diff --git a/Ochai.Project.Submission.Nigeria-COVID-19-Data-Analysis-Using-Python (1) (2).ipynb b/Ochai.Project.Submission.Nigeria-COVID-19-Data-Analysis-Using-Python (1) (2).ipynb new file mode 100644 index 00000000..45e14478 --- /dev/null +++ b/Ochai.Project.Submission.Nigeria-COVID-19-Data-Analysis-Using-Python (1) (2).ipynb @@ -0,0 +1,7458 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "cf1b9a47", + "metadata": {}, + "source": [ + "# Task 1 - Data Collection\n", + "Here you will obtain the required data for the analysis. As described in the project instructions, you will perform a web scrap to obtain data from the NCDC website, import data from the JoHn Hopkins repository, and import the provided external data.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "844c4c23", + "metadata": {}, + "source": [ + "# A - NCDC Website scrap\n", + "Website - https://covid19.ncdc.gov.ng/" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "eb9c700f", + "metadata": {}, + "outputs": [], + "source": [ + "# Importing all libraries\n", + "import os\n", + "os.chdir('C:\\\\Users\\\\OCHAI ODEH\\\\Downloads\\\\Nigeriadata')\n", + "import requests\n", + "import numpy as np\n", + "import urllib.request\n", + "import pandas as pd\n", + "import csv\n", + "from bs4 import BeautifulSoup\n", + "import seaborn as sns\n", + "sns.set_style(\"darkgrid\")\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "plt.style.use('fivethirtyeight') \n", + "import warnings\n", + "warnings.filterwarnings('ignore')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "2fb9112c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# checking response of server to get url request\n", + "\n", + "url = 'https://covid19.ncdc.gov.ng'\n", + "status_code = requests.get(url)\n", + "status_code" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "416ceaad", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 103145 2 \n", + "1 FCT 29161 120 \n", + "2 Rivers 17755 180 \n", + "3 Kaduna 11487 20 \n", + "4 Oyo 10328 2 \n", + "5 Plateau 10309 27 \n", + "6 Edo 7821 102 \n", + "7 Ogun 5810 11 \n", + "8 Delta 5653 371 \n", + "9 Kano 5186 50 \n", + "10 Ondo 5173 315 \n", + "11 Akwa Ibom 4973 22 \n", + "12 Kwara 4680 441 \n", + "13 Osun 3311 29 \n", + "14 Gombe 3310 6 \n", + "15 Enugu 2952 13 \n", + "16 Anambra 2825 46 \n", + "17 Nasarawa 2777 393 \n", + "18 Imo 2655 7 \n", + "19 Ekiti 2456 37 \n", + "20 Katsina 2418 0 \n", + "21 Abia 2239 13 \n", + "22 Benue 2129 340 \n", + "23 Ebonyi 2064 28 \n", + "24 Bauchi 1990 18 \n", + "25 Borno 1629 5 \n", + "26 Taraba 1473 62 \n", + "27 Bayelsa 1363 10 \n", + "28 Adamawa 1203 68 \n", + "29 Niger 1181 163 \n", + "30 Cross River 877 4 \n", + "31 Sokoto 822 0 \n", + "32 Jigawa 669 2 \n", + "33 Yobe 638 4 \n", + "34 Kebbi 480 10 \n", + "35 Zamfara 375 0 \n", + "36 Kogi 5 0 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 102372 771 \n", + "1 28792 249 \n", + "2 17420 155 \n", + "3 11378 89 \n", + "4 10124 202 \n", + "5 10207 75 \n", + "6 7398 321 \n", + "7 5717 82 \n", + "8 5170 112 \n", + "9 5009 127 \n", + "10 4749 109 \n", + "11 4907 44 \n", + "12 4175 64 \n", + "13 3190 92 \n", + "14 3238 66 \n", + "15 2910 29 \n", + "16 2760 19 \n", + "17 2345 39 \n", + "18 2590 58 \n", + "19 2391 28 \n", + "20 2381 37 \n", + "21 2192 34 \n", + "22 1764 25 \n", + "23 2004 32 \n", + "24 1948 24 \n", + "25 1580 44 \n", + "26 1377 34 \n", + "27 1325 28 \n", + "28 1103 32 \n", + "29 998 20 \n", + "30 848 25 \n", + "31 794 28 \n", + "32 649 18 \n", + "33 625 9 \n", + "34 454 16 \n", + "35 366 9 \n", + "36 3 2 \n" + ] + } + ], + "source": [ + "# Reading NCDC data from url to a DataFrame object.\n", + "url = 'https://covid19.ncdc.gov.ng'\n", + "html = requests.get(url).content\n", + "df_list = pd.read_html(html)\n", + "\n", + "#Saving the data from link to object nig_covid_cases\n", + "ncdcdata = df_list[-1]\n", + "print(ncdcdata)\n", + "ncdcdata.to_csv('ncdcdata.csv')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "15f66650", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
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3Kaduna11487201137889
