{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "nD9DGrcdiTIu" }, "source": [ "# Import the Data from Kaggle to Google Drive and then load them to Google Collab" ] }, { "cell_type": "markdown", "metadata": { "id": "J_BYHLP0qZM_" }, "source": [ "# 1. Understand Business Context\n", "Brainstorm with your group to define what you want to explore. Do you have a research question or a theory? Identify the 'business problem' you're addressing.\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "id": "FoWc6H24IsaR" }, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import seaborn as sns\n", "import matplotlib.pyplot as plt\n", "from scipy.stats import zscore" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ukj1M9uk0Bc-", "outputId": "faa821c3-0d69-47d7-9a38-7ba8a0334830" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n" ] } ], "source": [ "from google.colab import drive\n", "drive.mount('/content/drive')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "btlFjUn40hU6" }, "outputs": [], "source": [ "import os\n", "os.environ['KAGGLE_CONFIG_DIR'] = \"/content/drive/MyDrive/Kaggle\"" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "dfEBUMAt0n2q", "outputId": "8d804b01-ec4b-4a0d-a0ad-4a013a36dbb7" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "/content/drive/MyDrive/Kaggle\n" ] } ], "source": [ "%cd /content/drive/MyDrive/Kaggle" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "1Wi11U3mzAyo", "outputId": "0b3b80c5-c6a2-4b41-b78c-e816c079baf5" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Dataset URL: https://www.kaggle.com/datasets/kiva/data-science-for-good-kiva-crowdfunding\n", "License(s): CC0-1.0\n", "Downloading data-science-for-good-kiva-crowdfunding.zip to c:\\Users\\trifo\\Desktop\\GitHub Clone\\BDS24_Weekly_Assignments\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "\n", " 0%| | 0.00/41.9M [00:00\n", "
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idfunded_amountloan_amountactivitysectorusecountry_codecountryregioncurrencypartner_idposted_timedisbursed_timefunded_timeterm_in_monthslender_counttagsborrower_gendersrepayment_intervaldate
0653051300.0300.0Fruits & VegetablesFoodTo buy seasonal, fresh fruits to sell.PKPakistanLahorePKR247.02014-01-01 06:12:39+00:002013-12-17 08:00:00+00:002014-01-02 10:06:32+00:0012.012NaNfemaleirregular2014-01-01
1653053575.0575.0RickshawTransportationto repair and maintain the auto rickshaw used ...PKPakistanLahorePKR247.02014-01-01 06:51:08+00:002013-12-17 08:00:00+00:002014-01-02 09:17:23+00:0011.014NaNfemale, femaleirregular2014-01-01
2653068150.0150.0TransportationTransportationTo repair their old cycle-van and buy another ...INIndiaMaynaguriINR334.02014-01-01 09:58:07+00:002013-12-17 08:00:00+00:002014-01-01 16:01:36+00:0043.06user_favorite, user_favoritefemalebullet2014-01-01
3653063200.0200.0EmbroideryArtsto purchase an embroidery machine and a variet...PKPakistanLahorePKR247.02014-01-01 08:03:11+00:002013-12-24 08:00:00+00:002014-01-01 13:00:00+00:0011.08NaNfemaleirregular2014-01-01
4653084400.0400.0Milk SalesFoodto purchase one buffalo.PKPakistanAbdul HakeemPKR245.02014-01-01 11:53:19+00:002013-12-17 08:00:00+00:002014-01-01 19:18:51+00:0014.016NaNfemalemonthly2014-01-01
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\n", " \n" ], "text/plain": [ " id funded_amount loan_amount activity sector \\\n", "0 653051 300.0 300.0 Fruits & Vegetables Food \n", "1 653053 575.0 575.0 Rickshaw Transportation \n", "2 653068 150.0 150.0 Transportation Transportation \n", "3 653063 200.0 200.0 Embroidery Arts \n", "4 653084 400.0 400.0 Milk Sales Food \n", "\n", " use country_code country \\\n", "0 To buy seasonal, fresh fruits to sell. PK Pakistan \n", "1 to repair and maintain the auto rickshaw used ... PK Pakistan \n", "2 To repair their old cycle-van and buy another ... IN India \n", "3 to purchase an embroidery machine and a variet... PK Pakistan \n", "4 to purchase one buffalo. PK Pakistan \n", "\n", " region currency partner_id posted_time \\\n", "0 Lahore PKR 247.0 2014-01-01 06:12:39+00:00 \n", "1 Lahore PKR 247.0 2014-01-01 06:51:08+00:00 \n", "2 Maynaguri INR 334.0 2014-01-01 09:58:07+00:00 \n", "3 Lahore PKR 247.0 2014-01-01 08:03:11+00:00 \n", "4 Abdul Hakeem PKR 245.0 2014-01-01 11:53:19+00:00 \n", "\n", " disbursed_time funded_time term_in_months \\\n", "0 2013-12-17 08:00:00+00:00 2014-01-02 10:06:32+00:00 12.0 \n", "1 2013-12-17 08:00:00+00:00 2014-01-02 09:17:23+00:00 11.0 \n", "2 2013-12-17 08:00:00+00:00 2014-01-01 16:01:36+00:00 43.0 \n", "3 2013-12-24 08:00:00+00:00 2014-01-01 13:00:00+00:00 11.0 \n", "4 2013-12-17 08:00:00+00:00 2014-01-01 19:18:51+00:00 14.0 \n", "\n", " lender_count tags borrower_genders \\\n", "0 12 NaN female \n", "1 14 NaN female, female \n", "2 6 user_favorite, user_favorite female \n", "3 8 NaN female \n", "4 16 NaN female \n", "\n", " repayment_interval date \n", "0 irregular 2014-01-01 \n", "1 irregular 2014-01-01 \n", "2 bullet 2014-01-01 \n", "3 irregular 2014-01-01 \n", "4 monthly 2014-01-01 " ] }, "execution_count": 194, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_kiva_loans.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "4vITCIS3GtHX", "outputId": "857f6053-fd5c-45c2-aa8f-740580f4a542" }, "outputs": [ { "data": { "text/plain": [ "['id',\n", " 'funded_amount',\n", " 'loan_amount',\n", " 'activity',\n", " 'sector',\n", " 'use',\n", " 'country_code',\n", " 'country',\n", " 'region',\n", " 'currency',\n", " 'partner_id',\n", " 'posted_time',\n", " 'disbursed_time',\n", " 'funded_time',\n", " 'term_in_months',\n", " 'lender_count',\n", " 'tags',\n", " 'borrower_genders',\n", " 'repayment_interval',\n", " 'date']" ] }, "execution_count": 195, "metadata": {}, "output_type": "execute_result" } ], "source": [ "list(df_kiva_loans.columns)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 516 }, "id": "yDJEX_9VwDGA", "outputId": "ed234a98-77a4-4535-c4d8-82de4814ebb8" }, "outputs": [ { "data": { "application/vnd.google.colaboratory.intrinsic+json": { "type": "dataframe", "variable_name": "df_loan_themes_by_region" }, "text/html": [ "\n", "
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Partner IDField Partner NamesectorLoan Theme IDLoan Theme Typecountryforkivaregiongeocode_oldISO...amountLocationNamegeocodenamesgeolatlonmpi_regionmpi_georural_pct
09KREDIT Microfinance InstitutionGeneral Financial Inclusiona1050000000slfiHigher EducationCambodiaNoBanteay Meanchey(13.75, 103.0)KHM...450Banteay Meanchey, Cambodia[(13.6672596, 102.8975098)]Banteay Meanchey Province; Cambodia(13.6672596, 102.8975098)13.667260102.897510Banteay Mean Chey, Cambodia(13.6672596, 102.8975098)90.0
19KREDIT Microfinance InstitutionGeneral Financial Inclusiona10500000068jPeVulnerable PopulationsCambodiaNoBattambang ProvinceNaNKHM...20275Battambang Province, Cambodia[(13.0286971, 102.989615)]Battambang Province; Cambodia(13.0286971, 102.989615)13.028697102.989615Banteay Mean Chey, Cambodia(13.6672596, 102.8975098)90.0
29KREDIT Microfinance InstitutionGeneral Financial Inclusiona1050000000slfiHigher EducationCambodiaNoBattambang ProvinceNaNKHM...9150Battambang Province, Cambodia[(13.0286971, 102.989615)]Battambang Province; Cambodia(13.0286971, 102.989615)13.028697102.989615Banteay Mean Chey, Cambodia(13.6672596, 102.8975098)90.0
39KREDIT Microfinance InstitutionGeneral Financial Inclusiona10500000068jPeVulnerable PopulationsCambodiaNoKampong Cham Province(12.0, 105.5)KHM...604950Kampong Cham Province, Cambodia[(12.0982918, 105.3131185)]Kampong Cham Province; Cambodia(12.0982918, 105.3131185)12.098292105.313119Kampong Cham, Cambodia(11.9924294, 105.4645408)90.0
49KREDIT Microfinance InstitutionGeneral Financial Inclusiona1050000002X1UuSanitationCambodiaNoKampong Cham Province(12.0, 105.5)KHM...275Kampong Cham Province, Cambodia[(12.0982918, 105.3131185)]Kampong Cham Province; Cambodia(12.0982918, 105.3131185)12.098292105.313119Kampong Cham, Cambodia(11.9924294, 105.4645408)90.0
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LocationNameISOcountryregionworld_regionMPIgeolatlon
0Badakhshan, AfghanistanAFGAfghanistanBadakhshanSouth Asia0.387(36.7347725, 70.81199529999999)36.73477270.811995
1Badghis, AfghanistanAFGAfghanistanBadghisSouth Asia0.466(35.1671339, 63.7695384)35.16713463.769538
2Baghlan, AfghanistanAFGAfghanistanBaghlanSouth Asia0.300(35.8042947, 69.2877535)35.80429569.287754
3Balkh, AfghanistanAFGAfghanistanBalkhSouth Asia0.301(36.7550603, 66.8975372)36.75506066.897537
4Bamyan, AfghanistanAFGAfghanistanBamyanSouth Asia0.325(34.8100067, 67.8212104)34.81000767.821210
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\n" ], "text/plain": [ " LocationName ISO country region world_region MPI \\\n", "0 Badakhshan, Afghanistan AFG Afghanistan Badakhshan South Asia 0.387 \n", "1 Badghis, Afghanistan AFG Afghanistan Badghis South Asia 0.466 \n", "2 Baghlan, Afghanistan AFG Afghanistan Baghlan South Asia 0.300 \n", "3 Balkh, Afghanistan AFG Afghanistan Balkh South Asia 0.301 \n", "4 Bamyan, Afghanistan AFG Afghanistan Bamyan South Asia 0.325 \n", "\n", " geo lat lon \n", "0 (36.7347725, 70.81199529999999) 36.734772 70.811995 \n", "1 (35.1671339, 63.7695384) 35.167134 63.769538 \n", "2 (35.8042947, 69.2877535) 35.804295 69.287754 \n", "3 (36.7550603, 66.8975372) 36.755060 66.897537 \n", "4 (34.8100067, 67.8212104) 34.810007 67.821210 " ] }, "execution_count": 199, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_mpi_region_locations.head()" ] }, { "cell_type": "markdown", "metadata": { "id": "j_KZSIZBqfLB" }, "source": [ "# 2. Data Cleaning and Manipulation\n", "Assess the dataset for quality issues and fix missing values, outliers, and data type inconsistencies.\n", "Perform necessary transformations, create new variables, and normalize data if appropriate.\n", "If needed, merge data from multiple sources using appropriate joins.\n", "Summarize data using groupby to calculate relevant statistics (e.g., sums, averages).\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 711 }, "id": "D0V3OPjrxu6b", "outputId": "88539a48-d57e-4e17-e2bc-f8f6e003b24d" }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "id 0\n", "funded_amount 0\n", "loan_amount 0\n", "activity 0\n", "sector 0\n", "country_code 8\n", "country 0\n", "region 39491\n", "currency 0\n", "partner_id 0\n", "term_in_months 0\n", "lender_count 0\n", "borrower_genders 0\n", "repayment_interval 0\n", "date 0\n", "dtype: int64" ] }, "execution_count": 204, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_kiva_loans.isnull().sum()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "m6IIGC-2STfW", "outputId": "9be978c4-2b89-46d9-ae20-cd54378a1350" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Index: 653896 entries, 0 to 671204\n", "Data columns (total 15 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 id 653896 non-null int64 \n", " 1 funded_amount 653896 non-null float64\n", " 2 loan_amount 653896 non-null float64\n", " 3 activity 653896 non-null object \n", " 4 sector 653896 non-null object \n", " 5 country_code 653888 non-null object \n", " 6 country 653896 non-null object \n", " 7 region 614405 non-null object \n", " 8 currency 653896 non-null object \n", " 9 partner_id 653896 non-null float64\n", " 10 term_in_months 653896 non-null float64\n", " 11 lender_count 653896 non-null int64 \n", " 12 borrower_genders 653896 non-null object \n", " 13 repayment_interval 653896 non-null object \n", " 14 date 653896 non-null object \n", "dtypes: float64(4), int64(2), object(9)\n", "memory usage: 79.8+ MB\n" ] } ], "source": [ "df_kiva_loans.info()" ] }, { "cell_type": "markdown", "metadata": { "id": "MdBuskby16Jg" }, "source": [ "# Remove Outliers" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "P43A1Jt-lWmE" }, "outputs": [], "source": [ "# Calculate Z-scores\n", "z_scores = zscore(df_kiva_loans['funded_amount'])\n", "\n", "# Get boolean array indicating the presence of outliers\n", "df_kiva_loans['outlier_funded_amount'] = (z_scores > 3) | (z_scores < -3)\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "tlyS_-jBP04e", "outputId": "31f2ee0f-facc-4710-8766-ffb6c890230c" }, "outputs": [ { "data": { "text/plain": [ "14269" ] }, "execution_count": 207, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_kiva_loans['outlier_funded_amount'].sum()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "UzrElBA_lf5j" }, "outputs": [], "source": [ "df_kiva_loans_cleaned = df_kiva_loans[~df_kiva_loans['outlier_funded_amount']]" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "cFpORWLj2pS1", "outputId": "4b06b40b-319f-4773-8a7d-1278022f4ed9" }, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 209, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_kiva_loans_cleaned['outlier_funded_amount'].sum()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ccnrhR-GXfD6", "outputId": "c8f22e3d-045e-4597-c8c4-b6742c7beeab" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "We saved 97.81784870988659 % of the data\n" ] } ], "source": [ "print(\"We saved \", len(df_kiva_loans_cleaned)/len(df_kiva_loans)*100, \"% of the data\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 486 }, "id": "vJNIbr51b_7v", "outputId": "8b1424ce-a7d8-4c04-a1e2-d5cdf35192c4" }, "outputs": [ { "data": { "application/vnd.google.colaboratory.intrinsic+json": { "summary": "{\n \"name\": \"df_kiva_loans_cleaned\",\n \"rows\": 80,\n \"fields\": [\n {\n \"column\": [\n \"country\",\n \"\"\n ],\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 80,\n \"samples\": [\n \"Kenya\",\n \"Albania\",\n \"Guatemala\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"mean\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 741.9859572409464,\n \"min\": 184.6060815480304,\n \"max\": 3325.0,\n \"num_unique_values\": 80,\n \"samples\": [\n 428.16265960946146,\n 1262.8262004175365,\n 1115.5346489215237\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"sum\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 8099283.629287957,\n \"min\": 8175.0,\n \"max\": 54267125.0,\n \"num_unique_values\": 80,\n \"samples\": [\n 28636375.0,\n 2419575.0,\n 7292250.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"max\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 715.9998292862748,\n \"min\": 850.0,\n \"max\": 3950.0,\n \"num_unique_values\": 29,\n \"samples\": 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...............
