95iZ13vUVFRVk9tKDQqVMnR5EiRczPnNy5czsaN27sWLJkidXDCmr169d39O7d2+phBIXnnnvOER4ebv79FyhQwNw/dOiQ1cMKKt9//72jQoUKjtDQUEdERIRj6tSpVg/JwTqxAAAAsB16YgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEgCBw7dkzSpEljtmkGgL8CQiwA+KFjx47y9NNPu+43aNBA+vTpY9l4jh49Ki+88ILkz59fwsLCpGDBgtKyZUvZt2+feb5QoUJy5swZqVChgmVjBIDklD5ZjwYACLjY2Fh57LHHpEyZMjJv3jwJDw+XkydPysKFC+Xy5cvmNenSpZN8+fJZPVQASDZUYgEgGaqyq1atkjFjxphL9nrTy/dq9+7d0rx5c8mcObPkzZtXXnrpJblw4YJHBbdnz56mips9e3bzmmnTpsm1a9ckMjJSsmTJIiVLljSB9G727Nkjhw8flokTJ0qtWrWkSJEiUrduXRk+fLi5n1g7gY7ZOVb328qVK83zN2/elP79+0uBAgUkU6ZMUrNmTddzAJAaEGIBIIk0vNauXVu6dOliLtnrTS/faxW0UaNGUrVqVdmyZYssWrRIzp49K23atPH4+k8//VRy5colmzZtMoG2W7du0rp1a6lTp45s27ZNHn/8cRN+//zzz0S/f+7cuSVt2rQyd+5ciYuL83rMzrHqrXfv3pInTx6JiIgwz/fo0UPWr18vc+bMkV9++cWMp1mzZnLw4MFkOGMAkHRpHA6HIxmOAwBBRSuZGlIXLFjgqqhWqVJFRo8e7XqNVkLXrFkjixcvdj2ml/k14O7fv19Kly5tvk6Dp75O6edZs2aVVq1ayaxZs8xj0dHRpkVAQ6WzshrfhAkT5I033jBtA9WrV5eGDRtKu3btpHjx4q5KbLFixWT79u1mnO60BUFfu2zZMlPBPX78uPk6/ag9tk5NmjSRGjVqyIgRI5L1XAKAP6jEAkAK2blzp6xYscK0EjhvzkqnXv53qlSpkutzDaE5c+aUihUruh7TFgN17ty5u36v7t27m7A7e/ZsUxX++uuvpXz58rJ06dJ7jlFDrVZ5x48fbwKs2rVrlwnTGrLdx64tE+7jBgArMbELAFLI1atXpUWLFvL+++8neE4rq04ZMmTweE57U90f0/vqzp079/x+2j+r309vWgVu2rSp+aiTvhKjofepp56Sl19+WTp37uwxbg3TW7duNR/daZgFgNSAEAsAySAkJCRBP2q1atXkm2++kaJFi0r69IH9cavBV6u+69atS/T5GzdumCW49DUff/yxx3Paw6t/Fq38PvroowEaMQD4hnYCAEgGGlQ3btxoek919QGtmuol/osXL0rbtm1l8+bN5lK89sfqqgPeTsDyhq44oIFUJ3bt3btXDh06JNOnT5cZM2aYxxPz6quvyokTJ2Ts2LFy/vx5U5XV261bt0wbgfbItm/f3vTL6hq0Ouls5MiR8uOPPybbuAEgKajEAkAy0OWoOnToIOXKlZPr16+b4KfBdu3atTJw4ECzwoAuW6XLX+ksf11NILnoxgb6vYYNG+ZaSst5v2/fvol+jfa36qoEOl532sOrk82ioqJMK8Lrr78up06dMqsn6KSyJ598MtnGDQBJweoEAAAAsB3aCQAAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtpPe6gEAAADgry8yMtKr10VFRXn1ujQOh8ORxDEBAAAA95QuXTpp1qyZhIaGmvvXrl2T5cuXS4sWLcz9mzdvysKFC+XOnTviDUIsAAAAAhJiT58+LXnz5jX3jx49KpUqVZKYmBhz//z58+Y5b0MsPbEAAAAIuPh1VF/rqoRYAAAApLgsWbLIpUuXXPf1c20puHr1qrkfHR0tOXLk8Pp4hFgAAACkuIiICBk3bpxpF9DbxIkTJX/+/NK/f39Zu3atvPXWW/Lwww97fTx6YgEAAJDiFixYIH//+98lU6ZMJsTqx0WLFsnzzz8vBw8elEKFCsn3338vFStW9Op4hFgAAAAExOrVq01QzZgxo3Tp0sUEV/X7779Lzpw5fToWIRYAAAC2Q08sAAAAbIcduwAAABCQdWK9aQDwdp1YQiwAAABS3Pz585P1ePTEAgAAwHaoxAIAACBgTpw4IXPnzjXLaqlSpUqZpbecKxV4i0osAAAAAmL8+PHy+uuvy+3btyVr1qymR/aPP/6Q9OnTy6hRo+S1117z+lisTgAAAIAUt3z5cunTp4/06NFDzpw5IxcvXjRbz+rnvXr1kp49e8qKFSu8Ph6VWAAAAKS4J598UnLlyiUzZ85M9PlOnTrJ+fPnzWYI3qASCwAAgBS3ceNG6dix412fb9++vXmNtwixAAAASHHa+1qsWDHX/T///FPmzZvnul+iRAmJiYnx+niEWAAAAKS4nDlzmj5Yp+joaOnQoYPr/pUrV6RgwYJeH48ltgAAAJDiateuLf/5z38ke/bskiZNGjl58mSCiV/Vq1f3+nhM7AIAAECKW7ZsmTRt2tS19awG2QceeMDVQvDwww/Lxx9/LI8++qhXxyPEAgAAICD27NkjcXFxrvvp0qWT8uXL+3UsQiwAAABsh4ldAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixftL5cLrzBPPiAAAAAo/NDvyka5plzZrV7C7x4IMPWj0cAACAVK148eL3Lf7p88eOHfPqeIRYAAAApLg+ffrc9bmzZ8/K7Nmz5fjx414fjxALADZ0/vx509KEwNOrb7lz57Z6GIDt9OrVy+O+bnrw448/SlRUlCxevFjq168v//73v70+HiEWAGwYYF/r1lVu3oq1eihBKV3atPLvDz6QUqVKWT0UwJb27dsnM2bMkM8++0wyZcokkZGRMn78eClQoIBPxyHEAoDNaAVWA+xL1U5Iviw3rB5OUNlzNov8d18+OXXqFCEW8MOlS5fMNrP16tWTOXPmmI/+IsQCgE1pgC2UjRAbSGdjQq0eAmBrDzzwgDz//POyYMECGTJkiKnCtm7dWjJmzOjzsVhiCwBs5tatW+ZjbFwaq4cCBNTNmzfl8OHD5iPsKTQ01EzgOnPmjLRp00bGjh0r4eHh8uqrr8rGjRtTPsSeOHFCOnXqJPnz55eQkBApUqSI9O7dW37//XfXaxo0aCBp0qQxt7CwMCldurSMHDky0aUV1q9fL+nSpZMnnngiwXO6zIIeI0+ePGZZK3dVqlSRoUOHejx26NAhM7bChQubE6X9FY0bNzYn7Pbt267XOccW/6albQBIzXQWr7r4Z4jVQwEC6uTJk9K3b1/zEfafINmtWzfZsmWLrF692lRiNQdqq0GKtRMcOXJEateubULpF198IcWKFZM9e/bIgAEDZOHChbJhwwbJkSOHeW2XLl3knXfeMe+Yli9fLq+88opky5bNDNrd9OnTpWfPnubj6dOnTTiOTwPshx9+KMOGDbvr2DZt2iRNmjQxJ2DChAkSERFhHtcTpPcrVKgglStXdr1eZ8M1a9bM4xg6Pl907drVhGb9vgiMZcuWmWbwa9eumYbwF198kfMPAEAqp/nwbuvEaiFRi42//vpryoXY7t27m+rrkiVLXP0LWvWsWrWqlChRQt566y2ZNGmSq+8hX7585nPnzLOlS5d6hNirV6/Kl19+aYJmdHS0zJw5U958880E31dD7scff2y+v1Zl49OT0rFjRxOu165dK2nT/l+RWZvv27Ztm+DEaWB1ji8pDcpaCv/pp59MpRkpa9CgQbJ3717zuf4dX7x4kfMPAIANjBkzJll3OvUpxGpg0HW83n333QQNuBoG27VrZwLpxIkTPZ7TAf/8889mSYX4szm/+uorUzEtU6aMqajpQriDBw82idydhlANwFrZ1TAc344dO0x61+qwe4B1F/+YyUH/rDperUZrkNLWBaRcBVYDrL450n8DuXLlkgsXLkiPHj04/wAApHI6oStDhgzWhNiDBw+aQFq2bNlEn9fHtTKpaxg6A94nn3xiJiHExsaa3tj4C91qC4GGV6WX9nUb11WrVpme2vgB9L333pMWLVqYfhit+ro7cOCA+ahh2OncuXNmizMnXUD3tdde8wjG2ovrTkOSVpbj05YI90Zy5yLjOXPmNIFKWwr+85//EKJSkLYQOP9dOVtWNMhy/gFY0ZesE4wQWDonB/ZVoEABeeGFF6Rz585SsWLFJB/PryW2vC0Fa2VW2ws02OoyCnXq1DE3p/3795s+1vnz5/9vMOnTy3PPPWeCbfwQq5o2bSqPPPKIvP322/L555/f9/trwNQKrdLjOWf0Oo0aNSpBL2Vi/bhKL1XfrR9Xg5RWf7VHEylHz6+eZ2eAdeL8Awg0nSysNwC+tQTOnTvXFJ8eeughU4DSUJslSxZJ8RBbsmRJUxHVy/bPPPNMguf18ezZs7u248uaNav5GmfbgH5eq1YtV3DUsKpNvO7BUQOyriqgf0D9+vi0GqsTy3QimTtnm4IGY+3PVVpldX5/DcjxaQuE8/n70ZaBfv36eVRiCxUqZD7XS9p37twxk4yQcvT8akuLnm8Nrk6cfwCBpkWa6tWrWz2MoKzE6vwY2JPmKL3p3CXdYvbGjRvm/t///ncTaPWxFAuxWtl87LHHzOVcvaTv3herk7L0XWn79u0T7T3NnDmzWYarf//+sn37drNf7qxZs+Sjjz6Sxx9/3OO1Tz/9tOlt1Zn/8dWoUUNatWpl0rw7Da7aW6srGOi6Y3fri/WXBmu9xafLimnAVS+99FKyfk940rYTncSlPbDxe2IV5x9AoOTNmzdBWxsA72jBU7Pizp07Zffu3aYdUH+Ha9upLgTgzFX343PS0/CgvaF6aV/X9dJ3RYsWLTLhVnsddNLX3ehCttq7+s0338gPP/xg2gy0L0KXvnK/Pfvss6ZKezf6PXTJLq26OunJ0CWz9LG6devKd999Z3p4tcd18uTJpk83fv/r5cuXTfh2v/l6SVp7bP/880+zrBf9mCnLuXyanm99x6ZvdvQj5x8AAHvS3Pf+++/L0aNHzc5d2jLqLZ9DrF621+WwdMKUVjz1naiu/9qwYUOzaUH8fkV3+pxWanWDAg2pGkoSaxnQEKvf45dffkn0OLqMloYXLUO701aFrVu3mslduhRXuXLlTA+uVnW1/zX++rSa9nWXCPfbuHHjfH43oRVmlncKDD3Per7135LOcNSPnH8AAOxJq7HaIqobZ+lWtBpovZXGkZwLdgUR7YnVAK6rKeiuEwAQKDr/YODAgdLnkUNSPOd1q4cTVLacyCqzthU2fXyJTUBGytIrwbpbV8GCBRNt8YM9rFmzxhQ/dVWr48ePmwrsyy+/bIqRKb46AQDAOrrhjMqQjhoEgosGV3qR7euDDz4wLaV6tV0n6etVdV2VStd/9wchFgAAAClOV5bQCVw6sV9bQ5OKEAsANhUdE2b1EILOhT//VwUH4DttBXFOstfJ/ToBXyfm63KnOsfIV4RYALAZ7cMPDckg/9n2v7WqEVjp0qY1q/EA8I0GWF2FQCffL1682LV5lgZZXfVq0qRJZoKXt5jY5ScmdgGwki4b6Nz+GoGlP/Odm/oA8G275mrVqpkwq0FW1/dXujyqLuGqewhs27bNrMPsDUKsnwixAAAA3uvVq5esWLFCNm3a5LFhltJlUx9++GGz6oe3y50SYv1EiAVgJSqxCFZUwu2rePHiZmdV3Xk1MbpO7Ouvvy6HDx/26nj0xAKADQPsa691k5s3b1k9FCDg0qVLK//+9wdm8yXYy5kzZ6RSpUr33L3r1KlTXh+PEAsANqMVWA2wr7z4uOTPc/ddEoG/ml9+PSbzFm4wQYcQaz9aQb99+/Zdn4+NjfW6H1YRYgHApjTAFi2Ux+phAAFz+uxFq4eAJHjooYdkyZIlrgld8S1atEgqV67s9fHSJmUwgJVbD2rPjH4EAASH27fj/v/Hu1fzkHr17dtXpkyZYuYTJXaFadq0adKnTx+vj0eIhW0XTNb/GfQjACA4XP7jmvn4+++/Wz0U+KFevXqyZ88eMzE+sQl7e/fulUaNGqWeEDt58mTJkiWLx7umq1evSoYMGcwyCu5WrlxpFrzVClvRokVl9OjRCY43dOhQqVKlSqL39Wv06+9269ixo3nd3Z6fM2dOCp4JAAAAJJcU74lt2LChCa1btmyRWrVqmcfWrFkj+fLlk40bN5p1wcLC/rd1oq4dVrhwYSlRooRf32vz5s1moVy1bt06efbZZ80Cus4lsNzXJIuKipJmzZp5fH22bNn8/nMCAADg3ktsebOyq+7qlSpCbJkyZSQ8PNxUWZ0hVj9v2bKlLF++XDZs2OCqyOrjGnr95b5uXI4c/5uxmydPnkTDqT6mQRoAAAApL36/608//WS2n3377bfNVXtfBWR1Ag2mWmUdNGiQua+fv/HGG6Zqqp9riL1+/bqpzHbq1ElSI51A5D6JiEXGU4cTJ05YPQQg4Ph3D8CuO3Y5LVu2TAYPHmyulmsR88cff5SQkJDUGWI1fWtfrIbV7du3S/369c16YNozq9avX29ConslduDAgfKPf/zD41i3bt2ScuXKJXlMbdu2NXv3utOGYm1nSMzIkSNl2LBhSf6+SF4ff/yx1UMAAAA+0ArsU089JV27dpW33npLHn30UXn++edl7ty5kjZt2tQVYrXSeu3aNdOzeunSJSldurS59K9BNjIy0vTFagrXXgn3EDlgwADXZCynsWPHyurVq5M8plGjRkmTJk08HsufP/9dX6/vFvr16+dRiS1UqFCSx4Gk0b8T/h4QjJVY3sABsCO9Aq8B9pVXXnH9HNOqbJ06deTll1+WGTNmpK4QW7JkSSlYsKAZuIZYDa/O0KgBRCdh6XPxl1XIlSuX+Vp3zl7XpNJ+2PjHvpfQ0FBzQ+qi/378nQgIAAACZ9WqVdKiRQsTVt1XoNI8qEH2kUcekf79+8uHH36YutaJ1TYBrbbqzX1pLV0zbOHChbJp06YkTeoCAABA6qUBVq/AjxkzJsFzWljUHbs++eST1LftrAbU7t27mz5YZyVW6ec9evQwva6BDLGXL1+W6Ohoj8d0ZlymTJkCNgYAAIBg0aFDBxk3btxdn9d1/7/77juvjxfQSqxO6tKknTdvXo8QGxMT41qKK1D0nYB+P/fbvU4sUhdtT9G+Zv0IAAgO2R78X6EpZ86cVg8FfvAmZ+kVem+lcXiz6iwS0Ildum2a7v/r3EwBAAJBdzXUbZeH9nteihbKY/VwgIBZt2WfTJ29xEzqjb/rJ4JPwCqxAAAAQHIJWE8sACB5nT530eohAAF14SIbDeH/EGIBwGa0hSk0NESmfrbE6qEAAZcuXVopUKCA1cNACvj999+levXqcvToUa9eT0+sn7QXNlu2bGbRcXpiAQTahQsX2P4aQUl/5+o68rCOruaUJk2aZD/uuXPnzDr+d+7c8er1VGKT8G5BsVsUAAAIJufOnTM7r1qNEOsn585hx48fN6sUILCc2/5SCbcG599anH/rcO6txflPHec/JCTE7x277uXiRd/6/Amxfkqb9n8LO2iA5X8k6+i55/xbh/NvLc6/dTj31uL8W8vfVoJGjRqJdrEmVysCIRYAAAAp7tKlS/d8/vz581KqVCmvj0eIBQAAQIq7X/X8xo0bPh2PzQ78FBoaKkOGDDEfEXicf2tx/q3F+bcO595anP+//vlP40OrAUtsAQAAwHIxMTHStWtXmT17tlevpxILAAAAy3366aeyYMECr19PTywAAAAso8uVdurUSXbs2CHTp0/3+uuoxAIAAMCy6mvlypUlY8aMsmfPHnn++ee9/loqsQAAAEhxxYsXN+vEOt2+fVvOnDkjkydPlpdfftnn41GJ9dOECROkaNGiEhYWJjVr1pRNmzZZPaSgsHr1amnRooXkz5/fzGD0pXcGSTNy5Eh5+OGHzZ7ZefLkkaefflr2799v9bCCxqRJk6RSpUquRd5r164tCxcutHpYQeu9994zP4P69Olj9VCCwtChQ835dr9FRERYPaygcurUKXnxxRclZ86cpmpasWJF2bJli0/H0P9f+vbt63HTHcC0hWDfvn0+j4lKrB++/PJL6devn3nnoAF29OjR0rRpU/MLXX+5I+Vcu3bNXHbQ3plWrVpZPZygotsFdu/e3QRZfff85ptvyuOPPy579+6VTJkyWT28v7yCBQua4KQLgWslQy/BtWzZUrZv3y7ly5e3enhBZfPmzTJlyhTzpgKBo//Oly1b5rqfPj0RJpCbFNStW1caNmxo3jznzp1bDh48KNmzZ/fpOL169Urw2CuvvGLCbbVq1WTYsGHSv39/r5fZYoktP2hw1V/k48ePN/fv3Llj3kn07NlTBg0aZPXwgob+I58/f76pCCLwdGcVfdOm4bZevXpWDyco5ciRQz744APp3Lmz1UMJGlevXjW/bCdOnCjDhw+XKlWqmEIGUr4Sq1fedOIPAm/QoEGydu1aWbNmTYp9jx9//FG6dOlirnKvW7fOq6+hncBHt27dkq1bt0qTJk1cj6VNm9bcX79+vaVjAwLpypUrriCFwIqLi5M5c+aYKxPaVoDA0asRTzzxhMfvAASGVv60lUz7Ktu1a2dmtCMwvvvuO6levbq0bt3aFC+qVq0q06ZNS9bvof9f6cQuverkLUKsjy5cuGB+geTNm9fjcb0fHR1t2biAQNKrD3r5Ry8vVahQwerhBI1du3ZJ5syZzW45uiC4XokoV66c1cMKGvrGYdu2baY/HIG/Ajpz5kxZtGiR6Q8/evSoPProo2ZxfKS8I0eOmPOu7UyLFy+Wbt26mdYAbWtKTtqe8NVXX3n9ehpKAPhVjdq9e7f8/PPPVg8lqJQpU8ZcTtUq+Ny5c6VDhw6mnYMgm/JOnDghvXv3lqVLl5oJvQis5s2buz7XXmQNtUWKFDGBh3aawBQutBI7YsQIc18rsfo7QOcG6c8hb0VGRt73Ndrlqm9YvEEl1ke5cuWSdOnSydmzZz0e1/v58uWzbFxAoPTo0UN++OEHWbFihU+XfZB0ISEhUrJkSXnooYdMNVAnOY4ZM8bqYQUFbSM7d+6c6YfVCUV60zcQY8eONZ/rFToETrZs2aR06dJy6NAhq4cSFMLDwxO8WS5btqzPLR36Btx5O336tHz22Wcej+n/Y7NmzfL6eFRi/fglor9AfvrpJ9eEIn2Hovf1lzvwV6XvjnXyol7CXrlypRQrVszqIQU9/dlz8+ZNq4cRFBo3bmzaOeJXlXSZp4EDB5riBgI7we7w4cPy0ksvWT2UoFC3bt0ESyoeOHDAVMN9MW/ePNfn2hKiVXX3x3TCsC8FQUKsH3R5LS2fa2m9Ro0aZmaqTrDwpkyOpP/gcn/nrf8T6OVVnVxUuHBhS8cWDC0En3/+uXz77bdmrVhnD3jWrFnNmoFIWYMHDzaXVPXfufYB6t+FvpnQ/jSkPP03H7//W5eW0zUz6QtPebrskq4RrqFJK3hDhgwxbxzatm1r9dCCQt++faVOnTqmnaBNmzZmbfypU6eam78yZMggsbGxHo/duHHDt6XTdIkt+G7cuHGOwoULO0JCQhw1atRwbNiwweohBYUVK1boknAJbh06dLB6aH95iZ13vUVFRVk9tKDQqVMnR5EiRczPnNy5czsaN27sWLJkidXDCmr169d39O7d2+phBIXnnnvOER4ebv79FyhQwNw/dOiQ1cMKKt9//72jQoUKjtDQUEdERIRj6tSpSTpeXFyc+ftcunSp67HJkyc7SpYs6fUxWCcWAAAAAacbF33xxRdmw6jr16+bzSx0TeC3337bq68nxAIAACDgNLjqLl06r0jnHD311FMyYMAAs/6+NwixAAAAsB0mdgEAACDF6bJ03qhfv75Xr6MSCwAAgBSnK0po7EyTJo3rscTu6/KB3mCzAwAAAASErjd76dIlc9u+fbvZSvvixYvmvq496x5o74d2AgAAAATEgw8+aG5KA6xWXnW9cec6sb40CFCJBQAAgO0QYgEAAJDiknsaFiEWAILAsWPHTK+ZbtMMAFaI3++qW88WLVr0nq+5F0IsAPihY8eO8vTTT7vuN2jQQPr06WPZeI4ePSovvPCC5M+fX8LCwqRgwYLSsmVL2bdvn3m+UKFCcubMGalQoYJlYwQQ3NavXy85c+Z03defS7t27XLdz5Mnj/k55S0mdgGAzcXGxspjjz0mZcqUkXnz5kl4eLicPHlSFi5cKJcvX3YtbZMvXz6rhwogiNWoUeO+r9Eg6y0qsQCQDFVZXcR7zJgx5lKY3vTyvdq9e7c0b97czMLNmzevvPTSS3LhwgWPCm7Pnj1NFTd79uzmNdOmTZNr165JZGSkZMmSRUqWLGkC6d3s2bNHDh8+LBMnTpRatWpJkSJFpG7dujJ8+HBzP7F2Ah2zc6zut5UrV5rnb968Kf3795cCBQpIpkyZpGbNmq7nACA1IMQCQBJpeK1du7Z06dLFXArTm14m0ypoo0aNpGrVqrJlyxZZtGiRnD17Vtq0aePx9Z9++qnkypVLNm3aZAJtt27dpHXr1lKnTh3Ztm2bPP744yb8/vnnn4l+/9y5c5u9xufOnStxcXFej9k5Vr317t3bVEAiIiLM8z169DCX/ubMmSO//PKLGU+zZs3k4MGDyXDGACDp2LELAPyglUwNqQsWLHBVVKtUqSKjR492vUYroWvWrJHFixe7HtPL/BpwdcHv0qVLm6/T4KmvU/q5rpnYqlUrmTVrlnksOjratAhoqHRWVuObMGGCvPHGG6ZtoHr16tKwYUNp166dFC9e3FWJLVasmFlcXMfpTlsQ9LXLli0zFdzjx4+br9OP2mPr1KRJE3M5cMSIEcl6LgHAH1RiASCF7Ny5U1asWGFaCZw3Z6VTL/87VapUyfW5hlCd+FCxYkXXY9pioM6dO3fX79W9e3cTdmfPnm2qwl9//bWUL19eli5des8xaqjVKu/48eNNgFU60ULDtIZs97Fry4T7uAHASkzsAoAUcvXqVWnRooW8//77CZ7Tyqr7MjPutDfV/THnkjP3209c+2f1++lNq8BNmzY1H3XSV2I09D711FPy8ssvS+fOnT3GrWF669at5qM7DbMAkBoQYgEgGYSEhCToR61WrZp88803Zh3E9OkD++NWg69WfdetW5fo87q9oy7Bpa/5+OOPPZ7THl79s2jl99FHHw3QiAHAN7QTAEAy0KC6ceNG03uqqw9o1VQv8V+8eFHatm0rmzdvNpfitT9WVx3wdgKWN3TFAQ2kOrFr7969cujQIZk+fbrMmDHDPJ6YV199VU6cOCFjx46V8+fPm6qs3m7dumXaCLRHtn379qZfVteg1UlnI0eOlB9//DHZxg0ASUElFgCSgS5H1aFDBylXrpxcv37dBD8NtmvXrpWBAweaFQZ02Spd/kpn+etqAslFNzbQ7zVs2DDXUlrO+3379k30a7S/VVcl0PG60x5enWwWFRVlWhFef/11OXXqlFk9QSeVPfnkk8k2bgBIClYnAAAAgO3QTgAAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdgixAAAAsB1CLAAAAGyHEAsAAADbIcQCAADAdtJbPQAAAAAEj8jIyPu+xuFwyMyZM+/5mjQOfRUAAAAQAK1atbrrcxpLt2/fLsePH5c7d+7c8zhUYgEAABAw8+bNS/DYhQsXZPbs2TJjxgz5448/pGvXrvc9DpVYAAAABJxWWhctWiRRUVHyww8/yCOPPCKdOnUyldrQ0ND7fj0hFgAAAAF19epViYiIkJCQEOnYsaPpky1UqJBPx2B1AgAAAARcunTpJE2aNKYP9n79r4khxAIAACCgMmfOLMeOHZOJEyfKnj17pFy5cvLYY4/JF198ITdv3vTqGLQTAAAAwFIXL16Uzz77zPTH/vbbb9K2bVuZMGHCPb+GEAsAAICAeeaZZ+76nLYX6BJbGmRZYgsAAACpRo4cOUwf7N00bNjQq+NQiQUAAIDtUIkFAABAqtp2Vml/7L0QYgEAABAwV65cSZbj0E7gJz1tMTExkiVLFtOEDAAAgMBhnVg/aYDNmjWr+QgAAIDAop0AAAAAqaonVq94z5w5856vIcQm0dGjR6Vy5cpWDwMAAMD2PbFxcXGybNkyuX79OiE2pZ08eZIQCwAA4KV58+Yl+vi3334rb775poSFhcmQIUPuexx6YgEAAGCZNWvWSJ06dcxWs08++aQcOXJE3njjjft+HSEWAAAAAbd7925p0aKFNG7cWMqXLy+HDh2S999/30yc9wYhNolu3Lhh9RAAAABs47fffpMOHTpIlSpVJH369LJr1y6ZNm2a5M+f36fj+BViT5w4IZ06dTLfLCQkRIoUKSK9e/eW33//3fWaBg0amPVT9aa9DaVLl5aRI0cmulfu+vXrJV26dPLEE08keO7YsWPmGHny5EmwnJX+4YcOHerxmKZ4HVvhwoUlNDRUChQoYBL+7Nmz5fbt267XOccW/zZnzhyf/yIAIFBmzJghzzzzjDz11FPmo94HADspU6aMfP3119K/f3/p2LGj7Nu3z/TDxr/dj88Tu7RPoXbt2iaUfvHFF1KsWDHZs2ePDBgwQBYuXCgbNmyQHDlymNd26dJF3nnnHbl586YsX75cXnnlFcmWLZt069bN45jTp0+Xnj17mo+nT59ONIlrgP3www9l2LBhdx3bpk2bpEmTJqYkPWHCBImIiDCPb9myxdyvUKGCxyQs3c6sWbNmHsfQ8QFAatS+fXu5fPmyxyzeBQsWyMqVK2XWrFmWjg0AvKVFRS1qfvDBB3d9jT5/586d5A2x3bt3N9XXJUuWSMaMGc1jWvWsWrWqlChRQt566y2ZNGmSefyBBx6QfPnyudYEGz9+vCxdutQjxF69elW+/PJLEzSjo6PNcgo6My0+Dbkff/yx+f5alU3sD6tpXsP12rVrJW3a/ysylypVyjQLx68Ca2B1jg8AUjOtuGqA1StGY8aMkaJFi5orVXoVTB/XN+Xe7kcOAFZyvzKeFD61E1y8eFEWL14sr732mivAOmkYbNeunQmk8cOi3teZZ1ou1gDs7quvvjIVUy0tv/jii+YHdWItBxpCS5YsaSq7idmxY4f8+uuvpjTtHmDdJWV7WK0m//HHHx43AAiU77//3nzUYoAGWKUfNdCq7777ztLxAUCg+VSJPXjwoAmYZcuWTfR5ffzSpUty/vx5c3/ixInyySefyK1btyQ2Ntb0xvbq1cvja7SFQMOr0kv7ugDuqlWrTE9t/AD63nvvmVlsffv2NVVfdwcOHDAfNQw7nTt3TooXL+66/+9//9sEcPdgrL247vbu3Wsqy/FpP++9WhkAICVp64AqVKiQx+POQOt8HgBSO8153qhfv37yb3aQWKU0MVqZ1fYCDba6aK2uAaY3p/3795s+1vnz5/9vMOnTy3PPPWeCbfwQq5o2bSqPPPKIvP322/L555/f9/vnzJnTVGiVHk/DtLtRo0aZHlp3d5sZN3jwYOnXr5/rvlZi4/8yAYCUom+4NahqC4EzuCq973weAOygUaNGJkve6wp5svfE6uV8/YZ62V5nxcanj2fPnl1y585t7us6X/o1zrYB/bxWrVqu4KhhVfsi3IOjDlpXFdBLZomtE6bVWJ1YphPJ3GnfqzMYa3+u84e68/trQI5PWyCcz9+PjklvAGAFvQqlk7i0BzZ+T6zS1QoAwA60uBnwnlitbD722GOmTUD3tHWnk7J0GSutpCaWrDNnzmx+2GrPqgZVDa86m/ajjz4y1VLnbefOnSbU6soHialRo4a0atVKBg0a5PG4BlftrdUVDO6X3AHAbnTpQJ2Mqj8/tS1LQ6t+1Pv6OJO6ANjFsmXLzNyqBx988J63ZF8nViukOslJL+2vXr3arBm7aNEiE251TdZ33333rl/76quvmt7Vb775Rn744QeTxDt37myWvnK/Pfvss6ZKezf6PXTJLq26Omlw1tm5+ljdunXNJAft4dUe18mTJ5s+3fiX23RGr4Zv99u1a9d8PSUAEBD6xl+vgjl/lulHvc/yWgDsRAueBQsWNIVNvYrvN4cfjh075ujQoYMjb968jgwZMjgKFSrk6Nmzp+PChQuu19SvX9/Ru3fvBF/76quvOsqXL+948sknHX/7298SPf7GjRu16daxc+dOx9GjR83n27dv93jNK6+8Yh4fMmSIx+P79+83YytYsKAjffr0jqxZszrq1avnmDJliiM2Ntb1Ov3axG4jR4706hxcuXLFvP6jjz7y6vUAAABwOM6dO+eYOnWqo0GDBo40adI4ateube7HxMT4dJw0+p/kTNfBQid2ac/u3LlzTeUYAAAA3tMqbKVKlczqUZ999pm5Wt+6dWtzlV6vqqfItrP4P7psGAAAAHzjrKPq0qlbt26VzZs3S3h4uFl61bnr6r0QYgEAAGA53XW1Xr16ZjnV33777b6vJ8QmkTYmAwAAwD9btmwxa/HrAgG6klXFihW9CrF+bXaA/1OsWDGrhwAAAGAr+/btkxkzZphlUXVDqjZt2ph5Rt70wjoRYgEAABAwupyqLoGqG2BNnTpVnn/+ecmUKZPred1LYO3atSmz7SwAAADgj2bNmsnXX38tZcuWTfT5ixcvSsOGDe+7eRVLbCVxia0rV654tasEAAAA7u/cuXNmlYK4uLh7vo6JXUl09OhRq4cAAADwl+JNjZV2giQ6efKkVK5c2ephAAAA2EJkZOQ9n79+/bpXxyHEAgAAIGC0FfNebt686dVxCLFJdOPGDauHAAAAYBvz5s275/Pnz5+XvHnz3vc4Kd4TO3nyZMmSJYtZLsHp6tWrkiFDBrMumLuVK1dKmjRp5PDhw1K0aFEZPXp0guMNHTpUqlSpkuh9/Rr9+rvdOnbsaF53t+fnzJnj85/Pm8V4AQAA4B1v1xxI8UqsLpGgoVV3Y9D1wNSaNWskX758snHjRlPJDAsLM4+vWLFCChcuLCVKlPDre+meu86ZbOvWrZNnn31W9u/f71o9IGPGjK7XRkVFmSUe3GXLls3vPycAAACShxYXLQ+xZcqUMcskaJXVGWL185YtW8ry5ctlw4YNroqsPq6h11+5c+d2fZ4jRw7zMU+ePImGU31MgzQAAABSD81wWthMFT2xGkx1MIMGDTL39fM33njDVE31cw2xOhNNK7OdOnUKxJAAAABgEc2AixcvNlfMde39xNSrVy91hNg+ffqYvlgNq9u3bzdbicXGxpqeWbV+/XozG829Ejtw4ED5xz/+4XGsW7duSbly5ZI8prZt20q6dOk8HtMt0LSdITE6NvfZcnc74QAAALi76Ohoefzxx02ALViwoNk8KrG+2CFDhlgfYrXSeu3aNdOzeunSJSldurS59K9BVtcK075YbSUoXry4R4gcMGCAazKW09ixY2X16tVJHtOoUaOkSZMmHo/lz5//rq8fOXKkDBs2LMnfFwAAIJi9+eabpt3zp59+8mgF9VVAQmzJkiVN0tbWAQ2xGl6dobFQoUJmEpY+16hRI4+vy5Url/lad85e16TSftj4x76XwYMHS79+/TwqsTp2AAAAeE8z3+eff56kABvQdWK1TUCrrRpitcLq3u+wcOFC2bRpk3Tr1k1Sq9DQUHMDAACA/3Qd2OSYXB/QENu9e3fTB+usxCr9vEePHqbXNSkrE/jq8uXLpifDna5nmylTpoCNAQAAINgUK1ZMtm7daj7aJsTqpK6IiAiPXRg0xMbExLiW4rJy317te3WuoAAAAIDk16FDB+ndu7dpzXzooYfuuk5/kSJF7nmcNA5vt0WABz3xOptu7ty5ZlMFAAAAeLe81j//+U+zM6tO7o8fRXWjA33szp079zwOITaJIfaHH36QJ554wurhAAAA2IpG0OPHj8uVK1cSfb5SpUqpo50AAAAAcK+43q9l4F4IsQAAAAiYVatWefU694UAEkOITSJd/xYAAADe0X0BtJVAK7FOid2/X08sIdZPzlbinDlzsgUtAAAIGlmyZPEInL7SPQPcHTt2TB555BE5ceKEOa6uI6u7u94PIdZPv//+u/nIrl0AACCYnDt3Lkm7bT344IMe9zNmzGiKgzphXiW2YkFiCLF+cm5/q7PqnCcdgePc9lfftcX/nwEpj/NvLc6/dTj31uL8p47zHxISkqzH3bBhg1y7ds2sUqCZ6vTp05IrV677fh0h1k9p06Y1H/Vk8z+SdfTcc/6tw/m3FuffOpx7a3H+rZWUVgJ3ugnWhAkTZPr06eb+a6+9Jm3btjXrxz788MP3/fr/JTEAAAAgAE6ePGl2SNXJ8d9//72sXLlSnn76aZkzZ460bNlSDh06JO+///59j0MlFgAAAAFTokQJiYiIkBkzZpjQqubNmycHDhyQW7dumefSp79/RCXE+ik0NFSGDBliPiLwOP/W4vxbi/NvHc69tTj/f43zP3v2bPn73/+e4HFvViRwx7azAAAAsB0qsQAAAAiYyMhIr14XFRV1z+epxAIAACBg0qVLJ82aNXO1JejyWsuXL5cWLVqY+zdv3pSFCxfed8cuQiwAAAACGmJ1Ldi8efOa+0ePHpVKlSpJTEyMua87duXLl0/i4uLueRyW2AIAAIBl4tdT9b43NVZCrJ90cd6iRYtKWFiY1KxZUzZt2mT1kILC6tWrzeWG/Pnzm8WWFyxYYPWQgsbIkSPN4tO6Z3aePHnMmn779++3elhBY9KkSaZS4VzkvXbt2uZyG6zx3nvvmZ9Bffr0sXooQWHo0KHmfLvfdBkmBM6pU6fkxRdflJw5c5ptYitWrChbtmwRKxFi/fDll19Kv379zDIT27Ztk8qVK0vTpk3NXsJIWdo3o+db30QgsFatWiXdu3c32wMuXbpUYmNj5fHHHzd/J0h5uii4BqetW7eaXxyNGjUy6yvu2bPH6qEFnc2bN8uUKVPMmwoETvny5eXMmTOu288//2z1kILGpUuXpG7dupIhQwbz5nnv3r3y0UcfSfbs2VNsFzCvdgXTnlj4pkaNGo7u3bu77sfFxTny58/vGDlypKXjCjb6z3f+/PlWDyNonTt3zvwdrFq1yuqhBK3s2bM7PvnkE6uHEVRiYmIcpUqVcixdutRRv359R+/eva0eUlAYMmSIo3LlylYPI2gNHDjQ8cgjjyTb8cqWLeu4cOGC6/6lS5c8MtTly5cdzZs3v+9xqMT6SHeS0EpIkyZNXI+lTZvW3F+/fr2lYwMC6cqVK+Zjjhw5rB5K0NHJDro9o1bBta0AgaNXI5544gmP3wEIjIMHD5pWsuLFi0u7du3k+PHjVg8paHz33XdSvXp1ad26tWknq1q1qkybNs3v42klV9sSnLJly2a2oXXKmjWr/Pe//73vcQixPrpw4YL5BeKcUeek96Ojoy0bFxBIuuyJ9gLq5aUKFSpYPZygsWvXLsmcObNZlqZr164yf/58KVeunNXDChr6xkFbyLQ/HIGlc09mzpwpixYtMv3hOpv90Ucfdc1mR8o6cuSIOe+lSpWSxYsXS7du3aRXr17y6aefipXY7ACAX9Wo3bt305MWYGXKlJEdO3aYKvjcuXOlQ4cOpleZIJvyTpw4Ib179zb94DqhF4HVvHlz1+fai6yhtkiRIvLVV19J586dLR1bsBQuqlevLiNGjDD3tRKrvwMmT55sfg5ZhUqsj3LlymXWNzt79qzH43pf1zQD/up69OghP/zwg6xYscJMNkLghISESMmSJeWhhx4y1UCd5DhmzBirhxUUtI1MJ+9Wq1ZN0qdPb276BmLs2LHm8/utZ4nkpZefS5cuLYcOHbJ6KEEhPDw8wZvlsmXLWt7SQYj145eI/gL56aefPN6h6H160/BXpnPpNMDqJWzdWaVYsWJWDyno6c8e3dkGKa9x48amnUMr4c6bVqa0N1M/1+IGAufq1aty+PBhE66Q8rR1LP6SigcOHDDVcCvRTuAHXV5Ly+f6A6xGjRoyevRoM8HC272AkbQfXO7vvLUvSn+B6OSiwoULWzq2YGgh+Pzzz+Xbb781a8U6e8C1AV/XDETKGjx4sLmkqv/OtQ9Q/y5Wrlxp+tOQ8vTffPz+70yZMpnJKfSFp7z+/fubNcI1NOlOT7rEpb5xaNu2rdVDCwp9+/aVOnXqmHaCNm3amLXxp06dam6WSrb1EoLMuHHjHIULF3aEhISYJbc2bNhg9ZCCwooVK8yyTvFvHTp0sHpof3mJnXe9RUVFWT20oNCpUydHkSJFzM+c3LlzOxo3buxYsmSJ1cMKaiyxFTjPPfecIzw83Pz7L1CggLl/6NAhq4cVVL7//ntHhQoVHKGhoY6IiAjH1KlTrR6SI43+x9oYDQAAAPiGnlgAAADYDiEWAAAAtkOIBQAAgO0QYgEAAGA7hFgAAADYDiEWAAAAtkOIBQAAgO0QYgEgCBw7dkzSpEljdrgDgL8CQiwA+KFjx47y9NNPu+43aNBA+vTpY9l4dAvmF154QfLnzy9hYWFSsGBBadmypezbt888X6hQITlz5gxbpAL4y0hv9QAAAEkTGxsrjz32mJQpU0bmzZsn4eHhcvLkSVm4cKFcvnzZvEb3mc+XL5/VQwWAZEMlFgCSoSq7atUqGTNmjLlkrze9fK92794tzZs3l8yZM0vevHnlpZdekgsXLnhUcHv27GmquNmzZzevmTZtmly7dk0iIyMlS5YsUrJkSRNI72bPnj1y+PBhmThxotSqVUuKFCkidevWleHDh5v7ibUT6JidY3W/rVy50jx/8+ZN6d+/vxQoUEAyZcokNWvWdD0HAKkBIRYAkkjDa+3ataVLly7mkr3e9PK9VkEbNWokVatWlS1btsiiRYvk7Nmz0qZNG4+v//TTTyVXrlyyadMmE2i7desmrVu3ljp16si2bdvk8ccfN+H3zz//TPT7586dW9KmTStz586VuLg4r8fsHKveevfuLXny5JGIiAjzfI8ePWT9+vUyZ84c+eWXX8x4mjVrJgcPHkyGMwYASZfG4XA4kuE4ABBUtJKpIXXBggWuimqVKlVk9OjRrtdoJXTNmjWyePFi12N6mV8D7v79+6V06dLm6zR46uuUfp41a1Zp1aqVzJo1yzwWHR1tWgQ0VDorq/FNmDBB3njjDdM2UL16dWnYsKG0a9dOihcv7qrEFitWTLZv327G6U5bEPS1y5YtMxXc48ePm6/Tj9pj69SkSROpUaOGjBgxIlnPJQD4g0osAKSQnTt3yooVK0wrgfPmrHTq5X+nSpUquT7XEJozZ06pWLGi6zFtMVDnzp276/fq3r27CbuzZ882VeGvv/5aypcvL0uXLr3nGDXUapV3/PjxJsCqXbt2mTCtIdt97Noy4T5uALASE7sAIIVcvXpVWrRoIe+//36C57Sy6pQhQwaP57Q31f0xva/u3Llzz++n/bP6/fSmVeCmTZuajzrpKzEaep966il5+eWXpXPnzh7j1jC9detW89GdhlkASA0IsQCQDEJCQhL0o1arVk2++eYbKVq0qKRPH9gftxp8teq7bt26RJ+/ceOGWYJLX/Pxxx97PKc9vPpn0crvo48+GqARA4BvaCcAgGSgQXXjxo2m91RXH9CqqV7iv3jxorRt21Y2b95sLsVrf6yuOuDtBCxv6IoDGkh1YtfevXvl0KFDMn36dJkxY4Z5PDGvvvqqnDhxQsaOHSvnz583VVm93bp1y7QRaI9s+/btTb+srkGrk85GjhwpP/74Y7KNGwCSgkosACQDXY6qQ4cOUq5cObl+/boJfhps165dKwMHDjQrDOiyVbr8lc7y19UEkotubKDfa9iwYa6ltJz3+/btm+jXaH+rrkqg43WnPbw62SwqKsq0Irz++uty6tQps3qCTip78sknk23cAJAUrE4AAAAA26GdAAAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2A4hFgAAALZDiAUAAIDtEGIBAABgO4RYAAAA2E56qwcAAACA4HPp0iU5ePCgpEmTRkqWLCnZs2f36eupxAIAACBgjh49Kn/7298kV65cUqtWLalZs6b5XB/77bffvD5OGofD4UjRkQIAAAAicvbsWalWrZqkS5dOunfvLhEREebx/fv3y/jx4yUuLk62bdsmefPmve+xCLEAAAAIiF69esmKFStk06ZNkjFjRo/nbty4IQ8//LA0aNBAxo0bd99j0U4AAACAgPjhhx9k2LBhCQKsCgsLk3/961/y3//+16tjEWIBAAAQEGfOnJFKlSrd9fkKFSrIqVOnvDoWIRYAAAABkTt3brl9+/Zdn4+NjfWqH1YRYgEAABAQDz30kCxZsuSuzy9atEgqV67s1bEIsQAAAAiIfv36yZQpU+TKlSsJnvvjjz9k2rRp0qdPH6+OxeoEAAAAsB127AIAAEBAFC9eXLypn+qGCPdDiAUAAEBAeNsq4A3aCQAAAGA7TOwCAACA7dBOAAAAgFTTE6vPHzt27L7HIsQCAADA8p5Yncw1depUuX79ulfHoicWAAAAlrlw4YK8++67MnnyZKlVq5a8//77UqNGjft+HZVYAAAABNy1a9fk448/lg8//FCKFSsm8+fPl2bNmnn99YRYAAAABMzt27dN28Dw4cMlY8aMMnHiRGnXrp3PxyHEAgAAICDmzJkjb7/9ttl29q233pLu3btL+vT+xVF6Yv2kpy0mJkayZMkiadKksXo4AAAAqV66dOkkNDRUXnjhBZOh7mbUqFH3PRaVWD9pgM2aNat5J/Hggw9aPRwAAIBUr0GDBqYQeOTIkbu+xtv6KpVYP/3xxx+EWAAAAIuwYxcAAF7S6tHgwYPvWUUCEBi0EwAA4KXjx4/Lnj17zEfdeQiAb4YNG+bV64YMGXLf1xBiAQAAEBDvvPOOlC9f/q4rEujyW7t37ybEAgCQnJzbYXq7LSaAhJYuXSp58+ZN5BmR8+fPS758+STFemJPnDghnTp1kvz580tISIgUKVJEevfuLb///rvH7DNdekpvYWFhUrp0aRk5cmSiM87Wr19vllx44oknEjx37Ngxc4w8efKYFQHcValSRYYOHerx2KFDh8zYChcubJZwKFCggDRu3Fhmz55t0r2Tc2zxb7p+GQAAidHfSe4fAfhG896dO3fu+nxcXJykTZs2ZUKsNrNXr15dDh48KF988YUJjbrX7U8//SS1a9eWixcvul7bpUsXOXPmjOzfv980wv/zn/80r41v+vTp0rNnT1m9erWcPn060e+rAVa3JbuXTZs2SbVq1eTXX3+VCRMmmHL0ypUr5eWXX5ZJkyaZPiZ3UVFRZnzut6efftrXUwIAAAAv6MpO7kXP+PS5bNmyeXMo39sJdGcFrb4uWbLEbBWmtOpZtWpVKVGihNl9QQOjeuCBB1wl4cjISBk/frwpIXfr1s11vKtXr8qXX34pW7ZskejoaJk5c6a8+eabCb6vhlzdX1e/v1Zl49MKb8eOHU3Fd+3atR4pvlSpUtK2bdsEVWA9Sd6WrAEAAJA05cqVkxUrVkiFChUSfV6Lj/qaZK/EapV18eLF8tprr7kCrJOGQd33VgNp/LCo99esWSP79u0zAdjdV199JREREVKmTBl58cUXZcaMGYm2HGgILVmypGkITsyOHTtMBbZ///53LUOzsxYAAIB1/v73v8u7775rMmF8euX+X//6l7Rq1Sr5Q6y2EGjALFu2bKLP6+OXLl0yTblq4sSJkjlzZtObWq9ePdMD0atXrwStBBpeVbNmzczmAatWrUo0gL733nsydepUOXz4cILnDxw4YD5qGHY6d+6c+f7Om44nfjB2f15vumxKYm7evGk2OHC/AQAAwHtdu3aVYsWKSeXKlaVly5YyaNAg03L6zDPPmMcKFizoccU+2Sd2ebvJl1ZmtUKql/ebN29uWg3q1Knjkbi1j1XDpNLlFp577jkTbBPTtGlTeeSRR+Ttt9/26vvnzJnTfH+9aevArVu3EuzL63zeedPJaonRSWnax+G8FSpUyKsxAAAA4H8yZMhg5lFpJjx69KiZwzRu3DhTKH3jjTdMITP+Vftk6YnVy/laEdXL9pqY49PHs2fPLrlz5zb3Nezp1zjbBvTzWrVqSZMmTcxjGlZ1xQD34KgBWSu32j+rXx+fVmN1AtmAAQM8Hte+V2cw1v5c5ww45/dPbD0ybYFwPn8/+i6hX79+rvtaiSXIAgAA+EbnTOlkf70lhU+VWK1sPvbYY+ayfPw18nRSli5jpZXUxHpP9VK9LsOlPasaVDW8zpo1Sz766COPSujOnTtNqNWVDxJTo0YN0yuh5Wd3Gly1t1ZXMLjX0g3+0mD94IMPetwAAABgDZ9XJ9AKqbYE6KX94cOHm74GXbpKK6O6Jqs2697Nq6++ahp2v/nmG1MZ1f7Zzp07J6i4Pvvss6ZKq30TidHvEX+3Bw3OumSWhuy6deuayqn26MbGxpqlu7RPVyuz7i5fvmzCt7ssWbJIpkyZfD0tAAAAuI+GDRve7yWm2KmrFCR7T6xettflsHTP6DZt2phltV555RUzKN20IEeOHHf9Wn2uffv2ZoMCDanaVpBYy4CGWP0ev/zyS6LH0WW0dEODGzdueDyurQpbt241k7t0KS5dokEDt1Z1tf81fqOwLvsVHh7ucdO+DAAAACQ/LSxqTtMr6HrTPLlu3TrXfX1OX+ONNA5vZ2nBg/bEagDX1RRoLQCA4LBw4UKzFroWRXTCMgDf6FVx3djKue2sbqKlqxI4d2XVlaV0zpI3raF+rU4AAEAwcq6RHn+tdACBR4gFAACA7RBiAQAAYJn4q1p5u8MqIRYAAC8VLlzYrI6jHwH4Tle30mVLnbQ3dsqUKR5ryOpqVt5gYpefmNgFAABgHSqxAAAA+OtvdgAAAAD4u8SWN00A3iyxRYgFAMBLuqbltGnTpEuXLmaRdgC+mT9/vsf9s2fPSp8+fczGVErbNDt06ODVsQixAAB46fjx42ardf1IiAV899RTTyV4Y5g2bVrX47rZgbfoiQUAAIAlNMRev35d4uLiXBPns2TJ4tXXEmIBAAAQcJs3b5a+ffua/tdx48bJ1atXZcKECVKmTBmvvp4QCwCAl7Ri5P4RgO8WLVokzZo1k7/97W8yduxY