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" + ], + "text/plain": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 103145 2 \n", + "1 FCT 29161 120 \n", + "2 Rivers 17755 180 \n", + "3 Kaduna 11487 20 \n", + "4 Oyo 10328 2 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 102372 771 \n", + "1 28792 249 \n", + "2 17420 155 \n", + "3 11378 89 \n", + "4 10124 202 " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ncdcdata.head()" + ] + }, + { + "cell_type": "markdown", + "id": "fb9a9282", + "metadata": {}, + "source": [ + "# B - John Hopkins Data Repository\n", + "Here you will obtain data from the John Hopkins repository. Your task here involves saving the data from the GitHub repo link to DataFrame for further analysis. Find the links below.\n", + "\n", + "Global Daily Confirmed Cases - Click Here Global Daily Recovered Cases - Click Here Global Daily Death Cases - Click Here\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "980b61f4", + "metadata": {}, + "outputs": [], + "source": [ + "#Saving the data from John Hopkin's repository's link into a DataFrame object\n", + "\n", + "confirmed_global= pd.read_csv('https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv')\n", + "covid19_recovered_global = pd.read_csv('https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_recovered_global.csv')\n", + "covid19_deaths_global = pd.read_csv('https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_deaths_global.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "2e75c02c", + "metadata": {}, + "outputs": [], + "source": [ + "JH_confirmed_global=confirmed_global\n", + "JH_deaths_global=covid19_deaths_global\n", + "JH_recovered_global=covid19_recovered_global" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "184a6b6a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Province/State Country/Region Lat Long 1/22/20 1/23/20 \\\n", + "0 NaN Afghanistan 33.93911 67.709953 0 0 \n", + "1 NaN Albania 41.15330 20.168300 0 0 \n", + "2 NaN Algeria 28.03390 1.659600 0 0 \n", + "3 NaN Andorra 42.50630 1.521800 0 0 \n", + "4 NaN Angola -11.20270 17.873900 0 0 \n", + "\n", + " 1/24/20 1/25/20 1/26/20 1/27/20 ... 8/21/22 8/22/22 8/23/22 \\\n", + "0 0 0 0 0 ... 7762 7767 7768 \n", + "1 0 0 0 0 ... 3576 3576 3577 \n", + "2 0 0 0 0 ... 6878 6878 6878 \n", + "3 0 0 0 0 ... 154 154 154 \n", + "4 0 0 0 0 ... 1917 1917 1917 \n", + "\n", + " 8/24/22 8/25/22 8/26/22 8/27/22 8/28/22 8/29/22 8/30/22 \n", + "0 7769 7771 7771 7771 7777 7777 7777 \n", + "1 3578 3579 3580 3581 3581 3581 3582 \n", + "2 6878 6878 6878 6878 6878 6878 6878 \n", + "3 154 154 154 154 154 154 154 \n", + "4 1917 1917 1917 1917 1917 1917 1917 \n", + "\n", + "[5 rows x 956 columns]" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Reading some of the data from John Hopkin's repository\n", + "JH_deaths_global.head()" + ] + }, + { + "cell_type": "markdown", + "id": "219c82cd", + "metadata": {}, + "source": [ + "# External Data\n", + "\n", + "Save the external data to a DataFrame\n", + "External Data includes but not limited to: covid_external.csv, Budget data.csv, RealGDP.csv" + ] + }, + { + "cell_type": "code", + "execution_count": 200, + "id": "dc07766f", + "metadata": {}, + "outputs": [], + "source": [ + "#Saving external data into dataframe objects\n", + "covid_external = pd.read_csv('covid_external.csv')\n", + "Budget_data = pd.read_csv('Budget data.csv')\n", + "RealGDP = pd.read_csv('RealGDP.csv')\n", + "ncdcdata = pd.read_csv('ncdcdata.csv')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "706c1245", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Unnamed: 0States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
00Lagos1031452102372771
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22Rivers1775518017420155
33Kaduna11487201137889
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" + ], + "text/plain": [ + " Unnamed: 0 States Affected No. of Cases (Lab Confirmed) \\\n", + "0 0 Lagos 103145 \n", + "1 1 FCT 29161 \n", + "2 2 Rivers 17755 \n", + "3 3 Kaduna 11487 \n", + "4 4 Oyo 10328 \n", + "\n", + " No. of Cases (on admission) No. Discharged No. of Deaths \n", + "0 2 102372 771 \n", + "1 120 28792 249 \n", + "2 180 17420 155 \n", + "3 20 11378 89 \n", + "4 2 10124 202 " + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Reading some of the dataframes\n", + "ncdcdata.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "b8bd0e74", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0FCTNorth Central48650000.30.00.90.40.60.90.60.20.79