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\n" ], "text/plain": [ " funded_amount \n", " mean sum max median\n", "country \n", "Albania 1262.826200 2419575.0 2975.0 1175.0\n", "Armenia 1289.216825 11095000.0 3900.0 1150.0\n", "Azerbaijan 1369.479495 2604750.0 3000.0 1300.0\n", "Belize 910.365854 111975.0 2975.0 625.0\n", "Benin 840.890269 406150.0 3850.0 625.0\n", "... ... ... ... ...\n", "Vanuatu 2312.500000 9250.0 3350.0 2262.5\n", "Vietnam 1204.835381 12844750.0 3950.0 900.0\n", "Yemen 726.177497 1665125.0 3725.0 625.0\n", "Zambia 1294.972261 933675.0 3950.0 950.0\n", "Zimbabwe 818.037018 3248425.0 3800.0 500.0\n", "\n", "[80 rows x 4 columns]" ] }, "execution_count": 211, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#Grouping by 'repayment interval' and calculating mean,sum and max for funded amount and loan amount.\n", "\n", "df_kiva_loans_cleaned.groupby(['country'])[['funded_amount']].agg(['mean', 'sum', 'max','median'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 582 }, "id": "KYDL4opAWcyQ", "outputId": "24832d67-387d-40ad-afe6-05f817114335" }, "outputs": [ { "data": { "application/vnd.google.colaboratory.intrinsic+json": { "summary": "{\n \"name\": \"df_kiva_loans_cleaned\",\n \"rows\": 15,\n \"fields\": [\n {\n \"column\": [\n \"sector\",\n \"\"\n ],\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 15,\n \"samples\": [\n \"Manufacturing\",\n \"Retail\",\n \"Agriculture\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"mean\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 162.2297050568606,\n \"min\": 370.6234082604363,\n \"max\": 1052.0588235294117,\n \"num_unique_values\": 15,\n \"samples\": [\n 745.258477393617,\n 592.4417326761968,\n 677.3921594373337\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"sum\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 35159714.55838445,\n \"min\": 551575.0,\n \"max\": 118656075.0,\n \"num_unique_values\": 15,\n \"samples\": [\n 4483475.0,\n 70080525.0,\n 118656075.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"max\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 15.430334996209194,\n \"min\": 3900.0,\n \"max\": 3950.0,\n \"num_unique_values\": 3,\n \"samples\": [\n 3950.0,\n 3925.0,\n 3900.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"median\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 155.39887233763804,\n \"min\": 200.0,\n \"max\": 875.0,\n \"num_unique_values\": 11,\n \"samples\": [\n 625.0,\n 500.0,\n 400.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", "type": "dataframe" }, "text/html": [ "\n", "
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\n" ], "text/plain": [ " funded_amount \n", " mean sum max median\n", "sector \n", "Agriculture 677.392159 118656075.0 3950.0 500.0\n", "Arts 715.980383 7920175.0 3950.0 450.0\n", "Clothing 818.760916 23907000.0 3950.0 550.0\n", "Construction 824.144275 4815475.0 3950.0 650.0\n", "Education 877.021974 26501850.0 3950.0 675.0\n", "Entertainment 867.256289 551575.0 3925.0 625.0\n", "Food 658.389658 84844700.0 3950.0 425.0\n", "Health 847.614428 7425950.0 3900.0 650.0\n", "Housing 612.962242 20471100.0 3925.0 475.0\n", "Manufacturing 745.258477 4483475.0 3950.0 500.0\n", "Personal Use 370.623408 13388400.0 3950.0 200.0\n", "Retail 592.441733 70080525.0 3950.0 400.0\n", "Services 760.519532 30682400.0 3950.0 500.0\n", "Transportation 578.867156 8745525.0 3925.0 425.0\n", "Wholesale 1052.058824 625975.0 3950.0 875.0" ] }, "execution_count": 212, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#Grouping by 'sector' and calculating mean,sum and max for funded amount.\n", "\n", "df_kiva_loans_cleaned.groupby(['sector'])[['funded_amount']].agg(['mean', 'sum', 'max','median'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "id": "xn1qcPSEXtwH", "outputId": "ad01c3b7-3a25-4c66-fae8-181abf440151" }, "outputs": [ { "data": { "application/vnd.google.colaboratory.intrinsic+json": { "summary": "{\n \"name\": \"df_kiva_loans_cleaned\",\n \"rows\": 3,\n \"fields\": [\n {\n \"column\": [\n \"repayment_interval\",\n \"\"\n ],\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 3,\n \"samples\": [\n \"bullet\",\n \"irregular\",\n \"monthly\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"mean\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 115.00459412884328,\n \"min\": 530.4965378711173,\n \"max\": 760.0274825831798,\n \"num_unique_values\": 3,\n \"samples\": [\n 658.1005879097042,\n 530.4965378711173,\n 760.0274825831798\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"sum\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 103038244.72256649,\n \"min\": 43992050.0,\n \"max\": 249170450.0,\n \"num_unique_values\": 3,\n \"samples\": [\n 43992050.0,\n 129937700.0,\n 249170450.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"max\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.0,\n \"min\": 3950.0,\n \"max\": 3950.0,\n \"num_unique_values\": 1,\n \"samples\": [\n 3950.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": [\n \"funded_amount\",\n \"median\"\n ],\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 118.14539065631521,\n \"min\": 325.0,\n \"max\": 550.0,\n \"num_unique_values\": 3,\n \"samples\": [\n 500.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", "type": "dataframe" }, "text/html": [ "\n", "
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min6.530470e+050.00000025.0000009.0000002.0000000.000000
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\n" ], "text/plain": [ " id funded_amount loan_amount partner_id \\\n", "count 6.396270e+05 639627.000000 639627.000000 639627.000000 \n", "mean 9.923218e+05 661.479581 705.903362 179.000644 \n", "std 1.976908e+05 635.703114 683.253966 93.961519 \n", "min 6.530470e+05 0.000000 25.000000 9.000000 \n", "25% 8.213955e+05 250.000000 275.000000 126.000000 \n", "50% 9.879920e+05 450.000000 475.000000 145.000000 \n", "75% 1.166662e+06 850.000000 925.000000 204.000000 \n", "max 1.340339e+06 3950.000000 30000.000000 533.000000 \n", "\n", " term_in_months lender_count \n", "count 639627.000000 639627.000000 \n", "mean 13.758570 18.313573 \n", "std 8.230026 18.069642 \n", "min 2.000000 0.000000 \n", "25% 8.000000 7.000000 \n", "50% 13.000000 12.000000 \n", "75% 14.000000 23.000000 \n", "max 145.000000 155.000000 " ] }, "execution_count": 214, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_kiva_loans_cleaned.describe()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 564 }, "id": "RwDS8vL1uTEr", "outputId": "be54bd43-4fd3-420e-a178-cf0a359e7a4f" }, "outputs": [ { "data": { "image/png": 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/vdUQ/uP9vTyR2oKDg7VixQo98sgjeuONN1RZWal+/fpp7ty5mjx5crvuBQBwajJMVnABAAAAAMCvMecfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8F+LoAf+F2u5WXl6fw8PBWe/YCAAAAANARTNNUVVWVunfvLovl6H37hH8vycvLU0pKiq/LAAAAAACcZvbv36/k5OSjtiH8e0l4eLik5h96RESEj6sBAAAAAPi7yspKpaSkePLo0RD+vaRlqH9ERAThHwAAAADQaY5n6rlPF/x7+eWXNWTIEE9gzsjI0Geffeb5fNSoUTIMo9XrzjvvbHWOnJwcTZgwQSEhIYqPj9eDDz4op9PZqs2KFSt09tlny263q2/fvpo3b95htbz44ovq3bu3goKCNHLkSH333Xcdcs8AAAAAAHQ2n4b/5ORk/eUvf9H69eu1bt06XXLJJbrqqqu0detWT5vbb79d+fn5ntfMmTM9n7lcLk2YMEGNjY1as2aN3njjDc2bN0/Tp0/3tMnOztaECRN08cUXa+PGjbrvvvt02223acmSJZ427777rqZNm6bHH39cP/zwg4YOHaqxY8eqsLCwc34QAAAAAAB0IMM0TdPXRRwqJiZGzzzzjKZMmaJRo0Zp2LBheu6559ps+9lnn+mKK65QXl6eEhISJElz5szRww8/rKKiItlsNj388MNatGiRtmzZ4vneDTfcoPLyci1evFiSNHLkSJ1zzjl64YUXJDWv3J+SkqJ77rlHjzzyyHHVXVlZqcjISFVUVDDsHwAAAADQ4U4kh/q05/9QLpdL77zzjmpqapSRkeE5/tZbbykuLk6DBg3So48+qtraWs9na9eu1eDBgz3BX5LGjh2ryspKz+iBtWvXavTo0a2uNXbsWK1du1aS1NjYqPXr17dqY7FYNHr0aE+btjQ0NKiysrLVCwAAAACArsjnC/5t3rxZGRkZqq+vV1hYmD788EMNHDhQknTTTTepV69e6t69uzZt2qSHH35YO3fu1AcffCBJcjgcrYK/JM97h8Nx1DaVlZWqq6tTWVmZXC5Xm2127NhxxLpnzJihP/3pTyd38wAAAAAAdAKfh/9+/fpp48aNqqio0Pvvv69JkyZp5cqVGjhwoO644w5Pu8GDByspKUmXXnqpsrKylJaW5sOqpUcffVTTpk3zvG/ZYgEAAAAAgK7G5+HfZrOpb9++kqThw4fr+++/1+zZs/XKK68c1nbkyJGSpN27dystLU2JiYmHrcpfUFAgSUpMTPT8b8uxQ9tEREQoODhYVqtVVqu1zTYt52iL3W6X3W4/wbsFAAAAAKDzdZk5/y3cbrcaGhra/Gzjxo2SpKSkJElSRkaGNm/e3GpV/qVLlyoiIsIzdSAjI0PLli1rdZ6lS5d61hWw2WwaPnx4qzZut1vLli1rtfYAAAAAAACnKp/2/D/66KMaN26cevbsqaqqKr399ttasWKFlixZoqysLL399tsaP368YmNjtWnTJt1///266KKLNGTIEEnSmDFjNHDgQP3mN7/RzJkz5XA49Nhjj+nuu+/29MrfeeedeuGFF/TQQw/pt7/9rZYvX6733ntPixYt8tQxbdo0TZo0SSNGjNC5556r5557TjU1Nbr11lt98nMBAAAAAMCbfBr+CwsLdcsttyg/P1+RkZEaMmSIlixZossuu0z79+/XF1984QniKSkpmjhxoh577DHP961WqxYuXKi77rpLGRkZCg0N1aRJk/Tkk0962qSmpmrRokW6//77NXv2bCUnJ+u1117T2LFjPW2uv/56FRUVafr06XI4HBo2bJgWL1582CKAAAAAAACcigzTNE1fF+EPTmR/RQAAAAAATtaJ5NAuN+cfAAAAAAB4F+EfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8F+LoA4ES4XC5lZWV53qelpclqtfqwIgAAAADo+gj/OKVkZWVp1oJViklMVqkjVw9MlNLT031dFgAAAAB0aYR/nHJiEpMVn5zq6zIAAAAA4JTBnH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8R/gEAAAAA8HOEfwAAAAAA/BzhHwAAAAAAP0f4BwAAAADAzxH+AQAAAADwc4R/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8R/gEAAAAA8HOEfwAAAAAA/BzhHwAAAAAAP0f4BwAAAADAzxH+AQAAAADwc4R/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8R/gEAAAAA8HOEfwAAAAAA/BzhHwAAAAAAP0f4BwAAAADAzxH+AQAAAADwc4R/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8R/gEAAAAA8HMBvi4A6Cwul0tZWVme92lpabJarT6sCAAAAAA6B+Efp42srCzNWrBKMYnJKnXk6oGJUnp6uq/LAgAAAIAOR/jHaSUmMVnxyam+LgMAAAAAOhVz/gEAAAAA8HM+Df8vv/yyhgwZooiICEVERCgjI0OfffaZ5/P6+nrdfffdio2NVVhYmCZOnKiCgoJW58jJydGECRMUEhKi+Ph4Pfjgg3I6na3arFixQmeffbbsdrv69u2refPmHVbLiy++qN69eysoKEgjR47Ud9991yH3DAAAAABAZ/Np+E9OTtZf/vIXrV+/XuvWrdMll1yiq666Slu3bpUk3X///fr3v/+t+fPna+XKlcrLy9O1117r+b7L5dKECRPU2NioNWvW6I033tC8efM0ffp0T5vs7GxNmDBBF198sTZu3Kj77rtPt912m5YsWeJp8+6772ratGl6/PHH9cMPP2jo0KEaO3asCgsLO++HAQAAAABABzFM0zR9XcShYmJi9Mwzz+iXv/ylunXrprffflu//OUvJUk7duzQgAEDtHbtWp133nn67LPPdMUVVygvL08JCQmSpDlz5ujhhx9WUVGRbDabHn74YS1atEhbtmzxXOOGG25QeXm5Fi9eLEkaOXKkzjnnHL3wwguSJLfbrZSUFN1zzz165JFHjqvuyspKRUZGqqKiQhEREd78keAQmZmZmrs6W/HJqSrMzdat56ce96J9J/NdAAAAAOhqTiSHdpk5/y6XS++8845qamqUkZGh9evXq6mpSaNHj/a06d+/v3r27Km1a9dKktauXavBgwd7gr8kjR07VpWVlZ7RA2vXrm11jpY2LedobGzU+vXrW7WxWCwaPXq0p01bGhoaVFlZ2eoFAAAAAEBX5PPwv3nzZoWFhclut+vOO+/Uhx9+qIEDB8rhcMhmsykqKqpV+4SEBDkcDkmSw+FoFfxbPm/57GhtKisrVVdXp+LiYrlcrjbbtJyjLTNmzFBkZKTnlZKS0q77BwAAAACgo/k8/Pfr108bN27Ut99+q7vuukuTJk3Stm3bfF3WMT366KOqqKjwvPbv3+/rkgAAAAAAaFOArwuw2Wzq27evJGn48OH6/vvvNXv2bF1//fVqbGxUeXl5q97/goICJSYmSpISExMPW5W/ZTeAQ9v8dIeAgoICRUREKDg4WFarVVartc02Ledoi91ul91ub99NAwAAAADQiXze8/9TbrdbDQ0NGj58uAIDA7Vs2TLPZzt37lROTo4yMjIkSRkZGdq8eXOrVfmXLl2qiIgIDRw40NPm0HO0tGk5h81m0/Dhw1u1cbvdWrZsmacNAAAAAACnMp/2/D/66KMaN26cevbsqaqqKr399ttasWKFlixZosjISE2ZMkXTpk1TTEyMIiIidM899ygjI0PnnXeeJGnMmDEaOHCgfvOb32jmzJlyOBx67LHHdPfdd3t65e+880698MILeuihh/Tb3/5Wy5cv13vvvadFixZ56pg2bZomTZqkESNG6Nxzz9Vzzz2nmpoa3XrrrT75uQAAAAAA4E0+Df+FhYW65ZZblJ+fr8jISA0ZMkRLlizRZZddJkn629/+JovFookTJ6qhoUFjx47VSy+95Pm+1WrVwoULdddddykjI0OhoaGaNGmSnnzySU+b1NRULVq0SPfff79mz56t5ORkvfbaaxo7dqynzfXXX6+ioiJNnz5dDodDw4YN0+LFiw9bBBAAAAAAgFORYZqm6esi/MGJ7K+I9svMzNTc1dmKT05VYW62bj0/Venp6R3+XQAAAADoak4kh3a5Of8AAAAAAMC7CP8AAAAAAPg5wj8AAAAAAH6O8A8AAAAAgJ8j/AMAAAAA4OcI/wAAAAAA+DnCPwAAAAAAfo7wDwAAAACAnyP8AwAAAADg5wj/AAAAAAD4OcI/AAAAAAB+jvAPAAAAAICfI/wDAAAAAODnCP8AAAAAAPg5wj8AAAAAAH6O8A8AAAAAgJ8j/AMAAAAA4OcI/wAAAAAA+DnCPwAAAAAAfo7wDwAAAACAnyP8AwAAAADg5wj/AAAAAAD4OcI/AAAAAAB+jvAPAAAAAICfI/wDAAAAAODnCP8AAAAAAPg5wj8AAAAAAH4uwNcFAG1xuVzKysryvE9LS5PVavVhRQAAAABw6iL8o0vKysrSrAWrFJOYrFJHrh6YKKWnp/u6LAAAAAA4JRH+0WXFJCYrPjnV12UAAAAAwCmP8A90MUx5AAAAAOBthH+gi2HKAwAAAABvI/wDXRBTHgAAAAB4E1v9AQAAAADg5wj/AAAAAAD4OcI/AAAAAAB+jvAPAAAAAICfI/wDAAAAAODnCP8AAAAAAPg5wj8AAAAAAH6O8A8AAAAAgJ8j/AMAAAAA4OcI/wAAAAAA+DnCPwAAAAAAfo7wDwAAAACAnyP8AwAAAADg5wj/AAAAAAD4OcI/AAAAAAB+jvAPAAAAAICfI/wDAAAAAODnCP8AAAAAAPg5wj8AAAAAAH6O8A8AAAAAgJ8L8HUBQHu53S5lZ2d73qelpclqtfqwIgAAAADomnza8z9jxgydc845Cg8PV3x8vK6++mrt3LmzVZtRo0bJMIxWrzvvvLNVm5ycHE2YMEEhISGKj4/Xgw8+KKfT2arNihUrdPbZZ8tut6tv376aN2/eYfW8+OKL6t27t4KCgjRy5Eh99913Xr9neE95Yb7mrdimuauzNWvBKmVlZfm6JAAAAADoknwa/leuXKm7775b33zzjZYuXaqmpiaNGTNGNTU1rdrdfvvtys/P97xmzpzp+czlcmnChAlqbGzUmjVr9MYbb2jevHmaPn26p012drYmTJigiy++WBs3btR9992n2267TUuWLPG0effddzVt2jQ9/vjj+uGHHzR06FCNHTtWhYWFHf+DQLtFxXdXfHKqYhKTfV0KAAAAAHRZPh32v3jx4lbv582bp/j4eK1fv14XXXSR53hISIgSExPbPMfnn3+ubdu26YsvvlBCQoKGDRump556Sg8//LCeeOIJ2Ww2zZkzR6mpqZo1a5YkacCAAfr666/1t7/9TWPHjpUkPfvss7r99tt16623SpLmzJmjRYsW6fXXX9cjjzzSEbcPAAAAAECn6FIL/lVUVEiSYmJiWh1/6623FBcXp0GDBunRRx9VbW2t57O1a9dq8ODBSkhI8BwbO3asKisrtXXrVk+b0aNHtzrn2LFjtXbtWklSY2Oj1q9f36qNxWLR6NGjPW1+qqGhQZWVla1eAAAAAAB0RV1mwT+326377rtP559/vgYNGuQ5ftNNN6lXr17q3r27Nm3apIcfflg7d+7UBx98IElyOBytgr8kz3uHw3HUNpWVlaqrq1NZWZlcLlebbXbs2NFmvTNmzNCf/vSnk7tpAAAAAAA6QZcJ/3fffbe2bNmir7/+utXxO+64w/PPgwcPVlJSki699FJlZWUpLS2ts8v0ePTRRzVt2jTP+8rKSqWkpPisHgAAAAAAjqRLhP+pU6dq4cKF+uqrr5ScfPSF20aOHClJ2r17t9LS0pSYmHjYqvwFBQWS5FknIDEx0XPs0DYREREKDg6W1WqV1Wpts82R1hqw2+2y2+3Hf5MAAAAAAPiIT+f8m6apqVOn6sMPP9Ty5cuVmpp6zO9s3LhRkpSUlCRJysjI0ObNm1utyr906VJFRERo4MCBnjbLli1rdZ6lS5cqIyNDkmSz2TR8+PBWbdxut5YtW+ZpAwAAAADAqcqnPf9333233n77bX388ccKDw/3zNGPjIxUcHCwsrKy9Pbbb2v8+PGKjY3Vpk2bdP/99+uiiy7SkCFDJEljxozRwIED9Zvf/EYzZ86Uw+HQY489prvvvtvTM3/nnXfqhRde0EMPPaTf/va3Wr58ud577z0tWrTIU8u0adM0adIkjRgxQueee66ee+451dTUeFb/BwAAAADgVOXT8P/yyy9LkkaNGtXq+Ny5czV58mTZbDZ98cUXniCekpKiiRMn6rHHHvO0tVqtWrhwoe666y5lZGQoNDRUkyZN0pNPPulpk5qaqkWLFun+++/X7NmzlZycrNdee82zzZ8kXX/99SoqKtL06dPlcDg0bNgwLV68+LBFAAEAAAAAONX4NPybpnnUz1NSUrRy5cpjnqdXr1769NNPj9pm1KhR2rBhw1HbTJ06VVOnTj3m9QAAAAAAOJX4dM4/AAAAAADoeIR/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8F+LoA4FTmcrmUlZXleZ+Wliar1erDigAAAADgcIR/4CRkZWVp1oJViklMVqkjVw9MlNLT031dFgAAAAC0QvgHTlJMYrLik1N9XQYAAAAAHBFz/gEAAAAA8HOEfwAAAAAA/BzhHwAAAAAAP0f4BwAAAADAzxH+AQAAAADwc4R/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8R/gEAAAAA8HOEfwAAAAAA/BzhHwAAAAAAP0f4BwAAAADAzxH+AQAAAADwc4R/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPEf4BAAAAAPBzhH8AAAAAAPwc4R8AAAAAAD9H+AcAAAAAwM8F+LoAoKtyuVzKysryvE9LS5PVavVhRQAAAADQPoR/4AiysrI0a8EqxSQmq9SRqwcmSunp6b4uCwAAAABOGOEfOIqYxGTFJ6f6ugwAAAAAOCnM+QcAAAAAwM8R/gEAAAAA8HOEfwAAAAAA/Bxz/uFVrJAPAAAAAF0P4R9exQr5AAAAAND1EP7hdayQDwAAAABdC3P+AQAAAADwc4R/AAAAAAD8HOEfAAAAAAA/R/gHAAAAAMDPseAfTntsTwgAAADA3xH+cdpje0IAAAAA/o7wD4jtCQEAAAD4N+b8AwAAAADg5wj/AAAAAAD4OcI/AAAAAAB+rl3hf8+ePV65+IwZM3TOOecoPDxc8fHxuvrqq7Vz585Wberr63X33XcrNjZWYWFhmjhxogoKClq1ycnJ0YQJExQSEqL4+Hg9+OCDcjqdrdqsWLFCZ599tux2u/r27at58+YdVs+LL76o3r17KygoSCNHjtR3333nlfsEAAAAAMCX2hX++/btq4svvlhvvvmm6uvr233xlStX6u6779Y333yjpUuXqqmpSWPGjFFNTY2nzf33369///vfmj9/vlauXKm8vDxde+21ns9dLpcmTJigxsZGrVmzRm+88YbmzZun6dOne9pkZ2drwoQJuvjii7Vx40bdd999uu2227RkyRJPm3fffVfTpk3T448/rh9++EFDhw7V2LFjVVhY2O77AwAAAACgK2hX+P/hhx80ZMgQTZs2TYmJifrd737Xrl7yxYsXa/LkyTrzzDM1dOhQzZs3Tzk5OVq/fr0kqaKiQv/4xz/07LPP6pJLLtHw4cM1d+5crVmzRt98840k6fPPP9e2bdv05ptvatiwYRo3bpyeeuopvfjii2psbJQkzZkzR6mpqZo1a5YGDBigqVOn6pe//KX+9re/eWp59tlndfvtt+vWW2/VwIEDNWfOHIWEhOj1119vz48IAAAAAIAuo13hf9iwYZo9e7by8vL0+uuvKz8/XxdccIEGDRqkZ599VkVFRe0qpqKiQpIUExMjSVq/fr2ampo0evRoT5v+/furZ8+eWrt2rSRp7dq1Gjx4sBISEjxtxo4dq8rKSm3dutXT5tBztLRpOUdjY6PWr1/fqo3FYtHo0aM9bX6qoaFBlZWVrV4AAAAAAHRFJ7XgX0BAgK699lrNnz9fTz/9tHbv3q0//vGPSklJ0S233KL8/PzjPpfb7dZ9992n888/X4MGDZIkORwO2Ww2RUVFtWqbkJAgh8PhaXNo8G/5vOWzo7WprKxUXV2diouL5XK52mzTco6fmjFjhiIjIz2vlJSU475XdCyXy6XMzEzPy+Vy+bokAAAAAPCpkwr/69at0+9//3slJSXp2Wef1R//+EdlZWVp6dKlysvL01VXXXXc57r77ru1ZcsWvfPOOydTUqd59NFHVVFR4Xnt37/f1yXhoKysLM1asEpzV2dr1oJVysrK8nVJAAAAAOBTAe350rPPPqu5c+dq586dGj9+vP75z39q/PjxslianyWkpqZq3rx56t2793Gdb+rUqVq4cKG++uorJScne44nJiaqsbFR5eXlrXr/CwoKlJiY6Gnz0/UGWnYDOLTNT3cIKCgoUEREhIKDg2W1WmW1Wtts03KOn7Lb7bLb7cd1f+h8MYnJik9O9XUZAAAAANAltKvn/+WXX9ZNN92kffv26aOPPtIVV1zhCf4t4uPj9Y9//OOo5zFNU1OnTtWHH36o5cuXKzW1dVgbPny4AgMDtWzZMs+xnTt3KicnRxkZGZKkjIwMbd68udWq/EuXLlVERIQGDhzoaXPoOVratJzDZrNp+PDhrdq43W4tW7bM0wYAAAAAgFNVu3r+d+3adcw2NptNkyZNOmqbu+++W2+//bY+/vhjhYeHe+bXR0ZGKjg4WJGRkZoyZYqmTZummJgYRURE6J577lFGRobOO+88SdKYMWM0cOBA/eY3v9HMmTPlcDj02GOP6e677/b0zN9555164YUX9NBDD+m3v/2tli9frvfee0+LFi3y1DJt2jRNmjRJI0aM0LnnnqvnnntONTU1uvXWW9vzI8JxcrlcrYblp6WlyWq1+rAiAAAAAPA/7Qr/c+fOVVhYmK677rpWx+fPn6/a2tpjhv4WL7/8siRp1KhRh51/8uTJkqS//e1vslgsmjhxohoaGjR27Fi99NJLnrZWq1ULFy7UXXfdpYyMDIWGhmrSpEl68sknPW1SU1O1aNEi3X///Zo9e7aSk5P12muvaezYsZ42119/vYqKijR9+nQ5HA4NGzZMixcvPmwRQHhXy/z8mMRklTpy9cBEKT093ddlAQAAAIBfaVf4nzFjhl555ZXDjsfHx+uOO+447vBvmuYx2wQFBenFF1/Uiy++eMQ2vXr10qeffnrU84waNUobNmw4apupU6dq6tSpx6wJ3sX8fAAAAADoWO2a85+Tk3PY/HypOYTn5OScdFEAAAAAAMB72hX+4+PjtWnTpsOO//jjj4qNjT3pogAAAAAAgPe0K/zfeOON+sMf/qAvv/xSLpdLLpdLy5cv17333qsbbrjB2zUCAAAAAICT0K45/0899ZT27t2rSy+9VAEBzadwu9265ZZb9D//8z9eLRAAAAAAAJycdoV/m82md999V0899ZR+/PFHBQcHa/DgwerVq5e36wMAAAAAACepXeG/RXp6OtuyAQAAAADQxbUr/LtcLs2bN0/Lli1TYWGh3G53q8+XL1/uleIAAAAAAMDJa1f4v/feezVv3jxNmDBBgwYNkmEY3q4LAAAAAAB4SbvC/zvvvKP33ntP48eP93Y9AAAAAADAy9q11Z/NZlPfvn29XQsAAAAAAOgA7Qr/DzzwgGbPni3TNL1dDwAAAAAA8LJ2Dfv/+uuv9eWXX+qzzz7TmWeeqcDAwFaff/DBB14pDgAAAAAAnLx2hf+oqChdc8013q4FAAAAAAB0gHaF/7lz53q7DgAAAAAA0EHaNedfkpxOp7744gu98sorqqqqkiTl5eWpurraa8UBAAAAAICT166e/3379unyyy9XTk6OGhoadNlllyk8PFxPP/20GhoaNGfOHG/XCQAAAAAA2qldPf/33nuvRowYobKyMgUHB3uOX3PNNVq2bJnXigMAAAAAACevXT3/q1at0po1a2Sz2Vod7927tw4cOOCVwgAAAAAAgHe0q+ff7XbL5XIddjw3N1fh4eEnXRQAAAAAAPCedoX/MWPG6LnnnvO8NwxD1dXVevzxxzV+/Hhv1QYAAAAAALygXcP+Z82apbFjx2rgwIGqr6/XTTfdpF27dikuLk7/+te/vF0jAAAAAAA4Ce0K/8nJyfrxxx/1zjvvaNOmTaqurtaUKVN08803t1oAEAAAAAAA+F67wr8kBQQE6Ne//rU3awEAAAAAAB2gXeH/n//851E/v+WWW9pVDAAAAAAA8L52hf9777231fumpibV1tbKZrMpJCSE8A8AAAAAQBfSrtX+y8rKWr2qq6u1c+dOXXDBBSz4BwAAAABAF9Ou8N+WM844Q3/5y18OGxUAAAAAAAB8y2vhX2peBDAvL8+bpwQAAAAAACepXXP+P/nkk1bvTdNUfn6+XnjhBZ1//vleKQzwRy6XS1lZWZ73aWlpslqtPqwIAAAAwOmgXeH/6quvbvXeMAx169ZNl1xyiWbNmuWNugC/lJWVpVkLVikmMVmljlw9MFFKT0/3dVkAAAAA/Fy7wr/b7fZ2HcBpIyYxWfHJqb4uAwAAAMBpxKtz/gEAAAAAQNfTrp7/adOmHXfbZ599tj2XAAAAAAAAXtKu8L9hwwZt2LBBTU1N6tevnyQpMzNTVqtVZ599tqedYRjeqRIAAAAAALRbu8L/lVdeqfDwcL3xxhuKjo6WJJWVlenWW2/VhRdeqAceeMCrRQIAAAAAgPZr15z/WbNmacaMGZ7gL0nR0dH685//zGr/AAAAAAB0Me0K/5WVlSoqKjrseFFRkaqqqk66KAAAAAAA4D3tCv/XXHONbr31Vn3wwQfKzc1Vbm6uFixYoClTpujaa6/1do0AAAAAAOAktGvO/5w5c/THP/5RN910k5qamppPFBCgKVOm6JlnnvFqgQAAAAAA4OS0K/yHhITopZde0jPPPKOsrCxJUlpamkJDQ71aHAAAAAAAOHntGvbfIj8/X/n5+TrjjDMUGhoq0zS9VRcAAAAAAPCSdoX/kpISXXrppUpPT9f48eOVn58vSZoyZQrb/AEAAAAA0MW0K/zff//9CgwMVE5OjkJCQjzHr7/+ei1evNhrxQEAAAAAgJPXrjn/n3/+uZYsWaLk5ORWx8844wzt27fPK4UBAAAAAADvaFfPf01NTase/xalpaWy2+0nXRQAAAAAAPCedoX/Cy+8UP/85z897w3DkNvt1syZM3XxxRd7rTgAAAAAAHDy2jXsf+bMmbr00ku1bt06NTY26qGHHtLWrVtVWlqq1atXe7tGAAAAAABwEtrV8z9o0CBlZmbqggsu0FVXXaWamhpde+212rBhg9LS0rxdIwAAAAAAOAkn3PPf1NSkyy+/XHPmzNH/+3//ryNqAoBTgsvlUlZWlud9WlqarFarDysCAAAA2nbC4T8wMFCbNm3qiFrgxwhJ8EdZWVmatWCVYhKTVerI1QMTpfT0dF+XBQAAABymXcP+f/3rX+sf//iHt2uBH2sJSXNXZ2vWglWtHgQAp7KYxGTFJ6cqJjH52I0BAAAAH2nXgn9Op1Ovv/66vvjiCw0fPlyhoaGtPn/22We9Uhz8S0tIAgAAAAB0rhMK/3v27FHv3r21ZcsWnX322ZKkzMzMVm0Mw/BedQAAAAAA4KSdUPg/44wzlJ+fry+//FKSdP311+vvf/+7EhISOqQ4AAAAAABw8k5ozr9pmq3ef/bZZ6qpqWn3xb/66itdeeWV6t69uwzD0EcffdTq88mTJ8swjFavyy+/vFWb0tJS3XzzzYqIiFBUVJSmTJmi6urqVm02bdqkCy+8UEFBQUpJSdHMmTMPq2X+/Pnq37+/goKCNHjwYH366aftvi8AAAAAALqSdi341+KnDwNOVE1NjYYOHaoXX3zxiG0uv/xy5efne17/+te/Wn1+8803a+vWrVq6dKkWLlyor776SnfccYfn88rKSo0ZM0a9evXS+vXr9cwzz+iJJ57Qq6++6mmzZs0a3XjjjZoyZYo2bNigq6++WldffbW2bNlyUvcHAAAAAEBXcELD/lt63396rL3GjRuncePGHbWN3W5XYmJim59t375dixcv1vfff68RI0ZIkp5//nmNHz9ef/3rX9W9e3e99dZbamxs1Ouvvy6bzaYzzzxTGzdu1LPPPut5SDB79mxdfvnlevDBByVJTz31lJYuXaoXXnhBc+bMaff9AQAAAADQFZxQ+DdNU5MnT5bdbpck1dfX68477zxstf8PPvjAawWuWLFC8fHxio6O1iWXXKI///nPio2NlSStXbtWUVFRnuAvSaNHj5bFYtG3336ra665RmvXrtVFF10km83maTN27Fg9/fTTKisrU3R0tNauXatp06a1uu7YsWMPm4ZwqIaGBjU0NHjeV1ZWeumOgY7jcrlabbOYlpYmq9Xqw4oAAAAAdIYTCv+TJk1q9f7Xv/61V4v5qcsvv1zXXnutUlNTlZWVpf/6r//SuHHjtHbtWlmtVjkcDsXHx7f6TkBAgGJiYuRwOCRJDodDqamtt5drWaDQ4XAoOjpaDofjsEULExISPOdoy4wZM/SnP/3JG7cJdJqsrCzNWrBKMYnJKnXk6oGJUnp6uq/LAgAAANDBTij8z507t6PqaNMNN9zg+efBgwdryJAhSktL04oVK3TppZd2ai0/9eijj7YaLVBZWamUlBQfVgQcn5jEZMUnpx67IQAAAAC/cVIL/nW2Pn36KC4uTrt375YkJSYmqrCwsFUbp9Op0tJSzzoBiYmJKigoaNWm5f2x2hxprQGpeS2CiIiIVi8AAAAAALqiUyr85+bmqqSkRElJSZKkjIwMlZeXa/369Z42y5cvl9vt1siRIz1tvvrqKzU1NXnaLF26VP369VN0dLSnzbJly1pda+nSpcrIyOjoWwIAAAAAoMP5NPxXV1dr48aN2rhxoyQpOztbGzduVE5Ojqqrq/Xggw/qm2++0d69e7Vs2TJdddVV6tu3r8aOHStJGjBggC6//HLdfvvt+u6777R69WpNnTpVN9xwg7p37y5Juummm2Sz2TRlyhRt3bpV7777rmbPnt1qyP69996rxYsXa9asWdqxY4eeeOIJrVu3TlOnTu30nwkAAAAAAN7m0/C/bt06nXXWWTrrrLMkSdOmTdNZZ52l6dOny2q1atOmTfrFL36h9PR0TZkyRcOHD9eqVas8uw1I0ltvvaX+/fvr0ksv1fjx43XBBRfo1Vdf9XweGRmpzz//XNnZ2Ro+fLgeeOABTZ8+3bPNnyT97Gc/09tvv61XX31VQ4cO1fvvv6+PPvpIgwYN6rwfBk5YtcuqrJpAVdQ1HbsxAAAAAJzGTmjBP28bNWqUTNM84udLliw55jliYmL09ttvH7XNkCFDtGrVqqO2ue6663Tdddcd83rwPdM0teVAhdZWx8ktQ7vX7lXfSENX1zl9XRoAAAAAdEk+Df/AiappdGlNvls5VYWSDAVZ3Kp3W5RZbmrS/L26ozBAl3Z3+7pMAAAAAOhSCP84ZWw5UKHff7xf+VWmLIbU116pPhEWBffop5XbD6i03tTfl+3SisRgDYg48ogSAAAAADjdnFKr/eP01ehya8ob3yu/qkmhgdJ1w1OUaq+VYUg9Y0I0pqdVj12cqDB7gDY56rSpmN5/AAAAAGhB+Mcp4cusKhVUNiguNECX97IqMTKo1eeGYeii1HA9PXGIJGl7qak9RdW+KBUAAAAAuhzCP7o80zS1YGu5JOnqgVGyWY0jtp0wJElXD4ySJH2+rUDVjQz/BwAAAADCP7o8R62pvWWNCrVZNT494pjtbz8nTrFBUoPTrdV5LjU6mQIAAAAA4PRG+EeXt6O0uff++nN6KsxuPWb7QKuh87tbFRRgUWmD9Mp3xR1dIgAAAAB0aYR/dGlFVQ1y1Dav7n/r+b2P+3uhgYbGDkqUJP17R4U25ZZ3TIEAAAAAcAog/KNL27C/TJJ0Ye8wpcSEnNB3e8eGqndE8/oAf164XabJ/H8AAAAApyfCP7qsWqepnY4qSdLEQdHtOseQOIvsVkPf7S3V6n013iwPAAAAAE4ZhH90WZllbrlNqVuw1L9b0LG/0IbQQEO/HNz84OC174vlctP7DwAAAOD0Q/hHl1TvdGt3eXNQ7x99cr+mvxocrW7hduVVNWlXOeEfAAAAwOmH8I8uaUNerZrcUnhQgLqHGSd1ruBAix4c00+StKXErbpGlzdKBAAAAIBTBuEfXdI3Oc3z8/vEhcpinFz4l6SJw5PVJ9qmJrf0bXbJSZ/vWFwulzIzMz0vl4sHDgAAAAB8h/CPLsc0TX27vzn8p8aFeuWcVouhO87tJknafKBCVY0dO/w/KytLsxas0tzV2Zq1YJWysrI69HoAAAAAcDQBvi4A+KmteZUqrXMpwJB6RAWrtM475z27R4gSQww5ak3tLHN756RHEZOYrPjk1A6/DgAAAAAcCz3/6HKWbS+UJCWGGgqwevdXdEBM8xSCPRWmKuoZig8AAADg9ED4R5ezfEeBJKl76MnP9f+phBBD8eF2uUzpk+3lXj8/AAAAAHRFhH90KaW1Tv2YWyFJJ73Kf1sMw9DZPaMlSZ9sr2DlfwAAAACnBcI/TtqhK9tnZ2dLZvvn03+X27zQ3xmxdgUHeD/8S9IZ8WEKDZQq6l16/4fcDrkGAAAAAHQlhH+ctENXtn/983Uqr6hs97m+O7jK/8gU76zy3xaLxVD/6OZf/ddW7ZHL3bEr/wMAAACArxH+4RUtK9tHxSW2+xwut6n1B2olSef17LjwL0l9Ig2F2y3aV1KrNTnVHXotAAAAAPA1wj+6jMI6U3VOU93C7eoba+/QawVYDF3ZP0qS9N6mMpkmvf8AAAAA/BfhH11GXnVzAL+kX7wsRsfM9z/UVQMjZQuwaGdxg4rqOvxyAAAAAOAzhH90CaZp6kDNwfA/IL5TrhkdHKCJZ/eQJO0qb/8ihQAAAADQ1RH+0SWU1TappkkKtBi6oG9cp133N+f1liTtrzJV0+DstOsCAAAAQGci/KNL2FvSvMr/4MRghdoDOu26A7tHaEC3IJmStua3f5cCAAAAAOjKCP/oEnLLmifdn90jpNOvfUX/SEnSlgMVcrPwHwAAAAA/RPiHz7lNUwcOhv9hScGdfv2LUsNks0hV9U7l1xD+AQAAAPgfwj98rqxeanS5FWiR0mI6dou/ttgDLEqNbN5dYHc54R8AAACA/yH8w+cKapsDd3yIIaul47f4a0vfqOa/Cnk1pgqqm3xSAwAAAAB0FMI/fM4T/oN9E/wlKcJmKDm6ecrBpzsrfFYHAAAAAHQEwj98qsllqriuOfwnhPgu/EvSkB7NC/8tzqxUk8vt01oAAAAAwJsI//CpzOJ6OU0pKNCiqM6f7t9Kn25hCrJKZXUufb61wLfFAAAAAIAXEf7hUxvzm1f5T44KkWH4tuffajGUFtVcw1vf7vNpLQAAAADgTYR/+NSP+bWSpOSYzt/iry1pkRZZDGlNVon2VzT6uhwAAAAA8ArCP3ymvsmlrYX1kqSU6BAfV9MsNNDQOcmhkqRFO1j4DwAAAIB/IPzDZzbklKvJZSrIKkWHBPq6HI8r+zcv/Ld0V6WcbrNTrulyuZSZmanMzExlZ2dLJgsOAgAAAPCeAF8XgNPX2qxiSc2r/Pt6vv+hhvcIUY+oYB0or1NOlUXdO+GaWVlZmrVglWISk7VnyzrFJPdVfEonXBgAAADAaYGef/jM2j0lkqR4H2/x91NWi6GbRvaUJO0u77we+JjEZMUnpyoqLrHTrgkAAADg9ED4h0/UNbm1cX+5pOae/67mVyNSFGCRSuqloqoGud0uZWdne4bmu1wuX5cIAAAAAMeNYf/wia2FdWpymeoWGqCwwM6ZV38iuoXbdX6vMK3MrtamA+XqUZ2vebsr1TtPKnXk6oGJUnp6uq/LBAAAAIDjQs8/fOLH/DpJ0tCk4C413/9QVxxc+G+no0pO01BUfHfFJ6cqJjHZx5UBAAAAwIkh/MMnNjuaw/+wpK6xxV9bhiQGK8ImNblM5TUG+bocAAAAAGg3wj86ndNtamdRvSRpcGKwj6s5MsMw1Deq+a/I/sYQmV1vdgIAAAAAHBfm/KPTFdeZcplSUmSQEsO69q9gaoShzSWGql2BKmxwqp+vCzpOLpdLWVlZnvdpaWmyWq0+rAgAAACAL9Hzj05XWNfchT4yNabLzvdvYbMaGpocJUnaXWOTeYp0/2dlZWnWglWauzpbsxasavUgAAAAAMDph/CPTldU2xygz02N9XElx+fsntGyyq1Kp1XZJTW+Lue4xSQms0AhAAAAAEmEf3Qyp9ut4ubp/hrZJ8a3xRynYJtVKbZaSdK3e0pPmd5/AAAAAGhB+EenKqhokNuUooKs6hMX6utyjluqvUZWmSqsalB+DeEfAAAAwKmF8I9OdaC8eYu/wYnBXX6+/6FsFlM9Q5okSVtK3PT+AwAAADilEP7RqVrC/5AuvMXfkaSGNCnAYqikXlp3oNbX5QAAAADAcSP8o9O4TVP5Ff/p+T/V2K2mBidHSpLe3MDcfwAAAACnDsI/Ok1pvdTkMmWzSL2jbb4up12G94yW1ZC2F9Xr4415vi4HAAAAAI6LT8P/V199pSuvvFLdu3eXYRj66KOPWn1umqamT5+upKQkBQcHa/To0dq1a1erNqWlpbr55psVERGhqKgoTZkyRdXV1a3abNq0SRdeeKGCgoKUkpKimTNnHlbL/Pnz1b9/fwUFBWnw4MH69NNPvX6/p7uiuuae8m4hhiyn0Hz/Q4XaAzQwpvmvzfSPt6ik1unjigAAAADg2Hwa/mtqajR06FC9+OKLbX4+c+ZM/f3vf9ecOXP07bffKjQ0VGPHjlV9fb2nzc0336ytW7dq6dKlWrhwob766ivdcccdns8rKys1ZswY9erVS+vXr9czzzyjJ554Qq+++qqnzZo1a3TjjTdqypQp2rBhg66++mpdffXV2rJlS8fd/GmosLY5/McHn5rBv8XAWENnxNpVWe/U374uYPg/AAAAgC4vwJcXHzdunMaNG9fmZ6Zp6rnnntNjjz2mq666SpL0z3/+UwkJCfroo490ww03aPv27Vq8eLG+//57jRgxQpL0/PPPa/z48frrX/+q7t2766233lJjY6Nef/112Ww2nXnmmdq4caOeffZZz0OC2bNn6/LLL9eDDz4oSXrqqae0dOlSvfDCC5ozZ04n/CT8n8tttur5P5VZDEMPXpSgqZ/k6rvcWinRooROuK7L5VJWVpbnfVpamqxWaydcGQAAAMCprsvO+c/OzpbD4dDo0aM9xyIjIzVy5EitXbtWkrR27VpFRUV5gr8kjR49WhaLRd9++62nzUUXXSSb7T9zzMeOHaudO3eqrKzM0+bQ67S0ablOWxoaGlRZWdnqhSPbW9aoJrdks1oUbfd1NSevd7Rd08akS5J+KHSrsr6pw6+ZlZWlWQtWae7qbM1asKrVgwAAAAAAOJouG/4dDockKSGhdZ9qQkKC5zOHw6H4+PhWnwcEBCgmJqZVm7bOceg1jtSm5fO2zJgxQ5GRkZ5XSkrKid7iaWWTo3lrvKSooFN2vv9P3X5hHw2MD5LTLX2xvXOG/8ckJis+OVUxickdfi0AAAAA/qPLhv+u7tFHH1VFRYXntX//fl+X1KVtdjRv8dcj6tTb4u9IrBZDD16YIKsh7S+t0+Zit69LAgAAAIA2ddnwn5iYKEkqKChodbygoMDzWWJiogoLC1t97nQ6VVpa2qpNW+c49BpHatPyeVvsdrsiIiJavdA20zS1uaB5kUZ/Cv+S1CPSprPjm/8abS019eaGEh9XdPJcLpcyMzM9L5fL5euSAAAAAJykLhv+U1NTlZiYqGXLlnmOVVZW6ttvv1VGRoYkKSMjQ+Xl5Vq/fr2nzfLly+V2uzVy5EhPm6+++kpNTf+Zk7106VL169dP0dHRnjaHXqelTct1cHKyi2tUUe+SxZDiI/xgwv9P9I2y6MK+cZKkf24o1QvLdx3jG10bawsAAAAA/sen4b+6ulobN27Uxo0bJTUv8rdx40bl5OTIMAzdd999+vOf/6xPPvlEmzdv1i233KLu3bvr6quvliQNGDBAl19+uW6//XZ99913Wr16taZOnaobbrhB3bt3lyTddNNNstlsmjJlirZu3ap3331Xs2fP1rRp0zx13HvvvVq8eLFmzZqlHTt26IknntC6des0derUzv6R+KV1+5oXVowNkgIsXfZ500k5u1e0hsY139tfP8/Uu5tKfVzRyWFtAQAAAMC/+DSJrVu3TmeddZbOOussSdK0adN01llnafr06ZKkhx56SPfcc4/uuOMOnXPOOaqurtbixYsVFBTkOcdbb72l/v3769JLL9X48eN1wQUX6NVXX/V8HhkZqc8//1zZ2dkaPny4HnjgAU2fPt2zzZ8k/exnP9Pbb7+tV199VUOHDtX777+vjz76SIMGDeqkn4R/W7+3OfzHBfvHQn9HMjDWoluHx0qS/rGuRBsKXXK6WAcAAAAAgO8F+PLio0aNOuoK6YZh6Mknn9STTz55xDYxMTF6++23j3qdIUOGaNWqVUdtc9111+m66647esFol+/3NfeCd/Pz8C9JNw6NUVR0rP72RaZ2lJkq+C5HI+I6fhcAAAAAADgan4Z/+L+Kepf2FNVI8v+e/xb3jj5D4e4qzVyZr7LaJi3NkcK+LdL/17uPr0vrEC6Xq9W6AGlpabJarT6sCAAAAMBPEf7RobYVNm/x1zPKJrv19BkCf0HvMG3JsWp7TYi251fpw63l+urpLzU6LVS1TabifV2gF7UsEBiTmKxSR64emCilp6f7uiwAAAAAhyD8o0NtPbjF35nxQZJqfVtMJ7NbDY0ZmKgEa422l1tUUN2odzc1SpJ6VxxQzyC33EeZ9nK82up572wtCwQCAAAA6JoI/+hQWwuae/7PTAjWgcLTK/y3SAq16KHRvZXjjNSry7frh7xa7S2p1V5J+z7M0T2XhWpASPsfArTV8w4AAAAAhyL8o8O43KYyixskNff8Hyj0cUE+FGAxdPmgRPWxVervX+7RAVe4tuSWa195o/44/0fFhQYoJcSt2O7tewhAzzsAAACAoyH8o8OU1ktNblOxoTZ1jwj0dTldRrjN0EXJ3dTHVqWoqCh9srNaRVUNKq6Ryjblqa/p4z04AQAAAPgdMgY6TFFdcy/2iN7RMozTY6X/E2GzGrp+SIxWPXSx/vCzbrIa0t6SWv1QEy3n6bM2IgAAAIBOQM8/Okxx/cHw3ytGktO3xXRhQYFWXdE/Slv3l2pVnqlSl13flQeoT5PL16X5DNsHAgAAAN5Fzz86hGmanp7/4b2jfVzNqSE+xNA1Z/dQoOFWRZNVC37IVb3z5HcD8BaXy6XMzEzPy+XquIcTLYsYzl2drVkLVrV6EAAAAADgxNHzjw5RVtukRlfz0PZB3SO1d0+Rr0s6JSRGBOmc0FKtq41RcXWjVrsN3emF7QC9oa1dBdLT0zvseixiCG9iNAkAADjdEf7RIfIqmrf4S4+zyxbAAJMTEW51amR0ndaWhamw1tSyrCr16+frqpoRyHGq6uyHVwAAAF0NqQwdIr+8XpI0KCHYx5WcmsICTJ2bGiNJeuW7YlXUNvm4IuDU1/LwKiYx2delAAAAdDrCPzpES8//mYT/dju7Z7QibFJFvUszl+zwdTkAAAAATmGEf3hdg1sqP9hTPSA+yMfVnLqsFkPnJDTPSX77uxxtL6z3cUUAAAAATlWEf3hdRVNzYI2wSRF2FtQ6GfEhhi7rGy7TlP6+plDuLrL4HwAAAIBTC+EfXld+MPzHBhk+rsQ/3H5OnCKDA5VV2qDMMsI/AAAAgBNH+IfXlTc1/1oR/r0jKjhAj4zrL0naUuJWfZPLK+d1u13Kzs5WZmamMjMz5XJ557wAAAAAuh7CP7zKNP8z7D82mPDvLdePSFFqtE1NbmlDTrlXzllemK95K7Zp7upszVqwqtUe6AAAAAD8C+EfXlXjtsppGrJaDEXZfV2N/7BYDP36rOat/zbuL1eDyzvD/6Piu7P1GQAAAHAaIPzDqypcgZKk+HC7LAY9/950fq8wRdmlRpdbO8vcvi4HAAAAwCmE8A+vqnDZJEmJkWzx520Ww9Cg2Oa/sjvLTFU2MEcfAAAAwPEh/MOrKpzNPf+JEYT/jpAcZiguzCanW1qwpczX5QAAAAA4RRD+4TVOl1tV7gBJhP+OYhiGRqbGSpI+2lqusppGH1cEAAAA4FRA+IfXFFY1yJQhm8Wt8KAAX5fjt9K6hSrKLtU5Tb329R5flwMAAADgFED4h9c4KuslSVGBbhks9tdhDMPQ4INz/+et3qvyOqePKwIAAADQ1RH+4TWOipbwz0J0Ha1HmKEzYu2qaXTprY2lvi4HAAAAQBdH+IfXtPT8RwawDV1HMwxDt58bJ0lauKNClY2mjysCAAAA0JUR/uEVdU5TVfVOSaYi6fnvFMOSQjR6QLxcprSxiAcuAAAAAI6M8A+vKKlv7nkOtTgVyG9Vp3lk3ABZDOlAtancslpflwMAAACgiyKmwStK6prDf5S1yceVnF76xodpQr9ISdKqXcUyTYb/AwAAADgc+7HBK0qap/sr0tokyerTWk43vz4rRp9lVqiwqkF7Q7vm8zyXy6WsrCzP+7S0NFmt/J4AAAAAnYXwj5PmNk2VHhz2HxlA+O9s0cEBOjPGoh+L3dpU7FaD0y17QNd6CJCVlaVZC1YpJjFZpY5cPTBRSk9P93VZAAAAwGmjayUEnJL2lzeqyS0FWAyFWdhz3hfSow2FBwWo1im9vq7E1+W0KSYxWfHJqYpJTPZ1KQAAAMBph55/nLSdxQ2SpPgIuyxMOfeJAIuhUend9O9N+fpwW7nOTAjydUldDlMPAAAAcDqj5x8nbUdR84T/xAgCpy/16RamATGGJGnWqgJVNvIk5lAtUw/mrs7WrAWrWj0IAAAAAPwd4R8nLbO4OfwnEP59bkicRUMSg1XnNPX1AZeaXG5fl9SlMPUAAAAApyvCP46by+VSZmam5+VyudTgdGlPafOwf8K/71kMQ/81KlExwVZVNErLdxSy/R8AAAAA5vzj+