05rTr18/s2Sphth//OMfqSPETp482ZSFb9++7XpMk3aGDBmkQYMGHq9duXKl2aXh8OHDUrRoURk9enSC4w0dOlSqVKmS6H39Gv36u906duxoXne35+fMmZOCZwIAYHfHjh3z+AjAN7pZyDPPPCNly5aVX3/9VRo2bChbtmwxeVED7fbt2xP0zVo2sUsHp6FVB1irVi3z2Jo1ayRfvnyyceNGuXHjhoSFhZnHV6xYYXZBKVGihN9laWdPxbp16+TZZ5+V/fv3uzYjyJgxo+u1UVFR5l2Au2zZsvn95wQAAMD9c+GyZcskPDzcI3+98sor4qsUD7Ha16AD1SqrM8Tq5y1btpTly5fLhg0bXBVZfVz/cP7KnTu36/McOXKYj3ny5Ek0nOpjGqQBAAAQGOPHj0+2YwVkiS0NplplHTRokLmvn7/xxhumaqqfa4jV/iKtzHbq1ElSo5s3b5qbk86eAwAAgPc+/fRTr17nzVqxAQuxupCt9sVqWNV+h/r160tsbKzpgVDr1683IdG9Ejtw4MAEzb23bt2ScuXKJXlMbdu2NbtGuNu7d69pZ0jMyJEjZdiwYUn+vgAAAMGqU6dOps1T5yIpXZlAC4POq+a6m5e3Gx4EJMRqpfXatWumZ/XSpUtSunRpc+lfg2xkZKTpi9VWAp2d5h4iBwwY4JqM5aRNv6tXr07ymEaNGiVNmjTxeCx//vx3ff3gwYPNzDknPeGFChVK8jgAAACCyb59+yRv3rzm86NHj0rlypXl4sWL5v758+e9bvcMSIgtWbKkFCxY0LQOaIjV8OoMjRoEdRKWPteoUSOPr8uVK5f5WnfOXtek0hMU/9j3Ehoaam4AAABIHlp51dvd7qeKdWK1TUCrrXpzX1qrXr16snDhQtm0aVOSJnUBAAAgeASkEqs0oHbv3t30wTorsUo/79Gjh+l1DWSIvXz5skRHR3s8puvZZsqUKWBjAAAACCYOL6usqa4Sq5O69BK+sw/CGWJjYmJcS3EFivbi6vdzv+mWZwAAAEgZzgldTrqGv16Vd3/euX/AfY/lSM5IHER0YlfWrFnNDDrnZgoAgL82bX+bNGmSdOvWTZo3b271cADbOXfunFnD31aVWAAA7M6586P7DpAAvJdcATagPbEAAAAIbpGRkV69Lioq6r6vIcQCAOAlXcu8fPnyd90YB8C9zZo1y8yHcm5ukBT0xPpJe2H1L+DEiRP0xAIAgKCRJUuWBBO0vKW7pW7bts1scJBUVGL99Pvvv5uP7NoFAACCbXJW7ty5rR4GIdZfzp3Djh8/blYpQGA5t/2lEm4Nzr+1OP/W4dxbi/OfOs5/SEiIpAaEWD+lTfu/hR00wPI/knX03HP+rcP5txbn3zqce2tx/q3lbytBcmOJLQAAAARE586dJWfOnMlyLCqxAAAACIipU6cm27EIsX4KDQ2VIUOGmI8IPM6/tTj/1uL8W4dzby3Ov/3Pf7Fixbx63dGjR+/7GpbYAgAAQEDoElv9+/eXAgUK3PN1vXr1uu+xCLEAAAAIiORcJ5aJXQAAALAdQiwAAABshxALAAAA2yHE+mnChAlStGhRCQsLk5o1a8qmTZusHlJQWL16tbRo0ULy589vFltesGCB1UMKGiNHjpSHH37Y7JmdJ08eefrpp2X//v1WDytoTJo0SSpVquRa5L127dqycOFCq4cVtN577z3zM6hPnz5WDyUoDB061Jxv91tERITVwwoqp06dkhdffNGs8ZoxY0apWLGibNmyxefj/Oc//5EiRYoky5gIsX748ssvpV+/fmaZCWdzctOmTc1ewkhZ165dM+db30QgsFatWiXdu3eXDRs2yNKlSyU2NlYef/xx83eClFewYEETnLZu3Wp+cTRq1Ehatmwpe/bssXpoQWfz5s0yZcoU86YCgVO+fHk5c+aM6/bzzz9bPaSgcenSJalbt65kyJDBvHneu3evfPTRR5I9e3afj/Xvf/9bZs6cKRcvXkz6wHR1AvimRo0aju7du7vux8XFOfLnz+8YOXKkpeMKNvrPd/78+VYPI2idO3fO/B2sWrXK6qEErezZszs++eQTq4cRVGJiYhylSpVyLF261FG/fn1H7969rR5SUBgyZIijcuXKVg8jaA0cONDxyCOPJMuxevbs6ShQoIAjNDTU0bp1a8eiRYscd+7c8etYVGJ9dOvWLVMJadKkieuxtGnTmvvr16+3dGxAIF25csV8zJEjh9VDCTpxcXEyZ84cUwXXtgIEjl6NeOKJJzx+ByAwDh48aFrJihcvLu3atZPjx49bPaSg8d1330n16tWldevWpp2satWqMm3aNL+ONXbsWDl58qR89tln8s0335gWBW3P1Kvb3mxw4I4Q66MLFy6YXyB58+b1eFzvR0dHWzYuIJDu3LljegH18lKFChWsHk7Q2LVrl2TOnNnsltO1a1eZP3++lCtXzuphBQ1946AtZNofjsDSuSd6CXrRokWmP1zDzqOPPioxMTFWDy0oHDlyxJz3UqVKyeLFi6Vbt25mM4JPP/3U72Pqzy4tAmp20hbBffv2mT7bxx57TL744guvjsG2swD8qkbt3r2bnrQAK1OmjOzYscNUwefOnSsdOnQwvcoE2ZR34sQJ6d27t+kH1wm9CKzmzZu7PtdeZA21Ojnoq6++ks6dO1s6tmApXFSvXl1GjBhh7mslVn8HTJ482fwcSurmB08++aS56ZsS7f1/6aWXpG3btvf9WkKsj3LlymVO+NmzZz0e1/v58uWzbFxAoPTo0UN++OEHs1KETjZC4ISEhEjJkiXN5w899JCZYDRmzBgzyQgpS9vIdPJutWrVXI/pVTn9/2D8+PFy8+ZN87sBgZEtWzYpXbq0HDp0yOqhBIXw8PAEb5bLli1r2gGSw++//26udGiLgbaNaKXXG7QT+PFLRH95/PTTTx7vUPQ+vWn4K9O5dBpg9RL28uXLpVixYlYPKejpzx4NT0h5jRs3Nu0cWgl33rQypb2Z+jkBNrCuXr0qhw8fNuEKKU9bx+IvqXjgwIEkLZWlbwL194oum6kFEf3dolc7Tp8+LePGjfPqGFRi/aDLa2n5XH+A1ahRQ0aPHm0mWERGRlo9tKD4weX+zlv7ovQXiE4uKly4sKVjC4YWgs8//1y+/fZbs1asswc8a9asZs1ApKzBgwebS6r671wvuenfxcqVK01/GlKe/puP3/+dKVMms2YmfeEpr3///ibsaGjSkKOTgPSNgzeXnJF0ffv2lTp16ph2gjZt2pi18adOnWpuvvr6669NBVeX6tLwqlc39GqGX4E4WdZLCELjxo1zFC5c2BESEmKW3NqwYYPVQwoKK1asMMs6xb916NDB6qH95SV23vUWFRVl9dCCQqdOnRxFihQxP3Ny587taNy4sWPJkiVWDyuoscRW4Dz33HOO8PBw8+9fl2fS+4cOHbJ6WEHl+++/d1SoUMEsjRUREeGYOnWqX8cJCwszS2stXrw4yWNKo//xPfoCAAAAvtFNDpJraUZCLAAAAGyHiV0AAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAJAEDh27JikSZPGbNMMAH8FhFgA8EPHjh3l6aefdt1v0KCB9OnTx7LxHD16VF544QXJnz+/hIWFmT3JW7ZsKfv27TPPFypUSM6cOSMVKlSwbIwAkJzSJ+vRAAABFxsbK4899piUKVNG5s2bJ+Hh4XLy5ElZuHChXL582bwmXbp0ki9fPquHCgDJhkosACRDVXbVqlUyZswYc8leb3r5Xu3evVuaN28umTNnlrx588pLL70kFy5c8Kjg9uzZ01Rxs2fPbl4zbdo0uXbtmkRGRkqWLFmkZMmSJpDezZ49e+Tw4cMyceJEqVWrlhQpUkTq1q0rw4cPN/cTayfQMTvH6n5buXKlef7mzZvSv39/KVCggGTKlElq1qzpeg4AUgNCLAAkkYbX2rVrS5cuXcwle73p5XutgjZq1EiqVq0qW7ZskUWLFsnZs2elTZs2Hl//6aefSq5cuWTTpk0m0Hbr1k1at24tderUkW3btsnjjz9uwu+ff/6Z6PfPnTu3pE2bVubOnStxcXFej9k5Vr317t1b8uTJIxEREeb5Hj16yPr162XOnDnyyy+/mPE0a9ZMDh48mAxnDACSLo3D4XAkw3EAIKhoJVND6oIFC1wV1SpVqsjo0aNdr9FK6Jo1a2Tx4sWux/Qyvwbc/fv3S+nSpc3XafDU1yn9PGvWrNKqVSuZNWuWeSw6Otq0CGiodFZW45swYYK88cYbpm2gevXq0rBhQ2nXrp0UL17cVYktVqyYbN++3YzTnbYg6GuXLVtmKrjHjx83X6cftcfWqUmTJlKjRg0ZMWJEsp5LAPAHlVgASCE7d+6UFStWmFYC581Z6dTL/06VKlVyfa4hNGfOnFKxYkXXY9pioM6dO3fX79W9e3cTdmfPnm2qwl9//bWUL19eli5des8xaqjVKu/48eNNgFW7du0yYVpDtvvYtWXCfdwAYCUmdgFACrl69aq0aNFC3n///QTPaWXVKUOGDB7PaW+q+2N6X925c+ee30/7Z/X76U2rwE2bNjUfddJXYjT0PvXUU/Lyyy9L586dPcatYXrr1q3mozsNswCQGhBiASAZhISEJOhHrVatmnzzzTdStGhRSZ8+sD9uNfhq1XfdunWJPn/jxg2zBJe+5uOPP/Z4Tnt49c+ild9HH300QCMGAN/QTgAAyUCD6saNG03vqa4+oFVTvcR/8eJFadu2rWzevNlcitf+WF11wNsJWN7QFQc0kOrErr1798qhQ4dk+vTpMmPGDPN4Yl599VU5ceKEjB07Vs6fP2+qsnq7deuWaSPQHtn27dubflldg1YnnY0cOVJ+/PHHZBs3ACQFlVgASAa6HFWHDh2kXLlycv36dRP8NNiuXbtWBg4caFYY0GWrdPkrneWvqwkkF93YQL/XsGHDXEtpOe/37ds30a/R/lZdlUDH6057eHWyWVRUlGlFeP311+XUqVNm9QSdVPbkk08m27gBIClYnQAAAAC2QzsBAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwHUIsAAAAbIcQCwAAANshxAIAAMB2CLEAAACwnfRWDwAAAADBIzIy0qvXRUVF3fP5NA6Hw5FMYwIAAADuqVWrVh73r127JsuXL5cWLVqY+zdv3pSFCxfKnTt37nkcQiwAAAAsc/ToUalUqZLExMSY++fPn5d8+fJJXFzcPb+OnlgAAABYJn49Ve97U2MlxAIAACBgYmNjk+U4hFgAAAAETIECBaRPnz6ya9cucz9Tpkzyt7/9zeM1adKkue9xCLEAAAAImEGDBsmmTZukatWqUrNmTVmwYIF88sknrudz584tBw8evO9xmNgFAACAgFu7dq3Ur19fypcvL4cOHZK///3v0qlTJ/OYN6jEAgAAIOCyZ89u2gZ27twpGzduNCsSvPTSS1K6dGkZOXLkfb+eSiwAAAACbu/evVK5cmWPiV66rNY///lPef/99+X27dv3/Hp27AIAAICltBr72WefyRdffCFZs2Y1IfZ+CLF+0gK2LsqbJUsWr2bQAQAA4P/8/vvvJk9VrFhRjh8/Lq1bt5a5c+dKrVq1xBuEWD9pgNV3CleuXJEHH3zQ6uEAAADYwgcffCDffPONbNmyRWrXrm0mcz333HPywAMP+HQcemL99Mcff5gQu337dlONBQAEBy1c6BJAAPwTHh4u7du3l86dO5tJXP4ixCYxxDZr1kwyZMhg9XAAAAESGpJBJk6aTJAF/KSTt9KlSydJRTtBEj1f5ZQUz5U826cBdnE2JlRmbSss7asdl7xZblo9HCBgomPC5D/bCplCBiEW8I9O4PJGhw4d7vk8ITaJ8ma+IYWyEWIRnDTAFsp2w+phAABspG/fvvd9jTYKEGIBAACQaly8eDFZjsOOXUkUG8fyWgAQbD/zb926ZfVQgKDnV4g9ceKEWQ4hf/78EhISIkWKFJHevXub9b6cGjRoYNZP1VtYWJhrC7HE5pGtX7/eNPg+8cQTCZ47duyYOUaePHnMslbuqlSpIkOHDvV4TPfe1bEVLlxYQkNDpUCBAtK4cWOZPXu2x84PzrHFv82ZM8enc3HpeohPrwcA2NfFP//3M//s2bNWDwWwrU8//dSr2/343E5w5MgRs6aXhlLdVaFYsWKyZ88eGTBggCxcuFA2bNggOXLkMK/t0qWLvPPOO3Lz5k1Zvny5vPLKK5ItWzbp1q2bxzGnT58uPXv2NB9Pnz5twnF8GmA//PBDGTZs2F3HtmnTJmnSpImUL19eJkyYIBEREeZxXYdM71eoUMFsb+YUFRVlVhdwp+MDAABAYHpi79y5YyZLOjOYFjx1Hf5k74nt3r27qb4uWbJEMmbMaB7TqmfVqlWlRIkS8tZbb8mkSZPM47pobb58+cznkZGRMn78eFm6dKlHiL169ap8+eWXJmhGR0fLzJkz5c0330zwfTXkfvzxx+b7a1U2Pv0Dd+zY0YTrtWvXStq0/1dkLlWqlLRt2zZBFVhPlnN8AAAACHxP7NGjR02R0fn4+fPnvcpnPrUT6MEXL14sr732mivAOuk3a9eunQmk8cOi3l+zZo3s27fPBGB3X331lamYlilTRl588UWZMWNGoi0HGkJLlixpKruJ2bFjh/z666/Sv39/jwDrLinbw2o1Wd8luN8AAACQNNpjrtVYJ/fPky3EHjx40ATMsmXLJvq8Pn7p0iWToNXEiRMlc+bMpje1Xr16ZlC9evXy+BptIdDwqvTSvpaPV61alWgAfe+992Tq1Kly+PDhBM8fOHDAfNQw7HTu3Dnz/Z03HU/8YOz+vN50797EaD+vbm7gvBUqVMiLMwYAAIB70XbUP//80+Q2Z2U2b968kiITu7zd5Esrs1oh1cv7zZs3N60GderUcT2/f/9+08eqYVKlT5/e7J2rwTYxTZs2lUceeUTefvttr75/zpw5zffXm7YOxJ9NOmrUKNfzzlti/bhq8ODBJmA7bzq5DQAAAP45efKk9OjRw0y+12Ll888/b1pPte1Ui5/JGmL1cr5+E71snxh9PHv27K5dTLRiqV/z8MMPm7YBHdiyZctcr9ewqisGaHDUAKs37af95ptvTFBMjFZjtWVh+/btHo9r36szGDvpigf6/fWmx45PWyCcz9/rdUqrybpftvsNAAAAvtm4caMJrDqXStsz9Qq8rnL1888/m4+6qpVO5k/WEKuVzccee8xclr9+/brHczopS5O0VlIT6z3VS/U6MO1Z1UquhtdZs2bJRx995FEJ3blzpwm1uvJBYmrUqCGtWrWSQYMGeTyuE8u0t1b/0N72UgAAACCw9Kr8tWvXTJjVLKgLAejkfefVbl16tWDBgvc9js+rE2g1Vb+5XtofPny4xxJbuibru+++e9evffXVV+Vf//qXqbRqxVP7Zzt37mwqtu6effZZU6Xt2rVrosfR76HLaLlXTTU465JZGrLr1q1rLv9rj25sbKysXr3a9OlqZdbd5cuXTfh2lyVLFsmUKZOvpwUAAABe0PBavXr1BI87Fw3QNgNd1UpXtErWnli9bK/LYRUvXlzatGljSsG6/mvDhg1NcnauEZsYfa59+/ZmgwINqbqma/wA6wyx+j1++eWXRI+jy2jphgY3bnju2V6rVi3ZunWrmdylS3GVK1fOBG6t6mr/a/z1afUEhYeHe9zGjRvn6ykBAACAlxILsE5ama1UqVKCwmNi0ji8naUFD9rDoQH8u2GlpWIBth9EcDlxOUw+WFVKBtQ/KIWyeb6ZBP7KjvyeUUb/XFLef//9u67UA8B3esVcr9jr3CltNdUNs5K9nQCeMqTjPQAABNvP/PhrngPwXvzdV3We1JQpU8zOqrt27ZIiRYp4dRxCbBKdvRommS7fv+QN/JWcjQn1+AgEi+iYMKuHANjet99+myDE6jwpnbjvbYBVhNgkmrOjgGTIkMHqYQCWmLWtsNVDAAIuNCQDyywCSbBt27YEj33//femhWDevHlm3pQuHHA/9MQmsSdW16vVFQ0AAMFBA6xzPXQAyefixYumL3bRokWm7/y111675+sJsUkMsbqeGe/IAQAAksfnn39uVpnSFoNk33YWAAAASAktWrS45zJcToRYAAAApBq6K+xPP/1039cRYgEA8NKRI0fMjpD6EYC1CLEAAHjp+PHjZqt1/QjAWiyxBQAAgIDRLWWTY10BQiwAAD706rl/BOC7+fPn3/N5XfmpQ4cO1rcTTJ482ayjqrsxOF29etVsENCgQQOP165cuVLSpEkjhw8flqJFi8ro0aMTHG/o0KFSpUqVRO/r1+jX3+3WsWNH87q7PT9nzpwUPBMAALs7duyYx0cAvnvqqafueWvatGnqqMQ2bNjQhNYtW7ZIrVq1zGNr1qyRfPnyycaNG+XGjRsSFva/bfxWrFghhQsXlhIlSvj1vTZv3ixxcXHm83Xr1smzzz4r+/fvd63jmjFjRtdro6KipFmzZh5fny1bNr//nAAAALi/2NjYZNntNMUrsWXKlJHw8HBTZXXSz1u2bGm2FNuwYYPH4xp6/aU7qGg41luOHDnMY3ny5HE9ppsTuAdW5+POmzNMAwAAIGUUKFBA+vTpI7t27bprz6xeXU8VqxNoMNUqq5N+rq0E9evXdz2u/UVamU1KiAUAAEDqNmjQINm0aZNUrVpVatasKVOmTJGYmBjX8zlz5vRqGbuAhdi1a9eavlgd5Pbt202ArVevnqtCu379erl586ZHiB04cKBkzpzZ4zZixIhkGVPbtm0THPteS6bo2HSrWfcbAAAAfNOvXz/T9rlq1SrZunWrTJw40VwR18lc+pi3AhJitep67do107Oq/bClS5c2l/41yDr7YjXMFi9e3PTEOg0YMEB27NjhcevatWuyjGnUqFEJjp0/f/67vn7kyJGmHcF5K1SoULKMAwAAIBhlz57dTKzfuXOnyYMaZF966SWTEzV3pYoQW7JkSSlYsKBpHdCbhleloVHDoKZxfbxRo0YeX5crVy7zte43Z69rUumJin/s9OnvPs9Nd2jRJR+ctxMnTiTLOAAAAIJdhQoV5P3335ejR49K69at5e23304968Rqm4BWWy9dumQqrE7aUrBw4ULTG9GtWzdJrUJDQ80NAAAAyUursZ999pl88cUX5oq3BtpUFWK7d+9ullVwVmKVft6jRw+5detWQCd1Xb58WaKjoz0e0/VsM2XKFLAxAAAABKvff//d7NxVsWJFMy9JK7Bz5851LcmaqkKsrkAQEREhefPm9QixOtnLuRRXoERGRiZ4TPsvdMYcAAAAUsYHH3wg33zzjdlDoHbt2tKpUyd57rnn5IEHHvDpOGkcybF5bRDS1Qm03K39sc7NFAAAf23a/jZp0iTT/ta8eXOrhwPYkhYt27dvL507dzaTuPwVsEosAAB259z50X0HSAC+OXnypNnQIKkIsQAAAAgYncDlDV039l4IsQAAAAgY7YHVifT3WtpUu10JsQAAJBPdkKd8+fIeG/MA8J1uflW5cmVJCkKsn5zz4dh+FgCCh27Co5vfKH7+I1hlyZLF7LRlNUJsEtY2U2w/CwAAgsm5c+ckd+7cVg+DEOsv5/a3ujivLrWFwNIKiL6B0O1/WeIs8Dj/1uL8W4dzby3Of+o4/yEhIZIaEGL9lDZtWvNRAyz/I1lHzz3n3zqcf2tx/q3DubcW599aSW0lKFGihISGhiZ5HIRYAAAABMyBAweS5TiEWAAAAARMZGSkV6+Lioq65/P/uyYOn2kZfMiQIclSDofvOP/W4vxbi/NvHc69tTj/f43zP2vWLDM57MqVK+Z2+vRpswGC874+9+mnn973OGkczrWiAAAAgBSmW85qcM2bN6+5f/ToUalUqZLExMSY++fPn5d8+fJJXFzcPY9DJRYAAACWiV9P1fve1FgJsQAAALAdQiwAAABS1bJd3izjRYgFAABAwJQpU0bSp0/vsYHUm2++6bqvE8eaNm163+MQYv00YcIEKVq0qISFhUnNmjVl06ZNVg8pKKxevVpatGgh+fPnN+/SFixYYPWQgsbIkSPl4YcfNntm58mTR55++mnZv3+/1cMKGpMmTTITH5yLvNeuXVsWLlxo9bCC1nvvvWd+BvXp08fqoQSFoUOHmvPtfouIiLB6WEHl1KlT8uKLL0rOnDklY8aMUrFiRdmyZYtfx9q7d685jlO2bNlk0KBBrvu6kdR///vf+x6HEOuHL7/8Uvr162eWmdi2bZtUrlzZvGPQJSGQsq5du2bOt76JQGCtWrVKunfvLhs2bJClS5dKbGysPP744+bvBCmvYMGCJjht3brV/OJo1KiRtGzZUvbs2WP10ILO5s2bZcqUKeZNBQKnfPnycubMGdft559/tnpIQePSpUtSt25dyZAhg3nzrCH0o48+kuzZs1s6LpbY8oNWXrUiNX78eHP/zp07Zi/hnj17eryTQMrSd+Lz5883FUEEni6BohVZDbf16tWzejhBSS/BffDBB9K5c2erhxI0rl69KtWqVZOJEyfK8OHDpUqVKjJ69GirhxUUlVi98rZjxw6rhxKUBg0aJGvXrpU1a9ZIakIl1ke3bt0ylZAmTZq4HkubNq25v379ekvHBgSSLkjtDFIILF07cc6cOaYKrm0FCBy9GvHEE094/A5AYBw8eNC0khUvXlzatWsnx48ft3pIQeO7776T6tWrS+vWrU3xomrVqjJt2jSrh0WI9dWFCxfMLxDnAr1Oej86OtqycQGBpFcftBdQLy9VqFDB6uEEjV27dknmzJnNpIeuXbuaKxHlypWzelhBQ984aAuZ9ocj8FdAZ86cKYsWLTL94bo4/qOPPupaHB8p68iRI+a8lypVShYvXizdunWTXr16ebWrVkr6v6lhAOBDNWr37t30pFkwo1cvp2oVfO7cudKhQwfTzkGQTXknTpyQ3r17m35wndCLwGrevLnrc+1F1lBbpEgR+eqrr2inCVDhQiuxI0aMMPe1Equ/AyZPnmx+DlmFSqyPcuXKZbZLO3v2rMfjel+3SAP+6nr06CE//PCDrFixwkw2QuCEhIRIyZIl5aGHHjLVQJ3kOGbMGKuHFRS0jUwn72o/rC4NpDd9AzF27Fjz+f22x0Ty0tnspUuXlkOHDlk9lKAQHh6e4M1y2bJlLW/pIMT68UtEf4H89NNPHu9Q9D69afgr0zmgGmD1Evby5culWLFiVg8p6OnPnps3b1o9jKDQuHFj086hlXDnTStT2pupn2txA4GdYHf48GETrpDytHUs/pKKBw4cMNVwK9FO4AddXkvL5/oDrEaNGmZmqk6wiIyMtHpoQfGDy/2dt/ZF6S8QnVxUuHBhS8cWDC0En/+/9u4Ezsby///4xzZDw9c6lrHLMsiaZMlOqEQKP1G2fCV7KVTfomRpkYRENeXbolKpvoXEWBJZs0bG0si+Z2SL8398rh7n/M8ZZ7jPmTnndndez8fjbuZs91wOzbznc3+u6/rwQ/nyyy/NWrHuHnBdz0/XDERojRgxwlxS1X/n2geofxeLFy82/WkIPf03n7r/OyYmxqx1SV946A0dOtSsEa6haf/+/WaJS/3FoXPnznYPLSIMGTJE6tWrZ9oJOnbsaNbGnz59ujlspUtsIXCvv/66q0SJEq6oqChX7dq1XStXrrR7SBEhMTFRl4S74ujWrZvdQ/vH8/e+65GQkGD30CJCz549XSVLljTfc2JjY13NmjVzfffdd3YPK6I1atTINWjQILuHERE6derkKlKkiPn3X7RoUXM7KSnJ7mFFlK+//tp10003uaKjo13x8fGu6dOn2z0kF+vEAgAAwHHoiQUAAIDjEGIBAADgOIRYAAAAOA4hFgAAAI5DiAUAAIDjEGIBAADgOIRYAAAAOA4hFgAiwJ49eyRTpkxmhzsA+CcgxAJAELp37y7t2rXz3G7cuLEMHjzYtvHoFsz333+/xMXFSfbs2aVYsWLStm1b2bZtm3m8ePHicuDAAbZIBfCPkdXuAQAA0ufixYvSokULqVChgnz++edSpEgR+f3332Xu3Lly8uRJ8xzdZ75w4cJ2DxUAMgyVWADIgKrskiVL5LXXXjOX7PXQy/dq8+bN0rp1a8mZM6cUKlRIHnjgATl69KhPBXfAgAGmips3b17znBkzZsiZM2ekR48ekitXLilbtqwJpGnZsmWL7Ny5U6ZOnSp16tSRkiVLSv369WX06NHmtr92Ah2ze6zex+LFi83j58+fl6FDh0rRokUlJiZGbr31Vs9jAHA9IMQCQDppeK1bt6707t3bXLLXQy/faxW0adOmUqNGDVmzZo3MmzdPDh06JB07dvR5/XvvvScFChSQVatWmUDbt29f6dChg9SrV0/WrVsnt99+uwm/f/75p9+vHxsbK5kzZ5bZs2fLpUuXLI/ZPVY9Bg0aJAULFpT4+HjzeP/+/WXFihUya9Ys2bhxoxlPq1atZMeOHRnwjgFA+mVyuVyuDDgPAEQUrWRqSJ0zZ46nolq9enWZOHGi5zlaCV22bJnMnz/fc59e5teAu337dilfvrx5nQZPfZ7Sz3Pnzi3t27eXmTNnmvsOHjxoWgQ0VLorq6lNmTJFnnjiCdM2UKtWLWnSpIl06dJFypQp46nEli5dWtavX2/G6U1bEPS533//vangJicnm9fpR+2xdWvevLnUrl1bxowZk6HvJQAEg0osAITIhg0bJDEx0bQSuA93pVMv/7tVrVrV87mG0Pz580uVKlU892mLgTp8+HCaX6tfv34m7H7wwQemKvzpp59K5cqVZcGCBVcdo4ZarfJOnjzZBFi1adMmE6Y1ZHuPXVsmvMcNAHZiYhcAhEhKSoq0adNGxo8ff8VjWll1y5Ytm89j2pvqfZ/eVpcvX77q19P+Wf16emgVuGXLluajTvryR0Pv3XffLQ899JD06tXLZ9wapteuXWs+etMwCwDXA0IsAGSAqKioK/pRa9asKZ999pmUKlVKsmYN77dbDb5a9f3xxx/9Pn7u3DmzBJc+Z8KECT6PaQ+v/lm08tugQYMwjRgAAkM7AQBkAA2qP/30k+k91dUHtGqql/iPHz8unTt3ltWrV5tL8dofq6sOWJ2AZYWuOKCBVCd2bd26VZKSkuTtt9+Wd955x9zvT58+fWTv3r0yadIkOXLkiKnK6nHhwgXTRqA9sg8++KDpl9U1aHXS2dixY+Wbb77JsHEDQHpQiQWADKDLUXXr1k0qVaokZ8+eNcFPg+3y5ctl2LBhZoUBXbZKl7/SWf66mkBG0Y0N9GuNGjXKs5SW+/aQIUP8vkb7W3VVAh2vN+3h1clmCQkJphXhsccek3379pnVE3RS2V133ZVh4waA9GB1AgAAADgO7QQAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAAMchxAIAAMBxsto9AAAAAPzz9ejRw9LzEhISLD0vk8vlcqVzTAAAAMBVZcmSRVq1aiXR0dHm9pkzZ2TRokXSpk0bc/v8+fMyd+5cuXz5slhBiAUAAEBYQuz+/fulUKFC5vbu3bulatWqcvr0aXP7yJEj5jGrIZaeWAAAAIRd6jpqoHVVQiwAAABCLleuXHLixAnPbf1cWwpSUlLM7YMHD0q+fPksn48QCwAAgJCLj4+X119/3bQL6DF16lSJi4uToUOHyvLly+Wpp56SW265xfL56IkFAABAyM2ZM0fuu+8+iYmJMSFWP86bN0/+7//+T3bs2CHFixeXr7/+WqpUqWLpfIRYAAAAhMXSpUtNUM2RI4f07t3bBFd17NgxyZ8/f0DnIsQCAADAceiJBQAAgOOwYxcAAADCsk6slQYAq+vEEmIBAAAQFq+++qqULl06Q85FT2yQ9G3THSZ0zbNMmTLZPRwAAIDrvhK7bt06qVatWoacj57YIGmAzZ07t2erNAAAAIQPIRYAAACOQ4gFAMCiXbt2yYgRI8xHAPZiYhcAABYlJyfLli1bzMcyZcrYPRzAUZYtWyblypUzn584cUL++OMPv88rWbKkpfMRYgEAABBydevWlfHjx8uECRPk6NGjVzyuE+V14jxLbAEAAOC6MXXqVBNgn3zySbn55pvNBPn0IMQCAGDR2bNnfT4CsG7GjBkyceJEuf/++8W2iV179+6Vnj17SlxcnERFRZnehUGDBsmxY8c8z2ncuLEpC+uRPXt2KV++vIwdO9bvTg0rVqwwa4fdeeedVzy2Z88ec46CBQtesZxV9erVZeTIkT73JSUlmbGVKFFCoqOjpWjRotKsWTP54IMP5K+//vI8zz221MesWbOCeUsAABFAfyZ5fwRg3c6dO6VOnTqSUQIOsTojs1atWrJjxw756KOPTGicNm2aLFy40PQ6HD9+3PPc3r17y4EDB2T79u1mNuczzzxjnpva22+/LQMGDJClS5fK/v37/X5dDbAvv/zyVce2atUqqVmzpvzyyy8yZcoU2bx5syxevFgeeugheeONN0wzvreEhAQzPu+jXbt2gb4lAAAAuIZ8+fL57YUNW4jt16+fqb5+99130qhRI1PxbN26tXz//feyb98+eeqppzzPveGGG6Rw4cKmUtujRw+pWrWqLFiwwOd8KSkp8vHHH0vfvn1NJfbdd9/1+3U15GofxeHDh/0+rhXe7t27m4rv8uXLpU2bNmYGnB6dO3eWH374wXx9b3ny5DHj8z60agwAAICMVb9+fXn++efTXJUgpCFWq6zz58+XRx55RHLkyOHzmAbALl26mECaumVAb+uyCtu2bTMB2Nsnn3wi8fHxUqFCBenatau88847flsONIiWLVtWnnvuOb9j+/nnn00FdujQoZI5s/8/Vnq2hz1//rx5070PAAAAWDNu3DiT1bTVs0aNGtKkSRO/R0hCrLYQaMCsWLGi38f1fl3368iRI55ZaDlz5jS9qQ0bNjRLJgwcOPCKVgINr6pVq1Zy6tQpWbJkid8Aqn/46dOnm56K1H799VfzUcOwm1Zt9eu7Dx1P6mDs/bgeuvafP9rPq7Po3Efx4sUtvGMAAABQevVeWzs1y2n7pgZZf0dIVyfwVyn1Ryuz2l6gwfbZZ5+VevXqmcNNe2W1j/WLL774ezBZs0qnTp1MsNWJYam1bNlSbrvtNvnPf/4jH3744TW/fv78+U2FVun5Lly44PP4q6++Ks2bN/e5Tyer+aM9vY8++qjntlZiCbIAAADWaWFTi4gZIaAQq5fztSKqpeB77rnnisf1/rx580psbKy5rRVLfY27bUA/11lp7uCoYVVXDPAOjhqQ9Q84efJkv+uHaTVWJ5A9/vjjPve7d4DQYOxO8brigfvra0BOTVsg3I9fi45JDwAAANgvoHYCrWy2aNHCXJZPvUbewYMHzTJWWkn113uql+p1GS7tWdWgquF15syZ8sorr5hqqfvYsGGDCbW68oE/tWvXlvbt28vw4cN97tfgqr21uoKB1Z0eAAAAEB6lS5e+5lGqVKnQtRNohVRbAvTS/ujRo80X1P4GrYxqo+4LL7yQ5mv79OljZqV99tlnpjKqbQa9evW6ouJ67733mirtww8/7Pc8+jUqV67sU13V4KxLZmnI1tlvevlfe3QvXrxolu7SPl2tzHo7efKkCd/ecuXKJTExMYG+LQAAALgKnXekE/Q1ayldbuull14yW9G6V6x6+umnJWQhVi/br1mzxvS4duzY0axYoJfltUFX79M1wNKijz344INmgwINv9pW4K9lQEPsiy++KBs3bpR//etfVzyuy2jphgbaGOxNWxXWrl0rY8aMMUuBaUDVQFqtWjXT/6qv8abLfvmbwJW6ygsAAID007X7CxUq5Nl7QPOZe9K/TsgPJMRmclmdpQUfOrFLA7iupuAvaAMA/nnmzp1rNs/Rtc11jXQA1ukVcd3UyjvEaqHRvSOrhlgtjFptCw1q21kAACKRe4301GulAwg/QiwAAABskXoxgEA2piLEAgAQwGLtOrFYPwIIjE7wv+GGGzy3dUEAbdFx0wlfOjfJKnpig0RPLAAAgH2oxAIAAMBxCLEAAABwHEIsAAAAHIcQCwAAANvpNK3ffvvN8vMJsQAAALDdkSNHzI6uVhFiAQAAcF1gnVgAAAA4TiArv2YN6UhEZNq0afL444/LiRMnJGvWv79cSkqK5M2bV+rXry+LFy/2PFc/b9KkiSQlJUmzZs1k8ODB5vA2cuRImTNnjvz8889X3C5VqtRVeym6desm7777bpop/6OPPpL/+7//y6A/OQAAANxGjRp11cc1HwYi5CFWQ6kOas2aNVKnTh1z37Jly6Rw4cLy008/yblz5yR79uzm/sTERLMLyo033hjU11q9erVcunTJfP7jjz/KvffeK9u3b/dsRuC913VCQoK0atXK5/V58uQJ+s8JAACAtH355ZdXeVTkr7/+kusqxFaoUEGKFCliqqzuEKuft23bVhYtWiQrV66Uxo0be+7X0Bus2NhYz+f58uUzHwsWLOg3nOp9GqQBAAAQeuvWrbvmxK5ChQpdXz2xGky1yuqmn2twbdSokef+s2fPmspsekJsKJ0/f95sNet9AAAAIPz9sGENscuXLzdl4tOnT8v69etNgG3YsKGnJ3bFihUmKHqH2GHDhknOnDl9jjFjxmTImDp37nzFuZOTk9N8/tixYyV37tyeo3jx4hkyDgAAAAS+OkHI2wmUVl3PnDljelZ1glf58uXNpX8Nsj169DB9sRpmy5QpY3pi3XRCWPfu3X3ONWnSJFm6dGm6x/Tqq69K8+bNfe6Li4tL8/kjRoyQRx991HNbK7EEWQAAgIyhRcJrTf4Ke4gtW7asFCtWzLQOaIjV8OoOjRoEdRKWPta0aVOf1xUoUMC81pu71zW9tB829bmvJjo62hwAAADIWEePHpWHH35Y5s2bJ08//fT1tU6stglotVUP90QupS0Fc+fOlVWrVl23/bAAAAAI3aoFN910kxw6dEg2btx4fVVilQbUfv36ycWLFz2VWKWf9+/fXy5cuBDWEHvy5Ek5ePCgz325cuWSmJiYsI0BAAAgUvyWai1/nSv1/PPPy6effmo+erdtXnchVlcgiI+P91k+QUOsTvZyL8UVLtqL62/y1vDhw8M2BgAAgEhRpkwZswKBTt5yf9RDWwhSz1OyIpMr0PUM4JnYpQ3Ip06d8mymAAAAAP9StwpoJfaFF14w86ImTJhwxWT+ayHEBokQCwAAkH7vv/++DBw4UOrWrSszZsy46mpRtkzsAgAAAFLr2rWrbN682VRmdYLXddcTCwAAAPij1df58+fL1KlTxSraCYJEOwEAAIB9qMQGyZ39NcwCAABEily5cgW0PWzq1QmuRh/fs2ePpfMRYoN07Ngx85GtZwEAQCQ5fPiwxMbGBvy6wYMH++zQ9dJLL8n48eM996WkpFjerUvRTpCOzRLy5s0rycnJpq0A4aUVcP0FYu/evbRz2ID33168//bhvbcX7//18f6fPHky3dln165dUq1aNbNXgHc4Lly4sFy+fNnSOajEBilz5r8XdtC/RP5Hso++97z/9uH9txfvv3147+3F+2+vYFoJUsuZM6ecO3fO7NgaFRXlCck33HCD5XOwxBYAAADCqmDBgqa39pVXXjG3L126JC+//LLZwdUqKrEAAAAIuyeffFKGDRsmL774oly8eFHOnj0rH3/8seXXE2KDFB0dLc8++6z5iPDj/bcX77+9eP/tw3tvL97/f9b7P3ToULO5wcKFC01LQZs2baROnTqWX8/ELgAAADgOlVgAAACE3KhRoyw9T6u9VlCJBQAAQMhlyZJFKleuLFmz/l1D1ZUJtm3bJlWrVjW3//rrL9m8ebPlJbYIsQAAAAhLiN2/f78UKlTI3N69e7cJsO61Yo8cOWLWidWVCqxgiS0AAACEXeo6qt4OpLZKiA3SlClTpFSpUpI9e3a59dZbZdWqVXYPKSIsXbrUzF6Mi4sziy3PmTPH7iFFjLFjx8ott9xi1vXT9f3atWsn27dvt3tYEeONN94wFQv3Iu9169aVuXPn2j2siDVu3DjzPch7G02EzsiRI8377X3Ex8fbPayIsm/fPunatavkz59fcuTIIVWqVJE1a9bYOiZCbBB0DbNHH33UNB6vW7fObJvWsmVLs10aQuvMmTPm/dZfIhBeS5YskX79+snKlStlwYIFZk2/22+/3fydIPSKFStmgtPatWvND46mTZtK27ZtZcuWLXYPLeKsXr1a3nzzTU8fH8JDeykPHDjgOX744Qe7hxQxTpw4IfXr15ds2bKZX563bt1qNinImzdvQOfxV2VN1+5f2hOLwNSuXdvVr18/z+1Lly654uLiXGPHjrV1XJFG//l+8cUXdg8jYh0+fNj8HSxZssTuoUSsvHnzut566y27hxFRTp8+7SpXrpxrwYIFrkaNGrkGDRpk95AiwrPPPuuqVq2a3cOIWMOGDXPddttt6T5Pjhw5XIcOHfLcPnLkiKtv376e28eOHXNVrFjR8vmoxAZIZ9JpJaR58+ae+zJnzmxur1ixwtaxAeF06tQp8zFfvnx2DyXi6KSHWbNmmSq4thUgfPRqxJ133unzMwDhsWPHDtNKVqZMGenSpYskJyfbPaSI8dVXX0mtWrWkQ4cOpp2sRo0aMmPGjIDP8+eff5rXuxUoUECmTp3qua0/T7TKaxUhNkBHjx41P0DcM+vc9PbBgwdtGxcQTrr8ifYC6uUl3W0F4bFp0ybJmTOn2S3n4Ycfli+++EIqVapk97Aihv7ioC1k2h+O8NK5J++++67MmzfP9IfrrPYGDRp4ZrUjtHbt2mXe93Llysn8+fOlb9++MnDgQHnvvffETmx2ACCoapSu5UdPWnhVqFBBfv75Z1MFnz17tnTr1s30KhNkQ2/v3r0yaNAg0w+uE3oRXq1bt/Z8rr3IGmpLliwpn3zyifTq1cvWsUVK4aJWrVoyZswYc1srsfozYNq0aeb7kF2oxAZIS9+6ztmhQ4d87tfburYZ8E/Xv39/+d///ieJiYlmshHCR/cWL1u2rNx8882mGqiTHF977TW7hxURtI1MJ+/WrFnTLNSuh/4CMWnSJPO51XUtkTHy5Mkj5cuXl6SkJLuHEhGKFClyxS/LFStWtL2lgxAbxA8R/QGycOFCn99Q9Da9afgn07l0GmD1EvaiRYukdOnSdg8p4un3nvPnz9s9jIjQrFkz086hlXD3oZUp7c3Uz7W4gfBJSUmRnTt3mnCF0NPWsdRLKv7666+mGm4n2gmCoMtraflcv4HVrl1bJk6caCZY9OjRw+6hRcQ3Lu/fvLUvSn+AaDN4iRIlbB1bJLQQfPjhh/Lll1+atWLdPeC5c+c2awYitEaMGGEuqeq/c+0D1L+LxYsXm/40hJ7+m0/d/x0TE2PWzKQvPPSGDh1q1gjX0KQ7PukSl/qLQ+fOne0eWkQYMmSI1KtXz7QTdOzY0ayNP336dHPYKt3rJUSo119/3VWiRAlXVFSUWXJr5cqVdg8pIiQmJpplnVIf3bp1s3to/3j+3nc9EhIS7B5aROjZs6erZMmS5ntObGysq1mzZq7vvvvO7mFFNJbYCp9OnTq5ihQpYv79Fy1a1NxOSkqye1gR5euvv3bddNNNrujoaFd8fLxr+vTpdg/JlUn/Y2+MBgAAAAJDTywAAAAchxALAAAAxyHEAgAAwHEIsQAAAHAcQiwAAAAchxALAAAAxyHEAgAAwHEIsQAQAfbs2SOZMmUyO9wBwD8BIRYAgtC9e3dp166d53bjxo1l8ODBto1Ht2C+//77JS4uTrJnzy7FihWTtm3byrZt28zjxYsXlwMHDrBFKoB/jKx2DwAAkD4XL16UFi1aSIUKFeTzzz+XIkWKyO+//y5z586VkydPmufoPvOFCxe2e6gAkGGoxAJABlRllyxZIq+99pq5ZK+HXr5XmzdvltatW0vOnDmlUKFC8sADD8jRo0d9KrgDBgwwVdy8efOa58yYMUPOnDkjPXr0kFy5cknZsmVNIE3Lli1bZOfOnTJ16lSpU6eOlCxZUurXry+jR482t/21E+iY3WP1PhYvXmweP3/+vAwdOlSKFi0qMTExcuutt3oeA4DrASEWANJJw2vdunWld+/e5pK9Hnr5XqugTZs2lRo1asiaNWtk3rx5cujQIenYsaPP69977z0pUKCArFq1ygTavn37SocOHaRevXqybt06uf322034/fPPP/1+/djYWMmcObPMnj1bLl26ZHnM7rHqMWjQIClYsKDEx8ebx/v37y8rVqyQWbNmycaNG814WrVqJTt27MiAdwwA0i+Ty+VyZcB5ACCiaCVTQ+qcOXM8FdXq1avLxIkTPc/RSuiyZctk/vz5nvv0Mr8G3O3bt0v58uXN6zR46vOUfp47d25p3769zJw509x38OBB0yKgodJdWU1typQp8sQTT5i2gVq1akmTJk2kS5cuUqZMGU8ltnTp0rJ+/XozTm/agqDP/f77700FNzk52bxOP2qPrVvz5s2ldu3aMmbMmAx9LwEgGFRiASBENmzYIImJiaaVwH24K516+d+tatWqns81hObPn1+qVKniuU9bDNThw4fT/Fr9+vUzYfeDDz4wVeFPP/1UKleuLAsWLLjqGDXUapV38uTJJsCqTZs2mTCtIdt77Noy4T1uALATE7sAIERSUlKkTZs2Mn78+Cse08qqW7Zs2Xwe095U7/v0trp8+fJVv572z+rX00OrwC1btjQfddKXPxp67777bnnooYekV69ePuPWML127Vrz0ZuGWQC4HhBiASADREVFXdGPWrNmTfnss8+kVKlSkjVreL/davDVqu+PP/7o9/Fz586ZJbj0ORMmTPB5THt49c+ild8GDRqEacQAEBjaCQAgA2hQ/emnn0zvqa4+oFVTvcR//Phx6dy5s6xevdpcitf+WF11wOoELCt0xQENpDqxa+vWrZKUlCRvv/22vPPOO+Z+f/r06SN79+6VSZMmyZEjR0xVVo8LFy6YNgLtkX3wwQdNv6yuQauTzsaOHSvffPNNho0bANKDSiwAZABdjqpbt25SqVIlOXv2rAl+GmyXL18uw4YNMysM6LJVuvyVzvLX1QQyim5soF9r1KhRnqW03LeHDBni9zXa36qrEuh4vWkPr042S0hIMK0Ijz32mOzbt8+snqCTyu66664MGzcApAerEwAAAMBxaCcAAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADhOVrsHAAAAgH++Hj16WHpeQkKCpecRYgEAABByp06d8rm9b98+2bBhg9xxxx1BnY8QCwAAgJD7/PPPPZ/v3btXGjduLBcvXpTy5cvLuHHjAj4fPbEAAAAIm99//90E2KJFi8rChQvljTfekBdffDHg81CJBQAAQFjs379fmjRpInFxcTJ37lyJiYmRL7/8Uu68807Jly+fPPTQQ5bPRYgFAABAyB04cMBUYAsVKiTz5s0zAVbpfR999JF06tRJ8uTJI/fdd5+l82VyuVyuEI8ZAAAAES4+Pl7y588v8+fPl5w5c17x+MyZM6VPnz5y9uxZS+ejEgsAAICQ0wCrFVh/AVY9+OCDcuzYMcvnoxILAACAkEtJSUkzwAaDEAsAAIDrYrMDjaXvvvuupfMRYgEAABBy7du3T/OxS5cuyffff2/6YS9fvmzpfPTEAgAAIKybHXjTJbaefPJJyZ49uzz77LOWz8dmBwAAAAi7ZcuWSb169aRz585y1113ya5du+SJJ56w/HpCLAAAAMJm8+bN0qZNG2nWrJlUrlxZkpKSZPz48ZI7d+6AzkOIBQAAQMj99ttv0q1bN6levbpkzZpVNm3aJDNmzDC7dwWDiV0AAAAIOe15zZw5swwcOFDq1q2b5vPatm1r6XyEWAAAAIScVl+vFTv1caurExBiAQAA4Dj0xAIAAMBxWCcWAAAAYbN161bZvn27/PHHH34f18lfVtBOAAAAgJDT0NqxY0dZsGCB6Y+NiYm54jkaS0+cOGHpfFRiAQAAEHK6G9fhw4dl7dq1Zpmt9KISCwAAgJArX768TJs2TZo2bZoh52NiFwAAAEJu//79UqZMmQw7HyEWAAAAIVesWDHZtm1bhp2PnlgAAACEXPv27WXIkCESFRUlN998s+TOnTtd56MnFgAAACH3559/Su/evWXWrFlX3bmLHbsAAABw3Tlw4ID8+uuvcurUKb+P33333ZbOQ4gNkr5tp0+flly5ckmmTJnsHg4AAEBEoSc2SBpgtZdDf4v417/+ZfdwAAAAHGHVqlXy4YcfmmqsFgLLli0rXbp0kdq1awd0HlYnAAAAQFgMHz5c6tatKwkJCaatQJfdevfdd6VOnTry1FNPBXQuQiwAAABCbvbs2TJhwgSZOHGiHD9+XNavX28O/XzSpEny4osvymeffWb5fPTEpmP/X9oJACCy7Nq1S2bMmGFmWGfkou1AJGjSpIlpGRg/fnyaVdqffvpJEhMTLZ2PSiwAABYlJyfLli1bzEcAgdGq6z333JPm4+3atTPPsYoQCwAAgJDT9V/j4uLSfFwfu3TpkuXzEWIBALDo7NmzPh8BWHfjjTfKjh070nxcH9PnhDTE7t27V3r27GkSs24dVrJkSRk0aJAcO3bM85zGjRubZRP0yJ49u5QvX17Gjh3rd4eGFStWSJYsWeTOO++84rE9e/aYcxQsWNAsa+WtevXqMnLkSJ/7kpKSzNhKlCgh0dHRUrRoUWnWrJl88MEH8tdff3me5x5b6kN3kQAAwB/9meT9EYB19913n7z55ptpPj5t2jS59957Qxditam9Vq1aJi1/9NFHJjTqF124cKFZMkFnmLlp47sun7B9+3YZMWKEPPPMM+a5qb399tsyYMAAWbp0qVlqwR8NsC+//PI11x2rWbOm/PLLLzJlyhTZvHmzLF68WB566CF54403TB+TN/fyDt6H9mMAAAAgY2nWa9Cggd+dunTCfMOGDaV///6h2+ygX79+pvr63XffSY4cOcx9WvWsUaOGKQHrGl8aGNUNN9wghQsXNp/36NFDJk+eLAsWLJC+fft6zpeSkiIff/yxrFmzRg4ePGjWCnvyySf9/sF1WQb9+lqVTU0rvN27dzcV3+XLl0vmzP