1PlateauNorth Central47660000.40.50.40.80.30.30.50.30.93
2KwaraNorth Central35240000.30.40.30.20.40.20.60.70.93
3NassarawaNorth Central27830000.10.30.50.90.00.10.60.50.85
4NigerNorth Central62600000.60.00.60.30.70.10.80.80.84
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" + ], + "text/plain": [ + " states region Population Overall CCVI Index Age \\\n", + "0 FCT North Central 4865000 0.3 0.0 \n", + "1 Plateau North Central 4766000 0.4 0.5 \n", + "2 Kwara North Central 3524000 0.3 0.4 \n", + "3 Nassarawa North Central 2783000 0.1 0.3 \n", + "4 Niger North Central 6260000 0.6 0.0 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "0 0.9 0.4 0.6 0.9 \n", + "1 0.4 0.8 0.3 0.3 \n", + "2 0.3 0.2 0.4 0.2 \n", + "3 0.5 0.9 0.0 0.1 \n", + "4 0.6 0.3 0.7 0.1 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR \n", + "0 0.6 0.2 0.79 \n", + "1 0.5 0.3 0.93 \n", + "2 0.6 0.7 0.93 \n", + "3 0.6 0.5 0.85 \n", + "4 0.8 0.8 0.84 " + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "covid_external.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "9bd48481", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesInitial_budget (Bn)Revised_budget (Bn)
0Abia136.60102.70
1Adamawa183.30139.31
2Akwa-Ibom597.73366.00
3Anambra137.10112.80
4Bauchi167.20128.00
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" + ], + "text/plain": [ + " states Initial_budget (Bn) Revised_budget (Bn)\n", + "0 Abia 136.60 102.70\n", + "1 Adamawa 183.30 139.31\n", + "2 Akwa-Ibom 597.73 366.00\n", + "3 Anambra 137.10 112.80\n", + "4 Bauchi 167.20 128.00" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Budget_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "d2cb7172", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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YearQ1Q2Q3Q4
0201415438679.5016084622.3117479127.5818150356.45
1201516050601.3816463341.9117976234.5918533752.07
2201615943714.5416218542.4117555441.6918213537.29
3201715797965.8316334719.2717760228.1718598067.07
4201816096654.1916580508.0718081342.1019041437.59
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" + ], + "text/plain": [ + " Year Q1 Q2 Q3 Q4\n", + "0 2014 15438679.50 16084622.31 17479127.58 18150356.45\n", + "1 2015 16050601.38 16463341.91 17976234.59 18533752.07\n", + "2 2016 15943714.54 16218542.41 17555441.69 18213537.29\n", + "3 2017 15797965.83 16334719.27 17760228.17 18598067.07\n", + "4 2018 16096654.19 16580508.07 18081342.10 19041437.59" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "RealGDP.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "8a8ccd9e", + "metadata": {}, + "outputs": [], + "source": [ + "# Combining all 'external' dataframe objects provided using the merge() function on identical column\n", + "merged_t1 = pd.merge(covid_external, Budget_data, on= 'states', how ='outer', sort= True)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "f5c77836", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHRInitial_budget (Bn)Revised_budget (Bn)
0AbiaSouth East4190000.00.20.90.60.10.30.90.20.01.14136.60102.70
1AdamawaNorth East4672000.00.80.50.60.90.70.30.70.60.94183.30139.31
2Akwa IbomSouth East6093000.00.70.80.70.60.80.80.50.11.01NaNNaN
3Akwa-IbomNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN597.73366.00
4AnambraSouth East6050000.00.60.91.00.60.21.00.00.11.08137.10112.80
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" + ], + "text/plain": [ + " states region Population Overall CCVI Index Age \\\n", + "0 Abia South East 4190000.0 0.2 0.9 \n", + "1 Adamawa North East 4672000.0 0.8 0.5 \n", + "2 Akwa Ibom South East 6093000.0 0.7 0.8 \n", + "3 Akwa-Ibom NaN NaN NaN NaN \n", + "4 Anambra South East 6050000.0 0.6 0.9 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "0 0.6 0.1 0.3 0.9 \n", + "1 0.6 0.9 0.7 0.3 \n", + "2 0.7 0.6 0.8 0.8 \n", + "3 NaN NaN NaN NaN \n", + "4 1.0 0.6 0.2 1.0 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR Initial_budget (Bn) \\\n", + "0 0.2 0.0 1.14 136.60 \n", + "1 0.7 0.6 0.94 183.30 \n", + "2 0.5 0.1 1.01 NaN \n", + "3 NaN NaN NaN 597.73 \n", + "4 0.0 0.1 1.08 137.10 \n", + "\n", + " Revised_budget (Bn) \n", + "0 102.70 \n", + "1 139.31 \n", + "2 NaN \n", + "3 366.00 \n", + "4 112.80 " + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merged_t1.