LW1YnttcLycbslmlSKCApTv6yKhmJAA/dfFSXrw01ztcFQp2MUzPgAAAOB0RyrACfnpsOlNueWSpNggQ4Zh+LAyHGpIYrCGdmv+672hyK13fiz1cUUAAAAAfImef5yUjfvLJUmxjPjvcvpHGwoMjdb3e8v0+voS2cJ26Jo+PKABAAAATkeEf5yUTbkVkqSYIEJlV2MYhn6WFqemmgptLHJrzsos5RZEKow1AAAAAIDTDsP+0W41jS5lFVVLIvx3ZQNiLLr3Z/EyDGnhjgqtzXfL5eYBAAAAAHA6Ifyj3XaVNMg0pfjQAAUHEP67sgn9IzX7hrNkNaR9VaY+2nhATWbH/pkdujtEdna2ZLLtIAAAAOArDPtHu2UW1UuS+nULklTv22JwTL8Y2l3VJQWavjRPuWV1KrfEaIStscOud+juEHu2rFNMcl/Fp3TY5QAAAAAcBT3/aLedxQ2SpH5xdh9XguM1IjlUo3taFWqzqtodqLWlwSqqauiw67XsDhEVl9hh1wAAAABwbIR/tNvOgz3/6d1Y6v9UEh1k6FfnpCjM0qQGt0Xvr89VYS1rAAAAAAD+jPCPdqlzmiqsccowpDNi6fk/1UQEBercsFLFBDrV6HJrRa5L63JrfF0WAAAAgA5C+Ee7lNY39xSndQtTqM3q42rQHoGGqRHR9eodGyKXKU3/Ik+Ltzh8XRYAAACADkD4R7u0hP+hyVG+LQQnxWpIVwzprpRwQ063dPfbP2hZVqWvywIAAADgZYR/tEvJwcX9h6ZE+rYQnDSrxdDPkiy6rG+4XG5TM1cWKKuCbfkAAAAAf8JWfzhhpmmq5GDP/5DkKKmu0LcF4aRZDEMPXJigxLgY/d83+/Sdw62wqAol+LqwU5TL5VJWVpbnfVpamqxWpscAAADAd+j5xwmrrHeq0SUFWKQBSeG+LgdeYjEMPXnVmbpmYJQkafmOQu0qYwRAe2RlZWnWglWauzpbsxasavUgAAAAAPAFwj9OWEFl85j/PjF22QPozfQnhmHozpFx6hdtSJLWFbr18bbyDruey+VSZmam5+VyuTrsWp0tJjFZ8cmpiklM9nUpAAAAAMP+ceJawn+/uCAfV4KOYBiGzupmUVhEhNbvK9OL3xQpJi5bF8Z7/1otPeQxickqdeTqgYlSenq69y8EAAAAnOa6dM//E088IcMwWr369+/v+by+vl533323YmNjFRYWpokTJ6qgoKDVOXJycjRhwgSFhIQoPj5eDz74oJxOZ6s2K1as0Nlnny273a6+fftq3rx5nXF7p6z8ioPhvxvh318ZhqHz02I1MKZ5BMBTC7fp/c1lHXItesgBAACAjtelw78knXnmmcrPz/e8vv76a89n999/v/79739r/vz5WrlypfLy8nTttdd6Pne5XJowYYIaGxu1Zs0avfHGG5o3b56mT5/uaZOdna0JEybo4osv1saNG3Xffffptttu05IlSzr1Pk8VLtNUYVWDJGlgPOHfnxmGoSFxFt08LEaS9Or3xdpWwhoAAAAAwKmoyw/7DwgIUGJi4mHHKyoq9I9//ENvv/22LrnkEknS3LlzNWDAAH3zzTc677zz9Pnnn2vbtm364osvlJCQoGHDhumpp57Sww8/rCeeeEI2m01z5sxRamqqZs2aJUkaMGCAvv76a/3tb3/T2LFjO/VeTwVl9ZLLbcpmlXpEBPq6HHQwwzA06exYdYuL1XNf7NKPxW6F7C1V7y7/bw4AAAAAh+ryPf+7du1S9+7d1adPH918883KycmRJK1fv15NTU0aPXq0p23//v3Vs2dPrV27VpK0du1aDR48WAkJ/9mwbOzYsaqsrNTWrVs9bQ49R0ublnMcSUNDgyorK1u9TgfFdc1b/MUFNU/DwOnhvtHpmnR2rCRpbVaJthS7ZZqmj6sCAAAAcLy6dPgfOXKk5s2bp8WLF+vll19Wdna2LrzwQlVVVcnhcMhmsykqKqrVdxISEuRwOCRJDoejVfBv+bzls6O1qaysVF1d3RFrmzFjhiIjIz2vlJSUk73dU0JJ/cHwH0zwP93cPCxGQ+Oa/5WxucStf6wr4QEAAAAAcIro0oN3x40b5/nnIUOGaOTIkerVq5fee+89BQcH+7Ay6dFHH9W0adM87ysrK0+LBwCenn/f/vjhIwNjLYqIjtGqXcV6b3OZbB9v0a8H2HxdFgAAAIBj6NI9/z8VFRWl9PR07d69W4mJiWpsbFR5eXmrNgUFBZ41AhITEw9b/b/l/bHaREREHPUBg91uV0RERKuXvyuqaVKtUzIMKSaInv/T1dk9o3VOgkWGpDe/ydFfvyqQmxEAAAAAQJd2SoX/6upqZWVlKSkpScOHD1dgYKCWLVvm+Xznzp3KyclRRkaGJCkjI0ObN29WYWGhp83SpUsVERGhgQMHetoceo6WNi3nwH9sL2ze4i8uzK5AC+H/dNY3yqJHfp4oq8XQF1lVWp3nltPNTgBdncvlUmZmpuflcrl8XRIAAAA6SZcO/3/84x+1cuVK7d27V2vWrNE111wjq9WqG2+8UZGRkZoyZYqmTZumL7/8UuvXr9ett96qjIwMnXfeeZKkMWPGaODAgfrNb36jH3/8UUuWLNFjjz2mu+++W3a7XZJ05513as+ePXrooYe0Y8cOvfTSS3rvvfd0//33+/LWu6RtB8N/UgRb/EG6OC1cc349XIEWQ7nVpv79Y76cbkYAdGVZWVmatWCV5q7O1qwFq5SVleXrkgAAANBJuvSc/9zcXN14440qKSlRt27ddMEFF+ibb75Rt27dJEl/+9vfZLFYNHHiRDU0NGjs2LF66aWXPN+3Wq1auHCh7rrrLmVkZCg0NFSTJk3Sk08+6WmTmpqqRYsW6f7779fs2bOVnJys1157jW3+2uAJ/1FBkrPGx9WgK7hsYIKeuqy7/t/nB5RTWqu6OummRnqTu7KYxGTFJ6f6ugwAAAB0si4d/t95552jfh4UFKQXX3xRL7744hHb9OrVS59++ulRzzNq1Cht2LChXTX6I5fL1apHMC0tTU1uaXfJwfAfGayGEl9Vh67m7B4hujjFqq/yTBXVufXQZwf0bmqaz+pp6/fXarX6rJ5DdeXaAAAA4N+6dPiHb7QMDY5JTFapI1cPTJSq7HFyuiW7VYoIClCRr4tEl9It2NDEs7vrg/X7taukQde/slZPXBznk1ra+v1NT0/3SS0/daK18bAAAAAA3kL4R5t+OjR4/b4ySVJcsCHDYLE/HC4+PEiXplj1baG0q7Baf/h3nUZ0k+J9UMuJDG3v7IB9IrV15QcZAAAAOLUQ/nFcfthXLkmKY4s/HEWk3dDfJiTrqZXF2lVYrS9ypICIal+XdVRHCthHeihw6PHs7GzJ7NhdDpijDwAAAG/o0qv9o2swTVM/5Pyn5x84msTwQC34/c80okeIXKa0aHO+9tSHyuzCGwG0BOyYxGTPsSOtjH/o8dc/X6fyikpflQ0AAAAcN8I/jqmwxqnCqgZZDSmGXf5wHCKCAvXUZd11RlTzw6JdDeHaWGFXQ1PH7ARw6P713uyNb+uhwKHHo+ISvXIdAAAAoKMx7B/HtK2geZX/tFi7Aixs44bjY7UYGpFgVY/4aK3MLJSjIVBvfZejc7t5fwjAoUP392xZp5jkvopP8fplDuM2pQO1ASrfWypntVtf761Wha1URsOJ/T1hYT8AAAB0NMI/jmlbUZ0kaWB8sOTq2vO30fUMTYlS3YEd2lwfrap6p5bvl+LXF+vJtL4nfK6jheSW3vhSR67Xaj+astpGfVsTo0qXTapq3vvy+4J8aXm+7AGGzkswjnuxQxb2AwAAQEcj/OOYWnr+B8QHaW8+4R8nLiqgSefH1Co3IEnb86v0rx/LtKV4je4aEXFC5+kKIdk0Te0ud2vDrhw53TYFGKbOSIhQRVW1IkPsKmuQHJX1+uqAqaDISsUc53lZ2A8AAAAdiTn/OKpGl6ms0gZJ0qAEJvyj/QIs0piBiTo/yaIwm0WbD1Ro6if79UOhS43O45+jf6R5+J2hsr5Jf1qWr+8L3HK6TUVbG3RBbK3GnJmonydbNfvKFK16+GJdmhYuU9KSbQXaUdqxuwEAAAAAx4Pwj6MqqDXlNqW0bqHqFhro63LgB3pGWPS/1/bShCFJcpvSzjJTb367Twequ3ZIrm1ya9Lr32lNTo0ski7oG6dzQssUbG29hkGg1aIHL0pQv+jmxQ43FLn1j3XFMrvydgcAAADwe4R/HJWjpjmwXHhGNx9XAn8SGxKgF286W3++rLtCA6Sqeqe+OuDW//dlvgqr6n1d3mGcblP/vTRPG3LKFW6zaHQvq4b3ipZxhJ0vLYahs7pZdH5arCTp3U1lmrNyTydWDJy6Dt29IzMzUy4XC80CAOANhH8claO2Ofxf0DfOx5XAH52bEqrxqVad3TNKhqSV2dW6dNZKLdxR0WV6yp0ut1YdcGuzo07h9gDNuLyHYoOOkPoPYRiGRvSO0fD45n/N/vXzndpaUNfR5QKnvJa1PeauztasBataLfIJAADaj/CPI6qoa1J1k2Q1pPMO9mAC3hZgMXThGd00ppdV6XF2VdU79fc1hfpiv0tlNY0+rc1lmvp0i0OOWlNBAYbm/fYcpced2NoXZ0QZurhPuFxuU//fCocaXF3joQbQlflybQ8AAPwV4R9HlFNSK6l5lf8wOxtDoGPFBBmafUWKpl8xUMEBhorrpLe+y9HOMrfcPhgFUNfk1tcH3MourpHVkJ68rLuG9zretfv/wzAM3Xt+vPrEhaq4xqlv8t1eHdXAEGkAAAAcD8I/jiintDn8n909xMeV4HRhtRj67QWp+t9reykxxJDLbeqHQrce/uyA9h/8fewMxdUNeuizXOXVmLJaDF3Qw6JhSe3/exASaNELN52tQKuhvBpTG3LKvVYrQ6QBAABwPOjORZvcpqn9ZQfDfw/CPzpXfFigRiVbVGDEaFVmkX501Ony577Sb4fHdPhaAAcqGnXbR2uUU9ogm0W66qweCqh2nPR5B3aP0F0j4/T3NUVanVWsS1OsJ/R9t9ul7Oxsz/u0tDRZrc3naBki3cLlcrV6CHBoWwAAAJyeCP9oU1m91OB0K9Ai9TvBOc6ANxiGoSHJUQptLNXe2kBtKajX82uLFBskjY1q6JBrFtWaunfhflU2uJUYFqDh3Ux1jwpWYbV3zj+hX6Q+2lysnCpTa/Jcqmo4/iH65YX5mre7Ur3zpFJHrh6YKKWnp7fZtmU0QExi8jHbAgAA4PTAsH+0qWWV/4QQQ1bLsVc2BzpKuM3QM+OS9cSVAxUSaFFJvfSv73O0odCluia3V65R1Wjqs835+mK/S5UNbg1JjtTsK1MUYfPu775hGDo3waLI4EDVOKW/rio4oZEMUfHdj3sRNBZMAwAAwKEI/2iTo6Y5VCWGEPzhe1aLocnnp+q1a3spJcyQaUo7ykz95r1szfhsu/Irm9p13oLKev19TaEWZbuUebB7f3TfcL1zx3mKDu6YgVGBVkPjByXKYkhrc2o0d/XeDrkOAAAAcCiG/eMwdU1uFR/cjjwxlPCPriMuNEAX9LCqJihey7blqbLBrVdW7tGrkpJCDQ0JqFKVK0BhR+hMb3KZyi6uUWahS99/nKOs0l1q6XjvHRui/mENmnZRokJsHfuvxviIIJ3VzaL1hW7N+Gy7nh1P7zwAAAA6FuEfh9nsqJNbUnhQgMIC2ZMcXU9qXKiuSLVqQEq8lu936qvMIuXVmMrb6pAUJ1VLa77OVpDh1NrCfap37VdZbYManKakvINnaV43YFBCkBJsTRqU3kOFudlHuqTXnRFlKDg4VF/vq9Gfv8zXBYmn5t81FhcEAAA4NRD+cZgf8ppX+e8ZEyLD6Lzt1YATYTEM/axXmCZflq4vv9+ip5fnqMxlU0llnZyyqLrBqWpJxfWNrb4XGRyoOJtT1w2L1zXnD1KFI0dzV3de6G9hGIamXZCgfVX52l9ap7X5hq5NOfUeALC4IAAAwKmB8I/DHBr+1UT4R9fXI9Kms+Ktik/uqe3fr5LLHqaYnv2Vn5+nCYMTNeiMPip15OqTjfuV3Ku3CnOzdUlahBIiglRx8rv4tVuY3aoXbjxbv3x5jfJqTC3e6tDwqFPvAcBPtxoEAABA18OCf2glr7xOe8uae0pTYkJ8XA1w4gxDslmk7lHBSgm3aHiPUA1OjlRSRKBs1q63hsXQlChNvzRJFkPaXVitNfluudyn3gMAAAAAdG2Ef7TyyY/N86G7BUvBgczbBTrDyJRQXdDdIosh7a8y9ZeVDjld3tnGEAAAAJAI/6cdl8ulzMxMz8vlcrX6/KMNByRJvSP41QA6U48wiyYMTpJF0srsat37zkbVNfEAAAAAAN7BnP/TzNEW59qeX6kdjioFWgz1DO96w6MBf9enW5jO72HR2ny3Fm3O1/rsAA2Mdive14Wdog7diSA7O1syeZgCAABOX4T/09CRFudq6fUfmRIim7Whs8sCICk5zKL/GZuk2WtLdaC8To5qqdhdqG6mIZuvizvFHPqwc8+WdYpJ7qv4FF9XBQAA4BuM7YYkyeU29fHG5vn+l6RF+Lga4PQ2LClES+6/SBP6Nf9d3HSgQmuqYrWvNkCNTnqvf+po05laHnZGxSX6sEIAAADfo+cfkqRv95TIUVmviKAAnZsSol0HfF0RcHoLswfo3vMTVFtTrXXFFlXVS9uqArTr6z3qHS5dXNag9A647qFD5SUpLS1NVqv1iMe7gqNNZwIAHPnf7QBOL4R/SJI+PDjkf8KQ7rJZGRACdBWJoRb9Oq2Xvvx2g/Y3hanGZdGucumOD3PUd3WpzoyzqrTarUin65jnOpKfzo1fsH6/YpNSWgXprh6wjzSdCQDAQ1IAzQj/UH2TS59tcUiSrjmrh9RU7OOKABzKFmBRL3utekdYFNKjn77flacDNaZ2F1Zrd2Fzm6/z9ijaLtVaCjUgPkjVjaa6meZxnb/NufFtBOnOCtj0UAGA9/GQFADhH/pie4GqG5zqERWsEb2itXs34R/oigxDSokJkb2HVb8c0VNFRrQWrdutFVkVqmqSSuulj7dX6OPtFZKk0APZ6hbkVs+sSkUnHX0Rz5b/KCx15HboPRxPsPd2D5Vpmip3BsrZYFWPBme7zwMAAHAqI/zDs8r/1Wd1l8XCFn/AqSDcbtXw9ET1sVUqzKxRcFyyduzJUUJ0hLYX1SuzqF41jS7VNEpPryzQ0ysL1DfWrjCLWyHdfBeAjzfYn2wPlWma2lPaoI1FLuXu26uq+lhJ0vqvsxVslbJr8/TzPKtuyeilUDv/VwgAAPwf/8Vzmquod2nFziJJ0tXDevi4GgDtFR4UqF4RFt16XjdJ0mur9sgZlqjt+/LUZNi0u6RBu0uae/9/LMpWQoihXlmV6pna/rUCjuZoPfwdPfR0e2Gd7l/8tbbmVR484pRVbgVbTdW4rKpzSd/sr9E3+3fone9z9Nz1w3RWz+gOqwcAAKArIPyf5j7dWSGn29SZ3SN0RkK4r8sB4CVWi6GkmBDZa6269fyeiuneS/+3fJPe2lCo4jrJUWvqLysLNOf7ZRqTFqa6JlPxXry+LxaXcrrd2ljk0ruZuXKbUqDFUEKINKR3ghpzNiowOEypA4YqM2uv+naP1ic7qrWvpFa/nLNW9156hn4/Kk0BLHgKAAD8FOH/NNboMrVwc5kkacoFLAAD+LO4MLsm9I9UYUmpbDE9tD4zR4X1VhXWNOm9g/8eSK3MU3STTfF271zT2z38RxtNUFpv6vPv9qukpnmRw2vP6qGbBti1YH2O4hPCtWN/83cCrRZ1CzF07ZnRumvs2Xrs4y369495enZppr7KLNLsG89Sj6hgr9YGAADQFRD+T2M7y0xVNbqV1i1UVzHkHzhtRIXYNDjOqlsyeivXHaWXv9imH/JqlV1co2zFyF7vVvHuYiVYjm+3gM7S1miC3n366o0fSvT5PpdMuWS3So+OStLky4YpMzPzqOeLDAnU328Ypkv6d9P0j7Zq3b4yXfvSav3flJFKP8GRUGyjBQAAujrC/2mqvsmlnWVuSdL9l6XLykJ/wGnHajF0Wf8E9Qqo0Owv9+iAM1xbc0vV4LZo3b7m0QC7q3I0fpihPsH1Mo9z68Dj5Xa7lJ2d7Xl/PL3lh44myCpp0L2frdb2/Oa5/enxYRoUXqef9Qo77hoMw9A1ZyVrRK8YTXnje2UWVOu6OWv1+uQRGt4r5oTuh220AABAV0b4P02t31emJrfUJ9qm8YOSfF0OAB+LsBnq26ebulXsULERqbKAWO0rqdXO4gbt/KK5B91ulXpXOhTmdmt7Yd1JLxZYXpivebsr1TtPJ9Rb7nKb2lLs1nuf5MhlShF2iwbHSiMGJKkwN/uY329LSkyI3vtdhn4773v9kFOum1/7Vi/fPFwX9/fmSggnhqkEAADAmwj/p6F6p6kfc8slSbecHcv2fgA8LIaUGOTSRYN6aN/ePeqdGKvt5YZWZRaptsmtnY4qSdL6hbmyfnpAvaICJZdLvVSuwHpTjS73CV0vKr77cfeWN7lMZZW79WnOPlXUNV9nzMAETRkaoo9+2H9iN9pWLSE2vXXbefr9W+v15c4i3fbG97r/ggSNOSPCJ8GbqQQAAMCbCP+noW2lbjW5TMUESRk9Q31dDoAuKjjA0Ph+kbovPV1bt+/UrOV7VB0QpdzCMtW6LCqvd2lPaaMkaU9F85ahy/8vS/0Si5QcKhVVuNUUWifTdXLTBRqcbv1z7V49/8VeFdW4Jblls0r3X5CgOy8frl27drX73G31rr96ywjd+frXWpZVpb+uKtD8b/dozk2mBvTvd1L30R5MJUBXxugUADi1EP5PMyW1Tu0ub/4P8cFxFhkGvf4Aji3QaighxKLBybEqtFVq8s96KzyhpxZ/t13vb3SoWsFylNeq0S1tzavU1oPf+6EwV5K0pmCvhvasUry9Ufur3HJX1qvebVHQT54LOF1uVTa45KhxK2tPifY6XFqwe48aDz5ACLZKI/rEKUFlujQt4qT/HXak3vUHL0qQo6xaW0tN7WsM1aNLDuj1lFTFhNpO6nq+RFCDtzE6BQBOLYT/08w7P5bKZUpJkUFKCmnydTkATlGGYah7VLAu6B2mXQesik/uoYL9ezRuaIrq7LFatSVbK3aVqcJpVXWDU/lVTcrf6vjPCfL2S4qXqkx99dUeOV0uzd+1S073ob34pZ5/So4O1jX9w1RQXKqkntEqPDh1yRva6l23GIaGdLOqd49uWrIlXxvz63Tl81/rpZuGKbi+2NOurQDdnoUMOwNBDR2B0SkAcOog/J9mwuxWWQ0po0+sjNoCX5cDwI