8/n5crV046d+58RRU4T548nvEBAAAgdHQ1J81zgT6WISFWq6zz58+XF154wRNg3TQM6m4LGkinTp3q85iGxx9++EG2bdtmAqW3Tz75ROLj46VChQrStWtXGTx4sKnapt7KVUOoBuDnnnvOhOHUfv75Z1OB1eqwd4D1xvawAAAA9njvvfcsPa9bt24ZH2K1hUADacWKFf0+rvefOHFCjhw5Ym5rmH3rrbfkwoULcvHiRdMbO3DgwCtaCTS8qlatWpkS85IlS0xPbeoAOm7cOGnTpo0MGTLkisZf3bpMaRh2O3z4sM86frqI7iOPPOITjLUX19vWrVtNZTm18+fPm8O77A0AAABrNL9507lKOkkyV65cnvs0Z1oNsUFN7LK6P4JWZrVCqpf3W7dubVoN6tWr53lce2W1j1XDpMqaNat06tTJBFt/WrZsKbfddpv85z//sfT18+fPb76+Hto6oGHa26uvvup53H2ktfSDTkrTzQ3cR/HixS2NAQAAAGKu6LuPQ4cOmf5Y9c4773ju12KoVQGF2LJly5qKqF6290fvz5s3r8TGxprbGvb0NbfccotpG9A2gO+//97zfA2rmsI1OGqA1UP7aXXLMX9Nv0qrsdqykHoxXHebggZjN62y6tfXQ8+dmrZAuB+/2vOUtjjomNyHrtAAAACAwGhRUTc90OKhFjjvv/9+WbRoUYBnCTDEamWzRYsWpk0g9Rp5OilLl7HSSqq/3tOcOXOaZbiGDh1qKrkaXmfOnCmvvPKKTyV0w4YNJtRqb6s/ul1Z+/btzdZk3nRimfbW6goGuphuRtPlurTp2PsAAACAdZr/dKmttWvXmpWtdKlUne+kq0OtXr06gDMFsTqBVlO1JUAv7Y8ePVpKly5tlq56/PHHzZqsOukrLX369JHnn3/eVFq14qkl4169epmKrTddI0yrtA8//LDf8+jXqFy5sk/VVIOzLpmlIbt+/fqmcqo9utqLq0t3aZ9u6v7XkydPmvDtTfsyYmJiAn1bAAAAcBW6G5cGWA2riYmJpviotMCprQR33HGHyWxpzb1Kd0+sXrbX5bB0wlTHjh3NBKt///vf0qRJE7NpQb58+dJ8rT724IMPmtStIbV58+ZXBFh3iNWvsXHjRr/n0WW0dEODc+fO+dxfp04dk+x1cpcuxVWpUiUTuLWqq/2v3kt7uZf9KlKkiM/x+uuvB/qWAAAA4Bo6dOggK1euNK0D7gDrNmbMGJP/tEhqVSaX1Vla8KGrE2gA1/5YWgsAIDLMnTvXzN3QoohOWAZgnc5F0gCrRca0aFuqzn0K2eoEAABEIvca6anXSgdwbdcKsErnV4WsJxYAAAAIlPbCXmvylnsHVisIsQAAAAg5nc+kk+fTWs5UEWIBAAgB3dFRV8fxt7MjgGtbtmyZVKtWTTICIRYAAIt0ZR7dwRGA/ZjYBQAAAMchxAIAAMBxCLEAAAAIOd0gKzo6OsPOR08sAAAAQu7XX3/N0PMRYgEAABByPXr0sPS8hIQES89j29kgse0sAACAdVmyZJFWrVp5WgrOnDljdvFq06aNuX3+/HmztfPly5ctnY8QGyRCLAAAQGAhdv/+/VKoUCFze/fu3VK1alU5ffq0uX3kyBEpXLiwXLp06fqY2DVt2jTJlSuX/PXXX577UlJSJFu2bNK4cWOf5y5evFgyZcokO3fulFKlSsnEiROvON/IkSOlevXqfm/ra/T1aR3uHSDSenzWrFkhfCcAAADglrqOqrcDqa2GvCe2SZMmJrSuWbNG6tSp49mtQZP2Tz/9JOfOnZPs2bOb+xMTE80uKDp7LRi6H687vf/4449y7733yvbt2z2V0hw5cvj0W2hJ21uePHmC/nMCAAAgfEIeYitUqCBFihQxVVZ3iNXP27Zta/ogVq5c6anI6v0aeoMVGxvr+TxfvnzmY8GCBf2GU71PgzQAAADsoVfCr3bb9nViNZhqldVNP9fg2qhRI8/9Z8+eNZXZ9ITYUNJmY+2D9T4AAABgvbCZNWtWn4Ljk08+6bmtE75atmx5/YXY5cuXm75Ybd5dv369CbANGzY01Ve1YsUKExS9Q+ywYcMkZ86cPseYMWMyZEydO3e+4tzJyclpPl/3ytaJXO6jePHiGTIOAACASLB161bJnz+/z1Xx4cOHe25rvvr222+vr3Viteqqyyhoz+qJEyekfPny5tK/BlldM0z7YjXMlilTxvTEuj3++OOeyVhukyZNkqVLl6Z7TK+++qo0b97c5764uLg0nz9ixAh59NFHPbe1EkuQBQAAsEdYQmzZsmWlWLFipnVAQ6yGV3do1CCok7D0saZNm/q8rkCBAua13ty9ruml/bCpz301WuLOyK3SAAAAELywtBMobRPQaqse3ktraUuBLmy7atWq67YfFgAAANeXsG07qwG1X79+cvHiRU8lVunn/fv3lwsXLoQ1xJ48eVIOHjzoc5+uZxsTExO2MQAAAMABlVhdgUAv4bt3anCHWJ3s5V6KK1y0F1e/nvfx+uuvh+3rAwAAIHhsOxsktp0FAACwbtSoUZae9+yzz1p6HiE2SIRYAAAA62rWrOlzW1tJt23bJlWrVvXcp7FUl2K1ghAbJEIsAABA8Hbv3m0CrLaVXtc9sQAAAIBbeuuoYVud4J/6xrP9LAAAiCS5cuWSTJky2T0MQmywjh07Zj6yaxcAAIgkhw8fNjuv2o0QGyT3zmHJycmmNxbh5d72d+/evfQk24D33168//bhvbcX7//18f5HRUUF9frffvvN5/bvv/9urmzv2bPHp7JbsmRJS+cjxAYpc+a/24k1wPI/kn30vef9tw/vv714/+3De28v3n97BdtKUKZMGZ8+WPd59H73bX388uXLls5HiAUAAEDIWV06yypCLAAAAELOez3YjECIDVJ0dLTZUUI/Ivx4/+3F+28v3n/78N7bi/ff2e//b6l6YtNitSeWzQ4AAAAQclmyZDE9r+7e19ToiQUAAMB16fvvv5cCBQp4Vifo2LGj/Pjjj+b28ePHpWnTppbPRYgFAABAWFSuXFkKFSpkPs+ZM6epvrp7ZXX92UCw7SwAAAAchxALAACAkMvoaViE2CBNmTJFSpUqJdmzZ5dbb71VVq1aZfeQIsLSpUulTZs2EhcXZy5BzJkzx+4hRYyxY8fKLbfcYvbMLliwoLRr1062b99u97AixhtvvGEuubkXea9bt67MnTvX7mFFrHHjxpnvQYMHD7Z7KBFh5MiR5v32PuLj4+0eVkTZt2+fdO3aVfLnzy85cuSQKlWqyJo1a9K9SULq+wLZSIEQG4SPP/5YHn30UbPMxLp166RatWrSsmXLgHs5ELgzZ86Y91t/iUB4LVmyRPr16ycrV66UBQsWyMWLF+X22283fycIvWLFipngtHbtWvODQyc/tG3bVrZs2WL30CLO6tWr5c0338zwNS9x7V7KAwcOeI4ffvjB7iFFjBMnTkj9+vUlW7Zs5pfnrVu3yiuvvCJ58+YN6DwfffSR5MmTx3Nbd+rSrWzdNCCvWLHC8vlYYisIWnnVitTkyZPNbV0KQvcSHjBggAwfPtzu4UUM/W3tiy++MBVBhN+RI0dMRVbDbcOGDe0eTkTKly+fvPTSS9KrVy+7hxIxUlJSpGbNmjJ16lQZPXq0VK9eXSZOnGj3sCKiEqtX3n7++We7hxKRhg8fLsuXL5dly5al6zwTJkyQBx54QGJjYzNkXFRiA3ThwgVTCWnevLnnvsyZM5vbgfz2ADjdqVOnPEEK4XXp0iWZNWuWqYJrWwHCR69G3HnnnT4/AxAeO3bsMK1kWr3r0qWLJCcn2z2kiPHVV19JrVq1pEOHDqZ4UaNGDZkxY0bA53nhhRfMVaX77rvPVHStrgebFkJsgI4ePWp+gLiXh3DT2wcPHrRtXEA46Tce7QXUy0s33XST3cOJGJs2bTJL0uhuOQ8//LC5ElGpUiW7hxUx9BcHbSHT/nCE/wrou+++K/PmzTP94bt375YGDRrI6dOn7R5aRNi1a5d538uVKyfz58+Xvn37ysCBA+W9994L6Dzadvm///3PfA/TXwZ1Z66nn35adu7cGdS4WCcWQFDVqM2bN9OTFmYVKlQwl1O1Cj579mzp1q2baecgyIbe3r17ZdCgQaYfXCf0Irxat27t+Vx7kTXUagD65JNPaKcJU+FCK7Fjxowxt7USqz8Dpk2bZr4PBbJjV4sWLaRo0aLy6aefyqRJk+T99983k8Tq1Klj/i7vvfdey/+PUYkNkO4yoX8Jhw4d8rlfbxcuXNi2cQHh0r9/f/ObdGJiorkshPCJioqSsmXLys0332yqgTrJ8bXXXrN7WBFB28i0iqT9sFmzZjWH/gKhP4T1c71Ch/DRyUHly5eXpKQku4cSEYoUKXLFL8sVK1ZMV0uHTsm655575LPPPjNXsjt37izTp083LSNWEWKD+CGiP0AWLlzo8xuK3qY3Df9k+g1HA6xewl60aJGULl3a7iFFPP3ec/78ebuHERGaNWtm2jm0Eu4+tDKlvZn6uRY3EN4JdnoJWsMVQk9bx1Ivqfjrr7+aanhG0F8C9WeMHvpLoVW0EwRBl9fS8rl+A6tdu7aZmaoTLHr06GH30CLiG5f3b97aF6U/QHRyUYkSJWwdWyS0EHz44Yfy5ZdfmrVi3T3guXPnNmsGIrRGjBhhLqnqv3PtA9S/i8WLF5v+NISe/ptP3f8dExNjlgSiLzz0hg4datYI19C0f/9+s8Sl/uKg1TuE3pAhQ6RevXqmnaBjx45mbXytmuqRHtoWpd/LtNdZe5x1laeAVhzSJbYQuNdff91VokQJV1RUlKt27dqulStX2j2kiJCYmKhLwl1xdOvWze6h/eP5e9/1SEhIsHtoEaFnz56ukiVLmu85sbGxrmbNmrm+++47u4cV0Ro1auQaNGiQ3cOICJ06dXIVKVLE/PsvWrSouZ2UlGT3sCLK119/7brppptc0dHRrvj4eNf06dMDPseFCxdcc+fOdd1///2uzJkzu0qVKuUaNWqUKzk5OagxsU4sAAAAQk6vXPz555+mF1YncWmbTnoQYgEAABByukmUbl3rvWtXehBiAQAA4DhM7AIAAEDIWVnVRmure/bssXQ+KrEAAAAIOV1R4rnnnjOrfaS1ApHu4GV1O1pCLAAAAMISYnWJtEKFCvl9XDcU0Y2jrIZYNjsAAABAWDaMunjxYpqPX7hwIaBtnQmxAAAACDmtsuomRWnRXti0qrT+EGIBAAAQcnXq1JH//ve/aT6uj+lOqFYRYgEgAmiFI1OmTGabZgCwQ9++feWdd96RZ555Ro4fP+65/8SJEzJy5Eh566235OGHH7Z8PkIsAAShe/fuPnt8N27cWAYPHmzbePQS3f333y9xcXGmp6xYsWLStm1b2bZtm3m8ePHicuDAAbnppptsGyOAyNawYUMZN26cOWJjY017QZEiRaRAgQLywgsvyOjRo6VJkyaWz8c6sQDgcDpRokWLFlKhQgX5/PPPzQ+F33//XebOnSsnT570zArWHxgAYKehQ4dK+/btZc6cOeaXb10kq1SpUuaX7nLlygV2Ml1iCwAQmG7durnatm3r+Vy/nXofu3fvNo9t2rTJ1apVK1dMTIyrYMGCrq5du7qOHDniOU+jRo1c/fv3dw0aNMiVJ08e85zp06e7UlJSXN27d3flzJnTdeONN7q+/fbbNMeyfv168zX37NmT5nN0PPocfW5aY9YjMTHRPH7u3DnXY4895oqLi3PdcMMNrtq1a3seA4DrAe0EAJBOr732mtStW1d69+5tLtnroZfvtQratGlTqVGjhqxZs0bmzZsnhw4dko4dO/q8/r333jOX01atWiUDBgwwfWMdOnSQevXqybp16+T222+XBx54QP7880+/X18vy2XOnFlmz54tly5dsjxm91j1GDRokBQsWFDi4+PN4/3795cVK1bIrFmzZOPGjWY8rVq1kh07dmTAOwYA6cdmBwAQZE+shlS9JObuia1evbpMnDjR8xzt71q2bJnMnz/fc59e5teAu337dilfvrx5nQZPfZ7Sz3Pnzm0ut82cOdPcd/DgQdMioKFSZ/f6M2XKFHniiSdM20CtWrVMX1mXLl2kTJkynolduuXj+vXrzTi9aQuCPvf777+X+vXrS3JysnmdftQeW7fmzZubmcNjxozJ0PcSAIJBJRYAQmTDhg2SmJgoOXPm9BzuSufOnTs9z6tatarncw2h+fPnlypVqnjuc6+bqLvZpKVfv34m7H7wwQemKvzpp59K5cqVZcGCBVcdo4ZarfJOnjzZBFi1adMmE6Y1ZHuPfcmSJT7jBgA7MbELAEJE9wFv06aNjB8//orHtLLqli1bNp/HdCks7/v0trrWVoy6H7l+PT20CtyyZUvzUSd9+aOh9+6775aHHnpIevXq5TNuDdNr1641H71pmAWA6wEhFgAyaDvF1P2oNWvWlM8++8zMvM2aNbzfbjX4atX3xx9/9Pv4uXPnzGxgfc6ECRN8HtMeXv2zaOW3QYMGYRoxAASGdgIAyAAaVH/66SfTe3r06FFTNdVL/Lqgd+fOnWX16tXmUrz2x/bo0cPyBCwrdAMDDaQ6sWvr1q2SlJQkb7/9tllUXO/3p0+fPrJ3716ZNGmSHDlyxFRl9dC9y7WNQHtkH3zwQdMvq8vg6KSzsWPHyjfffJNh4waA9KASCwAZtPZht27dpFKlSnL27FkT/DTYLl++XIYNG2ZWGDh//ryULFnSzPLX1QQyim5soF9r1KhRnp253LeHDBni9zXa36qrEuh4vWkPr042S0hIMK0Ijz32mOzbt8+snqCTyu66664MGzcApAerEwAAAMBxaCcAAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOQ4gFAACA4xBiAQAA4DiEWAAAADgOIRYAAACOk9XuAQAAAOCfr0ePHpael5CQYOl5hFgAAACE3KlTp3xunzlzRhYtWiRt2rQJ6nyZXC6XK4PGBgAAAFiye/duqVq1qpw+fVqCQU8sAAAAwi69dVRCLAAAAByHEAsAAADHYWIXAAAAQm7JkiU+t/ft2yeXLl2SxYsXS6ZMmTz3N2rUyNL5mNgFAACAkMuSJYvpg/UOrKnp45cvX7Z0PiqxAAAACLkTJ05k6PmoxAIAAMBxmNgFAACAsJk1a5a0a9dOKlWqZA79/OOPPw74PFRiAQAAEHLa69qhQweZM2eOlCtXTipWrGj6Y3/55RfZvn273HvvvSbMZs5srcZKTywAAABCbuLEiWaFgq+++kruvPNOn8e+/fZbeeCBB+S1116TIUOGWDoflVgAAACEnG4xO3jwYOnZs6ffxxMSEuTVV1+VjRs3WjofIRYAAAAhlyNHDtm2bZuULFnS7+O//fabxMfHy9mzZy2dj4ldAAAACLns2bPLqVOn0nz8jz/+MEHXKkIsAAAAQq5u3boyZcqUNB+fPHmy1KlTx/L5mNgFAACAkHvmmWfMlrJHjx6Vxx57zCyvpXR1gldeecVM+NItaK2iJxYAAABh8fXXX0uvXr1MkPVWoEABeeutt+Tuu++2fC5CLAAAAMJGJ24tWLBAfv31V3O7fPny0qJFi4D6YRUhFgAAANcF3fSgQoUKlp5LTywAAABssXPnTklMTPQcBw8eNDt7WUGIBQAAQFjs2bPHE1h1Etfvv/8uOXPmlNtuu81shNC4cWPL56KdAAAAACFXunRps6FBTEyM1K9fX5o0aWJC6y233CKZMwe+6ishFgAAACGXNWtWU3Xt0aOHmcjVoEEDyZUrV9DnI8QCAAAg5A4fPixLliwxh7YS6OoENWrUMNVYrcpqS4GGXKsIsQAAAAi7Y8eOmTDrDrW6MoGG2pUrV1p6PRO7AAAAEHb58+c3vbG6GoEep06dkg0bNlh+PZVYAAAAhMXevXtN5XXp0qXm0Ilet956qzRt2tS0FdSpU0eioqIsnYsQCwAAgJArU6aM7N+/34RWDawaXOvWrWs5tKYW+HoGAAAAQICSk5MlU6ZMovVTPdxtBMGiEgsAAICQO3TokJnA5d7sICkpyVRha9eubVYnaNSokdSrV0+io6MtnY8QCwAAgLDbt2+fz5az2h+rofbs2bOWXk+IBQAAwHXRbrBw4UKzGYIVhFgAAAA4DuvEAgAAIOSsVFi1tvruu+9aOh+VWAAAAIRclixZpFWrVmlO3Dp//rzMnTvX8ooFhFgAAACEJcTqOrGFChXy+/iRI0ekcOHCcunSJUvnY51YAAAAhFzWrFmvGlD/+usvE3StIsQCAAAg5PLmzWvWik2LPpYvXz7L5yPEAgAAIOSqVatmel7TMm/ePKlatarl8xFiAQAAEHJdunSRcePGyaJFi654TDc7GDNmjHTu3Nny+ZjYBQAAgLBo166dfPXVV1KlShWpWLGiZMqUSbZt2yYbNmyQO+64Q77++mtznxWEWAAAAISFxs7//ve/Mnv2bNm9e7e5XapUKWnfvr10795dMme23iRAiAUAAIDj0BMLAAAAx2HbWQAAAIRc6dKlr/kcbRDYs2ePpfPRTgAAAICQ040MnnvuOcmVK5e5ffToUXnppZdk/Pjx5nZKSoo8/fTTbDsLAACA63fb2V27dpm1Y0+fPm1uHz582Gw7azXE0hMLAAAAxyHEAgAAwHEIsUHSLow//vjDfAQAAEDgUm9sYHWjA0WIDZL2b+TOndvTxwEAAIC09enTR2644QbP7aJFi8rcuXM9t3XC19ixY8UqJnYFSauwGmJPnTol//rXv+weDgAAQERhnVgAAACE3G+//WbpeSVLlrT0PEIsAAAAQq5MmTJmLpH2vXo3AqS+bXWJLUIsAAAAQm79+vV+79cA+9FHH8nrr7/u2QjBCkIsAAAAQq5q1apX3Pfdd9/JiBEjJCkpSZ544gkZOnSo5fMRYgEAABBWq1evluHDh8sPP/wg//73v2X+/PlSoECBgM4R1BJbe/fulZ49e0pcXJxERUWZBtxBgwbJsWPHPM9p3Lix6XHQI3v27FK+fHmzbIK/xRBWrFhhtiK78847r3hsz5495hwFCxa8Yjmr6tWry8iRI33u0ySvYytRooRER0eb5RuaNWsmH3zwgfz111+e57nHlvqYNWtWMG8JAAAArmHHjh3SqVMnqVevnhQpUkS2bdtm2ggCDbBBhVjd57ZWrVpmENq/oKFx2rRpsnDhQqlbt64cP37c89zevXvLgQMHZPv27aZU/Mwzz5jnpvb222/LgAEDZOnSpWZPXX80wL788stXHduqVaukZs2a8ssvv8iUKVNk8+bNsnjxYnnooYfkjTfekC1btvg8PyEhwYzP+2jXrl2gbwkAAACu4eGHH5bKlSub5Um1Evv+++9L6dKlJVgBrxPbunVrEw5//fVXyZEjh+f+gwcPyo033igPPvigCYxaidVK6cSJEz3Pufnmm03V9vPPP/fcl5KSYpL4mjVr5NlnnzX9Ek8++aRPJVb/gI8//rg5786dO01VVun5NXRqNVb/GPrG6CK6GmYzZ74yn7tnxJk/eKZM8sUXXwQdWlknFgAAwDq96q5X5ytUqHDVHU/TmgCWrp5YrbJqz8ILL7zgE2BV4cKFpUuXLvLxxx/L1KlTfR7TgWrPg5aMy5Ur5/PYJ598IvHx8eYP1LVrVxk8eLCp2qbedqxz586yYMECee6552Ty5MlXjO3nn382FVitDvsLsIFuZZba+fPnzeEdYgEAAGCNFiszUkAhVlsINJBWrFjR7+N6/4kTJ+TIkSPmtobZt956Sy5cuCAXL1406XvgwIFXtBJoeFWtWrUylc0lS5aYSm7qADpu3Dhp06aNDBkyxFR9vWllWGkYdjt8+LBZk8ztxRdflEceecQnGOtvBd62bt1q+mlT037eUaNGWXiXAAAAkJq2lWakoCZ2We1A0MqsVkiXL19u2hCeeuop08jrpr2yeulfw6TKmjWrafbVYOtPy5Yt5bbbbpP//Oc/lr5+/vz5zdfXI0+ePCZMe3v11Vc9j7sPnazmj1aHNWC7D53cBgAAAHsEVIktW7asqYjqZft77rnnisf1/rx580psbKy5rT2j+hp324B+XqdOHWnevLm5T8OqrhjgHRw1IOuqAtoyoK9PTauxOoFMe2S9udsUNBjXqFHDfK5VVvfX14CcmrZAuB+/Fh2THgAAALBfQJVYrWy2aNHCtAmcPXvW5zGd2KXLWGkl1V/vac6cOc0yXLqIrQZVDa8zZ86UV155xacSumHDBhNqtbfVn9q1a0v79u3N2mLeNLhqb62uYGB1uzIAAAA4U8CbHWiFVFsC9NL+6NGjzcoBunSVVkZ1TVad9JWWPn36yPPPPy+fffaZqYxq/2yvXr2uqLjee++9pkqrSzH4o19DVyLwrq5qcNYlszRk169f31z+1x5d7cXVpbu0Tzd1/+vJkydN+Pam253FxMQE+rYAAAAgjALuidXL9roclk6Y6tixo5lgpTstNGnSxGxakC9fvjRfq4/pEly6JJaGVG0r8NcyoCFWv8bGjRv9nkc3TtANDc6dO+dzv7YqrF271kzu6tevn1SqVMkEbq3qav9r3759fZ7fo0cPs7yX96EL7gIAACD8tC00ZOvE4m+sEwsAAJA+uv5/YmKi59Ar5FbbQgNuJwAAAACCoZtYuQOr7qr6+++/m3lTuvqU7hWQeonVqyHEAgAAIOR0HtVvv/1m5h7p/CVt/dTQesstt6S5UdXVEGIBAAAQcrrGvrZg6pwknYjfoEEDM6E+rJsdAAAAAIHYv3+/zJgxw6wc9cQTT5ilW2+99VYZNmyYzJs3T1JSUgI6HxO7gsTELgAAgOAdO3bM9MUuWbLEfHRvWLVy5UpLr6edAAAAAGGnlVjtjdXVCPTQwqBuemUVIRaOpRtYaEUcABA59Oqne3t7OLMvViuvuhGVHjrRS1sKmjZtKv/973/Nmv9WEWLh2AD7yCN95fz5C3YPBQAQRtHRUTJ16hsEWQfSjbK0L1ZDq65K8Oabb0rdunUlKioqqPMRYuFIWoHVAPvvrrdLXMG0d4kD/on2Hzou0z/4Tv7d5XaJK8S/f0SO/YePy/T3vzM/AwixzpOcnCzZsmUTnY6lh7uNIFiEWDiaBthSxQvaPQzAFhpg+fcPwCn27dtnJnDpRgcff/yxvPDCC6YKW7t2bWnSpIk0atRI6tWrJ9HR0ZbOR4hNp/Pnz9s9BAAAIsKFi3/9/fECrWROVKhQIenUqZM53KHWvXvXzJkz5fnnnzeh9uzZs9fHOrHTpk0zC9n+9dff//CUrgOm5eTUW4tpOs+UKZPZR7dUqVIyceLEK843cuRIqV69ut/b+hp9fVpH9+7dzfPSenzWrFkB//n0LwAAAITe0eN/T+Y9dOiQ3UNBBihatKh07dpV3n77bdm1a5fs3r1bpk6davn1Ia/EanlYQ+uaNWs8M86WLVsmhQsXlp9++knOnTsn2bNnN/drEi9RooTceOONQX2t1atXy6VLl8znP/74o9x7771mzTH3Oq45cuTwPDchIUFatWrl8/o8efIE/ecEAABA8DQD6m5e102IrVChghQpUsRUWd0hVj9v27atLFq0yCxo667I6v0aeoPl3eSdL9/fkx0KFizoN5zqfRqkAQAAEHpWA6oWGq+bbWc1mGqV1U0/1+CqDbzu+7X/QSuz6QmxAAAAuD7pZgbehy639f77719xv1VhmdilwXTw4MGmL1bD6vr1602A1b1ztWdWrVixwkyS8g6xupfu008/7XMubeauVKlSusfUuXNnyZIli899W7duNaVsf3Rs3pO43Ivsa0+s9vwi/IslAwAA5/j88899bmsPbNWqVa+4/7oKsVp1PXPmjOlZPXHihJQvX95c+tcgq6Vl7YvVVgJdBNc7RD7++OOeyVhukyZNMjs8pNerr74qzZs397kvLi4uzeePHTtWRo0adcX9kydPNpPUAAAAYJ2uFZseYQmxZcuWlWLFipnWAQ2xGl7dobF48eJmEpY+pluOeStQoIB5rTd3r2t6aT9s6nNfzYgRI+TRRx/1qcTq2Pv37y/x8fEZMiYEVomdMGGC3cMAAAA2Cds6sdomoNVWDbFaYXVr2LChzJ07V1atWiV9+/aV65UuvOtv8V1dHiLY1RQAAADggBDbr18/0wfrrsQq/VyrmdrrGs5JXSdPnpSDBw/63Ke9rTExMWEbAwAAQKRYsmSJz22dV6RLo7r3CXDzzonXTYjVSV166V13bPAe6OnTpz1Lcdm5zIP2vQ4fPjxsYwAAAIgUTZs2NX2w3oFVNWvWzPO5Pn758uXrK8Tqblr+GnhLlizp9/49e/b4PY/u0KVHWre9J5Ol1TCc3kbi1O0EAAAg9Ark+3vzIu9iGJxDW0ozUthC7D+Vvz5ZAACQ8aKy/R1boqKi7B4KguDeQTWjEGIBAAAQ9p7YtFx3PbFAKOw/fNzuIQBht//QcZ+PQKTge/4/syfW23XZEwtk9CWJ6Ogomf7+d3YPBbDN9A/494/Io9/7M/qyNJzZE5vJlZGznCKI7u2bJ08es+g+/zPZ4+jRo57tfwEAkUF/5upmSLCPLkl6tWpqsHS1qoEDB0pCQoKl5xNig7Rr1y42OQAAABHn8OHDEhsbG5Lz6o6qtBOEmHv72+TkZMmdO7fdw4k47m1/qYTbg/ffXrz/9uG9txfv//Xx/keFcHWIQCq8hNggZc6c2XzUAMv/SPbR95733z68//bi/bcP7729eP/tFYpWArdAGgQIsQAAAAi5LFmyZOiGU4RYAAAAhNwXX3xxzUnz3bp1s3w+Qmw6dup69tln2bHLJrz/9uL9txfvv3147+3F++/s9//uu+++5sSuQLA6AQAAAGwX6OoEf89OAgAAAGzumS1VqpTl51OJBQAAgOPQEwsAAICQa9KkyTWfo7XVxYsXWzoflVgAAACEpV2gd+/ecsMNN3hWI3j//felX79+5vaff/4p06dPpyc21KZMmWL6NrJnzy633nqrrFq1yu4hRYSlS5dKmzZtJC4uziy2PGfOHLuHFDHGjh0rt9xyi9kzu2DBgtKuXTvZvn273cOKGG+88YZUrVrVs8h73bp1Ze7cuXYPK2KNGzfOfA8aPHiw3UOJCCNHjjTvt/cRHx9v97Aiyr59+6Rr166SP39+yZEjh1SpUkXWrFkT8HlGjRolEyZMMMdTTz1ldv9y337uuecCOhchNggff/yxPProo2aZiXXr1km1atWkZcuWAS8NgcCdOXPGvN/6SwTCa8mSJea35ZUrV8qCBQvk4sWLcvvtt5u/E4ResWLFTHBau3at+cHRtGlTadu2rWzZssXuoUWc1atXy5tvvml+qUD4VK5cWQ4cOOA5fvjhB7uHFDFOnDgh9evXl2zZsplfnrdu3SqvvPKK5M2b19Zx0U4QBK28akVq8uTJ5raWvXUv4QEDBsjw4cPtHl7E0N/EdeFkrQgi/I4cOWIqshpuGzZsaPdwIlK+fPnkpZdekl69etk9lIiRkpIiNWvWlKlTp8ro0aOlevXqMnHiRLuHFRGVWL3y9vPPP9s9lIg0fPhwWb58uSxbtizd7QT79++XQoUKmdu7du0yhanTp0+b2yyxFWIXLlwwlZDmzZt77sucObO5vWLFClvHBoST9jK5gxTC69KlSzJr1ixTBde2AoSPXo248847fX4GIDx27NhhWsnKlCkjXbp0keTkZLuHFDG++uorqVWrlnTo0MEUL2rUqCEzZszIsILU1W5fDSE2QEePHjU/QNy/Rbjp7YMHD9o2LiCc9Ldk7QXUy0s33XST3cOJGJs2bZKcOXOa3XIefvhhcyWiUqVKdg8rYugvDtpCpv3hCP8V0HfffVfmzZtn+sN3794tDRo08FTwEFpaMdX3vVy5cjJ//nzp27evDBw4UN57772AzqOtl967fWl20tYcN53w1adPH8vnY4ktAEFVozZv3kxPWphVqFDBXE7VKvjs2bPNHuPazkGQDb29e/fKoEGDTD+4TuhFeLVu3drzufYia6gtWbKkfPLJJ7TThKlwoZXYMWPGmNtaidWfAdOmTTPfh6z69ttvfW7HxMRI586dPbf1l3Rt1bGKSmyAChQoYHo6Dh065HO/3tY+DuCfrn///vK///1PEhMTzWQjhI/O4i1btqzcfPPNphqovWSvvfaa3cOKCNpGpv162g+bNWtWc+gvEJMmTTKf6xU6hE+ePHmkfPnykpSUZPdQIkKRIkWu+GW5YsWKtrd0EGKD+CGiP0AWLlzo8xuK3qY3Df9kOgdUA6xewl60aJGULl3a7iFFPP3ec/78ebuHERGaNWtm2jm0Eu4+tDKlvZn6uRY3EN4Jdjt37jThCqGnrWOpl1T89ddfTTXcTrQTBEGX19LyuX4Dq127tpmZqhMsevToYffQIuIbl/dv3toXpT9AdHJRiRIlbB1bJLQQfPjhh/Lll1+atWLdPeC5c+c2awYitEaMGGEuqeq/c+0D1L8L3dVG+9MQevpvPnX/t14K1TUz6QsPvaFDh5o1wjU06ex2XeJSf3HwvhSN0BkyZIjUq1fPtBN07NjRrI2vmxLoYStdYguBe/31110lSpRwRUVFuWrXru1auXKl3UOKCImJibok3BVHt27d7B7aP56/912PhIQEu4cWEXr27OkqWbKk+Z4TGxvratasmeu7776ze1gRrVGjRq5BgwbZPYyI0KlTJ1eRIkXMv/+iRYua20lJSXYPK6J8/fXXrptuuskVHR3tio+Pd02fPt3uIblYJxYAAAC2Y51YAAAAOBLrxAIAAMBxAmkQYGIXAAAAQu5amyO4d4K0ip5YAAAAhNy1tinXSKpB1mpPLCEWAAAAtjty5IjZipaJXQAAAHCMQOuqhFgAAABcF1idAADgY8+ePeaHg+5wBwDXo5w5c0qjRo0sP58QCwBB6N69u7Rr185zu3HjxjJ48GDbxqNbMN9///0SFxcn2bNnl2LFiknbtm1l27Zt5vHixYvLgQMH2CIVwHXp/Pnz8swzz8gPP/xg+TUssQUADnfx4kVp0aKFVKhQQT7//HMpUqSI/P777zJ37lw5efKkeY7uM6874QDA9Wbt2rXSrVs3E2QXL15s+XVUYgEgA6qyS5Yskddee81cstdDL9+rzZs3S+vWrc1lMp11+8ADD8jRo0d9KrgDBgwwVdy8efOa58yYMUPOnDkjPXr0kFy5cknZsmVNIE3Lli1bZOfOnTJ16lSpU6eOlCxZUurXry+jR482t/21E+iY3WP1Ptw/QPSHydChQ6Vo0aISExMjt956a0A/XADgWi5duiSjRo0y36+aNm0qGzdulHr16olVhFgASCcNr3Xr1pXevXubS/Z66OV7rYLqN+YaNWrImjVrZN68eXLo0CHp2LHjFQuAFyhQQFatWmUCbd++faVDhw7mm/m6devk9ttvN+H3zz//9Pv1Y2NjJXPmzDJ79mzzQ8HqmN1j1WPQoEFSsGBBiY+PN4/3799fVqxYIbNmzTI/WHQ8rVq1kh07dmTAOwYgEmXJksV8r3If2bJlk+eff14++eQTmTRpkuTIkSOg87FOLAAEQSuZGlLnzJnjqahWr15dJk6c6HmOVkKXLVsm8+fP99ynl/k14G7fvl3Kly9vXqfBU5+n9PPcuXNL+/btZebMmea+gwcPmhYBDZXuympqU6ZMkSeeeML8kKhVq5Y0adJEunTpImXKlPFUYkuXLi3r16834/SmLQj63O+//95URJKTk83r9KP22Lo1b95cateuLWPGjMnQ9xJAZPjqq698buv3u3Hjxpn1Yd9++23zfSsQ9MQCQIhs2LBBEhMTTStBanr5X0Osqlq1qud+DaH58+eXKlWqeO7TFgN1+PDhNL9Wv3795MEHHzSX/FeuXCmffvqpCZv6Q0P7ZdOioVarvJMnTzYBVm3atMn8cHGPz01bDHRsABCMu++++4r7dAKqfq+64447pGfPnvLSSy/JDTfcYOl8hFgACJGUlBRp06aNjB8//orHtLLqppfUvGlvqvd97nUTr7WLjfbP6tfTQ6vALVu2NB/TCrFa4dUfKg899JD06tXLZ9wapnWyhX705i+QA0CwtK3g6aeflrvuusv8Qq0rqOzatcvSawmxAJABoqKiruhHrVmzpnz22WdSqlQpyZo1vN9uNfhqf+uPP/7o9/Fz586ZCog+Z8KECT6PaQ+v/lm08tugQYMwjRhAJKtevbqZA/DUU09Zfg0TuwAgA2hQ/emnn0zvqa4+oFVTvcR//Phx6dy5s6xevdq0EGh/rK46YHUClhW64oAGUp3YtXXrVklKSjL9Ze+88465358+ffrI3r17zWQK7UfTqqweFy5cMG0E2iOr7QnaL6tr0Oqks7Fjx8o333yTYeMGAG96BerFF18Uq6jEAkAG0OWodJ3DSpUqydmzZ03w02C7fPlyGTZsmFlhQHtKdfkrneWvl9Ayim5soF9Ll6pxL6Xlvj1kyBC/r9ElwXRVAh2vN+3h1clmCQkJphXhsccek3379pnVE3RSmV7yA4Bg6Got11pPQB+3upwfqxMAAAAg5B599FHP56dOnZL333/fXLFy02UEp0+ffs3+fzdCLAAAAMJKJ29Vq1ZNTp8+7blPW5t0NRarIZaeWAAAAISVbmygPfjegVV3KoyOjrZ8DkIsAAAAwkqXGdRVWz788EOf3QvdG7RYwcQuAAAAhN0jjzxiJsS+/PLLZkKsbmutuw9aRU8sAAAAbDFt2jRZuHChWWtbN1/p1KmT5dcSYgEAAOA4tBMAAAAg5LTn1QptMbCCSiwAAABCLkuWLPKvf/3LbMiidGWCP/74Q/LkyWNuayTV9WNZJxYAAADXVYjdv3+/WQtW6c6GulasBln3OrGFCxe2vC03S2wBAAAg7LSO6l1LTX37WgixAAAAcBxCLAAAAEIuoztYCbEAAAAIOfeELu+tZxs2bOjzePbs2a2fj4ldAAAACLXDhw9LbGzsFWE2WIRYAAAAOA7tBAAAAHAcQiwAAAAchxALAAAAxyHEAgAAwHEIsQAAAHAcQiwAAAAchxALAAAAxyHEAgAAQJzm/wEoRo+O0qGDAQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pallette = {\n", + " 'ORANGE': 'orange',\n", + " 'WHITE': 'wheat',\n", + "}\n", + "pumpkins['Item Size'] = encoded_pumpkins['ord__Item Size']\n", + "g = sns.catplot(\n", + " data = pumpkins,\n", + " x = 'Item Size',\n", + " y = 'Color',\n", + " row = 'Variety',\n", + " kind = 'box',\n", + " orient = 'h',\n", + " sharex=False,\n", + " margin_titles=True,\n", + " height=1.8,\n", + " aspect=4,\n", + " palette=pallette\n", + ")\n", + "g.set(xlabel='Item Size', ylabel='').set(xlim=(0, 6))\n", + "g.set_titles(row_template='{row_name}')" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_19800\\2511937648.py:5: FutureWarning: \n", + "\n", + "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n", + "\n", + " sns.swarmplot(x=\"color\", y=\"ord__Item Size\", data=encoded_pumpkins, palette=palette)\n", + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\seaborn\\categorical.py:3399: UserWarning: 63.4% of the points cannot be placed; you may want to decrease the size of the markers or use stripplot.\n", + " warnings.warn(msg, UserWarning)\n", + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\seaborn\\categorical.py:3399: UserWarning: 21.8% of the points cannot be placed; you may want to decrease the size of the markers or use stripplot.\n", + " warnings.warn(msg, UserWarning)\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\seaborn\\categorical.py:3399: UserWarning: 79.2% of the points cannot be placed; you may want to decrease the size of the markers or use stripplot.\n", + " warnings.warn(msg, UserWarning)\n", + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\seaborn\\categorical.py:3399: UserWarning: 35.9% of the points cannot be placed; you may want to decrease the size of the markers or use stripplot.\n", + " warnings.warn(msg, UserWarning)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "palette = {\n", + "'0': 'orange',\n", + "'1': 'wheat'\n", + "}\n", + "sns.swarmplot(x=\"color\", y=\"ord__Item Size\", data=encoded_pumpkins, palette=palette)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "\n", + "X = encoded_pumpkins[encoded_pumpkins.columns.difference(['Color'])]\n", + "y = encoded_pumpkins['color']\n", + "\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=0)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 0 1.00 1.00 1.00 166\n", + " 1 1.00 1.00 1.00 33\n", + "\n", + " accuracy 1.00 199\n", + " macro avg 1.00 1.00 1.00 199\n", + "weighted avg 1.00 1.00 1.00 199\n", + "\n", + "Predicted labels: [0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 1 0 0 0 0 0 0 0 0 1 0 0 0 0\n", + " 0 0 0 0 0 0 0 1 0 0 1 0 0 0 1 0 0 0 1 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n", + " 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 1 0 1 0 0 0 0 0 0 1 0 1 0 0 0 0 0 0 0 1 0\n", + " 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0 0 0 0 1 1 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0\n", + " 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 1\n", + " 0 1 0 1 0 0 0 0 0 1 0 0 1 1]\n", + "F1-score: 1.0\n" + ] + } + ], + "source": [ + "from sklearn.metrics import f1_score, classification_report \n", + "from sklearn.linear_model import LogisticRegression\n", + "\n", + "model = LogisticRegression()\n", + "model.fit(X_train, y_train)\n", + "predictions = model.predict(X_test)\n", + "\n", + "print(classification_report(y_test, predictions))\n", + "print('Predicted labels: ', predictions)\n", + "print('F1-score: ', f1_score(y_test, predictions))" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[166, 0],\n", + " [ 0, 33]])" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.metrics import confusion_matrix\n", + "confusion_matrix(y_test, predictions)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from sklearn.metrics import roc_curve, roc_auc_score\n", + "import matplotlib\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "\n", + "y_scores = model.predict_proba(X_test)\n", + "fpr, tpr, thresholds = roc_curve(y_test, y_scores[:,1])\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "plt.plot([0, 1], [0, 1], 'k--')\n", + "plt.plot(fpr, tpr)\n", + "plt.xlabel('False Positive Rate')\n", + "plt.ylabel('True Positive Rate')\n", + "plt.title('ROC Curve')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1.0\n" + ] + } + ], + "source": [ + "auc = roc_auc_score(y_test,y_scores[:,1])\n", + "print(auc)" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": ".venv", "language": "python", "name": "python3" }, @@ -242,7 +659,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.1" + "version": "3.13.3" }, "metadata": { "interpreter": { From e3c43721e1733b11610446e357e419ec9cd0d387 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sun, 8 Jun 2025 15:48:54 +0545 Subject: [PATCH 16/28] Befor the web app --- 3-Web-App/1-Web-App/notebook.ipynb | 419 ++++++++++++++++++++++++++++- 1 file changed, 417 insertions(+), 2 deletions(-) diff --git a/3-Web-App/1-Web-App/notebook.ipynb b/3-Web-App/1-Web-App/notebook.ipynb index c55a2876..a4685d24 100644 --- a/3-Web-App/1-Web-App/notebook.ipynb +++ b/3-Web-App/1-Web-App/notebook.ipynb @@ -1,8 +1,423 @@ { - "cells": [], + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Building the web Appliation" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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datetimecitystatecountryshapeduration (seconds)duration (hours/min)commentsdate postedlatitudelongitude
010/10/1949 20:30san marcostxuscylinder2700.045 minutesThis event took place in early fall around 194...4/27/200429.883056-97.941111
110/10/1949 21:00lackland afbtxNaNlight7200.01-2 hrs1949 Lackland AFB&#44 TX. Lights racing acros...12/16/200529.384210-98.581082
210/10/1955 17:00chester (uk/england)NaNgbcircle20.020 secondsGreen/Orange circular disc over Chester&#44 En...1/21/200853.200000-2.916667
310/10/1956 21:00ednatxuscircle20.01/2 hourMy older brother and twin sister were leaving ...1/17/200428.978333-96.645833
410/10/1960 20:00kaneohehiuslight900.015 minutesAS a Marine 1st Lt. flying an FJ4B fighter/att...1/22/200421.418056-157.803611