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2b982227", + "metadata": {}, + "outputs": [], + "source": [ + "#Renaming of a column is necessary if web scrapped data from NCDC's link is to be merged with 'external' dataframe on identical column 'states'.\n", + "ncdcdata_rn = ncdcdata.rename(columns={'States Affected':'states'})" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "38c0df7a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 37 entries, 0 to 36\n", + "Data columns (total 6 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Unnamed: 0 37 non-null int64 \n", + " 1 states 37 non-null object\n", + " 2 No. of Cases (Lab Confirmed) 37 non-null int64 \n", + " 3 No. of Cases (on admission) 37 non-null int64 \n", + " 4 No. Discharged 37 non-null int64 \n", + " 5 No. of Deaths 37 non-null int64 \n", + "dtypes: int64(5), object(1)\n", + "memory usage: 1.9+ KB\n" + ] + } + ], + "source": [ + "#Checking if Renaming was successful and type of data in imported data from NCDC's link.\n", + "ncdcdata_rn.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "f8304c9b", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "# All data values has to be converted to appropriate type (numeric). We use pd.to_numeric and apply the conversion.\n", + "ncdcdata_rndf = ncdcdata_rn[['No. of Cases (Lab Confirmed)', 'No. of Cases (on admission)', 'No. Discharged']].columns\n", + "ncdcdata_rn[ncdcdata_rndf] = ncdcdata_rn[ncdcdata_rndf].apply(pd.to_numeric,errors='coerce')" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "edc5e80b", + "metadata": {}, + "outputs": [], + "source": [ + "ncdcdata_rn.replace(',','', regex=True, inplace=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "cfef53ba", + "metadata": {}, + "outputs": [], + "source": [ + "combined_df = merged_t1.append(RealGDP, ignore_index=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "e6d82b00", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHRInitial_budget (Bn)Revised_budget (Bn)YearQ1Q2Q3Q4
0AbiaSouth East4190000.00.20.90.60.10.30.90.20.01.14136.60102.70NaNNaNNaNNaNNaN
1AdamawaNorth East4672000.00.80.50.60.90.70.30.70.60.94183.30139.31NaNNaNNaNNaNNaN
2Akwa IbomSouth East6093000.00.70.80.70.60.80.80.50.11.01NaNNaNNaNNaNNaNNaNNaN
3Akwa-IbomNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN597.73366.00NaNNaNNaNNaNNaN
4AnambraSouth East6050000.00.60.91.00.60.21.00.00.11.08137.10112.80NaNNaNNaNNaNNaN
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" + ], + "text/plain": [ + " states region Population Overall CCVI Index Age \\\n", + "0 Abia South East 4190000.0 0.2 0.9 \n", + "1 Adamawa North East 4672000.0 0.8 0.5 \n", + "2 Akwa Ibom South East 6093000.0 0.7 0.8 \n", + "3 Akwa-Ibom NaN NaN NaN NaN \n", + "4 Anambra South East 6050000.0 0.6 0.9 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "0 0.6 0.1 0.3 0.9 \n", + "1 0.6 0.9 0.7 0.3 \n", + "2 0.7 0.6 0.8 0.8 \n", + "3 NaN NaN NaN NaN \n", + "4 1.0 0.6 0.2 1.0 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR Initial_budget (Bn) \\\n", + "0 0.2 0.0 1.14 136.60 \n", + "1 0.7 0.6 0.94 183.30 \n", + "2 0.5 0.1 1.01 NaN \n", + "3 NaN NaN NaN 597.73 \n", + "4 0.0 0.1 1.08 137.10 \n", + "\n", + " Revised_budget (Bn) Year Q1 Q2 Q3 Q4 \n", + "0 102.70 NaN NaN NaN NaN NaN \n", + "1 139.31 NaN NaN NaN NaN NaN \n", + "2 NaN NaN NaN NaN NaN NaN \n", + "3 366.00 NaN NaN NaN NaN NaN \n", + "4 112.80 NaN NaN NaN NaN NaN " + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Viewing the data\n", + "#Obtain basic information about the merged data using the head() and info() method.\n", + "combined_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "570617ef", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 47 entries, 0 to 46\n", + "Data columns (total 19 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 states 40 non-null object \n", + " 1 region 37 non-null object \n", + " 2 Population 37 non-null float64\n", + " 3 Overall CCVI Index 37 non-null float64\n", + " 4 Age 37 non-null float64\n", + " 5 Epidemiological 37 non-null float64\n", + " 6 Fragility 37 non-null float64\n", + " 7 Health System 37 non-null float64\n", + " 8 Population Density 37 non-null float64\n", + " 9 Socio-Economic 37 non-null float64\n", + " 10 Transport Availability 37 non-null float64\n", + " 11 Acute IHR 37 non-null float64\n", + " 12 Initial_budget (Bn) 37 non-null float64\n", + " 13 Revised_budget (Bn) 37 non-null float64\n", + " 14 Year 7 non-null float64\n", + " 15 Q1 7 non-null float64\n", + " 16 Q2 7 non-null float64\n", + " 17 Q3 7 non-null float64\n", + " 18 Q4 7 non-null float64\n", + "dtypes: float64(17), object(2)\n", + "memory usage: 7.1+ KB\n" + ] + } + ], + "source": [ + "combined_df.