8YhqGk8EClpyeqj61S7rpKxSenav++PRrZN1FV1gh9syNXPxyoUqMZoJqGJpkyVNd0+MKBIQFSz7hwhZs1uvOCFF0y4kzt2rVLc1eXdeo99Y0Pk9nLqo2lFh0or9O1L69V98AaDU+JUF3xgTYD9JEWMjxSz3tn9sh3VlDraqMMulo9AAD4AuH/NDPp7FjVVVcoJSZEjuqu2TsFwL/YrYbO6h6i9PQ+uijBqbmr6xSfnKrt36+S0xaupLQBKi88oJvOTdGgfunavy9Lb32zT/HJiSrMzVZKpM2nU5Qi7YaevzJFr2yo0efbCrS/MVSOvW71i0pSbVPbCxy2tZDhkXre/bFHvqvdU1erBwAAXyD8n4bs1ub/iG7vNlsA4A2GIdmtpuLC7HKXG+oWGqjIkEAVWC2+Lu0w4XarXr1lhN5buVF/+fKASutNbSmRbnkvWxOGNmpgpEsu97EXNjxSz3t7e+Q7skf7eM59tDYnck8ul0u7d+9Wca1T63fmKK/aVGVhtUor3fpid6Wq7GXqlxiuMHv7/7OF4ekAgNMd4f80dyLbbAHA6W5YUojG9LSq0tZNX+10qLLBrX9917zNYIAh9SrPk7UhVBGGVUn1TTLNk9vpoC2HBu7s7GwtWL9fsUkpXn+Ie2hveXFejn45Ilupqc3/f9ES8k+mR72+yaV1e8u0fl+Z1u48oB9yK9VoHvJw4UC+JGltfoH0VfM0tYSwAPWJsevMhGD96vz+OiPh5Bd9BADgdEH4BwDgBBiGoTMSwhXeWKShqQnaXhGozzYfUHGNU1lFNZLCpXpp3eq9slmkH0pz1Du+UsFmvfaWuFVirVR9tVvbCusUEF2tynqX3CfwkODQwL1nyzrFJPdt9RD3REcDHE/vfakjV/NWbGtzpNjx9qg3Ot3all+pNVnFWr27WN/vLVOj89BpE1YZhhRsOBVgMRQaGip3U4MSI4PkqHGroLJBBdVOFVQ7tTanRq99/7V6x4bokv7dNCDCqTMTghVgMdpcSyE7O1sy256i4Q2sKQAAOBUQ/gEAaAeLYWhEj1DddHG6fj0gUM8uz1ZlQJSyc3JV5bar1m1Ro1vKLG5QZvEhC6we/OevDuRKC3M9h+17shRouLWhdL+SYsplcdZrf6lLMU0lcla7tWJPlQqMIlUW18se20NRib0UmZ/707JOuDf+eNufyEixuia3yhtMVRRUaU+hS5sW7tfu0iw1OFsH8MQIu0b2iVV3e6N25ZcpvU9vZW1YLUtQmNIH9VdhbrZuPT9Z6enpWrdpu15atVdNQTHadaBExfWm9pbU6vXV+yRJgRYp1lqnW39WpRt+PkQFudmHPyRJOa7yT9jx/Ay9+VCmPefkAQUAgPAPAMBJMgxDMUGG+ifHKKJ4qyxBYeozYKiysvcq44x4WUJjtCU7T99kl8sMDFZVTa1sgQGqaZKqG5ySpAanWw2SdhTVa0dR/X9OXta85eG6Qoe04pDtEvdkyVCCbNWmvl27T6bLqU1l+2ULMFToTFJIWZCcZpJmry5Qwk6nqivLtaXIpbCGEtVWufX2xlLF5+1WaUmZCm3dVW9Gq8bu1sIdFepRkaOiwkplV7hVFlAlR5NdFlmlgiqVVbj12c4KfVOyV/sOlGpjkUvWqgJVVDaH/MK6HBVVNRwssqXe5vsJt1kU5K5Vz5gQBdUWaPrEDPXr10+ZmZmaW16uwKOs9xARZFVCiEXxydFKtpTr+nN7Kd8dqQ++3aWvsqvU4JIc7mDNWOnQ01851DvaJquRJCMgTvaY7mprcEVHjJI4ko54KHMi5zyZKRr+9ODAn+4FAE4U4R8AgA4QYLUoOshQRs8wpaf3VmZsoywNVYpP7nGwRztV6enp2rp9p/7362yFxfVQft4BXZAer5CoOO3al6fVe0plCQpXRWWVosOC1GgGqKiyVuX1LrlNyZShBrehhtpGSVJZ4SEPDWqqJUnZlZXSzsr/HC9tfpiwpaREUsl/jhcVSZLWFRZKKvzPcYdDUnTzP1c0h/lvHD9po4Pnr/7P9QMtUnSoXRGWRl09JF7jzu0vZ+kBzVuzV/HJqSrMtZzUfP2QQIvGpScpzV6lGEut3OFJ2pJ9QLXuQO0rb9Se0uafya5yh6R4BVSb2vB9joLlUtCPpTqrLk9NFUX6aNUGJSUmqqLwwDG3ZTyeAO12H3knnRNddPB42p/IOdtqezxbUHbk2hI/1dHhvCN2fvD2KI32tP+pitomZRVXK7uoRmW1jdp7oETrC1yyVjhUX+tS47dF6r3fUFRIoOLC7DojIVy9Y0MU0AUXXAXgPYR/AAB8KNBqKDjAUGyYXa4QQ+f3ClN6ek9lRtarpqpC8ckJKsyt9Qx/z8zM1Otf71F0Um9t/WGtnIFhSux1hkoK83VRv3g1OE19ubNIIZGxKi8t0eDkKIVGRqm4uFSbD1QoKCxCtVWVOiMhXGHhESorr9CuwmrZgkNVX1ujlJgQBYeEqrK6WvtL6xRgD1JNZYVksSokNEyuxnr1ig1RTGS4muprtL+kWtHR0WqqLtfYgfEaeWaamsrztWBdjuKTe6owN1tjzohQWrcwZZZ1zOJ8FsNQYlSwArpZdev5vRSZ2FP/XrtV720sULnTpqKqejlNQwWVzSMS5q4v0dz1LQ8+uklVLtksidry/l7FRxXJZjYqx1GikJAQNdVVK6NfsZIS4lRVXqoie3c5jRjVBDdPxdjdkK8CR7UOVLtVW1yj3AMl2ryrRkm7TVWVFurmi+uV2runDpQ0qLzBVEBNo6oaTeVXNim0vE5yu5W7f58shiGrIfVN6yNbYICcbrPNBSOPZy2DQ9scKzRmZWXpr++vUmRCDxU78jRlXJOSUnpp+649mrfsRwVHxulATraCohNV5YxUudWlv68pVOCGWpVXVCiryKWgsnzV17lU/JVD3bc3KsRmVUN1hcLsVkUFWXVm356KjwhWdLBVBbn7PA99TuRBw/E8pDie49KxH5ic6DmP9EDhZO7reM7pdJsKiumuvaW12l1QpQ1Z+cqtbNL+8kaV17uOcHdVzfVsLZe2lrf6xBZgUd9uYeqfGK70xHD1SwhXv8RwJUUGsbBmJ/P2QzBGvKAF4R8AgFOMYRiyBVgUbHHLEuhWSkyI7LUWXdg7XJK0v6BE8clRKjTKdMvZsZ6HBnNXVys+OV6FuTW69fyEQ45nKz456eCIhO4/OZ6sHeuyfzIP/6dtYlWYW6lRfcKVnhKlzLrCY9xBx0qICNJFqeHKyitWfHJPbft+leoCIxTRvY9y8wvVLTJUVe5A5RZXyVHdJLcpNbqlA5VNOlBZfvAswVKFKSlUOZvLpM1l/7lAYfP9feNw6D9TGyQdyJMUIylG2/a7JMXqu4X7Je3/T5u9zWsULMzeK2lvG9Xvaf02c5cMSQt271aAdY8MmWpscspiscjtbJTVGiBbTrbcLqe+duxVcFC+mhobVVRRI1NSbMQ+BQQGqrGhURV1Tlly9srpdGpJzh41mdmqb3SpyZ0oVbokJejL9w6tK0aqcUsBvZozY1XzA5PtpRWSKv5TY1XzKJOcqippd9Xht7Q83/OPhkwFBxgKcDcpPemAkuKi5K6v1ra9eQoPj1B5wX6FRcXKdfABy5d7qrSnMV+Fjnx9vGarImLiVFVWrF9dVKuU5BQdyN2vd7/apIiYeFWWFuqGn9cpJSVFufv3652VP3qO3ziqTj179tT+wjoV15lyVdSptNap5Rv3aEdRvQxJycnJslotysnJ0ZvLNygyNkGVJQX6zaX16tmzl/bn5Oify35QZGyCKkoKNGl0g3r16qWc0gZZonvIEtVd1gZTe8saZBRUae/evZq3dL0i4xKVu2uLIhJ7qltUd6ne1M6ielUHlWnv3hz9a+WPCovupsrSYl1zfo0Skrprf261qkO6y2mJUanNrX/+UKLAnVu1J69YP+aUqsGwqc5pStrdxu9QM7vh0oDEMPVKiJa7vkZZhZWKjolRdXmZ0pMiZQ0Kax4VUFCuveWNaji4KOe2/MpW5wm1WdQ/KUL9EiOUHh+qMGelukfYFGGTrBbDEyJP5oFMWw5t73I1P8z46bVO1MmEYG8+gDqWEx2hcqxrdcSIF5yaCP8/8eKLL+qZZ56Rw+HQ0KFD9fzzz+vcc8/1dVkAAKCdLIYUHuDWGfHhimws1q3nJ7YaRRGe0FMH9ufokoFJCotJ0M7s/foys1jB4dGqKC9V/6RIBYdFqKi0TDsc1Qqwh6i2tlYJkUGy24NVXVurgsp6WQPtqquplmlYFGgPUlNTk8LsAbJYA1Tf2KSaRpcMwyKX2y2rxZApQ06XW65jbPZgSmp0mWp0tfTmWiSXJMOmJrdUX9+8bkR1RZNU0XSwTaAkqaa8UVLjf07W1Px5TVPbPcOBFkNBNqtsFlNNTpdCgoLUVFuhQKtVMTExctVX6Zxe0erZPV4lxcX6LrtUEdGxqiov0Vk9oxUcHq3cgmL9mFshwxaiyuoa2QIDVdHgVk2jS6YM1Tqb61t3oFY6UHvwymFSg1uy9pCqpG072nrAEiPVuiXFaN1nByQdOHg8Vqppftjy/ae5knIPO/7dokOPS8pp/ucv9rukH1oezhzykEZxUrVLUpzWfnzoA5xDjn+UIynnP1/Z2/zPn+499Hi35vaBA6QS6euS5uNL9h16ztjmhyyK0fqleZLy/nPO/Oafw4aiUkmlBw/aDv6voUCrobRuYYoPMlVSVaPkxHhV7Nuq8OAgxcVEtRoxNHd1jeKTY1RordCt58R5js9a8KPO6tNDB/IcunTkEFVZwrVud57W7ytTjTtQNY1urd9XrvX7ylv9rsg0FWi4FGoPkNXVoAHJ+UqKjVJTXbU2ZeUqJCxCDdUV+vmQMiUlxKu0uEhfbtytsKho1VWU6opzq9S9e5IMmSosKJDFaP672qN7dwUEWJV/4IDe/3qzImO6KT97hywBdiX1TFVVSYFuGV2v3r16S3IrLzdXxsHvpvbqpYAAq2Sa2p+zT5aDAxZ69+4tq9WqPVlZennhN4qK767ywjz9/kqX0tLS5Ha7tDd7r6TmIG2q+UGDaZrqdfC7WVlZennht4qKT1J5Yb5+N8GpPn36KCtrj1759FtFdUtSWVG+7hjXpNQ+fbRnzx7972ffK7JboiqKHLrt8ialpqbKdLu1L6f5IaDb1Txyx3pwukVznRYV1TQpKLaHQuJSVOs0VVLrVEFlvdwul/bu26eWcRipqb1lsVi1Z09zbdHxSSovzNNdVzgP3pdbe/fuVU7OPoXGJSkioacaXKYqG1yqqG2Sy+3Svr3ZzSOPLNIZaWmyBQbI7Xa3+0HHkR7UeOvhSUdfy1sPmroqwv8h3n33XU2bNk1z5szRyJEj9dxzz2ns2LHauXOn4uPjfV0eAADwMsMwFGILUKTd0JDEYKWn///t3XlwFGX6B/Bvz5lMJjOT+4BckMMISRCQbGBFhayAlKK4iggEPFAUf2AhgqzF6a5QUqLrBdZKAFfXKK4g67VCJAgYgkQGCEdIYgaIucgxk/uYzPP7I8xsOgdJdknm8PlUTVXy9ttvv888ebvz9vR0B2KYogalFVXtE6UiEx5N9Ot0pUOw6EkE/ykPxYUThztdJRHRqU5Et+V+Q8JRWlSIeb8LR8TwSFy8mIcPj12Cd1AorhZfxoNjQxAaFoH8X37BZ9lF8AoYgl/O/gxBoULIsBhUlhVjalwQgoKHoKioCN/mlEAQgLtHBrV/El5UhG/OlLRPDq6WYOYtQxAdGYGSK5fwefYVBIaEo7LYgMd/P6xTf0Nw4YShPaab27+C0n41yXBcvNiGGpPRdpXJrHjva+sK164ysb5P4YiOjsbpcxfw/hED3H2CUVL8K8YN84O71geGX0tx3FANqZsnqivKQBI5VJ5aNDY2IEDjBrnSDTV1DSirbYZUpoC5tQU6lQJyhQItLS0wNrRAKpPDbG6F1l0Ohby93NTYColMjjZzKzRucsgVcrS0tKK2qRUSqQytzU2AIIFMoYDFbIaHUga5XI6W1lbUN5shkcrQ1maGh0IGqUwKs9mMhuY2SK5NFlQKKSRSGcxmMxpb2yCRSGGxtMFNLoVU2l6/yWyBRJDA3GaGAAFyuQxkaYOnUgY3pQJt5vb+yOUKtJlb4O+phMrdHa3NTSivbYKHSgVqaUTcEA1CA33R1mDC2aIqDAkegubqYiyaGIGbrDfNPFoI/0ANLhSZIenHV/etX4MQBAHjw9SIjo7CxRDCjqNN8A4Owy+FBiSE+aJGUCO7oBQ5pfVoMLffc6QVMhibAUCJI4Y6wFB3rdVrJ3PgibyfKgBUXCvXAqUWADqcOdTpyhmbkg4/e7efwJFFAQByLrefeDn2Racramwu9RBlYYefA4Daa1e6/OMXdLna5rrr+l9b1x8ZaYUdlv2n/AfR1TN+18r98MPujuU96bT8l/b2vyjouK3e+haAgx/3UL+gPdbP83uKu30CLBEAIoJEEACywE1RALlMClgsaGxuaT8x0maGl9pg+zuurKmHTC5Ha2MDBIkANzd3tLW2INS/CJ4eHmhqbMClsioo3NzR2tSI6KEl0Hp6oq6uFrlFV6F0U6GlqQEjwkqh02pRW1ODHEMp3FQeaG6sx6hh5fDS6VBjMuJkQTHcPdQwVZRBkMqg9fJBc0MtEmMq4OPjjeqqamRduAx3tQZNdSZMGFEFfz9fVFZU4MhZQ/v+pdaIO+KrEeDvj4qKq/heXwC1Roeq4kLIZHIEDx2KxuqreOKuZvwhMa6XvDkPnvx3sGXLFixcuBCPPvooAGDbtm346quvkJqaihdffNHOvWOMMcaYqxIEAVJBgFImgVopg1ophVImwEMpQ71cgL9ajlAfFZoqFdAqBfiqlaiQmiGRWxCodYOk9trJi0hfXLRUQV/YPvuLD1IhepgPvMyVOFEgwF/nDlmdgOE+Sgz3U6OtWg6lTIBcKmn/R38Auckk8JAL8Ne4QVIjwV1RGkRHR+DixVaYG2rgPzQAF05cvHbyJLaHEyxh18rDOpWHi0409F4e0eFETUy/TtT8N+X/2dYtPdSxxhXaqfzaDULH+9vKa0xG+GvdUF4rDHjOZBIJdEoBk4Zrrm1fgh1HC+E7JBxnfvoRrXI1fEIiUV5WirHhPnDXeuNKSTl+vmyE0kOD+roaDPNTQ+XhCaOpBr9U1EOmdEdTYyOCtG5Qurujrr4BpTVNkMnd0NLSBB8PJeQKJRqbmlBV3wKJTI7mpsb2EzVyBcxmM1QKGQSpFC2t7SderFfUyK5dUdNmsaDN0n7VzI1mfcfbrzYQQEQgah/DBIJUItjK2yzUXk4EmVRo/9lCMFsIEASQpf2Tf0EiARFBKgjAtYl3m6V9G+1tw9YO0cDE1ZGF2iNtvypJgvoWS/t3owAAUsAMADI01rYCtR2uNmoGIFEBsN7/VYHqkkYAjdfquAF1BMAN5YY6ANaTRe5AKwFwR0l+Laz3pgBU175+pULRhY5fN/IAWgiQtn84W1JNANQoPF0NwPoVrf+cgMr/ueMNbj2BJgsADXKPdzwxpWkvl4UBAC4WWQD44MyXRTjHk3/X09LSguzsbKxatcpWJpFIkJycjMzMzC71m5ub0dzcbPvdZGr/Y6ypqelS15HU1dWh1JCH5sZ6XP3VAIlCBXelHNVlxcjR1qOurg4GgwGlhmI0N9b3u3wg2uRt9b9NAC4XE2+r79vqS/6dLSbeVt+39b/k31FjcsQ2nWFbAFwuJt5W37fVZPQc0O3UlPwCiUIFmVoK9+piDAttRLhWhqDqUpQ1FsNLE4zqpmLc7R2M8HA1DIZK/KukGF7ewaiuK8Y9IcEID9fBYCjBv04Vw0sXjOqyYtwzPBjh4eEwGK62l/sGw3DuJCQKFUKHxLTXGWmtY2ivE3Bt3YS+lev8g1BdVoJ7EoIQFh6OSwYD/nWqBF4BQTCc10MiVyE0MhrVZSW4d9T/tq3rldviioy5YW1WlRZ3ictUVQaJXIWQazHdkxCE0LBwXLrUvlzrH4Tq8lJMGRmIIUNCcPnKFfz7bBk0vgEwXi3HpFh/BAQF49dfi3Ew9yrU3n6oqazAhChf+AcEoqSkFEcLKuGh80Hp5QIIMiV8g4ai1liF0WHe8Pb1wdWrlci+VA2Vxgv1NdWIG+oFby8vVFRVI+dXI9zUOjTWGREbpINOp0NVtRHnS0xwU2vRWGdCdIAWWq0W1UYjLpbXQqnyhLGiDIJUDo3OG40NdRjmq4Zao4HJVIPCyjoo3dVoaqxHmLcH1Go1auvqYKish8LNA81NDRjqpYJKpUJdfQN+NTZAplChrtYEi0QOicIdLa1m+Li7O/z8ztq/7m4S25lAfan1G1BcXIwhQ4bgxx9/RFJSkq18xYoVOHToELKyskT1161bh/Xr1w92NxljjDHGGGOMMZErV65g6NCh163Dn/z/l1atWoVly5bZfrdYLKiqqoKPj49DPw6lpqYGISEhuHLlCjQajb27c8O4YlyuGBPgmnG5YkyAa8blijEBHJczccWYANeMyxVjAlwzLleMCXDNuFwxJsC+cRERamtrERwc3Gtdnvxf4+vrC6lUirKyMlF5WVkZAgMDu9RXKpVQKpWiMp1ON5BdvKE0Go1LDTgrV4zLFWMCXDMuV4wJcM24XDEmgONyJq4YE+CacbliTIBrxuWKMQGuGZcrxgTYLy6tVtunev24F6hrUygUGDNmDNLT021lFosF6enpoq8BMMYYY4wxxhhjzoY/+e9g2bJlmD9/PsaOHYtx48bhjTfeQH19ve3u/4wxxhhjjDHGmDPiyX8Hs2bNwtWrV7FmzRqUlpZi1KhR+PbbbxEQEGDvrt0wSqUSa9eu7fKVBWfninG5YkyAa8blijEBrhmXK8YEcFzOxBVjAlwzLleMCXDNuFwxJsA143LFmADniYvv9s8YY4wxxhhjjLk4/s4/Y4wxxhhjjDHm4njyzxhjjDHGGGOMuTie/DPGGGOMMcYYYy6OJ/+MMcYYY4wxxpiL48n/b8w777yD8PBwuLm5ITExEcePH7d3l3q0ceNG3HrrrfD09IS/vz/uu+8+5ObmiurccccdEARB9Fq0aJGozuXLlzF9+nSoVCr4+/vjhRdegNlsHsxQbNatW9elvzfddJNteVNTExYvXgwfHx+o1Wo88MADKCsrE7XhSPFYhYeHd4lLEAQsXrwYgHPk6YcffsA999yD4OBgCIKAvXv3ipYTEdasWYOgoCC4u7sjOTkZeXl5ojpVVVWYM2cONBoNdDodHn/8cdTV1YnqnD59Grfddhvc3NwQEhKCV1991W5xtba2YuXKlYiLi4OHhweCg4ORkpKC4uJiURvd5XfTpk12i6