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" + ], + "text/plain": [ + " datetime city state country shape \\\n", + "0 10/10/1949 20:30 san marcos tx us cylinder \n", + "1 10/10/1949 21:00 lackland afb tx NaN light \n", + "2 10/10/1955 17:00 chester (uk/england) NaN gb circle \n", + "3 10/10/1956 21:00 edna tx us circle \n", + "4 10/10/1960 20:00 kaneohe hi us light \n", + "\n", + " duration (seconds) duration (hours/min) \\\n", + "0 2700.0 45 minutes \n", + "1 7200.0 1-2 hrs \n", + "2 20.0 20 seconds \n", + "3 20.0 1/2 hour \n", + "4 900.0 15 minutes \n", + "\n", + " comments date posted latitude \\\n", + "0 This event took place in early fall around 194... 4/27/2004 29.883056 \n", + "1 1949 Lackland AFB, TX. Lights racing acros... 12/16/2005 29.384210 \n", + "2 Green/Orange circular disc over Chester, En... 1/21/2008 53.200000 \n", + "3 My older brother and twin sister were leaving ... 1/17/2004 28.978333 \n", + "4 AS a Marine 1st Lt. flying an FJ4B fighter/att... 1/22/2004 21.418056 \n", + "\n", + " longitude \n", + "0 -97.941111 \n", + "1 -98.581082 \n", + "2 -2.916667 \n", + "3 -96.645833 \n", + "4 -157.803611 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd \n", + "import numpy as np\n", + "ufos = pd.read_csv('./data/ufos.csv')\n", + "ufos.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['us', nan, 'gb', 'ca', 'au', 'de'], dtype=object)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ufos = pd.DataFrame({\n", + " 'Seconds': ufos['duration (seconds)'],\n", + " 'Country': ufos['country'],\n", + " 'Latitude': ufos['latitude'],\n", + " 'Longitude': ufos['longitude']\n", + "})\n", + "ufos['Country'].unique()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Index: 25863 entries, 2 to 80330\n", + "Data columns (total 4 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Seconds 25863 non-null float64\n", + " 1 Country 25863 non-null object \n", + " 2 Latitude 25863 non-null float64\n", + " 3 Longitude 25863 non-null float64\n", + "dtypes: float64(3), object(1)\n", + "memory usage: 1010.3+ KB\n" + ] + } + ], + "source": [ + "ufos.dropna(inplace=True)\n", + "ufos = ufos[(ufos['Seconds'] >= 1) & (ufos['Seconds'] <= 60)]\n", + "ufos.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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SecondsCountryLatitudeLongitude
220.0353.200000-2.916667
320.0428.978333-96.645833
1430.0435.823889-80.253611
2360.0445.582778-122.352222
243.0351.783333-0.783333
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" + ], + "text/plain": [ + " Seconds Country Latitude Longitude\n", + "2 20.0 3 53.200000 -2.916667\n", + "3 20.0 4 28.978333 -96.645833\n", + "14 30.0 4 35.823889 -80.253611\n", + "23 60.0 4 45.582778 -122.352222\n", + "24 3.0 3 51.783333 -0.783333" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.preprocessing import LabelEncoder\n", + "ufos['Country'] = LabelEncoder().fit_transform(ufos['Country'])\n", + "ufos.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "Selected_features = ['Seconds','Latitude','Longitude']\n", + "x = ufos[Selected_features]\n", + "y = ufos['Country']\n", + "Xtrain, Xtest, ytrain, ytest = train_test_split(x, y, test_size=0.2, random_state=42)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Confusion matrix result\n", + "##### [0,0] = 41: 41 samples of country 0 were correctly predicted as 0.\n", + "##### [1,1] = 50: 50 samples of country 1 were correctly predicted as 1.\n", + "##### [1,4] = 238: 238 samples of country 1 were incorrectly predicted as country 4.\n", + "##### [4,4] = 4686: 4686 samples of country 4 were correctly predicted as 4.\n", + "##### [4,1] = 14: 14 samples of country 4 were incorrectly predicted as 1." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 0 1.00 1.00 1.00 41\n", + " 1 0.78 0.17 0.28 288\n", + " 2 1.00 0.90 0.95 10\n", + " 3 0.99 1.00 1.00 134\n", + " 4 0.95 1.00 0.97 4700\n", + "\n", + " accuracy 0.95 5173\n", + " macro avg 0.95 0.81 0.84 5173\n", + "weighted avg 0.94 0.95 0.94 5173\n", + "\n", + "Predicted labels: [4 4 4 ... 4 4 1]\n", + "Accuracy [4 4 4 ... 4 4 1]\n", + "Confusion matrix:\n", + " [[ 41 0 0 0 0]\n", + " [ 0 50 0 0 238]\n", + " [ 0 0 9 1 0]\n", + " [ 0 0 0 134 0]\n", + " [ 0 14 0 0 4686]]\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\sklearn\\linear_model\\_logistic.py:465: ConvergenceWarning: lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. OF ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + " n_iter_i = _check_optimize_result(\n" + ] + } + ], + "source": [ + "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix\n", + "from sklearn.linear_model import LogisticRegression\n", + "model = LogisticRegression()\n", + "model.fit(Xtrain, ytrain)\n", + "prediction = model.predict(Xtest)\n", + "print(classification_report(ytest, prediction))\n", + "print('Predicted labels:', prediction)\n", + "print('Accuracy', prediction)\n", + "print('Confusion matrix:\\n', confusion_matrix(ytest, prediction))\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.3" } }, "nbformat": 4, From ec654cccbbf2361c62867c842d9943769501ba91 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sun, 8 Jun 2025 19:42:30 +0545 Subject: [PATCH 17/28] change --- 3-Web-App/1-Web-App/notebook.ipynb | 44 ++- 3-Web-App/1-Web-App/solution/notebook.ipynb | 343 ++++++++++++++++---- 3-Web-App/1-Web-App/solution/ufo-model.pkl | Bin 988 -> 1011 bytes 3-Web-App/1-Web-App/ufos_model.pkl | Bin 0 -> 1011 bytes 4 files changed, 308 insertions(+), 79 deletions(-) create mode 100644 3-Web-App/1-Web-App/ufos_model.pkl diff --git a/3-Web-App/1-Web-App/notebook.ipynb b/3-Web-App/1-Web-App/notebook.ipynb index a4685d24..a9e8ae77 100644 --- a/3-Web-App/1-Web-App/notebook.ipynb +++ b/3-Web-App/1-Web-App/notebook.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 28, "metadata": {}, "outputs": [ { @@ -151,7 +151,7 @@ "4 -157.803611 " ] }, - "execution_count": 11, + "execution_count": 28, "metadata": {}, "output_type": "execute_result" } @@ -165,7 +165,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 29, "metadata": {}, "outputs": [ { @@ -174,7 +174,7 @@ "array(['us', nan, 'gb', 'ca', 'au', 'de'], dtype=object)" ] }, - "execution_count": 12, + "execution_count": 29, "metadata": {}, "output_type": "execute_result" } @@ -191,7 +191,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 30, "metadata": {}, "outputs": [ { @@ -220,7 +220,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 31, "metadata": {}, "outputs": [ { @@ -299,7 +299,7 @@ "24 3.0 3 51.783333 -0.783333" ] }, - "execution_count": 15, + "execution_count": 31, "metadata": {}, "output_type": "execute_result" } @@ -312,7 +312,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 32, "metadata": {}, "outputs": [], "source": [ @@ -337,7 +337,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 35, "metadata": {}, "outputs": [ { @@ -397,8 +397,30 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model loaded from disk [3]\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\sklearn\\utils\\validation.py:2739: UserWarning: X does not have valid feature names, but LogisticRegression was fitted with feature names\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "import pickle\n", + "model_filename = 'ufos_model.pkl'\n", + "pickle.dump(model, open(model_filename, 'wb'))\n", + "model = pickle.load(open(model_filename, 'rb'))\n", + "print('Model loaded from disk', model.predict([[50, 44, -12]]))" + ] } ], "metadata": { diff --git a/3-Web-App/1-Web-App/solution/notebook.ipynb b/3-Web-App/1-Web-App/solution/notebook.ipynb index 430bfd9d..054f2575 100644 --- a/3-Web-App/1-Web-App/solution/notebook.ipynb +++ b/3-Web-App/1-Web-App/solution/notebook.ipynb @@ -1,46 +1,126 @@ { - "metadata": { - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.0" - }, - "orig_nbformat": 2, - "kernelspec": { - "name": "python37364bit8d3b438fb5fc4430a93ac2cb74d693a7", - "display_name": "Python 3.7.0 64-bit ('3.7')" - }, - "metadata": { - "interpreter": { - "hash": "70b38d7a306a849643e446cd70466270a13445e5987dfa1344ef2b127438fa4d" - } - } - }, - "nbformat": 4, - "nbformat_minor": 2, "cells": [ { + "cell_type": "markdown", + "metadata": {}, "source": [ "## Build a Web App using a Regression model to learn about UFO sighting" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 2, "metadata": {}, "outputs": [ { - "output_type": "execute_result", "data": { + "text/html": [ + "
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datetimecitystatecountryshapeduration (seconds)duration (hours/min)commentsdate postedlatitudelongitude
010/10/1949 20:30san marcostxuscylinder2700.045 minutesThis event took place in early fall around 194...4/27/200429.883056-97.941111
110/10/1949 21:00lackland afbtxNaNlight7200.01-2 hrs1949 Lackland AFB&#44 TX. Lights racing acros...12/16/200529.384210-98.581082
210/10/1955 17:00chester (uk/england)NaNgbcircle20.020 secondsGreen/Orange circular disc over Chester&#44 En...1/21/200853.200000-2.916667
310/10/1956 21:00ednatxuscircle20.01/2 hourMy older brother and twin sister were leaving ...1/17/200428.978333-96.645833
410/10/1960 20:00kaneohehiuslight900.015 minutesAS a Marine 1st Lt. flying an FJ4B fighter/att...1/22/200421.418056-157.803611
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datetimecitystatecountryshapeduration (seconds)duration (hours/min)commentsdate postedlatitudelongitude
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110/10/1949 21:00lackland afbtxNaNlight7200.01-2 hrs1949 Lackland AFB&#44 TX. Lights racing acros...12/16/200529.384210-98.581082
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410/10/1960 20:00kaneohehiuslight900.015 minutesAS a Marine 1st Lt. flying an FJ4B fighter/att...1/22/200421.418056-157.803611
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SecondsCountryLatitudeLongitude
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" + ] }, + "execution_count": 5, "metadata": {}, - "execution_count": 26 + "output_type": "execute_result" } ], "source": [ @@ -162,7 +316,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -179,37 +333,55 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, "outputs": [ { + "name": "stdout", "output_type": "stream", - "name": "stderr", "text": [ - "/Library/Frameworks/Python.framework/Versions/3.7/lib/python3.7/site-packages/sklearn/linear_model/logistic.py:432: FutureWarning: Default solver will be changed to 'lbfgs' in 0.22. Specify a solver to silence this warning.\n", - " FutureWarning)\n", - "/Library/Frameworks/Python.framework/Versions/3.7/lib/python3.7/site-packages/sklearn/linear_model/logistic.py:469: FutureWarning: Default multi_class will be changed to 'auto' in 0.22. Specify the multi_class option to silence this warning.\n", - " \"this warning.\", FutureWarning)\n", " precision recall f1-score support\n", "\n", " 0 1.00 1.00 1.00 41\n", - " 1 1.00 0.02 0.05 250\n", - " 2 0.00 0.00 0.00 8\n", - " 3 0.94 1.00 0.97 131\n", - " 4 0.95 1.00 0.97 4743\n", + " 1 0.82 0.22 0.35 250\n", + " 2 1.00 1.00 1.00 8\n", + " 3 1.00 1.00 1.00 131\n", + " 4 0.96 1.00 0.98 4743\n", "\n", - " accuracy 0.95 5173\n", - " macro avg 0.78 0.60 0.60 5173\n", - "weighted avg 0.95 0.95 0.93 5173\n", + " accuracy 0.96 5173\n", + " macro avg 0.96 0.84 0.87 5173\n", + "weighted avg 0.96 0.96 0.95 5173\n", "\n", "Predicted labels: [4 4 4 ... 3 4 4]\n", - "Accuracy: 0.9512855209742895\n", - "/Library/Frameworks/Python.framework/Versions/3.7/lib/python3.7/site-packages/sklearn/metrics/classification.py:1437: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples.\n", - " 'precision', 'predicted', average, warn_for)\n" + "Accuracy: 0.9601778465107288\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\sklearn\\linear_model\\_logistic.py:465: ConvergenceWarning: lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. OF ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + " n_iter_i = _check_optimize_result(\n" ] } ], "source": [ + "# from sklearn.model_selection import train_test_split\n", + "# from sklearn.metrics import accuracy_score, classification_report \n", + "# from sklearn.linear_model import LogisticRegression\n", + "# model = LogisticRegression()\n", + "# model.fit(X_train, y_train)\n", + "# predictions = model.predict(X_test)z\n", + "\n", + "# print(classification_report(y_test, predictions))\n", + "# print('Predicted labels: ', predictions)\n", + "# print('Accuracy: ', accuracy_score(y_test, predictions))\n", "from sklearn.model_selection import train_test_split\n", "from sklearn.metrics import accuracy_score, classification_report \n", "from sklearn.linear_model import LogisticRegression\n", @@ -225,20 +397,28 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "metadata": {}, "outputs": [ { - "output_type": "stream", "name": "stdout", + "output_type": "stream", "text": [ - "[3]\n" + "[1]\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\AI\\MachineLearning\\ML-For-Beginners\\.venv\\Lib\\site-packages\\sklearn\\utils\\validation.py:2739: UserWarning: X does not have valid feature names, but LogisticRegression was fitted with feature names\n", + " warnings.warn(\n" ] } ], "source": [ "import pickle\n", - "model_filename = 'ufo-model.pkl'\n", + "model_filename = 'ufo-model.pkl'SS\n", "pickle.dump(model, open(model_filename,'wb'))\n", "\n", "model = pickle.load(open('ufo-model.pkl','rb'))\n", @@ -252,5 +432,32 @@ "outputs": [], "source": [] } - ] -} \ No newline at end of file + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "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": "3.13.3" + }, + "metadata": { + "interpreter": { + "hash": "70b38d7a306a849643e446cd70466270a13445e5987dfa1344ef2b127438fa4d" + } + }, + "orig_nbformat": 2 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/3-Web-App/1-Web-App/solution/ufo-model.pkl b/3-Web-App/1-Web-App/solution/ufo-model.pkl index 523962f2d5d53f1cf3c6b000d00a487cb7013557..ead0856394d193cb0c16c6d81a8a098eb3c2d997 100644 GIT binary patch literal 1011 zcmZ`&T}TvB6y9}zTz9ufi+*%9!6FxGz)TS`W@#y-k(Deeq`1t^+}$0Wompq@sEY;m zV6AX5$kR&?1@#h9QPM*_?Y@Yh&`Xa7fe;1J4^nUTb9Z*i47(3=&tdNQe$G92!h7?* 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a/2-Regression/1-Tools/notebook.ipynb +++ b/2-Regression/1-Tools/notebook.ipynb @@ -2,1512 +2,52 @@ "cells": [ { "cell_type": "markdown", - "id": "4c285a8e", "metadata": {}, "source": [ - "# Welcome to the world of Machine Learning" + "### Welcome to the world of Machine learning\n", + "###### create the .venv environment form https://scikit-learn.org/stable/install.html\n", + "###### use the .venv environment for the execution of the ipykernel\n", + "###### first install scikit-learn, matplotlib, numpy, pandas, ipykernel in virtual environment" ] }, { "cell_type": "code", - "execution_count": 1, - "id": "471131ae", + "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "[1 2 3 4]\n" - ] - } - ], - "source": [ - "import numpy as np\n", - "a = np.array([[1, 2, 3, 4], [ 5, 6, 7, 8], [9, 10, 11, 12]])\n", - "print(a[0])\n" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "483bcfdb", - "metadata": {}, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "from sklearn import datasets, linear_model, model_selection\n", - "import pandas as pd\n" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "id": "6ffd05a8", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(442, 10)\n", - "[ 0.03807591 0.05068012 0.06169621 0.02187239 -0.0442235 -0.03482076\n", - " -0.04340085 -0.00259226 0.01990749 -0.01764613]\n" - ] - } - ], - "source": [ - "x, y = datasets.load_diabetes(return_X_y=True)\n", - "print(x.shape)\n", - "print(x[0])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b7d5a1b8", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "x = x[:, 2]\n", - "x = x.reshape((-1,1))\n", - "x_train, x_test, y_train, y_test = model_selection.train_test_split(x, y, test_size=0.33)\n", - "model = linear_model.LinearRegression()\n", - "model.fit(x_train, y_train)\n", - "y_pred =model.predict(x_test)\n", - "plt.scatter(x_test, y_test, color='black')\n", - "plt.plot(x_test, y_pred, color='blue', linewidth=3)\n", - "plt.xlabel('Scaled BMI')\n", - "plt.ylabel('Diabetes Progression')\n", - "plt.title('A graph plot showng Diabetes Progression Against Scaled BMI') \n", - "plt.show()\n", - "#end of regression example" - ] - }, - { - "cell_type": "markdown", - "id": "797b9472", - "metadata": {}, - "source": [ - "## This is the new Course from Retression \n", - "##### URL: https://learn.microsoft.com/en-gb/training/modules/train-evaluate-regression-models/3-exercise-model" - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "id": "f3b27b8d", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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011/1/201110106020.3441670.3636250.8058330.160446331
121/2/201110100020.3634780.3537390.6960870.248539131
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" - ], - "text/plain": [ - " instant dteday season yr ... atemp hum windspeed rentals\n", - "0 1 1/1/2011 1 0 ... 0.363625 0.805833 0.160446 331\n", - "1 2 1/2/2011 1 0 ... 0.353739 0.696087 0.248539 131\n", - "2 3 1/3/2011 1 0 ... 0.189405 0.437273 0.248309 120\n", - "3 4 1/4/2011 1 0 ... 0.212122 0.590435 0.160296 108\n", - "4 5 1/5/2011 1 0 ... 0.229270 0.436957 0.186900 82\n", - "\n", - "[5 rows x 14 columns]" - ] - }, - "execution_count": 47, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import pandas as pd\n", - "import wget\n", - "import os\n", - "# load the training dataset\n", - "url = \"https://raw.githubusercontent.com/MicrosoftDocs/mslearn-introduction-to-machine-learning/main/Data/ml-basics/daily-bike-share.csv\"\n", - "filename = \"daily-bike-share.csv\"\n", - "if not os.path.exists(filename):\n", - " wget.download(url, filename)\n", - "\n", - "# Load the training dataset\n", - "bike_data = pd.read_csv(filename)\n", - "bike_data.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "id": "ff823528", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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instantdtedayseasonyrmnthholidayweekdayworkingdayweathersittempatemphumwindspeedrentalsday
011/1/201110106020.3441670.3636250.8058330.1604463311
121/2/201110100020.3634780.3537390.6960870.2485391312
231/3/201110101110.1963640.1894050.4372730.2483091203
341/4/201110102110.2000000.2121220.5904350.1602961084
451/5/201110103110.2269570.2292700.4369570.186900825
561/6/201110104110.2043480.2332090.5182610.089565886
671/7/201110105120.1965220.2088390.4986960.1687261487
781/8/201110106020.1650000.1622540.5358330.266804688
891/9/201110100010.1383330.1161750.4341670.361950549
9101/10/201110101110.1508330.1508880.4829170.2232674110
10111/11/201110102120.1690910.1914640.6863640.1221324311
11121/12/201110103110.1727270.1604730.5995450.3046272512
12131/13/201110104110.1650000.1508830.4704170.3010003813
13141/14/201110105110.1608700.1884130.5378260.1265485414
14151/15/201110106020.2333330.2481120.4987500.15796322215
15161/16/201110100010.2316670.2342170.4837500.18843325116
16171/17/201110111020.1758330.1767710.5375000.19401711717
17181/18/201110102120.2166670.2323330.8616670.146775918
18191/19/201110103120.2921740.2984220.7417390.2083177819
19201/20/201110104120.2616670.2550500.5383330.1959048320
20211/21/201110105110.1775000.1578330.4570830.3532427521
21221/22/201110106010.0591300.0790700.4000000.1719709322
22231/23/201110100010.0965220.0988390.4365220.24660015023
23241/24/201110101110.0973910.1179300.4917390.1583308624
24251/25/201110102120.2234780.2345260.6169570.12979618625
25261/26/201110103130.2175000.2036000.8625000.2938503426
26271/27/201110104110.1950000.2197000.6875000.1138371527
27281/28/201110105120.2034780.2233170.7930430.1233003828
28291/29/201110106010.1965220.2121260.6517390.14536512329
29301/30/201110100010.2165220.2503220.7221740.07398314030
30311/31/201110101120.1808330.1862500.6037500.1871924231
31322/1/201110202120.1921740.2345300.8295650.053213471
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tempatemphumwindspeedrentals
count731.000000731.000000731.000000731.000000731.000000
mean0.4953850.4743540.6278940.190486848.176471
std0.1830510.1629610.1424290.077498686.622488
min0.0591300.0790700.0000000.0223922.000000
25%0.3370830.3378420.5200000.134950315.500000
50%0.4983330.4867330.6266670.180975713.000000
75%0.6554170.6086020.7302090.2332141096.000000
max0.8616670.8408960.9725000.5074633410.000000