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "7333933a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "states 37\n", + "Initial_budget (Bn) 37\n", + "Revised_budget (Bn) 37\n", + "dtype: int64" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Budget_data.nunique()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "cbb55a48", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "states 37\n", + "region 6\n", + "Population 37\n", + "Overall CCVI Index 11\n", + "Age 11\n", + "Epidemiological 11\n", + "Fragility 11\n", + "Health System 11\n", + "Population Density 11\n", + "Socio-Economic 11\n", + " Transport Availability 11\n", + "Acute IHR 22\n", + "dtype: int64" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "covid_external.nunique()" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "53f0b8ee", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Unnamed: 0 37\n", + "states 37\n", + "No. of Cases (Lab Confirmed) 37\n", + "No. of Cases (on admission) 29\n", + "No. Discharged 37\n", + "No. of Deaths 30\n", + "dtype: int64" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ncdcdata_rn.nunique()" + ] + }, + { + "cell_type": "markdown", + "id": "3a5a77fd", + "metadata": {}, + "source": [ + "Eight states have the same number of cases on admission.\n", + "Seven states have the same number of death counts.\n", + "All states have different counts for Cases Confirmed and Discharged." + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "6f484eb5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Year 7\n", + "Q1 7\n", + "Q2 7\n", + "Q3 7\n", + "Q4 7\n", + "dtype: int64" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "RealGDP.nunique()" + ] + }, + { + "cell_type": "markdown", + "id": "4c1d3330", + "metadata": {}, + "source": [ + "# Task 2 - View the data\n", + "Obtain basic information about the data using the head() and info() method." + ] + }, + { + "cell_type": "markdown", + "id": "489b28aa", + "metadata": {}, + "source": [ + "# Viewing the separate external data and NCDC's data: Obtaining basic information about the data using the head() and info() method." + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "540f2dee", + "metadata": {}, + "outputs": [], + "source": [ + "covid_external = pd.read_csv('covid_external.csv')\n", + "Budget_data = pd.read_csv('Budget data.csv')\n", + "RealGDP = pd.read_csv('RealGDP.csv')\n", + "covidnig = pd.read_csv('covidnig.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "4cba08be", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0FCTNorth Central48650000.30.00.90.40.60.90.60.20.79
1PlateauNorth Central47660000.40.50.40.80.30.30.50.30.93
2KwaraNorth Central35240000.30.40.30.20.40.20.60.70.93
3NassarawaNorth Central27830000.10.30.50.90.00.10.60.50.85
4NigerNorth Central62600000.60.00.60.30.70.10.80.80.84
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" + ], + "text/plain": [ + " states region Population Overall CCVI Index Age \\\n", + "0 FCT North Central 4865000 0.3 0.0 \n", + "1 Plateau North Central 4766000 0.4 0.5 \n", + "2 Kwara North Central 3524000 0.3 0.4 \n", + "3 Nassarawa North Central 2783000 0.1 0.3 \n", + "4 Niger North Central 6260000 0.6 0.0 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "0 0.9 0.4 0.6 0.9 \n", + "1 0.4 0.8 0.3 0.3 \n", + "2 0.3 0.2 0.4 0.2 \n", + "3 0.5 0.9 0.0 0.1 \n", + "4 0.6 0.3 0.7 0.1 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR \n", + "0 0.6 0.2 0.79 \n", + "1 0.5 0.3 0.93 \n", + "2 0.6 0.7 0.93 \n", + "3 0.6 0.5 0.85 \n", + "4 0.8 0.8 0.84 " + ] + }, + "execution_count": 53, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "covid_external.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "520ff38f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 37 entries, 0 to 36\n", + "Data columns (total 12 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 states 37 non-null object \n", + " 1 region 37 non-null object \n", + " 2 Population 37 non-null int64 \n", + " 3 Overall CCVI Index 37 non-null float64\n", + " 4 Age 37 non-null float64\n", + " 5 Epidemiological 37 non-null float64\n", + " 6 Fragility 37 non-null float64\n", + " 7 Health System 37 non-null float64\n", + " 8 Population Density 37 non-null float64\n", + " 9 Socio-Economic 37 non-null float64\n", + " 10 Transport Availability 37 non-null float64\n", + " 11 Acute IHR 37 non-null float64\n", + "dtypes: float64(9), int64(1), object(2)\n", + "memory usage: 3.6+ KB\n" + ] + } + ], + "source": [ + "covid_external.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "4c915f29", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesInitial_budget (Bn)Revised_budget (Bn)