u3XC1YsKBLf6dOnSqq42y5AtDtGBMEAZs3b7bVcbRc9WU/fqP2exkZGRg9ejSUSiUiIyOxc+dOu8VVVVWF//u//0NMTAzc3d0RGhqKJUuWwGQyidrpLp9paWl2iWswj7mOlCuDwdDj2Nq9e7etniPlauvWrYiPj4dGo4FGo0FSUhK++eYb23JnHFO9xeWMY6q3mADnHFO9xeWMY6o7mzZtgiAIeO6552xlzjq2RIj9ZqSlpZFCoaDU1FQ6e/YsLVy4kHQ6HZWVldm7a92aMmUK7dixg3Jyckiv19Pdd99NoaGhVFdXZ6tz++2308KFC6mkpMT2MplMtuVms5lGjhxJycnJdPLkSfr666/J19eXVq1aZY+QaO3atTRixAhRf69evWpbvmjRIgoJCaH09HQ6ceIE/e53v6Px48fbljtaPFbl5eWimPbv308A6ODBg0TkHHn6+uuv6aWXXqLPP/+cANCePXtEyzdt2kRarZb27t1Lp06donvvvZciIiKosbHRVmfq1KmUkJBAx44do8OHD1NkZCTNnj3bttxkMlFAQADNmTOHcnJy6OOPPyZ3d3d677337BKX0Wik5ORk+uSTT+jChQuUmZlJ48aNozFjxojaCAsLow0bNojy13EcDnZcveVq/vz5NHXqVFF/q6qqRHWcLVdEJIqnpKSEUlNTSRAEKigosNVxtFz1ZT9+I/Z7v/zyC6lUKlq2bBmdO3eO3nrrLZJKpfTtt9/aJa4zZ87QzJkzad++fZSfn0/p6ekUFRVFDzzwgKgdALRjxw5RvjruUwYzrsE65jparsxmc5extX79elKr1VRbW2trx5FytW/fPvrqq6/o4sWLlJubS3/6059ILpdTTk4OETnnmOotLmccU73FROScY6q3uJxxTHV2/PhxCg8Pp/j4eFq6dKmt3FnHVkc8+f8NGTduHC1evNj2e1tbGwUHB9PGjRvt2Ku+Ky8vJwB06NAhW9ntt98uGpSdff311ySRSKi0tNRWtnXrVtJoNNTc3DyQ3e3W2rVrKSEhodtlRqOR5HI57d6921Z2/vx5AkCZmZlE5Hjx9GTp0qU0fPhwslgsROR8eeo88bJYLBQYGEibN2+2lRmNRlIqlfTxxx8TEdG5c+cIAP3000+2Ot988w0JgkC//vorERG9++675OXlJYpp5cqVFBMTM8ARtetuQtnZ8ePHCQBdunTJVhYWFkavv/56j+vYM66eJv8zZszocR1XydWMGTNo0qRJojJHzhVR1/34jdrvrVixgkaMGCHa1qxZs2jKlCkDHRIRdX986uzTTz8lhUJBra2ttrLe8mzPuAbqmOsMuRo1ahQ99thjojJHzhURkZeXF73//vsuM6asrHF1x9nGlFXHmFxhTFldL1fONKZqa2spKiqK9u/fL8qPq4wtvuz/N6KlpQXZ2dlITk62lUkkEiQnJyMzM9OOPes766Vd3t7eovKPPvoIvr6+GDlyJFatWoWGhgbbsszMTMTFxSEgIMBWNmXKFNTU1ODs2bOD0/FO8vLyEBwcjGHDhmHOnDm4fPkyACA7Oxutra2iHN10000IDQ215cgR4+mspaUFH374IR577DEIgmArd7Y8dVRYWIjS0lJRbrRaLRITE0W50el0GDt2rK1OcnIyJBIJsrKybHUmTpwIhUJhqzNlyhTk5uaiurp6kKK5PpPJBEEQoNPpROWbNm2Cj48PbrnlFmzevFl0CZsjxpWRkQF/f3/ExMTg6aefRmVlpW2ZK+SqrKwMX331FR5//PEuyxw5V5334zdqv5eZmSlqw1pnsI5vPR2fOtfRaDSQyWSi8sWLF8PX1xfjxo1DamoqiMi2zJ5xDdQx19FzlZ2dDb1e3+3YcsRctbW1IS0tDfX19UhKSnKZMdU5ru4425jqKSZnH1O95crZxtTixYsxffr0Ltt2lbEl670KcwUVFRVoa2sT/TECQEBAAC5cuGCnXvWdxWLBc889hwkTJmDkyJG28kceeQRhYWEIDg7G6dOnsXLlSuTm5uLzzz8HAJSWlnYbs3XZYEtMTMTOnTsRExODkpISrF+/HrfddhtycnJQWloKhULRZdIVEBBg66ujxdOdvXv3wmg0YsGCBbYyZ8tTZ9Y+dNfHjrnx9/cXLZfJZPD29hbViYiI6NKGdZmXl9eA9L+vmpqasHLlSsyePRsajcZWvmTJEowePRre3t748ccfsWrVKpSUlGDLli0AHC+uqVOnYubMmYiIiEBBQQH+9Kc/Ydq0acjMzIRUKnWJXO3atQuenp6YOXOmqNyRc9XdfvxG7fd6qlNTU4PGxka4u7sPREgAej4+dVRRUYGXX34ZTz75pKh8w4YNmDRpElQqFb777js888wzqKurw5IlSwDYL66BPOY6eq62b9+O2NhYjB8/XlTuaLk6c+YMkpKS0NTUBLVajT179uDmm2+GXq936jHVU1ydOdOYul5Mzjym+porZxlTAJCWloaff/4ZP/30U5dlrnC8Anjyz5zE4sWLkZOTgyNHjojKO+704+LiEBQUhMmTJ6OgoADDhw8f7G72atq0abaf4+PjkZiYiLCwMHz66acDPtgHy/bt2zFt2jQEBwfbypwtT79Fra2teOihh0BE2Lp1q2jZsmXLbD/Hx8dDoVDgqaeewsaNG6FUKge7q716+OGHbT/HxcUhPj4ew4cPR0ZGBiZPnmzHnt04qampmDNnDtzc3ETljpyrnvbjzq63uGpqajB9+nTcfPPNWLdunWjZ6tWrbT/fcsstqK+vx+bNm23//NqLqxxzO+stV42NjfjHP/4hyouVo+UqJiYGer0eJpMJn332GebPn49Dhw7ZpS83Uk9xdZxUOtuYul5Mzjym+pIrZxpTV65cwdKlS7F///4ux1ZXwpf9/0b4+vpCKpV2uSNlWVkZAgMD7dSrvnn22Wfx5Zdf4uDBgxg6dOh16yYmJgIA8vPzAQCBgYHdxmxdZm86nQ7R0dHIz89HYGAgWlpaYDQaRXU65sjR47l06RIOHDiAJ5544rr1nC1P1j5cb/wEBgaivLxctNxsNqOqqsrh82ed+F+6dAn79+8XferfncTERJjNZhgMBgCOG5fVsGHD4OvrK/p7c9ZcAcDhw4eRm5vb6zgDHCdXPe3Hb9R+r6c6Go1mQE+s9nZ8qq2txdSpU+Hp6Yk9e/ZALpdft73ExEQUFRWhubkZgH3iGuhjrqPmCgA+++wzNDQ0ICUlpdf27J0rhUKByMhIjBkzBhs3bkRCQgL++te/Ov2Y6ikuK2ccU73F1Lm/gHOMqb7E5UxjKjs7G+Xl5Rg9ejRkMhlkMhkOHTqEN998EzKZDAEBAU49tqx48v8boVAoMGbMGKSnp9vKLBYL0tPTe/wulb0REZ599lns2bMH33//fZdLVbuj1+sBAEFBQQCApKQknDlzRvSPvnVy092lSYOtrq4OBQUFCAoKwpgxYyCXy0U5ys3NxeXLl205cvR4duzYAX9/f0yfPv269ZwtTxEREQgMDBTlpqamBllZWaLcGI1GZGdn2+p8//33sFgstoN5UlISfvjhB7S2ttrq7N+/HzExMXa7jNw68c/Ly8OBAwfg4+PT6zp6vR4SicR26bwjxtVRUVERKisrRX9vzpgrq+3bt2PMmDFISEjota69c9XbfvxG7feSkpJEbVjrDNTxrS/Hp5qaGtx1111QKBTYt29fnz5J0uv18PLysl2lMZhxDdYx1xFzZbV9+3bce++98PPz67Vde+aqOxaLBc3NzU47pnpijQtwvjHVk44xdeYMY6on3cXlTGNq8uTJOHPmDPR6ve01duxYzJkzx/azS4ytQbmtIHMIaWlppFQqaefOnXTu3Dl68sknSafTie5I6Uiefvpp0mq1lJGRIXoMSENDAxER5efn04YNG+jEiRNUWFhIX3zxBQ0bNowmTpxoa8P6yI277rqL9Ho9ffvtt+Tn52e3R+M9//zzlJGRQYWFhXT06FFKTk4mX19fKi8vJ6L2R4iEhobS999/TydOnKCkpCRKSkpy2Hg6amtro9DQUFq5cqWo3FnyVFtbSydPnqSTJ08SANqyZQudPHnSdtf7TZs2kU6noy+++IJOnz5NM2bM6PZRf7fccgtlZWXRkSNHKCoqSvT4OKPRSAEBATRv3jzKycmhtLQ0UqlUA/r4uOvF1dLSQvfeey8NHTqU9Hq9aJxZ70r7448/0uuvv056vZ4KCgroww8/JD8/P0pJSbFbXNeLqba2lpYvX06ZmZlUWFhIBw4coNGjR1NUVBQ1NTXZ2nC2XFmZTCZSqVS0devWLus7Yq56248T3Zj9nvXRSS+88AKdP3+e3nnnnQF9dFJvcZlMJkpMTKS4uDjKz88X1TGbzUTU/qisv/3tb3TmzBnKy8ujd999l1QqFa1Zs8YucQ3WMdfRcmWVl5dHgiDQN99806UNR8vViy++SIcOHaLCwkI6ffo0vfjiiyQIAn333XdE5Jxjqre4nHFM9RaTs46p3uKycqYx1ZPOT2Nw1rHVEU/+f2PeeustCg0NJYVCQePGjaNjx47Zu0s9AtDta8eOHUREdPnyZZo4cSJ5e3uTUqmkyMhIeuGFF0TPRyUiMhgMNG3aNHJ3dydfX196/vnnRY+FGUyzZs2ioKAgUigUNGTIEJo1axbl5+fbljc2NtIzzzxDXl5epFKp6P7776eSkhJRG44UT0f//ve/CQDl5uaKyp0lTwcPHuz2723+/PlE1P64v9WrV1NAQAAplUqaPHlyl1grKytp9uzZpFarSaPR0KOPPip6pi0R0alTp+j3v/89KZVKGjJkCG3atMlucRUWFvY4zg4ePEhERNnZ2ZSYmEharZbc3NwoNjaWXnnlFdFEerDjul5MDQ0NdNddd5Gfnx/J5XIKCwujhQsXdjnJ6Wy5snrvvffI3d2djEZjl/UdMVe97ceJbtx+7+DBgzRq1ChSKBQ0bNgw0TYGO66ecgmACgsLiaj98ZKjRo0itVpNHh4elJCQQNu2baO2tja7xDWYx1xHypXVqlWrKCQkpMv7T+R4uXrssccoLCyMFAoF+fn50eTJk0WTLmccU73F5YxjqreYnHVM9RaXlTONqZ50nvw769jqSCDq8EwFxhhjjDHGGGOMuRz+zj9jjDHGGGOMMebiePLPGGOMMcYYY4y5OJ78M8YYY4wxxhhjLo4n/4wxxhhjjDHGmIvjyT9jjDHGGGOMMebiePLPGGOMMcYYY4y5OJ78M8YYY4wxxhhjLo4n/4wxxhhjjDHGmIvjyT9jjDHGeiUIAvbu3fs/tbFgwQLcd999N6Q/jDHGGOsfnvwzxhhjTmTBggUQBKHLKz8/395du6FuuukmKJVKlJaW2rsr/bJz507odDp7d4Mxxhjrgif/jDHGmJOZOnUqSkpKRK+IiAh7d+uGOXLkCBobG/HHP/4Ru3btsnd3GGOMMZfAk3/GGGPMySiVSgQGBopeUqm028vqn3vuOdxxxx223++44w4sWbIEK1asgLe3NwIDA7Fu3TrROnl5eZg4cSLc3Nxw8803Y//+/V36cOXKFTz00EPQ6XTw9vbGjBkzYDAYbMvb2tqwbNky6HQ6+Pj4YMWKFSCiPsW3fft2PPLII5g3bx5SU1O7LA8PD8ef//xnpKSkQK1WIywsDPv27cPVq1cxY8YMqNVqxMfH48SJE6L1/vnPf2LEiBFQKpUIDw/Ha6+9Jlre3VcbdDoddu7cCQAwGAwQBAGff/457rzzTqhUKiQkJCAzMxMAkJGRgUcffRQmk8l2RUbn95YxxhizF578M8YYY78xu3btgoeHB7KysvDqq69iw4YNtgm+xWLBzJkzoVAokJWVhW3btmHlypWi9VtbWzFlyhR4enri8OHDOHr0KNRqNaZOnYqWlhYAwGuvvYadO3ciNTUVR44cQVVVFfbs2dNr32pra7F7927MnTsXf/jDH2AymXD48OEu9V5//XVMmDABJ0+exPTp0zFv3jykpKRg7ty5+PnnnzF8+HCkpKTYTjhkZ2fjoYcewsMPP4wzZ85g3bp1WL16tW1i3x8vvfQSli9fDr1ej+joaMyePRtmsxnjx4/HG2+8AY1GY7siY/ny5f1unzHGGBsIPPlnjDHGnMyXX34JtVptez344IP9Wj8+Ph5r165FVFQUUlJSMHbsWKSnpwMADhw4gAsXLuCDDz5AQkICJk6ciFdeeUW0/ieffAKLxYL3338fcXFxiI2NxY4dO3D58mVkZGQAAN544w2sWrUKM2fORGxsLLZt2watVttr39LS0hAVFYURI0ZAKpXi4Ycfxvbt27vUu/vuu/HUU08hKioKa9asQU1NDW699VY8+OCDiI6OxsqVK3H+/HmUlZUBALZs2YLJkydj9erViI6OxoIFC/Dss89i8+bN/XrvAGD58uWYPn06oqOjsX79ely6dAn5+flQKBTQarUQBMF2RYZare53+4wxxthA4Mk/Y4wx5mTuvPNO6PV62+vNN9/s1/rx8fGi34OCglBeXg4AOH/+PEJCQhAcHGxbnpSUJKp/6tQp5Ofnw9PT03YCwtvbG01NTSgoKIDJZEJJSQkSExNt68hkMowdO7bXvqWmpmLu3Lm23+fOnYvdu3ejtra2xxgCAgIAAHFxcV3KOsY1YcIEURsTJkxAXl4e2traeu1XT9sOCgoSbYcxxhhzVDJ7d4Axxhhj/ePh4YHIyMgu5RKJpMv36ltbW7vUk8vlot8FQYDFYunz9uvq6jBmzBh89NFHXZb5+fn1uZ3Ozp07h2PHjuH48eOirxq0tbUhLS0NCxcutJV1jEEQhB7L+hOXIAj9fv/+m+0wxhhj9sCf/DPGGGMuws/PDyUlJaIyvV7frzZiY2Nx5coVUTvHjh0T1Rk9ejTy8vLg7++PyMhI0Uur1UKr1SIoKAhZWVm2dcxmM7Kzs6+77e3bt2PixIk4deqU6MqGZcuWdXvpf3/jOnr0qKjs6NGjiI6OhlQqBdD1/cvLy0NDQ0O/tqNQKPp9JQFjjDE2GHjyzxhjjLmISZMm4cSJE/jggw+Ql5eHtWvXIicnp19tJCcnIzo6GvPnz8epU6dw+PBhvPTSS6I6c+bMga+vL2bMmIHDhw+jsLAQGRkZWLJkCYqKigAAS5cuxaZNm7B3715cuHABzzzzDIxGY4/bbW1txd///nfMnj0bI0eOFL2eeOIJZGVl4ezZs/1+T6yef/55pKen4+WXX8bFixexa9cuvP3226Ib8k2aNAlvv/02Tp48iRMnTmDRokVdrpLoTXh4OOrq6pCeno6Kiop+nzxgjDHGBgpP/hljjDEXMWXKFKxevRorVqzArbfeitraWqSkpPSrDYlEgj179qCxsRHjxo3DE088gb/85S+iOiqVCj/88ANCQ0NtN/R7/PHH0dTUBI1GA6B9sj1v3jzMnz8fSUlJ8PT0xP3339/jdvft24fKyspu68TGxiI2NvZ/+vR/9OjR+PTTT5GWloaRI0dizZo12LBhAxYsWGCr89prryEkJAS33XYbHnnkESxfvhwqlapf2xk/fjwWLVqEWbNmwc/PD6+++up/3WfGGGPsRhKorw/dZYwxxhhjjDHGmFPiT/4ZY4wxxhhjjDEXx5N/xhhjjDHGGGPMxfHknzHGGGOMMcYYc3E8+WeMMcYYY4wxxlwcT/4ZY4wxxhhjjDEXx5N/xhhjjDHGGGPMxfHknzHGGGOMMcYYc3E8+WeMMcYYY4wxxlwcT/4ZY4wxxhhjjDEXx5N/xhhjjDHGGGPMxfHknzHGGGOMMcYYc3H/DwN2zYYal9L+AAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Another useful adjustment option;\n", "plt.figure(figsize=(12, 6))\n", "\n", "# Driver Age Distribution\n", "sns.histplot(df_kiva_loans_cleaned['funded_amount'], kde=True)\n", "plt.title('Funded Loans Distribution ')\n", "\n", "\n", "#Alternatively:\n", "plt.locator_params(axis='x', nbins=20)\n", "\n", "\n", "\n", "plt.xlabel('Funded Amount')\n", "plt.ylabel('Frequency')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Nj6QXrZVbLcY", "outputId": "090df215-35ee-40cc-e563-9b8c6ae51a30" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Country that got Funds:\n", " country\n", "Philippines 160333\n", "Kenya 66882\n", "El Salvador 39321\n", "Cambodia 34796\n", "Pakistan 26846\n", " ... \n", "Saint Vincent and the Grenadines 12\n", "Chile 4\n", "Vanuatu 4\n", "Congo 3\n", "Namibia 3\n", "Name: count, Length: 80, dtype: int64\n" ] } ], "source": [ "country_counts = df_kiva_loans_cleaned['country'].value_counts()\n", "print(\"Country that got Funds:\\n\", country_counts)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "NCawpSFBbRIh", "outputId": "1dc1af59-f058-49da-c851-43cbeb8354cf" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Summarized Funds per Country:\n", " funded_amount\n", "country \n", "Philippines 54267125.0\n", "Kenya 28636375.0\n", "El Salvador 23060625.0\n", "Peru 21319075.0\n", "Cambodia 18689125.0\n", "... ...