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" - ], - "text/plain": [ - " temp atemp hum windspeed rentals\n", - "count 731.000000 731.000000 731.000000 731.000000 731.000000\n", - "mean 0.495385 0.474354 0.627894 0.190486 848.176471\n", - "std 0.183051 0.162961 0.142429 0.077498 686.622488\n", - "min 0.059130 0.079070 0.000000 0.022392 2.000000\n", - "25% 0.337083 0.337842 0.520000 0.134950 315.500000\n", - "50% 0.498333 0.486733 0.626667 0.180975 713.000000\n", - "75% 0.655417 0.608602 0.730209 0.233214 1096.000000\n", - "max 0.861667 0.840896 0.972500 0.507463 3410.000000" - ] - }, - "execution_count": 49, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "numeric_features = ['temp', 'atemp', 'hum', 'windspeed']\n", - "bike_data[numeric_features + ['rentals']].describe()" - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "id": "9051434a", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\Paskal Sunari\\AppData\\Local\\Temp\\ipykernel_16508\\1526679315.py:19: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", - " fig.show()\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "# This ensures plots are displayed inline in the Jupyter notebook\n", - "%matplotlib inline\n", - "label = bike_data['rentals']\n", - "fig, ax = plt.subplots(2, 1, figsize=(10, 6))\n", - "ax[0].hist(label, bins=100)\n", - "ax[0].set_ylabel('Frequency')\n", - "\n", - "#Add line for the meaan median and mode\n", - "ax[0].axvline(label.mean(), color='magenta', linestyle='dashed', linewidth=1)\n", - "ax[0].axvline(label.median(), color='blue', linestyle='dashed', linewidth=1)\n", - "\n", - "#Plot the boxplot\n", - "ax[1].boxplot(label, vert=False)\n", - "ax[1].set_xlabel('Rentals')\n", - "#Add the title\n", - "fig.suptitle('Distribution of Rentals')\n", - "fig.show()\n" - ] - }, - { - "cell_type": "code", - "execution_count": 56, - "id": "1358ffb3", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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UTxwAIM5nlDVFvLH//vvbS1Pcm957M3wmqGfPnjrooIO0fPnysEX9hg0btHXr1lrbtG3bVv369bPbhCvqy8rK7BJUXFxsL82+zeKqYNtdPoamglzGD7mMn5TN5fwa//c59Pk14qJJUcrmMwHIZfyQy/ghl4rp+Btc1FdVVem6667TgAED1KtXL7vOFOdZWVnab7/9asWaXndzWzjB9SYm2m3M2P5JkyaFrH/jjTfUsmVLuc4MbUJ8kMv4IZfxQy7ji3zGD7mMH3IZP6mey9LS0sQW9WZs/erVq7V06VIl280336wJEybU6qnv2rWrHd+fm5srlz+JmSfu4MGDlZmZ2djNcRq5jB9yGT/kMr7IZ2rmsldBza9+vre6YKiaApdy2dSRy9ojUhJS1F9zzTV69dVXtWTJEh144IHV6zt37qzy8nLt3LmzVm+9mf3G3BZOcL2JMbPf1NzmuOOOC7tNdna2XeoyD3hzeNCby3E0BeQyfshl/JDL+CKfqZXLsspA2PVNrd0u5NIVqZ7LzCiPPabZb8yPWk1B/9JLL+mtt95Sjx49at3ep08fu+OFCxdWrzNTXm7atEn9+/cPe5/mPkxhX3Mb84nEzIITaRsAgEMukTT0u0u/sEukoUO/vQQAxCYj1iE3Zmabl19+2c5VHxzzbn7YauaXN5djxoyxQ2PMj2fNUJhf/epXtjiv+SNZ8+NZMy7+vPPOUyAQsGPz77rrLh122GG2yL/99tvVpUsXOw8+AMBxiyUVSsqvJ2yxVFgo5dcTBwDYx6L+0UcftZeDBg2qtd5MW3nFFVfY/z/wwANKS0uzJ50yM9SY+eYfeeSRWvGm9z44c45x00032bnux40bZ4fuDBw40E6f2aJFi1iaBwAAAKSkjFiH39THFOLTp0+3S7T3Y3rrJ0+ebBcAAAAAsYlpTD0AAACApoeiHgAAAHAcRT0AAADgOIp6AAAAwHEU9QAAAIDjKOoBAACAVJrSEgCAmI2VZE5N0raesLGSOYVJ23riAAChKOoBAIl1Z5RhUcYBAEIx/AYAAABwHEU9AAAA4DiKegAAAMBxFPUAgMQ6UFLgu0u/sAOlQODbSwBAbCjqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOoh4AAABwHEU9AAAA4DiKegAAAMBxFPUAAACA4yjqAQAAAMdlNHYDAADN3FOSyiRl1xP2lFRWJmXXEwcACEVRDwBIrEFRhkUZBwAIxfAbAAAAwHEU9QAAAIDjGH4DAEisRTXG1PsMsVm06Psx9QzFAYDYUNQDABLrUkmFkvIlbfYJu1QqLJTy86XNPnEAgFAMvwEAAAAcR1EPAAAAOI6iHgAAAHAcRT0AAADgOIp6AAAAwHEU9QAAAIDjKOoBAAAAx1HUAwAAAI6jqAcAAAAcxxllAQCJFeXZYTmLLAA0HD31AAAAgOMo6gEAAADHUdQDAAAAjmNMPQAgsSZJKpLUVtKdPmGTpKIiqW1b6U6fOABAKIp6AEBiPSapUFK+f1H/2GNSYaGUn09RDwCxYvgNAAAA4DiKegAAACDVivolS5bonHPOUZcuXRQIBDRnzpxat5t14ZZ777034n0WFBSExPfs2bNhRwQAAACkmJiL+t27d+vYY4/V9OnTw96+ZcuWWsvMmTNtkX7++ef73u/RRx9da7ulS5fG2jQAAAAgJcX8Q9mzzjrLLpF07ty51vWXX35Zp556qg4++GD/hmRkhGwLAAAAoJFnv9m2bZvmzp2rJ598st7YtWvX2iE9LVq0UP/+/TV16lQddNBBYWPLysrsElRcXGwvKyoq7OKqYNtdPoamglzGD7mMn1TNZYYyFFBAnjztrdjrGykFJHmq8I1L7Xwmgku5zE73wq5vKm13KZdNHblUTMcf8Dwv/F9HNBsHAnrppZc0YsSIsLffc889mjZtmj7//HNbrEfy+uuvq6SkREcccYQdejNp0iQVFhZq9erVatOmTdgx+CamrtmzZ6tly5YNPRwAQAIMGTNEOTtytKf9Hr3x+BsR48aMGaIdO3LUvv0ePe4TBwCppLS0VKNGjVJRUZFyc3Mbp6g3P3YdPHiwHnrooZjud+fOnerWrZvuv/9+jRkzJqqe+q5du2r79u2+B+vCJ7EFCxbYnGVmZjZ2c5xGLuOHXMZPquYyo0eGAoUBefme9m6I3APfo0eGCgsDys/3tMEnLtXzmQgu5bJXwfyw61cXDFVT4FIumzpy+X2d26FDh3qL+oQNv/mf//kfrVmzRs8991zM2+633346/PDDtW7durC3Z2dn26Uu84A3hwe9uRxHU0Au44dcxk/K5fIUSdulQIeA73Gfcoq0fbvUoZ44pXo+E8iFXJZVmiFaoZpau13IpStSPZeZUR57wor6xx9/XH369LEz5cTKDMVZv369LrvssoS0DQCQRE9HGRZlHAAgDlNamoJ71apVdjE2bNhg/79p06ZaXxO88MILuuqqq8Lex+mnn66HH364+voNN9ygxYsXa+PGjVq2bJnOO+88paena+TIkbE2DwAAAEg5MffUr1ixwk5RGTRhwgR7OXr0aM2aNcv+/9lnn5UZqh+pKDe98Gb8e9DmzZtt7I4dO3TAAQdo4MCBeuedd+z/AQAAAMS5qB80aJAt2P2MGzfOLpGYHvmazIcAAAAAAEkafgMAQExOM6cN/+7SL+w0c3bxby8BAE3o5FMAAOjfkgolFdUT9m+psFAqqicOABCKnnoAAADAcRT1AAAAgOMo6gEAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBxFPQAAAOA4Tj4FAEisOySVSGpdT9gdUkmJ1LqeOABAKIp6AEBijYsyLMo4AEAoht8AAAAAjqOoBwAAABzH8BsAQGJtkVQpKV1Snk/YFqmyUkpPl/J84gAAoeipBwAk1g8ldf3u0i/sh1LXrt9eAgBiQ1EPAAAAOI6iHgAAAHAcRT0AAADgOIp6AAAAwHEU9QAAAIDjKOoBAAAAx1HUAwAAAI6jqAcAAAAcR1EPAAAAOC6jsRsAAGjmFkraW/87zsKF0t69UgbvTAAQM146ASRV94lzw67fOG1Y0tuCJDkiyrAo41JdpL8hg78jIHUx/AYAAABwHEU9AAAA4DiG3wAAEmu2pFJJLSWN8gmbLZWWSi1bSqN84gAAoSjqAQCJdZOkQkn5/kX9TTdJhYVSfj5FPQDEiuE3AAAAgOMo6gEAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBxFPQAAAOA4inoAAADAcZx8CgCQWJ3rXEYK61z7EgAQPYp6AEBirYgyLMo4AEAoht8AAAAAjqOoBwAAABxHUQ8AAACkWlG/ZMkSnXPOOerSpYsCgYDmzJlT6/YrrrjCrq+5nHnmmfXe7/Tp09W9e3e1aNFC/fr103vvvRdr0wAATdHPJV3w3aVf2M+lCy749hIAkOAfyu7evVvHHnusfvazn+knP/lJ2BhTxD/xxBPV17Ozs33v87nnntOECRM0Y8YMW9A/+OCDGjp0qNasWaOOHTvG2kQAQFMyV1KhpPx6wuZKhYVSfj1xAIA4FPVnnXWWXfyYIr5zDHOS3X///Ro7dqyuvPJKe90U93PnztXMmTM1ceLEWJsIAAAApJSETGm5aNEi28Perl07nXbaabrrrrvUvn37sLHl5eVauXKlbr755up1aWlpOuOMM7R8+fKw25SVldklqLi42F5WVFTYxVXBtrt8DE0FuWy6ucxO93z305yl6vMyQxkKKCBPnvZW7PWNlAKSPFX4xqV2PiP9De1LLlzKZVN/DXEpl00duVRMxx/wPC/yq0N9GwcCeumllzRixIjqdc8++6xatmypHj16aP369brlllvUunVrW6Cnp6eH3Mfnn3+u/Px8LVu2TP37969ef9NNN2nx4sV69913Q7YpKCjQpEmTQtbPnj3b7hsA0HQMGTNEOTtytKf9Hr3x+BsR48aMGaIdO3LUvv0ePe4TBwCppLS0VKNGjVJRUZFyc3OT11N/8cUXV///mGOOUe/evXXIIYfY3vvTTz89LvswvfpmDH7NnvquXbtqyJAhvgfrwiexBQsWaPDgwcrMzGzs5jjN1Vz2Kpgfdv3qgqFqLrlsiseYLK4+L/dVRotv32rMRAhnn312xLgWUcbFO5+uPScjtdevzfUdY7hcNmZe/I4xkqbyeKXq33kikMvaI1Ia/YyyBx98sDp06KB169aFLerNbaYHf9u2bbXWm+uRxuWbMfvhfnxrHvDm8KA3l+NoClzLZVmlGXoQqikcQ7xy2ZSPMVlce17GixmCE91xRxsXn3y69pyM1F6/Nkd7jDVz2Zh58TvGSJra45Wqf+eJkOq5zIzy2BM+T/3mzZu1Y8cO5eXlhb09KytLffr00cKFC6vXVVVV2es1h+MAAAAAiFNRX1JSolWrVtnF2LBhg/3/pk2b7G033nij3nnnHW3cuNEW5sOHD9ehhx5qp6gMMj32Dz/8cPV1M5Tmscce05NPPqmPP/5YV199tZ06MzgbDgAAAIA4Dr9ZsWKFTj311OrrwbHto0eP1qOPPqp//vOftjjfuXOnPUGVGec+ZcqUWsNlzA9ot2/fXn39oosu0pdffqk77rhDW7du1XHHHad58+apU6dOsTYPAAAASDkxF/WDBg2S34Q58+fX/+MW04tf1zXXXGMXAEAzM1LS15La1RM2Uvr6a6ldPXEAgEb4oSwAIMXdG2VYlHEAgEb4oSwAAACAxKKoBwAAABxHUQ8AAAA4jqIeAJBYPSXlfnfpF9ZTMicFN5cAgNhQ1AMAEqtE0q7vLv3CSqRdu769BADEhqIeAAAAcBxFPQAAAOA4inoAAADAcRT1AAAAgOMo6gEAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4LqOxGwAAaOZmSNojKaeesBnSnj1STj1xAIBQFPUAEqL7xLlK1WPcOG1Y0tvSpP04yrAo45ryc5jHPjap8DoBJAvDbwAAAADHUdQDAAAAjmP4DQAgsVZKKpeUJamPT9hKqbxcysqS+vjEAQBCUdQDABJruKRCSfmSNvuEDZcKC6X8fGmzTxwAIBTDbwAAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBxFPQAAAOA4inoAAADAcRT1AAAAgOMo6gEAAADHcUZZAEBifSzJkxSoJ+xjyfOkQD1xAIBQFPUAgMRqE2VYlHEAgFAMvwEAAAAcR1EPAAAAOI7hNwCAxLpfUrGkXEkTfMLul4qLpdxcaYJPHAAgFEU9ACDxRX2hpPz6i/rCQik/n6IeAGLF8BsAAADAcRT1AAAAgOMYfgM0U90nzg27fuO0YTFtk53u6Z6+ahbHXt/xA43xd4fE4vUAqYKeegAAAMBxFPUAAACA4yjqAQAAAMdR1AMAAACOo6gHAAAAHMfsNwCAxPqBpK6SDqgn7AdS167SAfXEAQDi0FO/ZMkSnXPOOerSpYsCgYDmzJlTfVtFRYV+/etf65hjjlGrVq1szOWXX67PP//c9z4LCgrsfdVcevbsGWvTAABN0SuSln936Rf2irR8+beXAIAEF/W7d+/Wscceq+nTp4fcVlpaqg8++EC33367vXzxxRe1Zs0anXvuufXe79FHH60tW7ZUL0uXLo21aQAAAEBKinn4zVlnnWWXcNq2basFCxbUWvfwww+rb9++2rRpkw466KDIDcnIUOfOnWNtDgAAAJDyEj6mvqioyA6n2W+//Xzj1q5da4frtGjRQv3799fUqVMjfggoKyuzS1BxcXH18B+zuCrYdpePoalwNZfm7K3hNOQ4GnJf4bbJTvMa1IZI+48kno+V376TsZ9I+3D1edlUxSufsT5XG6Kxn9/1PVfD5TKer0fJyH2sx+63TTzawd/5viOXiun4A57nNfgvyhTrL730kkaMGBH29m+++UYDBgyw4+OffvrpiPfz+uuvq6SkREcccYQdejNp0iQVFhZq9erVatOmTdgx+CamrtmzZ6tly5YNPRwAQAL0/U1fZRdnqyy3TO/d+l7EuN/8pq+Ki7OVm1umW33iACCVlJaWatSoUbajPDc3N/lFvflUcf7552vz5s1atGiRbyPq2rlzp7p166b7779fY8aMiaqnvmvXrtq+fXtM+2lqTM7M8KXBgwcrMzOzsZvjNFdz2atgftj1qwuGJuW+wm1jeuqnnFAVcy4j7T+ShhxjQ/adjP1E2oerz8t9ldEjQ4HCgLx8T3s37I0Y16NHhgoLA8rP97TBJy7e+Yz1udoQjf38ru+5Gi6X8Xw9SkbuYz12v232Rar+nScCufy+zu3QoUO9RX1Goh6ECy+8UJ9++qneeuutmAttM1Tn8MMP17p168Lenp2dbZe6zAPeHB705nIcTYFruSyrDIRd35BjaMh9RdomuF0s7fC7r1jbFav6jiPR+6lvH649L+MloECUxx1tXHzyGetztSEa+/kd7XO1Zi7j+XqUjNzHeux+28SrPan4d54IqZ7LzCiPPS1RBb0ZI//mm2+qffv2Md+HGYqzfv165eXlxbt5AAAAQLOT1pCCe9WqVXYxNmzYYP9vZrcxBf1Pf/pTrVixwo6hr6ys1NatW+1SXl5efR+nn366nRUn6IYbbtDixYu1ceNGLVu2TOedd57S09M1cuTIeB0nAAAA0GzFPPzGFOynnnpq9fUJEybYy9GjR9sfsL7y3VlDjjvuuFrbvf322xo0aJD9v+mFN+Pfg8y4e1PA79ixQwcccIAGDhyod955x/4fAAAAQJyLelOY+/22Nprf3Zoe+ZqeffbZWJsBAAAAIFFj6gEAAAAkF0U9AAAA4DiKegAAAMBxCZmnHgCAamY+hWJJ9ZyyxMy7UFwsOXwOQQBoNBT1AICIuk+cG3b9xmnDor+TCVGGRRkHxPJcBVIFw28AAAAAx1HUAwAAAI5j+A0AILF2mZOYSApIauMTtsuc60QKBKQ2PnEAgFD01AMAEutISW2/u/QLO1Jq2/bbSwBAbCjqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOoh4AAABwHEU9AAAA4DiKegAAAMBxFPUAAACA4yjqAQAAAMdlNHYDAADN3MuSyiVl1RP2slReLmXVEwcACEVRDwBIrD5RhkUZBwAIxfAbAAAAwHEU9QAAAIDjGH4DAEisVyXtkZQj6cc+Ya9Ke/ZIOTnSj33iAAChKOoBAIn1C0mFkvIlbfYJ+4VUWCjl50ubfeIAAKEYfgMAAAA4jqIeAAAAcBzDbwDAUd0nzg27fuO0YUlvC9x+DmWne7qnr9SrYL7KKgON3axmlUv+HpEs9NQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBxFPQAAAOA4inoAQGK1ltTmu0u/sNZSmzbfXgIAYsOUlgCAxPokyrAo4wAAoeipBwAAABxHUQ8AAAA4jqIeAAAAcBxj6gEAiXWjpK8ltZN0r0/YjdLXX0vt2kn3+sQBAEJR1AMAEusZSYWS8v2L+meekQoLpfx8inoAiBXDbwAAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAASLWifsmSJTrnnHPUpUsXBQIBzZkzp9btnufpjjvuUF5ennJycnTGGWdo7dq19d7v9OnT1b17d7Vo0UL9+vXTe++9F2vTAAAAgJQUc1G/e/duHXvssbYID+eee+7RH/7wB82YMUPvvvuuWrVqpaFDh+qbb76JeJ/PPfecJkyYoDvvvFMffPCBvX+zzRdffBFr8wAAAICUE3NRf9ZZZ+muu+7SeeedF3Kb6aV/8MEHddttt2n48OHq3bu3/vznP+vzzz8P6dGv6f7779fYsWN15ZVX6qijjrIfCFq2bKmZM2fGfkQAAABAionryac2bNigrVu32iE3QW3btrXDaZYvX66LL744ZJvy8nKtXLlSN998c/W6tLQ0ex9mm3DKysrsElRcXGwvKyoq7OKqYNtdPoamwtVcZqd7Ydc35Dgacl/htslO8xrUhkj7jySej5XfvpOxn0j7iPfzMp7Pl0TuI+2sNAW+Csjb31NVRVXEuLPOStNXXwW0//6eKnzi6rZhX4831udqQzT287u+Ywz+nQcvm8KxJEMijqVuLl17H2pKXH0vj7dojz/gme71BjJj6l966SWNGDHCXl+2bJkGDBhge+bNmPqgCy+80MaaYTZ1mdj8/Hy7bf/+/avX33TTTVq8eLEdwlNXQUGBJk2aFLJ+9uzZtocfAAAAaA5KS0s1atQoFRUVKTc3Nzk99clievXNGPyaPfVdu3bVkCFDfA/WhU9iCxYs0ODBg5WZmdnYzXFaU89lr4L5McWvLhgat3343Ve4bUxv05QTqmLOZTyPMdZj8dt3rLmM9Tj8/OPW0yI+L+P1eCXreRTv/cTr77whj308H+OGaArtCv6d374iTWVVgQbdR7KeX/EUz+dq8Fjq5jJZfw/NUVN/L0+W4IiU+sS1qO/cubO93LZtW62eenP9uOOOC7tNhw4dlJ6ebmNqMteD91dXdna2XeoyD3hzeNCby3E0BU01l2WVsb1pNuQYIu3D77782hVrLuN5jLEeS33HEYtYj8NPcN/hchnvxyvW+4rXPhq6n31RM58Neezj+Rg3RFNqlylCG7rfZD2/4imez9W6xxLMZVN8D3JNU30vT5Zojz2u89T36NHDFuILFy6s9enCDKGpObSmpqysLPXp06fWNlVVVfZ6pG0AAAAA7ENRX1JSolWrVtkl+ONY8/9NmzbZcfPXXXednR3nlVde0YcffqjLL7/czmkfHHdvnH766Xr44Yerr5uhNI899piefPJJffzxx7r66qvt1JlmNhwAgONOkHTgd5d+YSdIBx747SUAIDYxD79ZsWKFTj311OrrwbHto0eP1qxZs+wPXE1BPm7cOO3cuVMDBw7UvHnz7EmlgtavX6/t27dXX7/ooov05Zdf2pNWmdlzzFAds02nTp1ibR4AoKnZKqkwirCtUmEUcQCAOBT1gwYNsvPRR2J66ydPnmyXSDZu3Biy7pprrrELAAAAgNjEdUw9AAAAgOSjqAcAAAAcR1EPAAAAOI6iHgAAAHAcRT0AAADgOIp6AAAAwHEU9QAAAECqzVMPAEBM7pFUKqllPWH3SKWlUst64gAAoSjqAQCJNSrKsCjjAAChGH4DAAAAOI6iHgAAAHAcw28AAIm1RtLe795xjvAJWyPt3StlZEhH+MQBAEJR1AMAEut0SYWS8iVt9gk7XSoslPLzpc0+cQCAUAy/AQAAABxHUQ8AAAA4juE3wD7qPnFu2PUbpw1L+D7ivR8/vQrmq6wy0Cj7bkhegLp4viRWU3idAlIZPfUAAACA4yjqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOoh4AAABwHFNaAgAS631JlZLS6wl7X6qslNLriQMAhKKoBwAkVl6UYVHGAQBCMfwGAAAAcBxFPQAAAOA4ht8AABLrT5JKJLWWNM4n7E9SSYnUurU0zicOABCKoh4AkFiTJRVKyvcv6idPlgoLpfx8inoAiBXDbwAAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBxFPQAAAOA4inoAAADAcRT1AAAAgOM4+RQAILEOl9RWUqd6wg6X2raVOtUTBwAIRVEPOK77xLmN3YRmka+N04YlfN+9Cubrnr7fXpZVBtRcnysh++kbXY7feiu2fWSne42az3jhb9id14OGPFYNec1pzNcpuIvhNwAAAIDjKOoBAAAAx1HUAwAAAI5jTD0AIKEe/Ptx2r80S/pM0tOR4y65RNq+XerQQXraJw4AEIqiHgCQUP027a+8khypwj9u8WKpsFDKz09WywCg+WD4DQAAAOC4uBf13bt3VyAQCFnGjx8fNn7WrFkhsS1atIh3swAAAIBmK+7Db95//31VVlZWX1+9erUGDx6sCy64IOI2ubm5WrNmTfV1U9gDAAAAaKSi/oADDqh1fdq0aTrkkEN0yimnRNzGFPGdO3eOd1MAAACAlJDQH8qWl5frqaee0oQJE3x730tKStStWzdVVVXpBz/4ge6++24dffTREePLysrsElRcXGwvKyoq7OKqYNtdPoZUzKU5q6VfG2LZJhlibVd2mlfrcl/uK57tirdI+4/nvv1yGWu7Gvt5FIvgy78nT3sr9tbzlmSCPVX4xn177A3JJ8JLdC6T8ffVVNobbS4b8redavUBdZFiOv6A53kJ+4t6/vnnNWrUKG3atEldunQJG7N8+XKtXbtWvXv3VlFRke677z4tWbJEH330kQ488MCw2xQUFGjSpEkh62fPnq2WLVvG/TgAAA03ZMwQ5ezI0Z72e/TG429EjBszZoh27MhR+/Z79LhPHACkktLSUltPmzrZDFlvlKJ+6NChysrK0t///veYPo0ceeSRGjlypKZMmRJ1T33Xrl21fft234Nt6syxL1iwwP4GITMzs7Gb47Rk5rJXwfyw61cXDI15m2SItV2mt2nKCVW6fUWayqoCCTvGxs5XpP3Hc99+uYy1XfFuWyItfuh0dd6VIy/f094NkXvge/TIUGFhQPn5njb4xAWPvSH5RHiJzmUy/r6aSnujzWVD/rb9tmmOqIu+r3M7dOhQb1GfsOE3n376qd588029+OKLMW1nHrTjjz9e69atixiTnZ1tl3DbNocHvbkcR6rksqwy/Iu2334jbZMMDW2XeXOqe3s8j7Gx8xVp/4nYd7hcNtW8xEOw6yigQJR/j/XH1Tz2WPIJf4nKZTL/vppKe+vLZUP+tlO1Nkj1uigzymNPWFH/xBNPqGPHjho2bFhM25mZcz788EOdffbZiWoaACCJnj32M7Upy9BVPz7YN27sWKmoSGrbNmlNA4BmIyFFvfnBqynqR48erYyM2ru4/PLLlZ+fr6lTp9rrkydP1oknnqhDDz1UO3fu1L333mt7+a+66qpENA0AkGS/H7jWXl51p39Rf+edSWoQADRDCSnqzbAb8+PYn/3sZyG3mfVpad+f8+rrr7/W2LFjtXXrVrVr1059+vTRsmXLdNRRRyWiaQAAAECzk5CifsiQIYr0+9tFixbVuv7AAw/YBQAAAEDDfN9lDgAAAMBJFPUAgIRaPv00bfztMCn8qUeqmVOTmBNVRThFCQDAB0U9AAAA4DiKegAAAMBxCZunHoi37hPnhl2/cVps50Jo7PaiaearsffvWruSJdWPH3D5fRDJRU89AAAA4DiKegAAAMBxFPUAAACA4yjqAQAAAMdR1AMAAACOo6gHAAAAHMeUlgCAhLr+nFXK2pumP/+yn2/cU09JZWVSdnbSmgYAzQZFPQAgod456Ktv/zPIP25QPbcDACJj+A0AAADgOIp6AAAAwHEMvwEAJNSJm/a3Y+q1yH8IzqJF34+pZygOAMSGoh4AkFAP/P045ZXkSMskbY4cd+mlUmGhlJ8vbfaJAwCEYvgNAAAA4DiKegAAAMBxFPUAAACA4yjqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOoh4AAABwHEU9AAAA4DjOKAsASKj+49/6/srEyHEZl0rdvvt/d584ING6T5zb2E0AYkZPPQAAAOA4inoAAADAcRT1AAAAgOMYUw8ASKhrlx6mNmUZ2pW9V78fuDZi3M6lh6mqLENp2Xu1n08cACAURT0AIKEu/r+uyivJ0ZbWe3yL+pL/66rKkhylt95DUQ8AMWL4DQAAAOA4inoAAADAcRT1AAAAgOMo6gEAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBwnnwIAJNS7B32l/Uuz9FXLct+47IO+UlVpltLqiQMAhKKoBwAk1HXnrIoq7oAo4wAAoRh+AwAAADiOoh4AAABwXNyL+oKCAgUCgVpLz549fbd54YUXbEyLFi10zDHH6LXXXot3swAAAIBmKyFj6o8++mi9+eab3+8kI/Juli1bppEjR2rq1Kn68Y9/rNmzZ2vEiBH64IMP1KtXr0Q0DwCQRLOf6acOu7O1vVWZRo18N2Lc1mf6qWp3ttJalamzTxwAIElFvSniO3fuHFXs73//e5155pm68cYb7fUpU6ZowYIFevjhhzVjxoxENA8AkEQ9vmqlvJIctSnzf8vZ+1UrVZbkKL2eOABAqIS8cq5du1ZdunSxw2n69+9ve+EPOuigsLHLly/XhAkTaq0bOnSo5syZE/H+y8rK7BJUXFxsLysqKuziqmDbXT6GRMpO98KuD5evZOYyUruaKr+chDuW7DSv1uW+3Feq88tlcxYIfH/p97yINi7V85kIic5lpNeK5vg6EW0u4/n62VzrBuoixXT8Ac/z4voX9frrr6ukpERHHHGEtmzZokmTJqmwsFCrV69WmzZtQuKzsrL05JNP2iE4QY888ojdbtu2bRHH7Zvb6zJDd1q2bBnPwwEA7KMhY4YoZ0eO9rTfozcefyNi3JgxQ7RjR47at9+jx33iACCVlJaWatSoUSoqKlJubm7yeurPOuus6v/37t1b/fr1U7du3fT8889rzJgxcdnHzTffXKt33/TUd+3aVUOGDPE9WBc+iZmhR4MHD1ZmZqZc0qtgftj1qwuGNso+6stlpPtKBX6PSbi8mN6mKSdU6fYVaSqr+q4rFQ2SqrnsVy7lSCoql256Lz1inLldUcSlej4TgVwmP5exvhb7ach7rd8+4vnenap1UTwFR6TUJ+EDF/fbbz8dfvjhWrduXdjbzdj7uj3y5rrfmPzs7Gy71GUe8ObwoLt4HGWV4V+44nkcDdlHpFxGuq9U4Jcvv7yYN6dUzls8pVoug98Hm0u/4442LtXzmUjkMnm5bOhrcaz31ZB9NLUaxMW6KJ6iPfaEz1NvhuKsX79eeXl5YW83Y+4XLlxYa535VGbWAwAAAGiEov6GG27Q4sWLtXHjRjtd5Xnnnaf09PTqMfOXX365HT4TdO2112revHn63e9+p08++cSOl1+xYoWuueaaeDcNAAAAaJbiPvxm8+bNtoDfsWOHDjjgAA0cOFDvvPOO/b+xadMmpaV9/1nipJNOsj9wve2223TLLbfosMMOszPfMEc9AAAA0EhF/bPPPut7+6JFi0LWXXDBBXYBAAAAEDvO8AEASKg/DFirluUZKs3a6xvXdsBaeeUZCtQTBwAIRVEPAEioZ477LKq4NlHGAQAaYfYbAAAAAIlFUQ8AAAA4juE3AICEOqAkW+lVAVWmefqydVnEuL0l2ZI5A2eapwyfOABAKIp6AEBCvfLkAOWV5GhL6z3qP/6tiHFbnxygypIcpbfeowN94gAAoRh+AwAAADiOoh4AAABwHEU9AAAA4DiKegAAAMBxFPUAAACA4yjqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOM8oCKab7xLmN3QSkmEsuflfpVQFVpnm+cZ0ufldeVUCBeuIAAKEo6gEACfWf9rujisuMMg4AEIrhNwAAAIDjKOoBAAAAxzH8BgCQUOf+q4tyKtK1J7NSrxz1ecS43f/qoqqKdKVlVqqVTxwAIBRFPQAgoW5+u6fySnK0pfUe36L+67d7qrIkR+mt91DUA0CMGH4DAAAAOI6iHgAAAHAcRT0AAADgOIp6AAAAwHEU9QAAAIDjKOoBAAAAx1HUAwAAAI6jqAcAAAAcx8mnAAAJ9WXrslqXkaR/d3vwEgAQPYp6AEBCnTv6f6OKy4syDgAQiuE3AAAAgOMo6gEAAADHUdQDAAAAjmNMPQAgoe6e10ttv8lSUYty3XLm6ohxO+b1UtU3WUprUa72PnEAgFAU9QCAhDp1fUflleRoS+s9vnF71ndUZUmO0uuJAwCEYvgNAAAA4Dh66hG17hPnJuW+Nk4bFrf9AADQ3MXz/RnuoqceAAAAcBxFPQAAAOA4inoAAADAcRT1AAAAgOMo6gEAAADHUdQDAAAAjot7UT916lT98Ic/VJs2bdSxY0eNGDFCa9as8d1m1qxZCgQCtZYWLVrEu2kAgEbwylGf69nem+yln1ZHfa7WvTfZSwBAI89Tv3jxYo0fP94W9nv37tUtt9yiIUOG6F//+pdatWoVcbvc3Nxaxb8p7AEA7pt66idRxbWLMg4AkISift68eSG98KbHfuXKlTr55JMjbmeK+M6dO8e7OQAAAECzl/AzyhYVFdnL/fff3zeupKRE3bp1U1VVlX7wgx/o7rvv1tFHHx02tqyszC5BxcXF9rKiosIurgq2vakeQ3a6F/M2kY7F775i3SZcfH25bMixpKrsNK/WJRqOXMYX+Ywfcpn8XPq91zf2e1RTqUOael2ULNEef8DzvIQ9c0yBfu6552rnzp1aunRpxLjly5dr7dq16t27t/0QcN9992nJkiX66KOPdOCBB4bEFxQUaNKkSSHrZ8+erZYtW8b9OAAAAIDGUFpaqlGjRtka2QxXb5Si/uqrr9brr79uC/pwxbnfJ5IjjzxSI0eO1JQpU6Lqqe/atau2b9/ue7BNnTnuBQsWaPDgwcrMzFRT06tgfszbrC4YGvN9xbpNuPj6ctmQY0lVprdpyglVun1Fmsqq+K3LvkjVXL4+Y5A6lmTri9ZlOusXiyLGbZgxSJUl2UpvXaYePnGpns9EIJfJz2Wk97qm8B7l17Zkaup1UbKYOrdDhw71FvUJG35zzTXX6NVXX7U97rEU9IZ54I4//nitW7cu7O3Z2dl2Cbddc3jQm+pxlFXG/kIf6Tj87ivWbfxyFSmXDTmWVGfenMhbfKRaLnPK09W6PFO7yvf6HndVebqqyjMVqCcu1fOZSOQyebn0e+9q7MegqdUgTbUuSpZojz3uU1qajn9T0L/00kt666231KNHj5jvo7KyUh9++KHy8vLi3TwAAACg2Yl7T72ZztKMbX/55ZftXPVbt26169u2baucnBz7/8svv1z5+fl2Tntj8uTJOvHEE3XooYfa8ff33nuvPv30U1111VXxbh4AAADQ7MS9qH/00Uft5aBBg2qtf+KJJ3TFFVfY/2/atElpad9/SfD1119r7Nix9gNAu3bt1KdPHy1btkxHHXVUvJsHAAAANDtxL+qj+d3tokW1fwD1wAMP2AUAAABA7OI+ph4AAABAclHUAwAAAI6jqAcAAAAcR1EPAAAAOC5hJ59C/bpPnFvrena6p3v6xue+gjZOG6bmLtyx70suAcTXrUNXq8XeNH2TUeUbt//Q1fL2pilQTxzQHER6324K4llTxHqcfvtI5VonGhT1AICEeuvQL6KKaxllHAAgFMNvAAAAAMdR1AMAAACOY/gNACChem3NVVZlmsrTq7S6c3HEuLKtuVJlmpRepWyfOABAKIp6AEBCPfa3E5RXkqMtrfeo//i3IsZ9+bcTVFmSo/TWe3SgTxwAIBTDbwAAAADHUdQDAAAAjqOoBwAAABxHUQ8AAAA4jqIeAAAAcBxFPQAAAOA4inoAAADAcRT1AAAAgOMo6gEAAADHcUZZAEBCnXHVYgUUkCfPN67LVYslBaR64gAAoSjqAQAJtTu7Mqq4tCjjAAChGH4DAAAAOI6iHgAAAHAcw28AAAk15r0ealOeoV1Ze/V43w0R44rf66Gq8gylZe1Vrk8cACAURT0AIKGuer+H8kpytKX1Hv+i/v0eqizJUXrrPRT1ABAjht8AAAAAjqOnPk66T5wb8baN04YlZT/xales+4i3eO6/V8F8lVWaKfIAAAAaVmvEs5ZLFHrqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOoh4AAABwHEU9AAAA4DimtAQAJNTqzsXaUvqNdrQs943L6lysytJvlF5PHAAgFEU9ACChxp6/Iqq4jlHGAQBCMfwGAAAAcBxFPQAAAOA4inoAAADAcYypBwAk1GN/O0HtS7PsD2X9xtd/8bcTVFmaZX8oy/h6AIgNRT0AIKF6bc1VXkmOtrTe4xtXvjVXlSU5Sq8nDgAQiuE3AAAAgOMo6gEAAADHUdQDAAAAjqOoBwAAAByXsKJ++vTp6t69u1q0aKF+/frpvffe841/4YUX1LNnTxt/zDHH6LXXXktU0wAAAIBmJSFF/XPPPacJEybozjvv1AcffKBjjz1WQ4cO1RdffBE2ftmyZRo5cqTGjBmjf/zjHxoxYoRdVq9enYjmAQAAAM1KQor6+++/X2PHjtWVV16po446SjNmzFDLli01c+bMsPG///3vdeaZZ+rGG2/UkUceqSlTpugHP/iBHn744UQ0DwAAAGhW4j5PfXl5uVauXKmbb765el1aWprOOOMMLV++POw2Zr3p2a/J9OzPmTMnbHxZWZldgoqKiuzlV199pYqKCjWGjL27I962Y8eOqLbJqPJUWlpl4zMzM2PeT6yibVdT30fY+/8ulxkVaaqsCiR0X80duYyfVM1liYpVrAqVaE89f/vFksxreH1xqZ3PRCCX8dOccxnpPd1PrO/3NfdharrS0tLquijSfSW7Xcm2a9cue+l5nn+gF2eFhYVmj96yZctqrb/xxhu9vn37ht0mMzPTmz17dq1106dP9zp27Bg2/s4777T7YGFhYWFhYWFhYVEKLJ999plvDe7kGWXNtwA1e/arqqpsL3379u0VCLj7qbi4uFhdu3bVZ599ptzc3MZujtPIZfyQy/ghl/FFPuOHXMYPuYwfcqnqHnrTW9+lSxf5iXtR36FDB6Wnp2vbtm211pvrnTt3DruNWR9LfHZ2tl1q2m+//dRcmCduKj9544lcxg+5jB9yGV/kM37IZfyQy/ghl1Lbtm2T/0PZrKws9enTRwsXLqzVk26u9+/fP+w2Zn3NeGPBggUR4wEAAAB8LyHDb8zQmNGjR+uEE05Q37599eCDD2r37t12Nhzj8ssvV35+vqZOnWqvX3vttTrllFP0u9/9TsOGDdOzzz6rFStW6E9/+lMimgcAAAA0Kwkp6i+66CJ9+eWXuuOOO7R161Ydd9xxmjdvnjp16mRv37Rpk50RJ+ikk07S7Nmzddttt+mWW27RYYcdZme+6dWrl1KJGVJk5vavO7QIsSOX8UMu44dcxhf5jB9yGT/kMn7IZWwC5teyMW4DAAAAoLmffAoAAABA8lDUAwAAAI6jqAcAAAAcR1EPAAAAOI6iPommT5+u7t27q0WLFurXr5/ee++9iLEfffSRzj//fBtvzpJrpgVFw/P52GOP6Uc/+pHatWtnlzPOOMM3PtXEkssXX3zRTldrTvjWqlUrO7vVX/7yl6S2t7nksiYzla/5Wx8xYkTC29gcczlr1iybv5qL2Q4Nf27u3LlT48ePV15enp195PDDD9drr72WtPY2l1wOGjQo5LlpFjOFN2J/Xpp66IgjjlBOTo492+z111+vb775JmntbdLM7DdIvGeffdbLysryZs6c6X300Ufe2LFjvf3228/btm1b2Pj33nvPu+GGG7xnnnnG69y5s/fAAw8kvc3NKZ+jRo3ypk+f7v3jH//wPv74Y++KK67w2rZt623evNlLdbHm8u233/ZefPFF71//+pe3bt0678EHH/TS09O9efPmeaku1lwGbdiwwcvPz/d+9KMfecOHD09ae5tTLp944gkvNzfX27JlS/WydevWpLe7ueSzrKzMO+GEE7yzzz7bW7p0qX2OLlq0yFu1apWX6mLN5Y4dO2o9L1evXm1fM81zNtXFmsunn37ay87OtpfmOTl//nwvLy/Pu/7665Pe9qaIoj5J+vbt640fP776emVlpdelSxdv6tSp9W7brVs3ivo45tPYu3ev16ZNG+/JJ5/0Ut2+5tI4/vjjvdtuu81LdQ3JpXkunnTSSd5///d/e6NHj6aob2AuTYFkPqgjPvl89NFHvYMPPtgrLy9PYitT4zXTvJ+b95+SkhIv1cWaSxN72mmn1Vo3YcIEb8CAAQlvqwsYfpME5eXlWrlypR3yEWROvmWuL1++vFHblqr5LC0tVUVFhfbff3+lsn3NpekYWLhwodasWaOTTz5ZqayhuZw8ebI6duyoMWPGJKmlzTeXJSUl6tatm/1Kfvjw4XYYIxqWz1deeUX9+/e3w2/MiSPNySDvvvtuVVZWKpXF4/3n8ccf18UXX2yHL6ayhuTSnKzUbBMcovOf//zHDgk7++yzk9bulDujLGrbvn27fSEMnlE3yFz/5JNPGq1dqZzPX//61+rSpUutF5NU1NBcFhUVKT8/X2VlZUpPT9cjjzyiwYMHK5U1JJdLly61b/CrVq1KUiubby7NGNuZM2eqd+/e9vl533332QLAFPYHHnigUllD8mmKpbfeekuXXHKJLZrWrVunX/7yl7YzxJzhM1Xt6/uPKUZXr15t/+5TXUNyOWrUKLvdwIEDbafS3r179Ytf/EK33HJLklrdtFHUI+VMmzbN/ihx0aJF/JCugdq0aWMLUdMzanrqJ0yYoIMPPtj+IAzR2bVrly677DL7I+4OHTo0dnOcZ3qVzRJkCvojjzxSf/zjHzVlypRGbZuLqqqq7DdIf/rTn+wH9z59+qiwsFD33ntvShf1+8oU88ccc4z69u3b2E1xknnfNt8YmY4k86Na82Hz2muvtX/jt99+u1IdRX0SmDds86K4bdu2WuvN9c6dOzdau1Ixn6b3zhT1b775pu3RS3UNzaX5ivTQQw+1/zez33z88ceaOnVqShf1seZy/fr12rhxo84555xahZSRkZFhhzQdcsghSkXxeM3MzMzU8ccfb9/0U11D8mlmvDE5NNsFmQ9JW7dutcMmsrKylIr25bm5e/du26FkhtyhYbk0hbvpDLnqqqvsdfMByeR13LhxuvXWW+17UypL7aNPEvPiZ3o5TI9mzTdvc71mzxISm8977rnHfpqfN2+enZIR8Xtumm3MUJxUFmsue/bsqQ8//NB+4xFczj33XJ166qn2/2ZceKqKx/PSfK1v8muK01TXkHwOGDDAfiAKftA0/v3vf9t8pmpBv6/PzRdeeMG+Tl566aVJaGnzzKX5PVzdwj34wdPzvAS32AGN/UvdVJq2yUzDNGvWLDsV4Lhx4+y0TcEp1y677DJv4sSJtaYTM9MvmsVM12SmtzT/X7t2bSMehbv5nDZtmp02669//WutqcV27drlpbpYc3n33Xd7b7zxhrd+/Xobf99993kZGRneY4895qW6WHNZF7PfNDyXkyZNstPbmeflypUrvYsvvthr0aKFnSYPsedz06ZNdoaWa665xluzZo336quveh07dvTuuusuL9U19O984MCB3kUXXdQILW4+ubzzzjvt89JM9/2f//zHvhcdcsgh3oUXXtiIR9F0UNQn0UMPPeQddNBBtrg00zi988471bedcsop9g09yMy/aj5z1V1MHGLPp5kWNFw+zQsEYsvlrbfe6h166KG2YGrXrp3Xv39/+8KM2HNZF0V9w3N53XXXVcd26tTJzq/+wQcfNFLLm8dzc9myZV6/fv1s0WWmt/zNb35jp2BF7Ln85JNP7HuOKULR8FxWVFR4BQUFtpA370Fdu3b1fvnLX3pff/11I7W+aQmYfxr72wIAAAAADceYegAAAMBxFPUAAACA4yjqAQAAAMdR1AMAAACOo6gHAAAAHEdRDwAAADiOoh4AAABwHEU9AAAA4DiKegAAAMBxFPUAAACA4yjqAQAAAMdR1AMAAABy2/8Htxw7VleRrlQAAAAASUVORK5CYII=", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for col in numeric_features:\n", - " fig = plt.figure(figsize=(9, 6))\n", - " ax = fig.gca()\n", - " feature = bike_data[col]\n", - " feature.hist(bins=100, ax=ax)\n", - " ax.axvline(feature.mean(), color='magenta', linestyle='dashed', linewidth=2)\n", - " ax.axvline(feature.median(), color='blue', linestyle='dashed', linewidth=2)\n", - " ax.set_title(f'Distribution of {col}')\n", - " plt.show()\n" - ] - }, - { - "cell_type": "code", - "execution_count": 58, - "id": "3edefc3e", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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", 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", 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "categorical_features = ['season','mnth','holiday','weekday','workingday','weathersit', 'day']\n", - "for col in categorical_features:\n", - " counts = bike_data[col].value_counts().sort_index()\n", - " fig = plt.figure(figsize=(9, 6))\n", - " ax = fig.gca()\n", - " counts.plot.bar(ax=ax, color='steelblue')\n", - " ax.set_title(col + ' counts')\n", - " ax.set_xlabel(col)\n", - " ax.set_ylabel('Frequency')\n", - " plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "id": "67f6449a", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for col in numeric_features:\n", - " fig = plt.figure(figsize=(9, 6))\n", - " ax = fig.gca()\n", - " feature = bike_data[col]\n", - " label = bike_data['rentals']\n", - " correlation = feature.corr(label)\n", - " plt.scatter(x=feature, y=label)\n", - " plt.xlabel(col)\n", - " plt.ylabel('Bike Rentals')\n", - " ax.set_title('rentals vs ' + col + '- correlation: ' + str(correlation))\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 60, - "id": "71b1ba2d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Features:\n", - "[[1. 1. 0. 6. 0. 2. 0.344167\n", - " 0.363625 0.805833 0.160446 ]\n", - " [1. 1. 0. 0. 0. 2. 0.363478\n", - " 0.353739 0.696087 0.248539 ]\n", - " [1. 1. 0. 1. 1. 1. 0.196364\n", - " 0.189405 0.437273 0.248309 ]\n", - " [1. 1. 0. 2. 1. 1. 0.2\n", - " 0.212122 0.590435 0.160296 ]\n", - " [1. 1. 0. 3. 1. 1. 0.226957\n", - " 0.22927 0.436957 0.1869 ]\n", - " [1. 1. 0. 4. 1. 1. 0.204348\n", - " 0.233209 0.518261 0.0895652]\n", - " [1. 1. 0. 5. 1. 2. 0.196522\n", - " 0.208839 0.498696 0.168726 ]\n", - " [1. 1. 0. 6. 0. 2. 0.165\n", - " 0.162254 0.535833 0.266804 ]\n", - " [1. 1. 0. 0. 0. 1. 0.138333\n", - " 0.116175 0.434167 0.36195 ]\n", - " [1. 1. 0. 1. 1. 1. 0.150833\n", - " 0.150888 0.482917 0.223267 ]]\n", + "Shape: (2, 3, 4)\n", + "3D Array: \n", + " [[[ 1 2 3 4]\n", + " [ 5 6 7 8]\n", + " [ 9 10 11 12]]\n", "\n", - "Labels:\n", - "[331 131 120 108 82 88 148 68 54 41]\n" - ] - } - ], - "source": [ - "# Separate features and labels\n", - "X, y = bike_data[['season','mnth', 'holiday','weekday','workingday','weathersit','temp', 'atemp', 'hum', 'windspeed']].values, bike_data['rentals'].values\n", - "print('Features:',X[:10], '\\nLabels:', y[:10], sep='\\n')" - ] - }, - { - "cell_type": "code", - "execution_count": 61, - "id": "50ed1757", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Training Set: 511 rows\n", - "Test Set: 220 rows\n" - ] - } - ], - "source": [ - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Split data 70%-30% into training set and test set\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.30, random_state=0)\n", - "\n", - "print ('Training Set: %d rows\\nTest Set: %d rows' % (X_train.shape[0], X_test.shape[0]))" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "id": "a25c5cf2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "LinearRegression()\n" - ] - } - ], - "source": [ - "# Train the model\n", - "from sklearn.linear_model import LinearRegression\n", - "\n", - "# Fit a linear regression model on the training set\n", - "model = LinearRegression().fit(X_train, y_train)\n", - "print(model)" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "id": "c9bfa17b", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Predicted labels: [1896. 1184. 1007. -28. 314. 385. 475. 590. 1476. -22.]