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" + ], + "text/plain": [ + " states Initial_budget (Bn) Revised_budget (Bn)\n", + "0 Abia 136.60 102.70\n", + "1 Adamawa 183.30 139.31\n", + "2 Akwa-Ibom 597.73 366.00\n", + "3 Anambra 137.10 112.80\n", + "4 Bauchi 167.20 128.00" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Budget_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "47bf9836", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 37 entries, 0 to 36\n", + "Data columns (total 3 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 states 37 non-null object \n", + " 1 Initial_budget (Bn) 37 non-null float64\n", + " 2 Revised_budget (Bn) 37 non-null float64\n", + "dtypes: float64(2), object(1)\n", + "memory usage: 1016.0+ bytes\n" + ] + } + ], + "source": [ + "Budget_data.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "ac2af73e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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YearQ1Q2Q3Q4
0201415438679.5016084622.3117479127.5818150356.45
1201516050601.3816463341.9117976234.5918533752.07
2201615943714.5416218542.4117555441.6918213537.29
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" + ], + "text/plain": [ + " Year Q1 Q2 Q3 Q4\n", + "0 2014 15438679.50 16084622.31 17479127.58 18150356.45\n", + "1 2015 16050601.38 16463341.91 17976234.59 18533752.07\n", + "2 2016 15943714.54 16218542.41 17555441.69 18213537.29\n", + "3 2017 15797965.83 16334719.27 17760228.17 18598067.07\n", + "4 2018 16096654.19 16580508.07 18081342.10 19041437.59" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "RealGDP.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "b7496c7f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 7 entries, 0 to 6\n", + "Data columns (total 5 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Year 7 non-null int64 \n", + " 1 Q1 7 non-null float64\n", + " 2 Q2 7 non-null float64\n", + " 3 Q3 7 non-null float64\n", + " 4 Q4 7 non-null float64\n", + "dtypes: float64(4), int64(1)\n", + "memory usage: 408.0 bytes\n" + ] + } + ], + "source": [ + "RealGDP.info()" + ] + }, + { + "cell_type": "markdown", + "id": "fd53ebe2", + "metadata": {}, + "source": [ + "# Task 3 - Data Cleaning and Preparation" + ] + }, + { + "cell_type": "markdown", + "id": "9a6a4596", + "metadata": {}, + "source": [ + "From the information obtained above, you will need to fix the data format.\n", + "Examples:\n", + "\n", + ">Convert to appropriate data type.\n", + ">Rename the columns of the scraped data.\n", + ">Remove comma(,) in numerical data\n", + ">Extract daily data for Nigeria from the Global daily cases data" + ] + }, + { + "cell_type": "markdown", + "id": "5995394a", + "metadata": {}, + "source": [ + "TODO A - Clean the scraped data" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "80bead0f", + "metadata": {}, + "outputs": [], + "source": [ + "#Data Cleaning and Preparation: Clean the scraped data\n", + "#Renaming columns of dataframe" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "fb588afb", + "metadata": {}, + "outputs": [], + "source": [ + "#Renaming of columns of merged dataframe\n", + "combined_df.rename(columns = {'states':'State', 'region': 'Region', 'Initial_budget (Bn)': 'Initial Budget in Billion', 'Revised_budget (Bn)': 'Revised Budget in Billion', 'No. of Cases (Lab Confirmed)': 'Number of Lab Confirmed Cases', 'No. of Cases (on admission)':'Number of Cases on Admission', 'No. Discharged': 'Number of Cases Discharged', 'No. of Deaths': 'Number of Deaths', 'Q1': 'First Quarter', 'Q2': 'Second Quarter', 'Q3': 'Third Quarter', 'Q4':'Fourth Quarter'}, inplace = True)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "fd6cac5c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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StateRegionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHRInitial Budget in BillionRevised Budget in BillionYearFirst QuarterSecond QuarterThird QuarterFourth Quarter