\n", "Saint Vincent and the Grenadines 33225.0\n", "Chile 13100.0\n", "Namibia 9975.0\n", "Vanuatu 9250.0\n", "Congo 8175.0\n", "\n", "[80 rows x 1 columns]\n" ] } ], "source": [ "country_funded_amount=df_kiva_loans_cleaned.groupby(['country'])[['funded_amount',]].sum().sort_values(by='funded_amount', ascending=False)\n", "print(\"Summarized Funds per Country:\\n\", country_funded_amount)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "AhZWc4bPaylg", "outputId": "7991c230-7b59-4049-a127-ef8fe952c74c" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Repayment Interval Counts:\n", " repayment_interval\n", "monthly 327844\n", "irregular 244936\n", "bullet 66847\n", "Name: count, dtype: int64\n" ] } ], "source": [ "repayment_interval_counts = df_kiva_loans_cleaned['repayment_interval'].value_counts()\n", "print(\"Repayment Interval Counts:\\n\", repayment_interval_counts)" ] }, { "cell_type": "markdown", "metadata": { "id": "rvuq2plWzGrw" }, "source": [ "#Mean, median and stuff like that" ] }, { "cell_type": "markdown", "metadata": { "id": "6H-tf7MvqoDi" }, "source": [ "# 4. Exploratory Data Analysis (EDA) and Visualization\n", "Conduct thorough EDA of your chosen dataset.\n", "Create insightful visualizations—avoid trivial visuals like pie charts. Focus on revealing key insights." ] }, { "cell_type": "markdown", "metadata": { "id": "DSgkqRrWaKOt" }, "source": [ "# Univariate Analysis" ] }, { "cell_type": "markdown", "metadata": { "id": "ty83hDXYvf6_" }, "source": [ "Which are the Top 10 Countries in terms of Loans?" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 615 }, "id": "sZb1aiICHpC4", "outputId": "4fe1d264-4c1b-4aee-dce6-bced0a3acae0" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "# Since the count of countries is big i chose to Calculate only the top 10 countries that received loans\n", "top_10_countries = df_kiva_loans_cleaned['country'].value_counts().nlargest(10).index\n", "\n", "plt.figure(figsize=(15, 6))\n", "sns.countplot(x='country', data=df_kiva_loans_cleaned, order=top_10_countries)\n", "plt.title('Top 10 Countries that Received Most Loans')\n", "plt.xticks(rotation=45)\n", "plt.xlabel('Country')\n", "plt.ylabel('Count')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "tUgGRw81vlXJ" }, "source": [ "But which are the Top 10 Countries in terms of Funded Amount?" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 143 }, "id": "Coyygpy5udv6", "outputId": "d9a2f18e-e0a1-4ae9-e6c4-74bd3ef20fa4" }, "outputs": [ { "data": { "application/vnd.google.colaboratory.intrinsic+json": { "summary": "{\n \"name\": \"df_country_funded_amount\",\n \"rows\": 80,\n \"fields\": [\n {\n \"column\": \"country\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 80,\n \"samples\": [\n \"Sierra Leone\",\n \"Philippines\",\n \"Tanzania\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"funded_amount\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 8099283.629287955,\n \"min\": 8175.0,\n \"max\": 54267125.0,\n \"num_unique_values\": 80,\n \"samples\": [\n 3712125.0,\n 54267125.0,\n 5267225.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", "type": "dataframe", "variable_name": "df_country_funded_amount" }, "text/html": [ "\n", "
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funded_amount
country
Philippines54267125.0
Kenya28636375.0
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\n" ], "text/plain": [ " funded_amount\n", "country \n", "Philippines 54267125.0\n", "Kenya 28636375.0" ] }, "execution_count": 220, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#Create a new df with the sum of funded amounts per country\n", "df_country_funded_amount=df_kiva_loans_cleaned.groupby(['country'])[['funded_amount']].sum().sort_values(by='funded_amount', ascending=False)\n", "df_country_funded_amount.head(2)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 607 }, "id": "yc5K84C3wJ43", "outputId": "18a8b5c4-5412-45a8-d007-7cdb91a0ec1c" }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Select the top 10 countries\n", "top_10_countries = df_country_funded_amount.head(10)\n", "\n", "# Create a bar plot\n", "plt.figure(figsize=(12, 6))\n", "plt.bar(top_10_countries.index, top_10_countries['funded_amount'])\n", "plt.title('Top 10 Countries by Funded Amount')\n", "plt.xlabel('Country')\n", "plt.ylabel('Funded Amount')\n", "plt.xticks(rotation=45, ha='right')\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 631 }, "id": "2_3MfA6oJonA", "outputId": "26af213b-0867-4bb5-e528-1d5d8db0f76e" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Distirbution loans in each Sector\n", "top_10_sectors = df_kiva_loans_cleaned['sector'].value_counts().nlargest(10).index\n", "\n", "plt.figure(figsize=(15, 6))\n", "sns.countplot(x='sector', data=df_kiva_loans_cleaned, order=top_10_sectors)\n", "plt.title('Top 10 Sectors that Received Most Loans')\n", "plt.xticks(rotation=45) # Rotates x-axis labels for better readability\n", "plt.xlabel('Country')\n", "plt.ylabel('Count')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "zWeCAaWyy_Oi" }, "source": [ "But which are the Sectors in terms of Funded Amount?" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 143 }, "id": "ekDLLQO-y_0t", "outputId": "af44701c-6914-4a71-e9ce-590be1c86a79" }, "outputs": [ { "data": { "application/vnd.google.colaboratory.intrinsic+json": { "summary": "{\n \"name\": \"df_sector_funded_amount\",\n \"rows\": 15,\n \"fields\": [\n {\n \"column\": \"sector\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 15,\n \"samples\": [\n \"Arts\",\n \"Construction\",\n \"Agriculture\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"funded_amount\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 35159714.55838444,\n \"min\": 551575.0,\n \"max\": 118656075.0,\n \"num_unique_values\": 15,\n \"samples\": [\n 7920175.0,\n 4815475.0,\n 118656075.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", "type": "dataframe", "variable_name": "df_sector_funded_amount" }, "text/html": [ "\n", "
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funded_amount
sector
Agriculture118656075.0
Food84844700.0
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\n" ], "text/plain": [ " funded_amount\n", "sector \n", "Agriculture 118656075.0\n", "Food 84844700.0" ] }, "execution_count": 223, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#Create a new df with the sum of funded amounts per sector\n", "df_sector_funded_amount=df_kiva_loans_cleaned.groupby(['sector'])[['funded_amount']].sum().sort_values(by='funded_amount', ascending=False)\n", "df_sector_funded_amount.head(2)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 607 }, "id": "MangiN5_zQPA", "outputId": "8284ce41-d731-441f-8a49-41a1a5992303" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Select the top 10 sectors\n", "\n", "\n", "# Create a bar plot\n", "plt.figure(figsize=(12, 6))\n", "plt.bar(df_sector_funded_amount.index, df_sector_funded_amount['funded_amount'])\n", "plt.title('Top 10 Countries by Funded Amount')\n", "plt.xlabel('Country')\n", "plt.ylabel('Funded Amount')\n", "plt.xticks(rotation=45, ha='right')\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 564 }, "id": "HT3grIhdQNf5", "outputId": "e50e2799-a3f4-430f-9ba3-520d7f9e42bd" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Distirbution of Repayment interval\n", "plt.figure(figsize=(15, 6))\n", "sns.countplot(x='repayment_interval',order=df_kiva_loans_cleaned['repayment_interval'].value_counts().index ,data=df_kiva_loans_cleaned)\n", "plt.title('The Repayment Interval')\n", "plt.xlabel('Repayment Interval')\n", "plt.ylabel('Count')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 609 }, "id": "yaJqz9BQjG-G", "outputId": "6e267a36-67a6-47f1-9933-33ea965c6f77" }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10, 6))\n", "sns.countplot(x='repayment_interval', hue='sector', data=df_kiva_loans_cleaned)\n", "plt.title('Repayment Interval by Sector')\n", "plt.xlabel('Sector')\n", "plt.xticks(rotation=90)\n", "plt.ylabel('Count')\n", "plt.legend(title='Sector', bbox_to_anchor=(1.05, 1), loc='upper left')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "Ga2MGeEYaQvG" }, "source": [ "#Bivariate Analysis" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 602 }, "id": "64tODE_L5th_", "outputId": "992229c8-1d99-4338-defb-b6bb919eafbb" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Funded Amount vs. Repayment Interval\n", "plt.figure(figsize=(12, 6))\n", "sns.boxplot(x='repayment_interval', y='funded_amount', data=df_kiva_loans_cleaned, order=df_kiva_loans_cleaned['repayment_interval'].value_counts().index)\n", "plt.title('Funded Amount by Repayment Interval')\n", "plt.xlabel('Repayment Interval')\n", "plt.ylabel('Funded Amount')\n", "plt.xticks(rotation=45)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 631 }, "id": "uVw1gm8e4fQ4", "outputId": "5b75f3e7-90ab-4e85-d9ed-1fd6eddc2c7c" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Funded Amount vs. Sector\n", "plt.figure(figsize=(12, 6))\n", "sns.boxplot(x='sector', y='funded_amount', data=df_kiva_loans_cleaned, order=df_kiva_loans_cleaned['sector'].value_counts().index)\n", "plt.title('Funded Amount by Sector Type')\n", "plt.xlabel('Sector')\n", "plt.ylabel('Funded Amount')\n", "plt.xticks(rotation=45)\n", "plt.show()" ] } ], "metadata": { "colab": { "provenance": [] }, "kernelspec": { "display_name": "Python 3", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.4" } }, "nbformat": 4, "nbformat_minor": 0 }