\n", - "Actual labels : [2418 754 222 47 244 145 240 555 3252 38]\n" + " [[13 14 15 16]\n", + " [17 18 19 20]\n", + " [21 22 23 24]]]\n" ] } ], "source": [ "import numpy as np\n", - "\n", - "predictions = model.predict(X_test)\n", - "np.set_printoptions(suppress=True)\n", - "print('Predicted labels: ', np.round(predictions)[:10])\n", - "print('Actual labels : ' ,y_test[:10])" - ] - }, - { - "cell_type": "code", - "execution_count": 66, - "id": "e0167c20", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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bIpkd+locUuhO62itPfQtACQTRVoGSAVjOY4U/NOnlUo3a8nskG7kkumj77BNSKwhBfkk5FCqH0tFa0IIIXEoluSb8ZAhQ1S6sqRaSzq19JbSunu792eSuAztIanXGlIfRYSSllYs37BFCLkX/ZNv3rLP5ZdfrtJepXqvdOuWvkKEEEIIIb6wVTacFHQTy5CIKKlHo1mWpC2Et8J9UuNGaqfs2bMHlSpVUmNSiG3UqFHqeNImQf4vAbDuFWmlLogUU5NCeoQQQgghMRHgrTWylIJl7kgrBymcJzEZUvTsscceUy43QYrKSeVWTShpVXalON/69etVKwjZR9+aQPYRC5MRUgHWvQqsVCSWBqhSuC7YrtuEEEIIiSxiDzp69CiqVKkScPFTW4olESQiXqQCrnv3aalOLJWQ5UTXrFmjrEQS1ySdyIWsrCwPoSRor2Wbr32kZL50Idc3q5RYKmknQAghhJDY56+//gqpwbJtxJLELombbPHixR7jUmpfQyxIlStXVl3Rt27d6mpqaTXSSuCBBx7wsHjVqFFDXWxpd0AIIYQQ+yNGkerVq6tEslCwhViSHj+zZ8/GokWL/Cq/du3aqWepVCxiSVxz0qDRHenPJWip1PKsjbnvI8JHb1USJGNOHnpkf4olQgghJLYINYSmSLR9iSKUpAGkNEaUZo3+0Jo4ioVJ6NChg2rzsH//ftc+klknokbrZC37zJ8/3+M4so+ME0IIIYTYViyJ600Ct6dOnapMZBJbJA+JIxLE1TZu3DisWLFCdbyWDu7S1Vwy5Zo2bar2kVIDIoqkON/q1atVOYBHH31UHVuzDkldpj///FN1Zpfu8K+//jo++eQTDB8+PJqnTwghhJAYIKqlA7yZxaZMmaIK7kmM0G233aZimaT2kvgdpWGoiCF3d5gU5ZPsNyk8WbJkSfTr1w/PPvssihU752WUbSKONmzYoFx9klEnn2HW55menq5il+iGI4QQQmIDq9ZvW9VZsisUS4QQQkjirt/sDUcIIYQQ4gOKJUIIIYQQH1AsEUIIIYT4gGKJEEIIIcQHFEuEEEIIIT6gWCKEEEII8QHFEiGEEEKIDyiWCCGEEEJ8QLFECCGEkOiSD+A0bAvFEiEk4pwpcGDJ1oOYtWq3epbXhJAEJBtAcQApAG6GbTnXPI0QQiLA3HV78cSXG7A3+6RrrHJ6cYy5thG6Na4c1bkRQiLIEACvu73eB9tCyxIhJKJCafD/VnoIJSEr+6Qal+2EkDhnvnSm1Qml6wAshm2hWCKERARxtYlFycjhpo3JdrrkCIlTDjtFUhfd+G4As5zbbArFEiEkIizfdqiQRckdkUiyXfYjhMQRDgD/AJChG//Mua0KbA9jlgghEWH/0ZOW7kcIiQHmArhaNyaB3B/Z25Kkh2KJEBIRKpYubul+hBAbcwDAeQbjEsRdETEH3XCEkIjQtnaGynrz9mVSxmW77EcIiVEcAPoaCKUvnNtiUCgJFEuEkIhQtEiSKg8g6AWT9lq2y36EkBjkC6eqmOo2dgeAAgDXIqahWCKERAypozTptpbITPd0tclrGWedJUJikH3ObzzX68b/BvBebMUmeYMxS4SQiCKC6MpGmSrrTYK5JUZJXG+0KBESYzicwdqfGgR1d0VcQbFECIk4Iow6nF8+2tMghATLZwBu0o3dBeC/iEsolgghhBBijj0AqurGijpdbuUQtzBmiRBCCCG+KQBwjYFQWgDgdHwLJYGWJUJIzCCtUBjrREiEmQbgVt3YUACvIGGgWCKExATSZFd6x7m3TJG6TFJugFl0hISBnQBq6sZKOF1x6Ugo6IYjhMSEUBr8v5WFestlZZ9U47KdEGKhy+1KA6G0CEBu4gklgWKJEGJ715tYlCRLWY82JttlP0JIiLznDNie5zb2oPOX7RIkLHTDEUJsjcQo6S1K7sjfcNku+7EcASFBsg1AHd2YdB7aAaBUlOZkI2hZIoTYGgnmtnI/QogbZ5wWI71QWgLgIIWSBsUSIcTWSNablfsRQpxMdvqXFruNPew017aP4rxsCN1whBBbI+UBJOtNgrmNopKSnL3lZD9CiAk2A7hAN1bFOS7ZbqQQtCwRQmyN1FGS8gCCvqKS9lq2s94SIX7IB9DGQCj9CmA3hZIvKJYIsTmS5bVk60HMWrVbPSdS1pd27nmnC3B/l3qoVCbVY7tYlCbd1pJ1lgjxx2sAUpzCSGOc0+XWKorzihHohiPExsRLIcZgKm8bnXtmmeIY3uUC1KpQghW8CTHDRgBnDbPnkGDu9QAY5meaJIfDkThfU4MkJycH6enpyM7ORpkyZaI9HZJghRj1v6CaNIgVi0owgi9ezp2QqHHKaTFapxtfBaAZEoYci9ZvuuEIsSHxUogxmMrb8XLuhESNlwCk6oTSc85foAQSSlZCsURIjBditCvBip54OHdCosJap/n1X25jDQHIr9PIKM4rDqBYIsSGxEMhxmBFTzycOyERJQ9APQBNdeNiWdrgtDKRkKBYIsSGxEMhxmBFTzycOyERY7wzUHuL29jLzm8jF0ZxXnEGs+EIsSHxUIgxWNETD+dOSNj5DUBL3Zi8XgogOUpzimNoWSLEhsRDIUZN9HiboYxXNhA98XDuhISNEwCqGwilTQBWUCiFC4olQmyKpMZLirxYUWKxEGMooifWz52QsDDWWWV7l9vYJKfLTV+Vm1gK6yyZgHWWSKwVdIyXwpqxfu6EWMJyAO10Y9Lo9kcG00Rq/aZYMgHFEiGhQdFDSBDkAqgF4IBuXIK5z4/SnBJ0/aYmJYSEHRFGHc4vH+1pEBI7jAbwrG7sbQADozSfBIdiiRBCCLELPwPoqBu7HMB38q0jSnMiFEuEEEJI1MkBUA3AUd34dgA1ozQn4oLZcIQQQkg0GQ4gXSeUPnBmuVEo2QJalgghhJBo8AOAy3Rj3QDMoSnDblAsEUIIIZHkiJSuB5CvG//L6YojtoPalRBCCIkU9wIopxNKHztdbhRKtoWWJUIIISTczANwpW7sBgAzDErcE9tBsUQIIYSEi0MAjEqM7ZX+PVGYDwkKuuEIIYQQqxG32gADoTTTuY1CKaagZYkQQgixkq8A9NCN9QYwlS63WIViiRBCCLGCv51Zbnr2eRknMUNU3XDjx49HmzZtULp0aVSsWBE33HADNm3a5LHPyZMnMWTIEJQvXx6lSpVCr169sG+f3Hnn2LlzJ3r06IESJUqo44wYMQKnT5/22Of7779Hy5YtkZqairp16+Ldd9+NyDkSQgiJc8StdquBIJrt3EahFPNEVSz98MMPSggtXboU3333HfLz83HVVVchN1daLZ9l+PDh+PLLLzF9+nS1/549e9CzZ0/X9jNnziihdOrUKfz888947733lBB6/PHHXfts27ZN7XP55Zdj1apVuP/++/GPf/wD33zzTcTPmRBCSBwxy7mSTnMb6w+gwMAVR2KWJIfDIbrXFvz999/KMiSiqFOnTsjOzsZ5552HqVOn4qabblL7/P7772jYsCGWLFmC9u3b4+uvv8Y111yjRFSlSpXUPm+88QZGjRqljpeSkqL+P2fOHKxbt871Wb1798aRI0cwd+5cv/PKyclBenq6mk+ZMmXCeAUIIXbkTIEDy7cdwv6jJ1GxdHG0rZ2BokWSonYcYgOyAFQ2GD/gJfuNRAWr1m9bxSzJyQgZGRnqecWKFcra1KVLF9c+DRo0QI0aNVxiSZ6bNGniEkpC165dMXjwYKxfvx4tWrRQ+7gfQ9tHLEyEEOKLuev24okvN2Bv9knXWOX04hhzbSN0a1w54schUUbMC72cWW3ufGtQR4nEDbYpHVBQUKDES8eOHdG4cWM1lpWVpSxDZcuW9dhXhJFs0/ZxF0radm2br31EcZ44caLQXPLy8tQ29wchJPEQgTP4fys9BI6QlX1Sjcv2SB6HRJnpzlXTXSjd7RRQFEpxjW3EksQuiZvso48+ivZUVOC5mO20R/Xq1aM9JUJIhBGXmViCjOIUtDHZLvtF4jgkiux2pvzfrPPLHJa4jyjOiySWWBo6dChmz56NhQsXolq1c81xMjMzVeC2xBa5I9lwsk3bR58dp732t4/4L9PS0grNZ/To0colqD3++ku6GxJCEgmJLdJbgtwRaSPbZb9IHIdEAQnS7m7Qs22Bs7ebp9ODxDFRFUsSWy5CaebMmViwYAFq167tsb1Vq1ZITk7G/PnzXWNSWkBKBXTo0EG9lue1a9di//79rn0ks06EUKNGjVz7uB9D20c7hh4pLyDvd38QQhILCcK2Yj+rjkMijBSQLArga7ex+5zq9vIozotEhWLRdr1JptusWbNUrSUtxkhcX2Lxkec777wTDzzwgAr6FtEybNgwJXIkuFuQUgMiim6//XY8//zz6hiPPvqoOraIHuGee+7Bq6++ipEjR2LgwIFKmH3yyScqQ44QQoyQbDUr9rPqOCRC7ABQSzdWyumK4/fmhCWqlqVJkyYpN9dll12GypUrux4ff/yxa58JEyao0gBSjFLKCYhLbcYMadN8lqJFiyoXnjyLiLrttttwxx134Mknn3TtIxYrEUZiTWrWrBn+/e9/46233lIZcYQQYoSk9Uu2mrfEfhmX7bJfJI5DwswZAFcYCKXFAI5SKCU6tqqzZFdYZ4mQxETLYhPc/1BqwmfSbS1Npf1bdZxQYI0nH0wBMFA3NhLAc1GaD7Hd+k2xZAKKJUISl3ios8QaT174E8D5urEK0vbB6XojMU8OxVLkoFgiJLGJ5QremlVL/4c+klYt2yGtQzsBWKIbXwqgXZTmlMCcCePvRVxW8CaEEDsif7g7nF/eNscxi78aT7IcyfYrG2Umjkvuv5L1oxt7DMC5MFcSQebGiNWTYokQQuKUQGo8RVrERTx+6g8A9XVjUj9pE4AS1n0MY8NCt3pqle3tZPWkWCKEkDjFjjWeIm5JkOKRUmnmbHz9OVYAaJmYVhI7cCbGrJ62qOBNCCHEeuxW4yniPfJeAZCiE0pPO1fjMAgl9v8zT6xVtqdYIoSQOMVONZ4i2iNvg/Pk/uk2VheA9E1/GJbD/n/xYfX0BcUSIYTEKeK+EBeQoBdM2mvZHgk3R0QsCacAXOh8uLMawGYAYTKgxZqVxA5UtJnV0x8US4QQEsdIrIwEymamey468jqSAbRhtyS8II09nVYl9zFRKk0RVmLNSmIH2trI6mkGBngTQkicI4JIAmWjmaUVNkvCGgDNdGONnQHcEq8UAWLNSmInq+fg/61UwsgRRaunGWhZIoSQBECr8XR986rqOdKLkOWWhJPO6tt6obQewNrICaVYtJLYhW42sXqagZYlQkjCwpo4MWpJkIy2Rw0y34YiKsSalcROdLOB1dMMbHdiArY7IST+YE2cGLzu4lprrRuT1z8DSEZc3VMU8tbA3nARhGKJkPiC/dKiS8BC4DiAegD26Mal+vYFsBVWiBwKeeugWIogFEuExA+ymF383AKvqd5JzpiJxaM685u8HXgcwDjd2BsA7kZcQiFvz/WbAd6EkISCNXFihGVOheAulDo625fEqVBicUv7wgBvQkhCwZo4NucYgJoA9Fp1K4A6iCkCdcnZtfExoVgihCQYZmvdHDiah1mrdjO4NpKMdBaSdGcKgP6IOYKJO6KQty8US4SQhEKriSMNTr05M0QXjZuz0fWawbVhZjGAS3RjXQB8E5vBIt7ijrSmut7ijljc0r7E4G1ICCHh6ZemoQ8JSeTO8eJKWrL1oLKyybOl8TI5AEoaCKUdAL6LzRUqlLgjFre0LzF4KxJCEg2rF2xvlYO9edoSNbj2qzV70ebpeejz5lLc99Eq9SyZhJaIRkn5T3eWBdD4n/Ni10BCJhDYqfEx8YRuOEKIrQlXzRl95WCJUXJ3vSV6cO34rzbgv4u2FRrf68eV5BeJQRqoG+sO4Mv4+PoeatyRJuT197wIe7qCowfFEiEk7mI/Au2XJojVygyJEFz71Zo9hkJJQ34espiL2DRt5RBjVBWDcdGnDRA3WBF3FCstQBIJiiVCEpBItlLw9Vn+tvmK/UgKZsH2AYNr4bruj85a53e/gKxsVQ2qbz/hLDiZYAkEWtFTf3FH7kKeRB+KJUISjEi2UvD1WYKveUS65oyZLLmMksloVbMc4hm5nodypfKjBVa2SQDuNRgv8BFdH+OwqW58EgceYkJIoG4tvQgJR7aXr8+6538r1cPXPCJdc8ZMlpyIiEtfWBjXWXGBXE+vVra/nBdRL5S2uJkF4xhvCQTymu1KYhNalghJECLp1jKTPg0/83jx/5pF3C3mLbg2HPFSdsXs9SxfMqWwK8nhzHA7qtv5OWfByQSCcUfxBS1LhCQIkeyJ5u+zfKHNQ/4TjZozssj9MOJyZJRM8Tq/eC4joLkj/THu+saeC/8E54riLpSKO11uCSaU9HFH1zevqp4plGIXiiVCEoRIurWsOMaB3Lyo1ZxZseMwDuWeSshmu5o70tdVvbtTbXRv6rSqSdKc7PyAbqftAE7Ev8st1glr0dE4gm44QhKESGZ7WXUM+TYejZozid6jy5s7UgLcn7q+Mbo3rXJWMRZzWo7c+Q+AYRGfMrF5skesQ7FESIJgVUqzFZ/lC/08rI79MFM2gWUE/Fz38QAe1r1BEhL/piUpVgh3DbN4g2KJkAQhkinN/j5Le212HlbVnDH7TTqSwtLOFLrum51tSvTs9lJwktiSSNcwiwcYs0RIAhHJlGZfn/XGbS3VI5Kp1YGUTWCPLi91kfRCabJzdU1QoRSr8T6RTPaIF2hZIiTBiGRKs7/PitQ8gvkmzR5dTqTK9jjdmDS63YGEJpbjfRI9Ji8YKJYISUAi2UrB12dFah7BVgNP6Fo5GwBcaDCeBaASEhoz8T52vm8Ykxc4FEuEkLgnlG/SCdej64yXleE9AHdEYT42w4yV8qEZazH2iw3IyrGn1YkxeYHDmCVCSNzDb9ImGWEglCR0S1ZUCiXTVsojx/M9hFK4WgoFC2PyAodiiRAS92jfpCNdDTxmWO28CC/qxqUUwPoozcmmBBvHY7fK7+xfFxh0wxFC4h52gvfCaQDJBuMfA7g5CvOJAUKxPnqLjYsWCR2TFyC0LBFCEgJ+k9Yx1EAotXGu6AkqlMyUAvBnpYy1LDP2rzMHLUuEkISB36QB/CIrvsH4YQBlkbCYLQXgy0pploSPjYtBaFkihCRU0b6E/SYtfYGTCgulu278FR2emY+5u6IfeBwtAilY6tNKWSYVZUskMzYuDklyOBzR/+tlc3JycpCeno7s7GyUKVMm2tMhJCaI5aJ9ccdAAFM8h5bUOIg+fZaq/2uLezTdkWZ69oXrcy9+boHXDDctjX7xqM6F5mM05+82ZCmBBS+xcQnp8o2D9ZtiyQQUS4RYU7SPC0aE+RlAx8LDF94/F7mpUlDJnCiIZ2EtFs8+b54Vjb6YNqi96aBsflGIv/WbMUuEEEthk04bIGt0WuHhfv+3HD/UkXoA9snUMlMNO5wCIxytPxgbF38wZokQYils0hllehsIpR7ArN92exVK0crU8iesI1GXKFwFSxM2Ni5OoVgihFgKm3RGie+dZjupkeTOMQCz7VnF3A7CmgVLiRkolgghlmLHRTmuOe5c0S/Xjc9zqo2S9hUFdhDWbP1BzECxRAixFDsuynHLdefEkIv/c4qkK+wvCuwirFmwlPiDAd6EEEtha5EI8I2s8AbjJwAU9y8K9JlamVHK1NKEtQRzG0UlaRl6kRDWDMomvmDpABOwdAAhgcP06TBwFIDRn6AfAVxs/5pGvrLhBNYlIlbDOksRhGKJkOCw06Ic83QBMF83dgeA9xDzUFiTcEGxFEEolgghUeMLANcbjIuuSEXcQGFNwgGLUhJC4g4umG5ke2lsK8Wm2yHu0OoSEWJHKJYIIbaArhg3OjhFkTt3A3gjSvMhJMEJuHTA3LlzsXjxYtfr1157Dc2bN8ett96Kw4cPWz0/QkgCEGjX97jlU2dks14onaJQIiSmxNKIESOUD1BYu3Yt/vWvf6F79+7Ytm0bHnjggXDMkRASx9ih5UXUOeQUSVIjyR1JEpPTTo7SvAghwYklEUWNGp0tbPbZZ5/hmmuuwTPPPKMsTF9//XVAx1q0aBGuvfZaVKlSBUlJSfj88889tvfv31+Nuz+6dfMsLnLo0CH07dtXBW6VLVsWd955J44dk/r+51izZg0uueQSFC9eHNWrV8fzzz8f6GkTQuK45UVUaQpAH6rzgPPEW0RpTjGAiOclWw9i5spdePvHPzHzt93qdVyLahI7MUspKSk4flzq6wPz5s3DHXdI7iqQkZHhsjiZJTc3F82aNcPAgQPRs2dPw31EHE2ZMsX1OjXVM/1DhNLevXvx3XffIT8/HwMGDMBdd92FqVOnqu0yp6uuugpdunTBG2+8oaxh8nkirGQ/Qkh0sUPLi6jwPwC3G4yflmjnKMwnxuPbkOhxbsReYuniiy9W7raOHTti+fLl+Pjjs10b//jjD1SrVi2gY1199dXq4QsRR5mZmYbbNm7cqGKofvnlF7Ru3VqNvfLKK8ot+OKLLyqL1YcffohTp07hnXfeUULvwgsvxKpVq/DSSy9RLBFiA+zS8iJi7AdQyWB8LYDGUZhPjMa3ebMfiYCS7SxmGR7OJGjGasBuuFdffRXFihXDp59+ikmTJqFq1apqXFxweheZFXz//feoWLEi6tevj8GDB+PgwYOubUuWLFEWIk0oCWJBKlKkCJYtW+bap1OnTkooaXTt2hWbNm3yGpCel5enLFLuD0JIeEioXnLnGwilh50ut8bWuKVmrYpfd5Sv+DY9cR/nFiWhevFzC9DnzaW476NV6lleJ0ICRsCWpRo1amD27NmFxidMmACrEfEl7rnatWtj69atePjhh5UlSgRQ0aJFkZWVpYSUOyLkxCUo2wR5lve7U6lSJde2cuXKFfrc8ePH44knnrD8fAiJBSL9zTEhesm9DeAfBuNnrGlnnihlF/zFtxnFubF2U3gtelkJYskzJZYCsaxYWeG6d+/erv83adIETZs2xfnnn6+sTVdcoWupbSGjR4/2yOyT85fAcBJ5EtXkGy2itejarcGrZewBcNb47snvAOpb8xGJtIgFGrcWd3FuNs1YTXJa8qQRcbz+fTYllsTVJZlovpCuKbLPmTPyVSk81KlTBxUqVMCWLVuUWJJYpv37JQDgHKdPn1YZclqckzzv27fPYx/ttbdYKImT0geSk8iTKN+W7UK0F9246vouF1H+vHj+eQLGAXjUuo9JtEUs0Li1uIlzi6GM1Q5xaskzJZYWLlwIO7Br1y4Vs1S58tk/2B06dMCRI0ewYsUKtGrVSo0tWLAABQUFaNeunWufRx55RGXKJSefLVYimXMSA2XkgiP2INoLd6Jhl0U30i0vwmK5fA3AUIPxAje/okUk2iKmxbf5c8UlOa2ScRHnZgP2J2rGaqBi6dJLLw3Lh0s9JLESuddwkkw1iTmSh8QN9erVS1mAJGZp5MiRqFu3rgrQFho2bKjimgYNGqTKAoggGjp0qHLfSSacIJXF5ThSf2nUqFFYt24dJk6cGJYYKxJfC3cikWiLblgslzsB1DQY3ypmcYSFRFvE3OPb/IVux3ycm42omGgZqwYEFVr4448/4rbbbsNFF12E3bt3q7EPPvjAow2KGX799Ve0aNFCPQSJE5L/P/744yqAW4pJXnfddbjggguU2BHrkXy2u4tMSgM0aNBAueWkZICUNpg8ebJru3Qb/vbbb5UQk/dLxXE5PssG2JeEL1IYBRJt0bW0vYrckCUNhNILzm1hEkqJuohp8W0ibI2QcVqeraVtImWsWpUNJ1W7b7/9dlUMcuXKlSrNXsjOzlaVvL/66ivTx7rssstUrJM3vvnmG7/HEAuUVoDSGxIYLiKLxAaJtnDbgURadC21XL4oPaB0YyXEbG69y83XIiYiz5FA7ij3+Las7BM4lHsKGaVSkVkmhuPcbEzRRMhYtdqy9NRTTymX15tvvumKARKkSKWIJ0JCJZEWbruQSN8cLbFc/um8KHqhtENaE0RGKLkvYt6EUjwvYlp8240tq+HOS+rgxhZV1et4PFc7WfQydRa9zASx5AVsWZJijlLkUY+4uyTYmpBQSdRvy9Ekkb45hmS5dHj5ivkqgCGIGmVLJOPI8XyPsfQSyXi2Z5O4X8RI5OgWTxmr4bYsSbC1e1C2hsQrSWo/IVYt3IL+VzDeFm47kSjfHIO2XD5l8BezkjPLbUh0Y6/0QknINhgjxCqL3vXNE8uSF7BlSTLP7rvvPtVrTeoq7dmzR1XUfvDBB/HYY4+FZ5Yk4YjbIoU2JxG+OQZsudwEoIHBjpLbcjbp1ratP5g1SkiUxNJDDz2k6hhJ9tnx48eVS06y00QsDRs2zKJpEZIYC7cdiXStI9u6HOWV0a32ppfWJREmEcs9EBItkhy+0tF8cOrUKeWOk1pJjRo1QqlSpRCvSLsTicmSjD8r27kQQmxaZ+mjysDTujfUdgZ22wRpmCvNTP0xsXdz5TIhJBHJsWj9DtiypJGSkoLSpUurRzwLJUJIAlkuczNQtImBOUk6JHn27I46zBolxMYB3tJ7TWKTRKnVqlVLPeT/jz76qKqgTQiJTvzKkq0HlbVBnuU1CSBYtUlVdKhbHkWb6YTSB05/ls2EUqKVeyAk2gRsWZK4pBkzZuD5559XfdcECfAeO3as6ts2adKkcMyTEBLmth1h6ZMWC/wLwEu6sSYA1sDWJFK5B0JiLmZJrEgfffQRrr76ao9xqdzdp08f5ReMNxizRGKt4bC2PJpN+be8T1osIOE+ZzsteXJQWgMgZkjInx0hdo9Zksw3cb3pqV27topjIoQER6CWHavadngTXFqftHiqsaSQaAGjP1WfAPg/xBzMGiUk/AQsloYOHYpx48ZhypQproa20h/u6aefVtsIiTci4Z4KxjpgReq4pX3SYoHBAN7QjbWXWALENPFe7oGQmBBLPXv29Hg9b948VKtWDc2aNVOvV69erUoJSO0lQuKJSLg4grXsWNFwOGFq9SwH0M5g/LD0ConCfAgh8SeWxN/nTq9evTxeV69e3dpZEWIDIuGeCsWyY0XquBWCy9acktgBg/EvAFwbhfkQQuJXLInLjZBEIlLuqVAsO1Y0HI5krZ6IZ9v1A/C+bkyM3/PC95GEkPgk6KKUhMQzkXJPhWLZsSJ13J/gEjLLpIZcqyeiGVuLAVxiMJ4DoLS1H0UISQwCLkopfPrpp7j55pvRvn17tGzZ0uNBSDwQKfdUqJYdreGwWJDckddm3IQipK5rVtlnM9aTpwvw3YYshOrO1ItPzZ0p2y1BDp9kIJTmOpUkhRIhJFJi6T//+Q8GDBiASpUq4bfffkPbtm1Rvnx5/Pnnn4VqLxESi4i76MDRvJBEjNmK2lZUYRZBtHhUZ0wb1F71AZNneW22vtLkRdt87pN9PD9oUePPnSnI9pArjt8MIE03JjFJctiuoR2aEEICdsO9/vrrmDx5sipA+e6772LkyJGoU6cOHn/8cRw6dCg8syQkQhi5ixBgPFAgLierqjAHkzruS8hYFaMVdnfmAmcckp5cACUCPxwhhFhiWdq5cycuuugi9f+0tDQcPXpU/f/222/HtGnTAj0cIbbBm7tIjy8RE4zLKVRXWrD4EzLeRI0t3JkihpIMhNIC52QplAgh0bQsZWZmKgtSzZo1UaNGDSxdulTVW9q2bRsC7JxCiG0wa2XRRIyRlSiUDLpoVGEOJt4q0PeEJduuh/RX0o31BsDvaoQQu4ilzp0744svvkCLFi1U7NLw4cNVwPevv/5aqHglIbGCWSvLYz0aon/H2oYiJlSXU6SrMAdTDiDQ91hR3sDF1wC6G4yfABB6ZQNCCLFOLEm8UkFBgfr/kCFDVHD3zz//jOuuuw733HNPoIcjxBaYtZhUKJ3q1doTawUezZQNCErUWB2TJZ5+o/6XPwE4GxFACCH2ilkqUqQIihU7p7F69+6tMuQkZmn69OlWz4+QiGCFuyiSBR6tQBMygi9nXyCB5kaEFJN1mYFQGuBUXRRKhJAIkeSwKNBI+sNJnaUzZ84g3sjJyVEtX7Kzs1GmjNFXXGIHQqkQLe+9+LkFft1FkpLv7ZhWHMOOGYBWFY8M6OczC8ANBuNS0SElpGmQMBPxSu2ERGD9ZgVvEheEWiHan7tIXl/d+GwAtrc//laVAYg0+uDyCiVT1YQPHMsLarHztliaisk6AqCcl0a4bQI/NxJZIlqpnZAIQsuSCWhZis2Gt9ryHkj6vdEfe9EJ7jUT/f3xt9uCEclv+iGde1sAv+jGhgB4NSxTJTb+PSTEbus3xZIJKJbsi+b68uZCCsb1pYmLeRuy8PZP2w2P6e+Pv11cEZEUbkEvlh87U//15NP2nci/h4TEpBtOgrh9sXv37qAnQUiwhKNCtPwxF3HzwCergq5obbYMQDhFlTfxohXIDPWbvvvcxXU39gv/NaY6N6iEFTsOq/dUOZ2GNm0MsuvksjcLelokjhtPExItTIulCRMm+N1HilQSEkmsSNc3EiyR+OMfTquPmZ5sD322FqWLJ6N9nfIBCzSzbWHcP1P2bT9+Hg7l5uObtzuh/gFdZ9sHAbwQ0DSITYi1shmEhE0sSYVuQuxGqOn63gRL98aZYf3jH26rj5kim0dO5KPvW8sCFmje5m6Gy5ZVxEtzmhc+5qq96NaM8SyxSqyVzSAk7HWWCLETWmFFb3YRGa/so+GtUR83eW0Uq2TVH38zVh/ZLvsFSyAizlffulDawrhTITcF25/rUUgodbnzB9QeNQdPfBXa+ZLY/T0kJBagWCIxja/Cir7S9c0s+klJCMsf/0BcfMESiIgLRKAF0nxXY/Gky/Hrq1d6jP2nw2bUGjUHWyocs+R8SWz+HhISK1AskZhH3Eev3doS5UqmmK4QbWbRlzxRLTjZyj/+kYjv8PdNX49ZwRLInPqsqq6sSdVySniM1x45By91+iOkYxP7EVKldkJsDhNzScwj7qNxczbgUO4p11hGyWTV9NbbH2izC3OJlKIoUzwZWTknPf74hxKEbdbqc+BoHmat2h1UlpyvApm+8HddzMy90tFULHu9S6HxywYtxPaM4yEdm9gbfYFTVvAm8QLFEolpvAUbH87Nx5Cpv2FSkSRDUWN2YT5+6gzevL01ihRJsuyPv5kGtnL4cXM2hpQlp33TDyRrbfuB3ODn7gBWvnIlMk54WvhOP1WAS4osVO+xskkvsSdmy2YQEnduOCnqZPZBSKQIJVBaFuayacmmPudAbp76439986rqOdRvyWYa2OqnHEgQtl4wSSHAD+9sh3QT5ztt+U6fcUve5t7/11rY/nwPT6Ekf10KgGKPFGE8CyEk/sVS2bJlUa5cOVMPQiJFKIHSsjAP6Fjb1OeEwz3kLb7Dm14wG4Qt25ZsPajcd/Isr+VcO9argIEmzjcrJ89v3JL73Ktmp6m4pLHzL/Tc6U+ZzDk1xHgWQkjcu+EWLlzo+v/27dvx0EMPoX///ujQoYMaW7JkCd577z2MHz8+fDMltiSabT1CDZQe2rkupvy8DUeOS18NYyT2qVXN8HwJkNiO0qnJWPLnAaUqxPLz9FfnXG+BFsL0V+SyVgXPQOtQrmu3Cyuja+tMJOXpftYvARju5T2MZyGExLNYuvTSS13/f/LJJ/HSSy+hT58+rrHrrrsOTZo0weTJk9GvX7/wzJTYjmg3jA21EJ4s0s/2bIJ7/rfS63ul2vSlLyy0/JyMrp1Zt6CRmDFT5NKywoHPAxgl8s5N5KRLoJgPv6ITxrMQQhKidIBYkVq3bl1oXMaWL19u1byIzfFW0DHY2JpoFcITAfTGbS3Vft6w+py8XTupqB2MmDEbuyUWspCu11bnTqN043/J5P0LJUIISRixVL16dbz55puFxt966y21jcQ/4axAbRRzE2ygtLyzd5safo8pgumHEZcjQ1enyapzsqICtka5EsmFxIzZ2C1pYBtUoLVWbKqu7k2vO7dVC/JkCCEkXksHSEPdXr164euvv0a7du3UmFiUNm/ejM8++ywccyQ2I5Qms75inIJx6/lLj58w7w9MnP+HR3ZZZpniGHud5zFFSLjXaQrknAIhmArY7hw+no/7PvoNVzaq5Lp+gcRuSUaf0fXyWjvqSVFQugNVBs7scv4cVzH2iBAS/wQslrp3744//vgDkyZNwu+//67Grr32Wtxzzz20LCUIwQZW+xJDQrCNZbXA4VcXbMaEeZv9p+HnnFRxSm+4HTNSXdOtqFI9e81e9dCuX+821QNy35kKtJZf7YYGB9kDzD24F088F7lYtWgmERBCSNBFKUUUPfPMM7yCCUowgcK+ApBFuJQtkezVrSfLoogsWeB9LZIf/SLBM+YZPWOt65iR6ppudRkCuX4iEOX6+crqEw67Wc68BloXyEaDN78DYIC5QPJwB8JHMomAEEKC7g33448/4rbbbsNFF12E3bt3q7EPPvgAixcv5lVNAAINrDYT4+RroTfTtywY95a4tJb+edDSrun+4qMC7dnmD01MOqSRnR+kJYzPmKvRBkJJ4pTkLQPCG6tm1yQCQggJSixJXFLXrl2RlpaGlStXIi8vT41nZ2fT2pQgBNphPNQ4HTMurGDdWyJorOqaLov3xc8tQJ83l+K+j1apZ3ntvqib+ZxAEWmSfeK03/28Cs61zg9/Vje+H8Bma4qABkqkhRkhhFgqlp566im88cYbKiMuOflcXZiOHTsq8UQSA7MVmWUx+2nL35Z8pi8XVvDurXOLbShVpgOxgvj6nNdvbakKYYYLD1F52imSmup2+tB5Wc7z8V6znxEkkRRmhBBieczSpk2b0KlTp0Lj6enpOHJEiq2QRMFfoLBRvEkwmGm0aqY5rREd6lQIucq0PyuIUcyV789x4N6pvyEcuETl/QAm6jY2B+DjYyMV1xVpYUYIIZaLpczMTGzZsgW1atXyGJd4pTp16gR6OBLjeAsU9hYIbITIg/QSych2xi05gnCBae4t+cyzcsM/EhTd3mDugVaZDraUgrfP6d60Cu7edQT/XbTN1OfL+VYqk6r+ty/HWCy6BOfhDGN/n3gjfYdj+RWkZkStWSIpzAghxHI33KBBg3Dfffdh2bJlSEpKwp49e/Dhhx/iwQcfxODBgwM9HIlDAim8qK3b0nYklEar8pnpaSkY0LEWynkpLqlHPtOKFPRwWEFGd2/kdMn5Phdt9mOvu1DVjnIfc9+n2JkkLHn4ChRto9v6qVPNmdA3VsR1mcWqgHtCCImKZUma6BYUFOCKK67A8ePHlUsuNTVViaVhw4ZZMikS2wQS0K0vhhhMo1Ujd5/E/dzYvCrKpCVj6rId2Hf0XNp8ZplUJS6sSj0PlxWke9PK6Nr43PXYfiAX05bvRFbO2aQKo+tnVHBywoLmuOGXqp4H7yjmYASMtyKgXotaBokvS6HVwowQQvyR5DCTc2zAqVOnlDvu2LFjaNSoEUqVKoV4JScnR8VkScZfmTJloj0d2yNp85IN5o+hl9fF8CsvCGnB8+bu0xbY4V3qoUb5kjh0LE9ZaTLT0ywvaihWLcl68+eeWjyqc8ifa6ZAo7ZP/k9n0KlfxcIHOeJsfBvmeVgB6ywRQuywfgdsWRo4cCAmTpyI0qVLK5GkkZubqyxL77wj1etIImPWgtKxboWQFlgz6eXuFb21RdbqRT2SVhAz8VRF85PQoa7BPrMB9Ah5CqbnYQXBBNwTQkjUY5bee+89nDhxotC4jL3//vtWzYvEMJGKNwm0fpO/YoaBNPHVE0rZAUu5HYBeq17lVHAWCaVIowkz6WsnzxRKhJBIUywQU5Z47ORx9OhRFC9+7i/ymTNn8NVXX6FiRQOTP7ENkXKdRMrSEmjauHsaf+cGlVTzXO1aHM7Nw7g5G0Ny90TVCrIIwKUG40cBxK+HnBBC7GVZKlu2LDIyMlQG3AUXXIBy5cq5HhUqVFDuuSFDhgT04YsWLVJNeKtUqaKO+/nnn3tsF2H2+OOPo3LlyqpieJcuXbB5s2ej1EOHDqFv377KFylzvPPOO1UclTtr1qzBJZdcogSe9LV7/vnnkWiYqS5tJZGwtASTNq6l8bcfP9/jWkhdI72Vaq+zb93g/63AT1sO2LNatBh5kwyE0jfOk6VQIoSQyFmWFi5cqMRL586dVcsTEU4aKSkpqFmzphI9gSBxTs2aNVNCq2fPnoW2i6j5z3/+o1x/tWvXxmOPPaZarWzYsMFl2RKhtHfvXnz33XfIz8/HgAEDcNddd2Hq1Kkui9hVV12lhJZUHl+7dq36PBFWsl8i4C0Iem+Ymp/6srS0qllOWXTE1RWq5SXYQpTCIbemsv74el2WeqSnFcNzvZp6vVYRD0buBWCGbuwGADOt/yhCCElkAs6G27FjB2rUqKEsQZZOJCkJM2fOxA033OCyKon4+te//qXKEggSzV6pUiW8++676N27NzZu3KiCzH/55Re0bt1a7TN37lx0794du3btUu+fNGkSHnnkEWRlZSlRp5U/ECvW77//HvfZcFqmlq/YnsoWZWr5IxxiQhOCQqTsPm8YiEtfWXmCpYJ0ntRYMBg/DiDNmo8ghJB4IMei9TvgAO8FCxbg00+lkp0n06dPVxYgq9i2bZsSOGIR0pATbteuHZYsWaJey7NYiDShJMj+RYoUUUUztX2kFpQmlASxTknblsOHDxt+tjQHlgvs/rAjZgKSzQRBR6LHVrg6yHtz94WTh2as9bjWEWv6mutUX3qh9L3zgyiUCCEkLAQslsaPH69ilPRIcPczzzxj1byUUBLEkuSOvNa2ybM+qLxYsWLKRei+j9Ex3D/D6BxFmGkPiXOK1RikrOzCmYtGmN0vGMItJkQwiWVs2qD2mNi7OYZ3uUBpinDZyY4cz8fSrdIfJIJNX7sZxB/d6jy4UWA3IYSQ6ImlnTt3qvghPRKzJNvigdGjRyuTnfb466+/YCcCsdKYjc0JJIYnUCIhJtzTy+/rUs/Q2iRVva1iyZ8HItP09Sun6pOAbXfkUB8GfjhCCCERKEoplhzJLtM30l29ejXKl7euSJ007BX27dunsuE05HXz5s1d++zfv9/jfadPn1YZctr75Vne4472WttHj7RvkYcdCbTDfUYpc+dhdr9Y6SDvLbi87TPzlGUodJLC2+4kx0uV7Z8BdDB/GEIIIVGwLPXp0wf//Oc/VXac1FeSh8QxSXNdCbq2CrFeiZiZP3++a0xihyQWqUOHs6uFPB85cgQrVqxw7SNzkd51Etuk7SMlCiRTTkMy5+rXr6/KHsQagVppMsuYW6DN7hdM7FS0OsiHs5ihe/Vqy4twdjIQSv9w/nAplAghxP6WpXHjxmH79u2qka7EBwkiTu64446AY5akHpL0l3MP6l61apWKOZKMu/vvvx9PPfUU6tWr5yodIBluWsZcw4YN0a1bNwwaNEiVBRBBNHToUCXatDIGt956K5544glVf2nUqFFYt26datcyYcIExCKBWmm0hdxfNlyw1bTNZLj5S/HXeqeFu4O8CEgrrErlSiSjfZ3y1hfhlJT/whU0APGQWudBJIQQEm7LkmSVffzxxyrt/sMPP8SMGTOwdetW1RPOPePMDL/++itatGihHsIDDzyg/i+FKIWRI0eqfnNSD6lNmzZKXElpAPfq4TKHBg0aKPEmJQMuvvhiTJ482bVdArS//fZbJcRatWqlShHI8WO1xlKgVhptITcKeNbGgq2mbTZ2SpsDvMwhEh3kxdr105a/LTnWza2rFZprSEU4JSkzyUAo/eJUXhRKlrWlIYSQiNRZSkTsVGcp2A73Vtc48le/yWgekSjaaNTS5bsNWYU+NxTkbLwJoIBbyrQCcLZM1Dn+CWCiJVONOyJe+JMQEtNYtX6bEkti8RH3W8mSJdX/ffHSSy8h3rCTWPJViNFfAUQre8PJN3opV+APSed3j+8JZ386o4W0bIlkiwK6/QtSM2jnn/xJElo/bOB2zA/GOZ4YRLTwJyEkLsixaP029Wf5t99+cwVIy/+9YXVVb2KM5vLRC4NMP9+wtYDnaGa4WTkHMwup1UJJH0QfyLnIHF/+aDPmPi0R3DpWA2gavebHdifQLFBCCLESU2JJMt+M/k+iR1Q73Ecxwy3QhTScBFLqQITSnv4nMXeFp1B6o91WPHfZ75hUpCW6obJ/S1laMgZ0rIWhnesllCgIJAs0HGKcEJLY0OAfw4TLSmMGu2S4mW3pEg7MCsEzCxzodkVha1+dEXNQ4Eyx0FtFvFrKTuRjwrzNmPLzdjzbs0nCuJ2iUauLEEICEks9exrlMxsj2XEk/rEsXd4CwrFA6s8pKCF4BMB5QNHTntfg4nsWYFe6Z3sZd6uIGUuZuBfl2sdznI67C/LA0TzbWDIJIYmHKbEkwVEaEg8+c+ZMNaY1sJWikFIcMhBRRRI3dspqrFwgNVlzV6famLxom/p/UEJwsPjYPIfuvX4Fvmpg3I9QyMo5GZClzBHHcTpGLkg5RW9VAiJpySSEJB6mxNKUKVNc/5fCjjfffLMqAlm0aFE1JlW87733XltkipHEip0y4xIMBHeh16JGucCF4HcArvIc2tYpF5e3/95vZ99Dx85aT+Zt8C6o9MRjnI43F6QvoRRJSyYhJPEIOGZJik8uXrzYJZQE+b+UFLjooovwwgsvWD1HEqOxU5HK5PLlEjTD8C71UKtCyUJzDEgIHgRQweDge4FVew4Dn/ifR0bJFHXNZq7aHdD84ylOx4wLUm9hirQlkxCSeAQslqRRrVTvlt5q7siYtD0hJBrFA725BH2RUTIZz9zoO0jabxC9LNoDAbxr0LrkbFceZOammZpPZnqaEmaHcvMtd0PGSgkCMy5IEUqP9WiICqVTbX0uhJAEFksDBgxQfdakxUnbtm3VmDS3ffbZZ9U2Qry5UbQ2KOEKStYsQUu3HsSQqStV5pg3ypdMwZLRVyClWMAdf87xFYAeurE+0oPHs69LIP35Zq/ZE/A0DudK87j4qHpt1komQkkaJBNCSCQIWCy9+OKLyMzMxL///W/s3Xu291flypUxYsQI1XeNJDbRLh4ox+xYrwKe7dXEZ5Xzp29sHLxQ2g+gkpfx83y7Cb2VWdDibYIJVh83ZwO6Nja+ntESrvFQv4sQQjQCXi2KFCmiGtzu3r1bZcDJQ/4vY+5xTCQxCaR4YDgJqbGtr8n3MRBKc5zbzvM/H7HouCOvZVzEo7SQyco+oWKXApGR3q6nP+EqyHY7NaLVrHDezj/JzQpHCCG2LkopcUvff/+9csXdeuutamzPnj0qG65UqVJWz5HEEHYqHmhppt7nAG7UjUms0lueLrdg5iONfn01JQ72esZi1Ws71e8ihJCgxdKOHTvQrVs37Ny5E3l5ebjyyitRunRpPPfcc+q1lBQgicv2A8dt5UYxU+XcZ/CzeJqrwDj7LSP0+XhzkwWK0fW0k3CNxfpdhBAStFi67777VDHK1atXo3z5c3/0b7zxRgwaNCjQwxGbEkz2lGoUO+8Pn/vYrXig1+Dnaxqh2+OVz1qU3Dgz14HldQ9h/86TqHg4tEwsM2ny5UoUQ4EjCdlegtV9Xc9Yjv+xQ/0uQggJWiz9+OOP+Pnnn5GSkuIxXqtWLRW7RGKfYLKnzDazddjIjeLNqtNyWVl0e1h3nncDc4c6r8tCa7LKzKTJHz5+GsO7XOASoYG4pezUvy/Weh8SQkhIAd5SS0kqduvZtWuXcseR2EYTEPpFXMueku1GmG3RIQUg7eBGMRJ3mTnFsf25HnhtVivXmCPFARw+K5SCuS5WuL9qVSgRVLC6Fv8j6KUU438IISSMlqWrrroKL7/8MiZPnqxeJyUl4dixYxgzZgy6d+8e6OGIhYRaeDCUtH/zC39J2AF3cZfkAKZMb4PLtlX02Kd3nyW4b9wFaFsmIyzlEAJxk4mFJRi3FON/CCEkSnWWJMC7UaNGOHnypMqG27x5MypUqIBp06ZZMCUSDFYUHgwleyrW4mM0cXf9+iqYOLuFx7a3W/+JcVdsVP/vc/Rk2LLKAnWTBeuWYvwPIYREWCxVr15dBXd//PHH6lmsSlLRu2/fvkhLM9fWgViLVYUHQ8mesnt8jN7qVjU7Tbnc3MlJyUeHe+cjN/Wcm1n2DVdWWSTT5Bn/QwghERJL+fn5aNCgAWbPnq3EkTxI/FTMDsU6ZOf6OO5WtyIFwIcft0frnZ6irVffn7Gi2mFDcWe2gGYwVjNvbrJyJZPx1PWN6SYjhJBYC/BOTk5WrjcSnxWzQ62eHJaq2X6EolS9nrVqt3o2qkTtHrD+f2uq4c8XeqDDznMWljfabUXtUXMKCSV3cRfuqtJyXR7r0UhV7taQZrrj5mwMKnCcEEJIlN1wQ4YMUQUo33rrLRQrFlQBcBIEIgSkQeySPw+o5VlcKu3rlLfURWSFdShS8TFGMVoZJZNxY/Oq6NIo0yVcZJ/qh0tg0eTLPd5/oEQeLr17IZLLFkGlYsWRleM9+DncVjM5F2n8G4obNdTgfkIIId5JcjgcARUPluKT8+fPV21NmjRpgpIlPbObZsyYgXgjJycH6enpyM7OVi1dIo0spg/NWIsjxz0LE5YtkYwBF9XGBD+FIIVpg9qbjlmxe5d6M1WvZb59WtbAxQMroOWech7brr99MVZXyXa9/vDOdihSJMmv0AjHdRGR46vVieYOXDyqs1fx429eFFKEkETFqvU7YNNQ2bJl0atXr6A/kASGLIT3/G+l4TYRTyKURDRlH8+3JLBaFtb0tBSM7Fofh3JPIaNUKjLL2GeBNVv8svP3FfHPh+t5jE286A9MuGRzoX0P5Obh+uZV/X52OKxmoWba+Qvuv6tTbXyxeq9thS8hhMQCAYulKVOmhGcmxFAYjP1ivd/9NNdQqC4iXxaKSAolX5YQf+Ki9qGSWPjmZR5ju8ocxxX/+AF5yQUhB2Z7yyoL1noTqBvV/XMqlEpV94e34H7hv4u2FdoWaJYkIYQkOsUCqdz9wgsv4IsvvsCpU6dwxRVXqEKULBcQPmRRzMrJ87vf4eP5qjL2R7/8FXThQavKD4TKV2v24tFZ65RVy8gS4k1cFDuThFnvd8SF+9M9xnv0/xHrK+UYvseqcgahuOcCyUA0+pxgCKWQJiGEJCKmxdLTTz+NsWPHokuXLkogTZw4Efv378c777wT3hkmMIHU7ZHK2BLXEox1w8ryA6Ew/qsNhpaQvW6CzUhcDPi1FsbMv9Bj7PlOv+P1Dltdr8NVziBUkWm2PtXh3DwMmfqbX/ejWYItpOkOY6EIIYmCabH0/vvv4/XXX8fdd9+tXs+bNw89evRQWXFFigTcYo6YIBD30PYDuUEXHgxXhepA+GrNHkOh5D4HEWw/jLjcJS7OP1AK896+1GO/beVy0W3gIuQVO+dyu6llVSzecsDDSufL6mZWBFghMs1k2klZgXFz/MdpBUOghTRjJQmAEEKiIpZ27tzp0ftNLEzSF27Pnj2oVq2apZMiZ5FFOrNMqilX3IR5m1E/s3RQC1W4KlSbRUSHuN78IQvzih2HMbZbI9S5shTqHfRs3Nx14CJsOu9oofd9unK3ClIf3uUC1ZTWqow3q0Smv/5tEnAfquvNrCA3IxTt4rIlhBDbiaXTp0+jePHihYpUSlVvEh5kkRp73YVes+HcCcVVFu2+brI4SxFGM5R5tRg6vOwpPJ66fAPeauvdKiXsyzmJl+f9oRZyb8IlUBFgpcj0lWknRTetxihey4xQtIvLlhBCbCmWpBxT//79kZqa6hqTat733HOPR62leKyzFE1kkXrjtpZ4cPoaHMs7HRZXWbT7upkREw32l8bcKZ08xhyNHVj2ySEUbHEgY1WKR1B4oAt5MCLAapHpzY0ajEiVn+d1zSpjstO16S9ey6xQtIPLlhBCbCuW+vXrV2jstttus3o+xABZpE6cOoPhn6wOi6ss2n3dfImB1NNF8N1bl6JGdgnPDRuApIZJaI/yaN+wPB7p0Qjv/rRNtQgJZiEPRgS0qlkOckkMuqy4kO2yXyiYFbMv3tRM1Yxyt0q1qFHOq3svGGtRtF22hBBia7HE+krRJTM9LayuMn9xM+GKQZGFusDhQNm0ZBw54emKG/pzXTz4Y33PN7wiGwofR4RBhdLnrJ6BLuTBiACJn/IllATZLvt5s7KYiREyK2Y71qsQVCHNQIRitF22hBASDdjcLUaIhBUjUn3dNLzVDWqcVQaz37vEY2xvvROovD4NSA59ga5QsrCoCkYEmBVY8zZkea2+bTaYPBQx6y9LMhCheE3TKlF12RJCSDSgWIoRrLBimCHY8gOBYhQjUzy/CH6YfDkqHfMULt9/sQ+XXVspZHeVxr+mr8bY6zwFRjBxW2YF1sxVu/FwD083ZjAZZeESs4EIxWi7bAkhJBqwQFKMEI5YEXEBLdl6UGVbybO8jgRGMTIPLLoAv790tYdQ2vLkUZw54zAllARtIReS/GTGyWIvgsXMe/UiQLtuWdknULq4/+8bkuknAkfDX4yQINuNfh6amJVedvJshSjRhKK3I8l4ZTehqFm5RDy6I69ZNoAQEo/QsmRDjOJYgnET+YqHCbWoYCjVm91jZJrvKYvPP+joub3aIfTuswQf3toedQMUA9pCLj3TvNWn8pbdZsbVFWzLEXcRa7eMsmCsRZF22RJCSDShWLIZ3kSMVHH252LKKJmMrJyTyuoh7TEkM8xIDAmhFBUMVWjJ4lriVFH8NKkzyp1M8dh2yd0L8FfZE679gkHmULp4Mvq+tSwgQSICUApAjuxaX5UhyCiVqopZaiLAm+ssXLFOkcwoCyYmKlIuW0IIiTYUSzbCVxzLkKkrcVen2qpujv7bv7u7Z/jHq7weX44jBS7LlkgOuqhgMLE2eitU61fLYcPb3Tz2+Vf3VfisyW7LMqoOHPNf9dxdkPgSgJrrzZvrzBehxDpFOqOM1iJCCDGGYskmmKl188XqvXjt1haFLEZm0Y595Hh+UC6gYAo3uouQ1rvK4dMPL/J43481/8YdtyyHI8l/RlUgrr9ABIkZARhMyxFvLqxoFwH1Ba1FhBBSGIolm2A2jqVcyVQsHtVZ7S8BxiKcfFWuDhYjF1CgsTaaCCmZVwwbXuuKEvmet9tFg+djbxlPweBNYATq+jMrSKTUwqUvLPQrAEd2a4BA8ebCco8R8gYzygghxD5QLNmEQOJYtG//EpsUDqHkzTITyBw1K9Tj8xphwIraHtv/ee1v+LLRHqSXSEalYsVVnJUvgRGM689s0LKUWjAjAA+ZdOs91qOhKo7pz/Il1rceTStjzpq9HnOT3QddUpsZZYQQYiMolmxCOIsiBop7mri3z/aF7Pf71BwsefgKj/F55+/DoF6/ulxu4g788M6WKFIkyatrLZTGrWaCls02qc0omWLKUtW/Y22/FiERfw/NWGvoDnU4oOLSpE0JBRMhhNgDiiWbEM6iiIHSu00NwwXfzBzrpZRC+wsykFTg+f52987DvtKFrTPSy0xqBhkhQkn6vYWSZu8vaNmomre3djNWFGMUoSRB9r7Ox1+QPSGEkMjCopQ2QXMbecu2cvgIFLZ6Oa1VoYTPOXor3Pj03Mb4dtylHkJp8PUrUGvUHEOh5Evwiai4+LkFPhvjuuPLyuatkKN8hlTz9oV7QcZQizFqVjJ/uAtAQggh0YeWpRjGV1xOKPiyWBm5tjr9WQHvT2/nsZ+jpwMXtVrgEY9kNuMrmHpG2w8cD2Bvc59hZDEKJb3eX4C8LwEYShFQQgghoUGxZBP8WR28uWa8xeWUK5GMwz5KBCCIlHVtwc47XYAX/68Zih1KQrt2Bmnme4GkzCSMWRe42yrYekYvz/sD9TNLeVh3vAkMs59RqUwqxl53oWHweDDp9YHGmGmiNdQioIQQQkKDYskmhNICQ2/tqFAqFf/6xHtxSiP8xd14LNgO4N9fNUOvddU8d5oF4LrQqkIHan1xx11M+hIYZmsm/fvm5uhYtwKsIpAYM831F0wmICGEEGuhWLIJobbAcLd2qCavXvqiecOXgHFfsC/fWhFTPm3jsX33NcdR9YsSht1rA3VbBZvh5y4ms0+c8ikwBnasZWkVcLP4C5DXkCujxYYFmwlICCHEOiiWbIKVLTDMCo6hl5+PepVK+xQwmssqIzcFK169stD2lsO+RWrloljs6IyiScYLdiBuq1Az/L5dvxdz1+/zKjCEmSbLBVidbWgmxkzcp+N7NlEiU0SvnRruEkJIokKxZBOsbIFhdpHvWPc8v4vs8j8P4ZH3G+Ka36t4jPe/aTm+P//vsy+y8y1bsOX8pHedr5Ysvvh05S4cPXnG5z7SQ69UajEcyzvtdR8RLeFoN+LNNVk2LRkDOtbC0M71XKLVjg13CSEkEaFYsgma1cGoBk8gdXwsFV4zgQ49PQXQtKY7Mbrb2kIut5+2/G2LDC1/QkmjQKo/+sCqzEIjzLom7dpwlxBCEg3WWbIZYlXRI21BAgnk9VcPya/w2uvcsafncLN/fovRVxcWSsKrC7equkgS3xQKIiCCtSoFwvFTvkWVzCGcdY681X5yd38WFDiUxclMDShCCCHhg2LJJmhB1EZCITsI8RBUAUUxp1wPwNPjhr63LFWFJbPTfM9DC6AORTDZyaUUrbloBTn7vr0MR04YX/NArY2EEEKCh244G2Cm7k8wWU8BZaJ9LH1OPIc+aLEdj1213vTnWZGhZSeXUjTmYrYgp6/sRUIIIdZCsRTjNZb84TcT7S8ANXSfV9yBK0f+gC15uQF9VqhzDTS9Xl/o0mycUXpaMaQlF8O+nNCD6a0WzWO/WO/zPMQt91rflmhfp7DrjhBCSAK64caOHYukpCSPR4MGDVzbT548iSFDhqB8+fIoVaoUevXqhX379nkcY+fOnejRowdKlCiBihUrYsSIETh92nsWVDSIStZTAYCuhYUSfgCWrjsUlFCyYq7+4q3kcXen2obuxeFdLjD1GQM71sHY60KI6QoTry7Y4rc+lrjliiQlUSgRQkgEsb1l6cILL8S8efNcr4sVOzfl4cOHY86cOZg+fTrS09MxdOhQ9OzZEz/99JPafubMGSWUMjMz8fPPP2Pv3r244447kJycjGeeeQZ2IeJZTx8AuEM3NhzAS2f/u39V6KIslLmaqfw9slvDQu5F4aNfdvq0SkkA/dDOdZXYCLS6eLjdbxPm/RFzcV2EEJII2F4siTgSsaMnOzsbb7/9NqZOnYrOnTursSlTpqBhw4ZYunQp2rdvj2+//RYbNmxQYqtSpUpo3rw5xo0bh1GjRimrVUpKCuKtxpJPtgOo7TmUX6oAKxcfRusmGSjqtKuEInSsmqu/eCtv7kV/RR+f7dnEkqa4kewLaOe4LkIISQRs7YYTNm/ejCpVqqBOnTro27evcqsJK1asQH5+Prp06eLaV1x0NWrUwJIlS9RreW7SpIkSShpdu3ZFTk4O1q/3Hricl5en9nF/hJOQU/39IVnylxYWSj37/ox6Q77GLdOWeqT9a+It0E+zYq4iHKRy9axVu5WIkbl4S68PJAtQzucNgyxAfyn8kSCQfngsFUAIIZHH1paldu3a4d1330X9+vWVC+2JJ57AJZdcgnXr1iErK0tZhsqWLevxHhFGsk2QZ3ehpG3Xtnlj/Pjx6rMiSTBNZ03xNoB/eA693n4Lnr90k8/GrN4sNJqU6NKoIuZv3I8Ct43S7WTQJbWDnquv5reBHNMuFiOzBOJWY6kAQgiJPLYWS1dffbXr/02bNlXiqWbNmvjkk0+QlpYWts8dPXo0HnjgAddrsSxVr14d4cbSRX4rgLqeQ45MBzrf8z22nTjuN+3fl3i7rlllTF60rZCbS4STjLeoUc4lbsRSZOZ8vKXM60WcWQLpRxdtzLrVhnepx1IBhBASBWwtlvSIFemCCy7Ali1bcOWVV+LUqVM4cuSIh3VJsuG0GCd5Xr58uccxtGw5ozgojdTUVPWIBiEv8pLo11F8O7rx5cDSjEPY9mZhoeQt7d9IvLWqWQ6XvrDQVE2o7zZkmbIU+aozZUXtJrtjplyCbJe+cYQQQiKP7WOW3Dl27Bi2bt2KypUro1WrViqrbf78+a7tmzZtUjFNHTp0UK/lee3atdi/f79rn++++w5lypRBo0ZnY4TiitcBJOuE0lin4mgTXIkCfUzPih2HTdWEkjR4sQjp9zWq8h1InSl9XJM8y+tYxky5BLrfCCEketjasvTggw/i2muvVa63PXv2YMyYMShatCj69OmjSgXceeedyl2WkZGhBNCwYcOUQJJMOOGqq65Souj222/H888/r+KUHn30UVWbKVqWo7Ag4Ufnyk+dpSaAjQDSrC1RYFZwTfmpsJvOm6UoEBFnVVyT3QhbzBohhJD4Fku7du1SwujgwYM477zzcPHFF6uyAPJ/YcKECShSpIgqRikZbJLp9vrrYl45iwir2bNnY/DgwUpElSxZEv369cOTTz6JuEDahrUGsEY3/huA5uEpUWBWcHnraWbk7jN7zO0HcvHyvM2WxTXZjVgLTCeEkEQhyeFwxLYPIwJIgLdYsqS2k1iwbMHLzkKS7owH8JDvt2mB1PCS5eZPcIjLS8oM+BJc6WnJPsWSxsTezZV7z8wxRcTJreqtwrW2z+JRnSkuCCGEWLp+x1TMEgEg5aGSdEKpvvR+8S+UfNUhktdmLDNmakIN6FjL1KloFiUzx+zdpobPViD6uCZCCCEkIdxwxA3RCc2c8UnurAXQOHh3T1b2CRzKPYWMUqlIT0tRVh5/lhl5/2u3tsCjs9bhUG5+ofgaOfa05X8hK8c4FsnI3ecvZifvtDSz8w9bgRBCCLEaiqVY4DkDq9FLBm64ABBBlH3iFJ7/ZlPAwdLiyhs3Z6OHUMoomYLHepx9n2w/eVrKhgdW5dtXzI5kvZmBrUAIIYRYDWOW7ByztApAC91YUwC/AHBra2e28KOZIpD+Ypf8ve+uTrUNC1ZqlCuRjPE9mwQciG02rokxS+YI5p4hhJBEXb9pWbIjJwA0BLBDN76xcImAYFLpgy0CaeZ9b/7oXSgJqcWKqOMGihbX5KsFC2sRmSNeyy8QQki4YIC33ZCqBiV0QulVpzowEEpmCz+6E2gRyEDe568+pARpBxuEHWpwOgn+niGEkESGliW78OvZKtsetAXwk/FPKZQWIcFU8g7kfYEeNxBYiyh4Er2tDCGEBAvFUrSRVm3ny1d73fjmwo1wg7UO6XvNBVvJ26rgaTlOKDEzsdQk106Ecs8QQkgiQ7EUTU4BKKkbexPAP/y/NVjrUCiVvM28T/7xljKgHfdw7ikVrM2YmcgSyj1DCCGJDGOWoklRt/93AnDanFAKtc+bmSKQRsHS/t4nGslXbqVsuq5ZZQyZypiZaGBFb0BCCElEKJaiLZYOOwtO/qATT37QrDzeHFcyXtlHn7dgg6V9va9siWSfc5ayAbNW7fEaMwNnzIy46Ij1hHrPEEJIosI6SzHSG84oxue7DVkh9XnzdlwzsUP69xUUOND37WWwgmmD2jNmJkyE2huQEEJiCdZZSiB81cXx1SLEzKIXbLC0/n2zVu2GVTBmJnz4aytDoUQIIYWhWLI53ipmazE+svBJ1Wq9dUiQFiHeLEZWV3C2Ms6FMTPhheUXCCEkMCiW4qQujruVx1+FZisrOGuiSxrySn84yXTz5tctm5aMpCTg8PFzPeXMZOER62H5BUIIMQ/Fko1ZuvVgwHVx/FmivPVuc7dUmRVMRqLLF0dOGIskgS1LCCGE2BWKJZsiQuShz9aa2ldcKWLhEXEl7wmmd5u/nnDegsutyg5gzAwhhBC7QrFkQ7xZh7yx/cDxQkUejTBTB8nIUlUoGLhMcZw8fcbn/MqVKIYCRxKyvViTRIqJ2+7RHg2RmZ7GmBlCCCG2hWIphuKU9Ii0SE8rhgnz/rB0Dlo2mleXXo5/t9vh41Jh0ztyzIO5p5RQYuwMIYQQO8OilDHWv0svOLJP+hYlofRuMyvaQoFlAgghhNgdiiWbYVY8lEg5W+7bypKi7hWcAxFtocAyAYQQQuwOxZLNMCseUouF50enZaOFavHJKJGsYpvYWoMQQkisQ7EUg/27yks9Iy+1isyiP77EVktZAS0bLVSLz6Hj+a4g8ECa9RJCCCF2g2LJZoh4EBEBHyLj+uZVQv4cvfdO3HlSf0mCus2INjNkOwVduq7Brr9mvYQQQoidoFiycf8uERVGIkPqIAVDkgnxJEHdEtztLtqCRbMqFS9WBB/+ox0m9m6umuRKexYKJUIIIbECSwfEYP8uETOZZVKRlZPn8xhJegtSoQHfdZY00fbwzLU4lBuc20+OKfMskpSE65tXDeoYhBBCSDShWIrB/l1SPfvk6YKgXG1mcA/uFsHUuUEltB8/H4dyT5k7gI9jWt3AlxBCCAk3FEtxVt27rDM+6EgIAeD64O6UYkXwzI2N1ecKjiCPaWUDX0IIISRSMGYphjBTKFLcXaEIJXHvGaXze4ujErEjAs1fiYDDuaeU2NLXbtIa+GqB5YQQQojdoGUphjBTKDIUV5kg7j1x8xlZerzFUWlNdfUhUZqAeqxHQ4ybsyHgBr6EEEKIHaBlKYawsjVIqdSzFcCN0v19WXq0OCoJ1pZnee0ve69cyVSfIs89sJwQQgixG7QsxRBmC0VmlEzG4dx8Q0uO2G0qlUlV/zuWd8YyS4+v7L1Zq3abOgb7xBFCCLEjtCzFWXVv2f7U9Y1dr/XbhT5tayArx3pLj5HVKRCRxz5xhBBC7AjFUpxV9+7dpgbyCxy4v0s9pwWpsFusVoWSEbX0mBV57BNHCCHEjtANF2No8UH6FPwSKUWV6pgw7w/XmDSyHd7lAtSqUMLDLbZk60FTn7X9wHFLRZ6vIHD2iSOEEGJXaFmKUcEkLUNECJVNO1tXKffUGeTqYpD25ZzEy/P+QGqxIh5uMRFNUiLAHx/9slOVK7Bqzr6CwFlniRBCiF2hZcmm+Kt0Len6IoR8SRlvwdryLHFLE+Zt9jkH99YnVuArCJwQQgixKxRLNsRfpWszxSm99XvTiHTckr8WLoQQQohdoViKkXYmWqVrcVmlp6X4LU7pT/QwQ40QQggxB2OWbIQvi5E2Jtuzsk8EfGy96GGGGiGEEGIOiqUYameiudQCbWli1O/NTBkCZqgRQgghFEu2wmx8UEapVJ9WIW/93vQwQ40QQgjxD2OWbITZ+CCpn+StbpGvfm9GAogZaoQQQohvaFmyEf7iiLS+b61qlvNqFYKfeCejukne2pQQQgghhGLJVviKI9I4lJuP9uPn48kv16usuB9GXI5pg9pj6OV1fR472H5vhBBCSKJDsWQzzFiMJMD7nZ+2o8+bS3HpCwuRfeIU6lUqFZW6SYQQQki8Q7FkU8EkFqOMkil+9xVrkcQjzTMI4DZi875jqjecVW1MCCGEkHiHYsmmrNhx2HSJAJE9X64xJ5ZeXbhFWaQufm6BKoBJCCGEEN9QLNmUcLvLtIrgFEyEEEKIbyiWbEq424z4y5AjhBBCyFkolmzK4dy8sH8GM+QIIYQQ/1As2RCx9IybszFin8cMOUIIIcQ7FEsx2CMu1lx+hBBCSCzDdic2JFKWHil8KfWc9E12CSGEEHIOWpZsiFWWHmmdcnen2koU6SuCa6+lYjjbmxBCCCHeoWXJxj3iJL0/0Dw16R332DUXqma7WkPcFjXKqaw3d9eeWJREKOkb6xJCCCHEkySHw5EweeOvvfYaXnjhBWRlZaFZs2Z45ZVX0LZtW7/vy8nJQXp6OrKzs1GmTJmIzFXqH0kdJCGQH9Abt7U0FEASNC6xUOLiE8uVJqQIIYSQeCXHovU7YdxwH3/8MR544AGMGTMGK1euVGKpa9eu2L9/P2K1R5ye4V3qebUUiTDqcH55XN+8qnqOR6EkglBaucxatZstXQghhFhGwliW2rVrhzZt2uDVV19VrwsKClC9enUMGzYMDz30kC0sS0bWH2Hpnwcx5MOVOHIi3+t7xW23eFTnuBRBZi1xelejXBO6GgkhJHHJsWj9ToiYpVOnTmHFihUYPXq0a6xIkSLo0qULlixZUmj/vLw89XC/2NFY7KWR7lPXN0b3ppXxbK8mhm45Bmqfc1k6vLR0EQsdBRMhhJBgSQg33IEDB3DmzBlUqlTJY1xeS/ySnvHjxyslqj3EAhWJxV5fW0ka6d47dSWGTV2BvNMFuL9LPVQqk+qxj7jpElkMiDVORKaReZQtXQghhFhBQliWAkUsUBLf5G5ZCpdg8rXYa3y5Jks9NGvT1Y0r4fzzSqvYo/Z14jP+yKoCnu4tXeR6EUIIIYGSEGKpQoUKKFq0KPbt2+cxLq8zMzML7Z+amqoedqzWLdamr9fJeezDZyt3JXxMjtkCnmzpQgghJFgSwg2XkpKCVq1aYf78+a4xCfCW1x06dIjq3EJZxEVkiftO3HiJitkCnmzpQgghJFgSQiwJ4lZ788038d5772Hjxo0YPHgwcnNzMWDAgKjOy4pFPJFjcrQCnt4ckTIu29nShRBCSLAkjFi65ZZb8OKLL+Lxxx9H8+bNsWrVKsydO7dQ0HekkUW8dPHgvaHuMTmJiMRriStSYEsXQggh4SBhxJIwdOhQ7NixQ5UFWLZsmaq9FG1kEW9ds1zIx0nkmBxvBTwTPVOQEEKINSREgLedEffZ6l3ZIR8n0WNyRBBd2SiTLV0IIYRYDsVSlIXSuz9tUxluwZLktKAwJudcSxdCCCHESiiWooRRxe5AYUwOIYQQEn4SKmbJLnir2O2LqxtnIqNksscYY3IIIYSQ8EPLUoQxU7HbyM326q0t1etQYnKMGvXSIkUIIYT4hmIpwgRSsdvIzRZsTI6R20/qDyV6BXBCCCHEH3TDRZhAUvytcrN5c/tlsQI4IYQQ4hdaliKM2RT/x3o0RP+OtUN2k/ly+8mYHF22S9o9XXKEEEJIYWhZsml7DiuEkhm3X6JXACeEEEL8QbEU5+05zLr9ErkCOCGEEOILiqU4b89h1u2X6BXACSGEEG8wZinO23Nobj8J5jaKW2IFcEIIIcQ3FEtx3p5Dc/tJ1psII3fBxArghBBCiH/ohksAIun2I4QQQuINWpYShEi5/QghhJB4g2IpgYiE248QQgiJN+iGI4QQQgjxAcUSIYQQQogPKJYIIYQQQnxAsUQIIYQQ4gOKJUIIIYQQH1AsEUIIIYT4gGKJEEIIIcQHFEuEEEIIIT6gWCKEEEII8QEreJvA4TjbfjYnJyfaUyGEEEKISbR1W1vHg4ViyQRHjx5Vz9WrV4/2VAghhBASxDqenp6OYElyhCq3EoCCggLs2bMHpUuXRlJSkqWKVwTYX3/9hTJlyiBR4XU4C6/DOXgtzsLrcBZeh7PwOgR+LUTiiFCqUqUKihQJPvKIliUTyAWuVq1a2I4vP+hEv/EFXoez8Dqcg9fiLLwOZ+F1OAuvQ2DXIhSLkgYDvAkhhBBCfECxRAghhBDiA4qlKJKamooxY8ao50SG1+EsvA7n4LU4C6/DWXgdzsLrEL1rwQBvQgghhBAf0LJECCGEEOIDiiVCCCGEEB9QLBFCCCGE+IBiiRBCCCHEBxRLUeK1115DrVq1ULx4cbRr1w7Lly9HPDF27FhV7dz90aBBA9f2kydPYsiQIShfvjxKlSqFXr16Yd++fR7H2LlzJ3r06IESJUqgYsWKGDFiBE6fPg07s2jRIlx77bWqWqyc8+eff+6xXfIpHn/8cVSuXBlpaWno0qULNm/e7LHPoUOH0LdvX1VorWzZsrjzzjtx7Ngxj33WrFmDSy65RN0/UsX2+eefR6xdi/79+xe6R7p16xZX12L8+PFo06aNqv4v9/ANN9yATZs2eexj1e/C999/j5YtW6rsoLp16+Ldd9+FnTBzLS677LJC98Q999wTV9di0qRJaNq0qauYYocOHfD1118n3P0wyc91sN29INlwJLJ89NFHjpSUFMc777zjWL9+vWPQoEGOsmXLOvbt2+eIF8aMGeO48MILHXv37nU9/v77b9f2e+65x1G9enXH/PnzHb/++qujffv2josuusi1/fTp047GjRs7unTp4vjtt98cX331laNChQqO0aNHO+yMzPORRx5xzJgxQ7JMHTNnzvTY/uyzzzrS09Mdn3/+uWP16tWO6667zlG7dm3HiRMnXPt069bN0axZM8fSpUsdP/74o6Nu3bqOPn36uLZnZ2c7KlWq5Ojbt69j3bp1jmnTpjnS0tIc//3vfx2xdC369eunztX9Hjl06JDHPrF+Lbp27eqYMmWKmtuqVasc3bt3d9SoUcNx7NgxS38X/vzzT0eJEiUcDzzwgGPDhg2OV155xVG0aFHH3LlzHXbBzLW49NJL1d9D93tCfsbxdC2++OILx5w5cxx//PGHY9OmTY6HH37YkZycrK5LIt0PX/i5Dna7FyiWokDbtm0dQ4YMcb0+c+aMo0qVKo7x48c74kksySJnxJEjR9QvxfTp011jGzduVAvqkiVL1Gu58YsUKeLIyspy7TNp0iRHmTJlHHl5eY5YQC8QCgoKHJmZmY4XXnjB41qkpqaqRV6QX2h53y+//OLa5+uvv3YkJSU5du/erV6//vrrjnLlynlch1GjRjnq16/vsCvexNL111/v9T3xeC3279+vzumHH36w9Hdh5MiR6suJO7fccosSKHZFfy20BfK+++7z+p54vRZyD7/11lsJfT+4Xwc73gt0w0WYU6dOYcWKFcr94t57Tl4vWbIE8YS4l8QFU6dOHeVKEZOpIOefn5/vcQ3ERVejRg3XNZDnJk2aoFKlSq59unbtqponrl+/HrHItm3bkJWV5XHe0rNI3LDu5y3uptatW7v2kf3lHlm2bJlrn06dOiElJcXj2ohL4/Dhw4glxEQu5vP69etj8ODBOHjwoGtbPF6L7Oxs9ZyRkWHp74Ls434MbR87/03RXwuNDz/8EBUqVEDjxo0xevRoHD9+3LUt3q7FmTNn8NFHHyE3N1e5oRL1fjijuw52vBfYSDfCHDhwQN0Y7j9gQV7//vvviBdEAIhvWBbBvXv34oknnlBxJevWrVOCQRY3WQj110C2CfJsdI20bbGINm+j83I/bxEP7hQrVkwtKO771K5du9AxtG3lypVDLCDxST179lTnsnXrVjz88MO4+uqr1R+yokWLxt21KCgowP3334+OHTuqP/6CVb8L3vaRhePEiRMqPs5OGF0L4dZbb0XNmjXVlyyJRRs1apQSvjNmzIira7F27VolCiQ+SeKSZs6ciUaNGmHVqlUJdT+s9XId7HgvUCyRsCCLnoYE8Yl4khv/k08+sc0vKokuvXv3dv1fviHKfXL++ecra9MVV1yBeEOCduXLwuLFi5HoeLsWd911l8c9IYkQci+ImJZ7I16QL5EijMS69umnn6Jfv3744YcfkGjU93IdRDDZ7V6gGy7CiElRvjXrsxvkdWZmJuIV+aZ0wQUXYMuWLeo8xR155MgRr9dAno2ukbYtFtHm7etnL8/79+/32C7ZHZIVFs/XRhB3rfx+yD0Sb9di6NChmD17NhYuXIhq1aq5xq36XfC2j2QZ2e3LibdrYYR8yRLc74l4uBZiPZLMrFatWqkswWbNmmHixIkJdz+keLkOdrwXKJaicHPIjTF//nwPk7S8dvfVxhuS7i3fCOTbgZx/cnKyxzUQ86rENGnXQJ7FROu+WH733XfqJtfMtLGGuIvkl9f9vMUcLPE37uctfygldkFjwYIF6h7R/ljIPpKWL7EN7tdGvqXZye0UKLt27VIxS3KPxMu1kNh2EQfiXpC5612GVv0uyD7ux9D2sdPfFH/XwgixOgju90Q8XAs9ck/n5eUl1P3g6zrY8l4IOCScWFI6QDKg3n33XZXxc9ddd6nSAe5R/bHOv/71L8f333/v2LZtm+Onn35S6Z2S1ikZMFp6rKQNL1iwQKXHdujQQT30aaFXXXWVSjOWVM/zzjvP9qUDjh49qtJY5SG/Xi+99JL6/44dO1ylA+RnPWvWLMeaNWtUNphR6YAWLVo4li1b5li8eLGjXr16HunykjEj6fK33367SrOV+0nSY+2SLm/mWsi2Bx98UGX4yD0yb948R8uWLdW5njx5Mm6uxeDBg1WpCPldcE+BPn78uGsfK34XtBTpESNGqOyp1157zXap4v6uxZYtWxxPPvmkugZyT8jvSJ06dRydOnWKq2vx0EMPqQxAOUf5GyCvJcPz22+/Taj74SEf18GO9wLFUpSQeg/yCyH1lqSUgNSRiSckPbNy5crq/KpWrapeyy+AhoiDe++9V6WKys184403qj+c7mzfvt1x9dVXq7o5IrREgOXn5zvszMKFC5Uw0D8kTV4rH/DYY4+pBV4E8xVXXKFqjLhz8OBBJQhKlSql0mAHDBigxIU7UqPp4osvVseQ6ysiLJauhSyQ8kdO/rhJqnTNmjVVTRX9F4ZYvxZG5y8PqTdk9e+CXO/mzZur3zlZWNw/Ixauxc6dO9VimJGRoX6WUlNLFjn32jrxcC0GDhyo7neZm9z/8jdAE0qJdD8M9HEd7HgvJMk/gdujCCGEEEISA8YsEUIIIYT4gGKJEEIIIcQHFEuEEEIIIT6gWCKEEEII8QHFEiGEEEKIDyiWCCGEEEJ8QLFECCGEEOIDiiVCSEKRlJSEzz//PGzHf/fddwt1jbfjPAkh5qFYIoSEhSVLlqim0T169Aj4vbVq1cLLL7+MaNC/f3/ccMMNUflsQog9oVgihISFt99+G8OGDVONbvfs2RPt6RBCSNBQLBFCLOfYsWP4+OOPMXjwYGVZEteUni+//BJt2rRB8eLFUaFCBdx4441q/LLLLsOOHTswfPhw5YqShzB27Fg0b97c4xhifRIrlMYvv/yCK6+8Uh0vPT0dl156KVauXGnpub300kto0qQJSpYsierVq+Pee+9V56tHXGj16tVT59e1a1f89ddfHttnzZqFli1bqu116tTBE088gdOnTxt+5qlTpzB06FDVcV3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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "%matplotlib inline\n", - "\n", - "plt.scatter(y_test, predictions)\n", - "plt.xlabel('Actual Labels')\n", - "plt.ylabel('Predicted Labels')\n", - "plt.title('Daily Bike Share Predictions')\n", - "# overlay the regression line\n", - "z = np.polyfit(y_test, predictions, 1)\n", - "p = np.poly1d(z)\n", - "plt.plot(y_test,p(y_test), color='magenta')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 67, - "id": "2cf8c133", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "MSE: 201972.55947035615\n", - "RMSE: 449.4135728595167\n", - "R2: 0.6040454736919185\n" - ] - } - ], - "source": [ - "from sklearn.metrics import mean_squared_error, r2_score\n", - "\n", - "mse = mean_squared_error(y_test, predictions)\n", - "print(\"MSE:\", mse)\n", - "\n", - "rmse = np.sqrt(mse)\n", - "print(\"RMSE:\", rmse)\n", - "\n", - "r2 = r2_score(y_test, predictions)\n", - "print(\"R2:\", r2)" + "a = np.array([\n", + " [\n", + " [1, 2, 3, 4],\n", + " [5, 6, 7, 8],\n", + " [9, 10, 11, 12]\n", + " ],\n", + " [\n", + " [13, 14, 15, 16],\n", + " [17, 18, 19, 20],\n", + " [21, 22, 23, 24]\n", + " ] \n", + "])\n", + "print(\"Shape:\", a.shape)\n", + "print(\"3D Array: \\n\", a)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6c27807d", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { @@ -1530,5 +70,5 @@ } }, "nbformat": 4, - "nbformat_minor": 5 + "nbformat_minor": 2 } diff --git a/2-Regression/2-Data/notebook.ipynb b/2-Regression/2-Data/notebook.ipynb index 8dc1ea8a..ca45c5b1 100644 --- a/2-Regression/2-Data/notebook.ipynb +++ b/2-Regression/2-Data/notebook.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -207,7 +207,7 @@ "[5 rows x 26 columns]" ] }, - "execution_count": 19, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -220,20 +220,42 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "Package 0\n", - "Low Price 0\n", - "High Price 0\n", - "Date 0\n", + "City Name 0\n", + "Type 1712\n", + "Package 0\n", + "Variety 5\n", + "Sub Variety 1461\n", + "Grade 1757\n", + "Date 0\n", + "Low Price 0\n", + "High Price 0\n", + "Mostly Low 103\n", + "Mostly High 103\n", + "Origin 3\n", + "Origin District 1626\n", + "Item Size 279\n", + "Color 616\n", + "Environment 1757\n", + "Unit of Sale 1595\n", + "Quality 1757\n", + "Condition 1757\n", + "Appearance 1757\n", + "Storage 1757\n", + "Crop 1757\n", + "Repack 0\n", + "Trans Mode 1757\n", + "Unnamed: 24 1757\n", + "Unnamed: 25 1654\n", "dtype: int64" ] }, - "execution_count": 16, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -244,7 +266,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -266,7 +288,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -290,7 +312,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -299,7 +321,7 @@ "Text(0, 0.5, 'Pumpkin Price')" ] }, - "execution_count": 23, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, diff --git a/4-Classification/1-Introduction/notebook.ipynb b/4-Classification/1-Introduction/notebook.ipynb index 95cb84cd..d62df79f 100644 --- a/4-Classification/1-Introduction/notebook.ipynb +++ b/4-Classification/1-Introduction/notebook.ipynb @@ -1,4 +1,13 @@ { + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Delicious Asian and Indian Cuisines " + ] + } + ], "metadata": { "language_info": { "codemirror_mode": { @@ -15,14 +24,5 @@ "orig_nbformat": 2 }, "nbformat": 4, - "nbformat_minor": 2, - "cells": [ - { - "source": [ - "# Delicious Asian and Indian Cuisines " - ], - "cell_type": "markdown", - "metadata": {} - } - ] -} \ No newline at end of file + "nbformat_minor": 2 +} From 724f5d47fe9d21d2dc9f2aaeb863b35ddb5ccfd2 Mon Sep 17 00:00:00 2001 From: Paskal Date: Wed, 11 Jun 2025 22:16:42 +0545 Subject: [PATCH 19/28] change in cursor --- .../1-Introduction/notebook.ipynb | 273 +++++++++++++++++- 1 file changed, 261 insertions(+), 12 deletions(-) diff --git a/4-Classification/1-Introduction/notebook.ipynb b/4-Classification/1-Introduction/notebook.ipynb index 95cb84cd..ff6645fe 100644 --- a/4-Classification/1-Introduction/notebook.ipynb +++ b/4-Classification/1-Introduction/notebook.ipynb @@ -1,5 +1,263 @@ { + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Delicious Asian and Indian Cuisines " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib as mpl\n", + "import numpy as np\n", + "from imblearn.over_sampling import SMOTE" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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"stream", + "text": [ + "\n", + "RangeIndex: 2448 entries, 0 to 2447\n", + "Columns: 385 entries, Unnamed: 0 to zucchini\n", + "dtypes: int64(384), object(1)\n", + "memory usage: 7.2+ MB\n" + ] + } + ], + "source": [ + "df.info()" + ] + } + ], "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -10,19 +268,10 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": 3 + "version": "3.13.3" }, "orig_nbformat": 2 }, "nbformat": 4, - "nbformat_minor": 2, - "cells": [ - { - "source": [ - "# Delicious Asian and Indian Cuisines " - ], - "cell_type": "markdown", - "metadata": {} - } - ] -} \ No newline at end of file + "nbformat_minor": 2 +} From 9dcfcd1d7f3a0e5fbc242b38fd7146a0d7ffa59e Mon Sep 17 00:00:00 2001 From: Paskal Date: Wed, 11 Jun 2025 23:37:34 +0545 Subject: [PATCH 20/28] classification --- 4-Classification/data/cleaned_cuisines.csv | 3034 ++++++++++---------- 1 file changed, 1517 insertions(+), 1517 deletions(-) diff --git a/4-Classification/data/cleaned_cuisines.csv b/4-Classification/data/cleaned_cuisines.csv index 84526cc2..1410429a 100644 --- a/4-Classification/data/cleaned_cuisines.csv +++ b/4-Classification/data/cleaned_cuisines.csv @@ -2447,1550 +2447,1550 @@ 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++++++++++++++++++ 1 file changed, 723 insertions(+) diff --git a/4-Classification/1-Introduction/notebook.ipynb b/4-Classification/1-Introduction/notebook.ipynb index b6698193..fd862c35 100644 --- a/4-Classification/1-Introduction/notebook.ipynb +++ b/4-Classification/1-Introduction/notebook.ipynb @@ -6,6 +6,729 @@ "source": [ "# Delicious Asian and Indian Cuisines " ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib as mpl\n", + "import numpy as np\n", + "from imblearn.over_sampling import SMOTE" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Unnamed: 0 cuisine almond angelica anise anise_seed apple \\\n", + "0 65 indian 0 0 0 0 0 \n", + "1 66 indian 1 0 0 0 0 \n", + "2 67 indian 0 0 0 0 0 \n", + "3 68 indian 0 0 0 0 0 \n", + "4 69 indian 0 0 0 0 0 \n", + "\n", + " apple_brandy apricot armagnac ... whiskey white_bread white_wine \\\n", + "0 0 0 0 ... 0 0 0 \n", + "1 0 0 0 ... 0 0 0 \n", + "2 0 0 0 ... 0 0 0 \n", + "3 0 0 0 ... 0 0 0 \n", + "4 0 0 0 ... 0 0 0 \n", + "\n", + " whole_grain_wheat_flour wine wood yam yeast yogurt zucchini \n", + "0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 1 0 \n", + "\n", + "[5 rows x 385 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv('../data/cuisines.csv')\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 2448 entries, 0 to 2447\n", + "Columns: 385 entries, Unnamed: 0 to zucchini\n", + "dtypes: int64(384), object(1)\n", + "memory usage: 7.2+ MB\n" + ] + } + ], + "source": [ + "df.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df.cuisine.value_counts().plot.barh()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "thai df: (289, 385)\n", + "japanese df: (320, 385)\n", + "chinese df: (442, 385)\n", + "indian df: (598, 385)\n", + "korean df: (799, 385)\n" + ] + } + ], + "source": [ + "thai_df = df[(df.cuisine == 'thai')]\n", + "japanese_df = df[(df.cuisine == \"japanese\")]\n", + "chinese_df = df[(df.cuisine == \"chinese\")]\n", + "indian_df = df[(df.cuisine == \"indian\")]\n", + "korean_df = df[(df.cuisine == \"korean\")]\n", + "print(f'thai df: {thai_df.shape}') \n", + "print(f'japanese df: {japanese_df.shape}')\n", + "print(f'chinese df: {chinese_df.shape}')\n", + "print(f'indian df: {indian_df.shape}')\n", + "print(f'korean df: {korean_df.shape}')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "def create_ingredient_df(df):\n", + " ingredient_df = df.T.drop(['cuisine','Unnamed: 0']).sum(axis=1).to_frame('value')\n", + " ingredient_df = ingredient_df[(ingredient_df.T != 0).any()]\n", + " ingredient_df = ingredient_df.sort_values(by='value', ascending=False,\n", + " inplace=False)\n", + " return ingredient_df" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "thai_ingredient_df = create_ingredient_df(thai_df)\n", + "thai_ingredient_df.head(10).plot.barh()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# japanese_ingredients_df = create_ingredient_df(japanese_df)\n", + "# japanese_ingredients_df.head(10).plot().barh()\n", + "\n", + "japanese_ingredient_df = create_ingredient_df(japanese_df)\n", + "japanese_ingredient_df.head(10).plot.barh()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "chinese_ingredients_df = create_ingredient_df(chinese_df)\n", + "chinese_ingredients_df.head(10).plot.barh()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " almond angelica anise anise_seed apple apple_brandy apricot \\\n", + "0 0 0 0 0 0 0 0 \n", + "1 1 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 0 0 \n", + "\n", + " armagnac artemisia artichoke ... whiskey white_bread white_wine \\\n", + "0 0 0 0 ... 0 0 0 \n", + "1 0 0 0 ... 0 0 0 \n", + "2 0 0 0 ... 0 0 0 \n", + "3 0 0 0 ... 0 0 0 \n", + "4 0 0 0 ... 