0AbiaSouth East4190000.00.20.90.60.10.30.90.20.01.14136.60102.70NaNNaNNaNNaNNaN
1AdamawaNorth East4672000.00.80.50.60.90.70.30.70.60.94183.30139.31NaNNaNNaNNaNNaN
2Akwa IbomSouth East6093000.00.70.80.70.60.80.80.50.11.01NaNNaNNaNNaNNaNNaNNaN
3Akwa-IbomNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN597.73366.00NaNNaNNaNNaNNaN
4AnambraSouth East6050000.00.60.91.00.60.21.00.00.11.08137.10112.80NaNNaNNaNNaNNaN
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" + ], + "text/plain": [ + " State Region Population Overall CCVI Index Age \\\n", + "0 Abia South East 4190000.0 0.2 0.9 \n", + "1 Adamawa North East 4672000.0 0.8 0.5 \n", + "2 Akwa Ibom South East 6093000.0 0.7 0.8 \n", + "3 Akwa-Ibom NaN NaN NaN NaN \n", + "4 Anambra South East 6050000.0 0.6 0.9 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "0 0.6 0.1 0.3 0.9 \n", + "1 0.6 0.9 0.7 0.3 \n", + "2 0.7 0.6 0.8 0.8 \n", + "3 NaN NaN NaN NaN \n", + "4 1.0 0.6 0.2 1.0 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR \\\n", + "0 0.2 0.0 1.14 \n", + "1 0.7 0.6 0.94 \n", + "2 0.5 0.1 1.01 \n", + "3 NaN NaN NaN \n", + "4 0.0 0.1 1.08 \n", + "\n", + " Initial Budget in Billion Revised Budget in Billion Year First Quarter \\\n", + "0 136.60 102.70 NaN NaN \n", + "1 183.30 139.31 NaN NaN \n", + "2 NaN NaN NaN NaN \n", + "3 597.73 366.00 NaN NaN \n", + "4 137.10 112.80 NaN NaN \n", + "\n", + " Second Quarter Third Quarter Fourth Quarter \n", + "0 NaN NaN NaN \n", + "1 NaN NaN NaN \n", + "2 NaN NaN NaN \n", + "3 NaN NaN NaN \n", + "4 NaN NaN NaN " + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Checking if renamig is successful\n", + "combined_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "2e595642", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "State object\n", + "Region object\n", + "Population float64\n", + "Overall CCVI Index float64\n", + "Age float64\n", + "Epidemiological float64\n", + "Fragility float64\n", + "Health System float64\n", + "Population Density float64\n", + "Socio-Economic float64\n", + " Transport Availability float64\n", + "Acute IHR float64\n", + "Initial Budget in Billion float64\n", + "Revised Budget in Billion float64\n", + "Year float64\n", + "First Quarter float64\n", + "Second Quarter float64\n", + "Third Quarter float64\n", + "Fourth Quarter float64\n", + "dtype: object" + ] + }, + "execution_count": 67, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Checking data tyoes in columns of merged dataframe\n", + "combined_df.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "37941bb4", + "metadata": {}, + "outputs": [], + "source": [ + "JH_confirmed_global=confirmed_global\n", + "JH_deaths_global=covid19_deaths_global\n", + "JH_recovered_global=covid19_recovered_global" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "a3831d28", + "metadata": {}, + "outputs": [], + "source": [ + "# Saved global data from John Hopkin's repository" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "dd04542b", + "metadata": {}, + "outputs": [], + "source": [ + "# Saved global data from John Hopkin's repository\n", + "JH_confirmed_global=confirmed_global\n", + "JH_deaths_global=covid19_deaths_global\n", + "JH_recovered_global=covid19_recovered_global" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "928f0f66", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Province/StateCountry/RegionLatLong1/22/201/23/201/24/201/25/201/26/201/27/20...8/21/228/22/228/23/228/24/228/25/228/26/228/27/228/28/228/29/228/30/22
0NaNAfghanistan33.93911067.709953000000...190643191040191247191585191967191967191967192463192906193004
1NaNAlbania41.15330020.168300000000...326077326181326787327232327607327961328299328515328571329017
2NaNAlgeria28.0339001.659600000000...269805269894269971270043270097270145270175270194270235270272
3NaNAndorra42.5063001.521800000000...45975459754597546027460274602746027460274602746027
4NaNAngola-11.20270017.873900000000...102636102636102636102636102636102636102636102636102636102636
..................................................................