0 0 0 \n", + "\n", + " whole_grain_wheat_flour wine wood yam yeast yogurt zucchini \n", + "0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 1 0 \n", + "\n", + "[5 rows x 380 columns]" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "feature_df = df.drop(['cuisine','Unnamed: 0','rice','garlic','ginger'], axis = 1)\n", + "labels_df = df.cuisine\n", + "feature_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "oversample = SMOTE()\n", + "transformed_feature_df, transformed_labels_df = oversample.fit_resample(feature_df, labels_df)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "New labels shape: cuisine\n", + "indian 799\n", + "thai 799\n", + "chinese 799\n", + "japanese 799\n", + "korean 799\n", + "Name: count, dtype: int64\n", + "Old label Counts: cuisine\n", + "korean 799\n", + "indian 598\n", + "chinese 442\n", + "japanese 320\n", + "thai 289\n", + "Name: count, dtype: int64\n" + ] + } + ], + "source": [ + "print(f'New labels shape: {transformed_labels_df.value_counts()}')\n", + "print(f'Old label Counts: {df.cuisine.value_counts()}')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 3995 entries, 0 to 3994\n", + "Columns: 381 entries, cuisine to zucchini\n", + "dtypes: int64(380), object(1)\n", + "memory usage: 11.6+ MB\n" + ] + } + ], + "source": [ + "transformed_df = pd.concat([transformed_labels_df, transformed_feature_df], axis = 1, join = 'outer')\n", + "transformed_df.head()\n", + "transformed_df.info()\n", + "transformed_df.to_csv(\"../data/cleaned_cuisines.csv\")" + ] } ], "metadata": { From a5f5ad4a12fce5e8408f8a0e197421421eba0b44 Mon Sep 17 00:00:00 2001 From: Paskal Sunari <60564521+PaskalSunari@users.noreply.github.com> Date: Thu, 12 Jun 2025 10:23:24 +0000 Subject: [PATCH 22/28] classifir 1 --- .../1-Introduction/notebook.ipynb | 2 +- .../2-Classifiers-1/notebook.ipynb | 552 +++++++++++++++++- 2 files changed, 541 insertions(+), 13 deletions(-) diff --git a/4-Classification/1-Introduction/notebook.ipynb b/4-Classification/1-Introduction/notebook.ipynb index fd862c35..f85e06e6 100644 --- a/4-Classification/1-Introduction/notebook.ipynb +++ b/4-Classification/1-Introduction/notebook.ipynb @@ -747,7 +747,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.3" + "version": "3.11.4" }, "orig_nbformat": 2 }, diff --git a/4-Classification/2-Classifiers-1/notebook.ipynb b/4-Classification/2-Classifiers-1/notebook.ipynb index 30778dee..2b51e68c 100644 --- a/4-Classification/2-Classifiers-1/notebook.ipynb +++ b/4-Classification/2-Classifiers-1/notebook.ipynb @@ -1,5 +1,542 @@ { + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Build Classification Models" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## predict a national cuisine" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Unnamed: 0 cuisine almond angelica anise anise_seed apple \\\n", + "0 0 indian 0 0 0 0 0 \n", + "1 1 indian 1 0 0 0 0 \n", + "2 2 indian 0 0 0 0 0 \n", + "3 3 indian 0 0 0 0 0 \n", + "4 4 indian 0 0 0 0 0 \n", + "\n", + " apple_brandy apricot armagnac ... whiskey white_bread white_wine \\\n", + "0 0 0 0 ... 0 0 0 \n", + "1 0 0 0 ... 0 0 0 \n", + "2 0 0 0 ... 0 0 0 \n", + "3 0 0 0 ... 0 0 0 \n", + "4 0 0 0 ... 0 0 0 \n", + "\n", + " whole_grain_wheat_flour wine wood yam yeast yogurt zucchini \n", + "0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 1 0 \n", + "\n", + "[5 rows x 382 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "cuisines_df = pd.read_csv(\"../data/cleaned_cuisines.csv\")\n", + "cuisines_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.linear_model import LogisticRegression\n", + "from sklearn.model_selection import train_test_split, cross_val_score\n", + "from sklearn.metrics import accuracy_score, confusion_matrix, classification_report, precision_recall_curve, precision_score\n", + "from sklearn.svm import SVC\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 indian\n", + "1 indian\n", + "2 indian\n", + "3 indian\n", + "4 indian\n", + "Name: cuisine, dtype: object" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cuisines_label_df = cuisines_df['cuisine']\n", + "cuisines_label_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " almond angelica anise anise_seed apple apple_brandy apricot \\\n", + "0 0 0 0 0 0 0 0 \n", + "1 1 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 0 0 \n", + "\n", + " armagnac artemisia artichoke ... whiskey white_bread white_wine \\\n", + "0 0 0 0 ... 0 0 0 \n", + "1 0 0 0 ... 0 0 0 \n", + "2 0 0 0 ... 0 0 0 \n", + "3 0 0 0 ... 0 0 0 \n", + "4 0 0 0 ... 0 0 0 \n", + "\n", + " whole_grain_wheat_flour wine wood yam yeast yogurt zucchini \n", + "0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 1 0 \n", + "\n", + "[5 rows x 380 columns]" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cusisines_features_df = cuisines_df.drop(['Unnamed: 0', 'cuisine'], axis=1)\n", + "cusisines_features_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "X_train, X_test, y_train, y_test = train_test_split(cusisines_features_df, cuisines_label_df, test_size=0.3, random_state=42)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Logistic Regression Accuracy: 0.79\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/workspaces/ML-For-Beginners/.venv/lib/python3.11/site-packages/sklearn/linear_model/_logistic.py:1256: FutureWarning: 'multi_class' was deprecated in version 1.5 and will be removed in 1.7. Use OneVsRestClassifier(LogisticRegression(..)) instead. Leave it to its default value to avoid this warning.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "lr = LogisticRegression(multi_class = 'ovr', solver='liblinear')\n", + "model = lr.fit(X_train, np.ravel(y_train))\n", + "accuracy = model.score(X_test, y_test)\n", + "print(f\"Logistic Regression Accuracy: {accuracy:.2f}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ingredients: Index(['fish', 'lime_juice', 'shallot'], dtype='object')\n", + "cuisine: thai\n" + ] + } + ], + "source": [ + "print(f'ingredients: {X_test.iloc[50][X_test.iloc[50]!=0].keys()}')\n", + "print(f'cuisine: {y_test.iloc[50]}')" + ] + } + ], "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -10,19 +547,10 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": 3 + "version": "3.11.4" }, "orig_nbformat": 2 }, "nbformat": 4, - "nbformat_minor": 2, - "cells": [ - { - "source": [ - "# Build Classification Models" - ], - "cell_type": "markdown", - "metadata": {} - } - ] -} \ No newline at end of file + "nbformat_minor": 2 +} From 46ec25562ba90e1ea7748e32a3bebdb50040950b Mon Sep 17 00:00:00 2001 From: Paskal Sunari <60564521+PaskalSunari@users.noreply.github.com> Date: Thu, 12 Jun 2025 17:25:59 +0000 Subject: [PATCH 23/28] claffification 1 finished --- .../2-Classifiers-1/notebook.ipynb | 135 ++++++++++++++++-- 1 file changed, 125 insertions(+), 10 deletions(-) diff --git a/4-Classification/2-Classifiers-1/notebook.ipynb b/4-Classification/2-Classifiers-1/notebook.ipynb index 2b51e68c..342f51c8 100644 --- a/4-Classification/2-Classifiers-1/notebook.ipynb +++ b/4-Classification/2-Classifiers-1/notebook.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 1, "metadata": {}, "outputs": [ { @@ -214,7 +214,7 @@ "[5 rows x 382 columns]" ] }, - "execution_count": 6, + "execution_count": 1, "metadata": {}, "output_type": "execute_result" } @@ -227,7 +227,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -240,7 +240,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -254,7 +254,7 @@ "Name: cuisine, dtype: object" ] }, - "execution_count": 9, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -266,7 +266,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -464,7 +464,7 @@ "[5 rows x 380 columns]" ] }, - "execution_count": 11, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -476,7 +476,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -485,7 +485,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -513,7 +513,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -529,6 +529,121 @@ "print(f'ingredients: {X_test.iloc[50][X_test.iloc[50]!=0].keys()}')\n", "print(f'cuisine: {y_test.iloc[50]}')" ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/workspaces/ML-For-Beginners/.venv/lib/python3.11/site-packages/sklearn/utils/validation.py:2739: UserWarning: X does not have valid feature names, but LogisticRegression was fitted with feature names\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ] }, + "execution_count": 11, "metadata": {}, - "execution_count": 11 + "output_type": "execute_result" } ], "source": [ @@ -126,8 +460,8 @@ "hash": "70b38d7a306a849643e446cd70466270a13445e5987dfa1344ef2b127438fa4d" }, "kernelspec": { - "name": "python3", - "display_name": "Python 3.7.0 64-bit ('3.7')" + "display_name": "Python 3.7.0 64-bit ('3.7')", + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -149,4 +483,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} \ No newline at end of file +} From ccff6359887d1c1e2e85158ad5e0fa2abed03f95 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 13 Sep 2025 16:34:02 +0545 Subject: [PATCH 25/28] added the code for classifier-2 --- .../3-Classifiers-2/notebook.ipynb | 152 ++++++++++++++++-- 1 file changed, 141 insertions(+), 11 deletions(-) diff --git a/4-Classification/3-Classifiers-2/notebook.ipynb b/4-Classification/3-Classifiers-2/notebook.ipynb index a2b420db..bc0becd7 100644 --- a/4-Classification/3-Classifiers-2/notebook.ipynb +++ b/4-Classification/3-Classifiers-2/notebook.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -207,7 +207,7 @@ "[5 rows x 382 columns]" ] }, - "execution_count": 9, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -220,7 +220,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -234,7 +234,7 @@ "Name: cuisine, dtype: object" ] }, - "execution_count": 10, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -246,7 +246,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -444,7 +444,7 @@ "[5 rows x 380 columns]" ] }, - "execution_count": 11, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -453,14 +453,144 @@ "cuisines_feature_df = cuisines_df.drop(['Unnamed: 0', 'cuisine'], axis=1)\n", "cuisines_feature_df.head()" ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.neighbors import KNeighborsClassifier\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.svm import SVC\n", + "from sklearn.ensemble import RandomForestClassifier, AdaBoostClassifier\n", + "from sklearn.model_selection import train_test_split, cross_val_score\n", + "from sklearn.metrics import accuracy_score, confusion_matrix, classification_report, precision_recall_curve\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "x_train, x_test, y_train, y_test = train_test_split(cuisines_feature_df, cuisines_label_df, test_size=0.3)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "c = 10\n", + "#create different classifiers\n", + "classifiers = {\n", + " 'Linear SVC' : SVC(kernel='linear', C=c, probability=True, random_state=0),\n", + " 'KNN Classifier' : KNeighborsClassifier(c),\n", + " 'SVC' : SVC(kernel='rbf', C = 10, gamma=\"scale\"), #Support Vector Classifier\n", + " 'RFST': RandomForestClassifier(n_estimators=100), #Emsamble Cllasifier\n", + " 'ADA': AdaBoostClassifier(n_estimators=100)\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuraccy (train) of Linear SVC: 81.0%\n", + " precision recall f1-score support\n", + "\n", + " chinese 0.71 0.75 0.73 235\n", + " indian 0.90 0.88 0.89 254\n", + " japanese 0.83 0.76 0.79 236\n", + " korean 0.86 0.77 0.82 247\n", + " thai 0.76 0.89 0.82 227\n", + "\n", + " accuracy 0.81 1199\n", + " macro avg 0.81 0.81 0.81 1199\n", + "weighted avg 0.81 0.81 0.81 1199\n", + "\n", + "Accuraccy (train) of KNN Classifier: 74.4%\n", + " precision recall f1-score support\n", + "\n", + " chinese 0.67 0.72 0.70 235\n", + " indian 0.81 0.77 0.79 254\n", + " japanese 0.68 0.81 0.74 236\n", + " korean 0.92 0.57 0.71 247\n", + " thai 0.72 0.85 0.78 227\n", + "\n", + " accuracy 0.74 1199\n", + " macro avg 0.76 0.75 0.74 1199\n", + "weighted avg 0.76 0.74 0.74 1199\n", + "\n", + "Accuraccy (train) of SVC: 84.1%\n", + " precision recall f1-score support\n", + "\n", + " chinese 0.80 0.80 0.80 235\n", + " indian 0.90 0.91 0.90 254\n", + " japanese 0.90 0.77 0.83 236\n", + " korean 0.87 0.81 0.83 247\n", + " thai 0.76 0.93 0.84 227\n", + "\n", + " accuracy 0.84 1199\n", + " macro avg 0.84 0.84 0.84 1199\n", + "weighted avg 0.85 0.84 0.84 1199\n", + "\n", + "Accuraccy (train) of RFST: 85.9%\n", + " precision recall f1-score support\n", + "\n", + " chinese 0.83 0.81 0.82 235\n", + " indian 0.92 0.91 0.92 254\n", + " japanese 0.88 0.81 0.85 236\n", + " korean 0.88 0.83 0.85 247\n", + " thai 0.79 0.93 0.86 227\n", + "\n", + " accuracy 0.86 1199\n", + " macro avg 0.86 0.86 0.86 1199\n", + "weighted avg 0.86 0.86 0.86 1199\n", + "\n", + "Accuraccy (train) of ADA: 69.7%\n", + " precision recall f1-score support\n", + "\n", + " chinese 0.63 0.61 0.62 235\n", + " indian 0.87 0.79 0.83 254\n", + " japanese 0.52 0.83 0.64 236\n", + " korean 0.84 0.64 0.72 247\n", + " thai 0.79 0.62 0.69 227\n", + "\n", + " accuracy 0.70 1199\n", + " macro avg 0.73 0.70 0.70 1199\n", + "weighted avg 0.73 0.70 0.70 1199\n", + "\n" + ] + } + ], + "source": [ + "n_classifiers = len(classifiers)\n", + "for index, (name, classifier) in enumerate(classifiers.items()):\n", + " classifier.fit(x_train, np.ravel(y_train))\n", + " y_pred = classifier.predict(x_test)\n", + " accuracy = accuracy_score(y_test, y_pred)\n", + " print(\"Accuraccy (train) of %s: %0.1f%%\" %(name, accuracy * 100))\n", + " print(classification_report(y_test, y_pred))\n", + "\n", + "\n", + "\n", + "\n" + ] } ], "metadata": { - "interpreter": { - "hash": "70b38d7a306a849643e446cd70466270a13445e5987dfa1344ef2b127438fa4d" - }, "kernelspec": { - "display_name": "Python 3.7.0 64-bit ('3.7')", + "display_name": ".venv", + "language": "python", "name": "python3" }, "language_info": { @@ -473,7 +603,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.0" + "version": "3.13.3" }, "metadata": { "interpreter": { From 640cbb34cd47356292678f1f35e1a640c29d9620 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 13 Sep 2025 19:13:28 +0545 Subject: [PATCH 26/28] change --- .../1-Introduction/notebook.ipynb | 2 +- 4-Classification/4-Applied/model.onnx | Bin 0 -> 2141514 bytes 4-Classification/4-Applied/notebook.ipynb | 1094 ++++++++++++++++- 3 files changed, 1083 insertions(+), 13 deletions(-) create mode 100644 4-Classification/4-Applied/model.onnx diff --git a/4-Classification/1-Introduction/notebook.ipynb b/4-Classification/1-Introduction/notebook.ipynb index f85e06e6..fd862c35 100644 --- a/4-Classification/1-Introduction/notebook.ipynb +++ 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+ "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Build a cuisine recommender" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n", + "[notice] A new release of pip is available: 25.0.1 -> 25.2\n", + "[notice] To update, run: python.exe -m pip install --upgrade pip\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: skl2onnx in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (1.19.1)\n", + "Requirement already satisfied: onnx>=1.2.1 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from skl2onnx) (1.19.0)\n", + "Requirement already satisfied: scikit-learn>=1.1 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from skl2onnx) (1.6.1)\n", + "Requirement already satisfied: numpy>=1.22 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from onnx>=1.2.1->skl2onnx) (2.2.6)\n", + "Requirement already satisfied: protobuf>=4.25.1 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from onnx>=1.2.1->skl2onnx) (6.32.1)\n", + "Requirement already satisfied: typing_extensions>=4.7.1 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from onnx>=1.2.1->skl2onnx) (4.14.0)\n", + "Requirement already satisfied: ml_dtypes in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from onnx>=1.2.1->skl2onnx) (0.5.3)\n", + "Requirement already satisfied: scipy>=1.6.0 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from scikit-learn>=1.1->skl2onnx) (1.15.3)\n", + "Requirement already satisfied: joblib>=1.2.0 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from scikit-learn>=1.1->skl2onnx) (1.5.1)\n", + "Requirement already satisfied: threadpoolctl>=3.1.0 in d:\\ai\\machinelearning\\ml-for-beginners\\.venv\\lib\\site-packages (from scikit-learn>=1.1->skl2onnx) (3.6.0)\n", + "Note: you may need to restart the kernel to use updated packages.\n" + ] + } + ], + "source": [ + "%pip install skl2onnx\n", + "import pandas as pd " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Unnamed: 0 cuisine almond angelica anise anise_seed apple \\\n", + "0 0 indian 0 0 0 0 0 \n", + "1 1 indian 1 0 0 0 0 \n", + "2 2 indian 0 0 0 0 0 \n", + "3 3 indian 0 0 0 0 0 \n", + "4 4 indian 0 0 0 0 0 \n", + "\n", + " apple_brandy apricot armagnac ... whiskey white_bread white_wine \\\n", + "0 0 0 0 ... 0 0 0 \n", + "1 0 0 0 ... 0 0 0 \n", + "2 0 0 0 ... 0 0 0 \n", + "3 0 0 0 ... 0 0 0 \n", + "4 0 0 0 ... 0 0 0 \n", + "\n", + " whole_grain_wheat_flour wine wood yam yeast yogurt zucchini \n", + "0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 1 0 \n", + "\n", + "[5 rows x 382 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = pd.read_csv('../data/cleaned_cuisines.csv')\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Check the column names in the dataset\n", + "print(\"Column names:\")\n", + "print(data.columns.tolist())\n", + "print(\"\\nFirst few rows:\")\n", + "data.head()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " almond angelica anise anise_seed apple apple_brandy apricot \\\n", + "0 0 0 0 0 0 0 0 \n", + "1 1 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 0 0 \n", + "\n", + " armagnac artemisia artichoke ... whiskey white_bread white_wine \\\n", + "0 0 0 0 ... 0 0 0 \n", + "1 0 0 0 ... 0 0 0 \n", + "2 0 0 0 ... 0 0 0 \n", + "3 0 0 0 ... 0 0 0 \n", + "4 0 0 0 ... 0 0 0 \n", + "\n", + " whole_grain_wheat_flour wine wood yam yeast yogurt zucchini \n", + "0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 \n", + "2 0 0 0 0 0 0 0 \n", + "3 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 1 0 \n", + "\n", + "[5 rows x 380 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X = data.iloc[:, 2:]\n", + "X.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
cuisine
0indian
1indian
2indian
3indian
4indian
\n", + "
" + ], + "text/plain": [ + " cuisine\n", + "0 indian\n", + "1 indian\n", + "2 indian\n", + "3 indian\n", + "4 indian" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y = data[['cuisine']] \n", + "y.head()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "from sklearn.svm import SVC\n", + "from sklearn.model_selection import cross_val_score\n", + "from sklearn.metrics import accuracy_score, precision_score, confusion_matrix, classification_report" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
SVC(C=10, kernel='linear', probability=True, random_state=0)
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": [ + "SVC(C=10, kernel='linear', probability=True, random_state=0)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.3)\n", + "model = SVC(kernel='linear', C=10, probability=True, random_state=0)\n", + "model.fit(X_train, y_train.values.ravel())" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "y_pred = model.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " chinese 0.73 0.74 0.74 244\n", + " indian 0.87 0.87 0.87 240\n", + " japanese 0.76 0.75 0.75 241\n", + " korean 0.84 0.78 0.81 235\n", + " thai 0.77 0.84 0.80 239\n", + "\n", + " accuracy 0.79 1199\n", + " macro avg 0.80 0.80 0.80 1199\n", + "weighted avg 0.80 0.79 0.79 1199\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test, y_pred))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "from skl2onnx import convert_sklearn\n", + "from skl2onnx.common.data_types import FloatTensorType\n", + "\n", + "initial_type = [('float_input', FloatTensorType([None, 380]))]\n", + "options = {id(model): {'nocl': True, 'zipmap': False}}" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "onx = convert_sklearn(model, initial_types=initial_type, options= options)\n", + "with open(\"./model.onnx\", \"wb\") as f:\n", + " f.write(onx.SerializeToString())" + ] + } + ], "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -10,19 +1089,10 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": 3 + "version": "3.13.3" }, "orig_nbformat": 4 }, "nbformat": 4, - "nbformat_minor": 2, - "cells": [ - { - "source": [ - "# Build a cuisine recommender" - ], - "cell_type": "markdown", - "metadata": {} - } - ] -} \ No newline at end of file + "nbformat_minor": 2 +} From 129802b0ed03265d0f431d39fb8b0e382e512812 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 13 Sep 2025 19:43:33 +0545 Subject: [PATCH 27/28] netron --- 4-Classification/4-Applied/index.html | 102 ++++++++++++++++++++++++++ 1 file changed, 102 insertions(+) create mode 100644 4-Classification/4-Applied/index.html diff --git a/4-Classification/4-Applied/index.html b/4-Classification/4-Applied/index.html new file mode 100644 index 00000000..6640e27d --- /dev/null +++ b/4-Classification/4-Applied/index.html @@ -0,0 +1,102 @@ + + + + + + Cuisine Matcher + + + +

Check your refrigerator. What can you create?

+
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+ + + \ No newline at end of file From c752cafa4d41f52b9f297b0170e98ba067c50544 Mon Sep 17 00:00:00 2001 From: Paskal Date: Sat, 13 Sep 2025 21:21:12 +0545 Subject: [PATCH 28/28] added style --- 4-Classification/4-Applied/CouisineMatcher.js | 47 ++++++++++++ 4-Classification/4-Applied/index.html | 73 +++++-------------- 4-Classification/4-Applied/styles.css | 40 ++++++++++ 3 files changed, 105 insertions(+), 55 deletions(-) create mode 100644 4-Classification/4-Applied/CouisineMatcher.js create mode 100644 4-Classification/4-Applied/styles.css diff --git a/4-Classification/4-Applied/CouisineMatcher.js b/4-Classification/4-Applied/CouisineMatcher.js new file mode 100644 index 00000000..f7c837c6 --- /dev/null +++ b/4-Classification/4-Applied/CouisineMatcher.js @@ -0,0 +1,47 @@ +// Test alert message to verify JavaScript is working +alert('JavaScript is working! CuisineMatcher.js loaded successfully.'); + +const ingredients = Array(380).fill(0); + +const checks = [...document.querySelectorAll('.checkbox')]; + +checks.forEach(check => { + check.addEventListener('change', function() { + // toggle the state of the ingredient + // based on the checkbox's value (1 or 0) + ingredients[check.value] = check.checked ? 1 : 0; + }); +}); + +function testCheckboxes() { + // validate if at least one checkbox is checked + return checks.some(check => check.checked); +} + +async function startInference() { + + let atLeastOneChecked = testCheckboxes() + + if (!atLeastOneChecked) { + alert('Please select at least one ingredient.'); + return; + } + try { + // create a new session and load the model. + + const session = await ort.InferenceSession.create('./model.onnx'); + + const input = new ort.Tensor(new Float32Array(ingredients), [1, 380]); + const feeds = { float_input: input }; + + // feed inputs and run + const results = await session.run(feeds); + + // read from results + alert('You can enjoy ' + results.label.data[0] + ' cuisine today!') + + } catch (e) { + console.log(`failed to inference ONNX model`); + console.error(e); + } +} \ No newline at end of file diff --git a/4-Classification/4-Applied/index.html b/4-Classification/4-Applied/index.html index 6640e27d..3e508122 100644 --- a/4-Classification/4-Applied/index.html +++ b/4-Classification/4-Applied/index.html @@ -1,17 +1,26 @@ - - Cuisine Matcher + -

Check your refrigerator. What can you create?

+ + + +

Check your refrigerator. What can you create?

+
@@ -48,55 +57,9 @@ online netron to onnx file: https://netron.app/
-
+
+ - \ No newline at end of file diff --git a/4-Classification/4-Applied/styles.css b/4-Classification/4-Applied/styles.css new file mode 100644 index 00000000..3dacfd4f --- /dev/null +++ b/4-Classification/4-Applied/styles.css @@ -0,0 +1,40 @@ +/* Basic styling for navigation */ +body { + font-family: Arial, sans-serif; + margin: 0; + padding: 0; +} + +nav { + background-color: #4CAF50; + padding: 10px 20px; + color: white; + display: flex; + justify-content: space-between; + align-items: center; +} + +nav a { + color: white; + text-decoration: none; + margin: 0 10px; + font-weight: bold; +} + +nav a:hover { + text-decoration: underline; +} + +#wrapper { + padding: 20px; +} + +.boxCont { + margin-bottom: 10px; +} + +button { + padding: 10px 20px; + font-size: 16px; + cursor: pointer; +}