200Cook IslandsNew Zealand-21.236700-159.777700000000...6265626562656265626562656265626562656265
201NaNNew Zealand-40.900600174.886000000000...1718009172183617251101728018173049417327651734157173590217384921740840
202NaNNicaragua12.865416-85.207229000000...14899148991489914931149311493114931149311493114931
203NaNNiger17.6077898.081666000000...9183920392199250926392639263926393299329
204NaNNigeria9.0820008.675300000000...262912262912263090263090263322263322263407263407263407263526
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205 rows × 956 columns

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" + ], + "text/plain": [ + " Province/State Country/Region Lat Long 1/22/20 1/23/20 \\\n", + "0 NaN Afghanistan 33.939110 67.709953 0 0 \n", + "1 NaN Albania 41.153300 20.168300 0 0 \n", + "2 NaN Algeria 28.033900 1.659600 0 0 \n", + "3 NaN Andorra 42.506300 1.521800 0 0 \n", + "4 NaN Angola -11.202700 17.873900 0 0 \n", + ".. ... ... ... ... ... ... \n", + "200 Cook Islands New Zealand -21.236700 -159.777700 0 0 \n", + "201 NaN New Zealand -40.900600 174.886000 0 0 \n", + "202 NaN Nicaragua 12.865416 -85.207229 0 0 \n", + "203 NaN Niger 17.607789 8.081666 0 0 \n", + "204 NaN Nigeria 9.082000 8.675300 0 0 \n", + "\n", + " 1/24/20 1/25/20 1/26/20 1/27/20 ... 8/21/22 8/22/22 8/23/22 \\\n", + "0 0 0 0 0 ... 190643 191040 191247 \n", + "1 0 0 0 0 ... 326077 326181 326787 \n", + "2 0 0 0 0 ... 269805 269894 269971 \n", + "3 0 0 0 0 ... 45975 45975 45975 \n", + "4 0 0 0 0 ... 102636 102636 102636 \n", + ".. ... ... ... ... ... ... ... ... \n", + "200 0 0 0 0 ... 6265 6265 6265 \n", + "201 0 0 0 0 ... 1718009 1721836 1725110 \n", + "202 0 0 0 0 ... 14899 14899 14899 \n", + "203 0 0 0 0 ... 9183 9203 9219 \n", + "204 0 0 0 0 ... 262912 262912 263090 \n", + "\n", + " 8/24/22 8/25/22 8/26/22 8/27/22 8/28/22 8/29/22 8/30/22 \n", + "0 191585 191967 191967 191967 192463 192906 193004 \n", + "1 327232 327607 327961 328299 328515 328571 329017 \n", + "2 270043 270097 270145 270175 270194 270235 270272 \n", + "3 46027 46027 46027 46027 46027 46027 46027 \n", + "4 102636 102636 102636 102636 102636 102636 102636 \n", + ".. ... ... ... ... ... ... ... \n", + "200 6265 6265 6265 6265 6265 6265 6265 \n", + "201 1728018 1730494 1732765 1734157 1735902 1738492 1740840 \n", + "202 14931 14931 14931 14931 14931 14931 14931 \n", + "203 9250 9263 9263 9263 9263 9329 9329 \n", + "204 263090 263322 263322 263407 263407 263407 263526 \n", + "\n", + "[205 rows x 956 columns]" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#viewing basic information from John Hopkin's global data\n", + "JH_confirmed_global.head(n=205)" + ] + }, + { + "cell_type": "markdown", + "id": "cfee36c4", + "metadata": {}, + "source": [ + "TODO B - Get a Pandas DataFrame for Daily Confirmed Cases in Nigeria. Columns are Date and Cases\n", + "\n", + "TODO C - Get a Pandas DataFrame for Daily Recovered Cases in Nigeria. Columns are Date and Cases\n", + "\n", + "TODO D - Get a Pandas DataFrame for Daily Death Cases in Nigeria. Columns are Date and Cases" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "8ea0ac17", + "metadata": {}, + "outputs": [], + "source": [ + "#Getting a Pandas DataFrame for Daily Confirmed Cases in Nigeria. Columns are Date and Cases\n", + "# The data frames will be restructured to make data accessible and extractable. We restructure dataframe using pd.melt() and drop() method\n", + "JH_Daily_confirmed = pd.melt(JH_confirmed_global, id_vars=['Province/State','Country/Region','Lat', 'Long'], var_name='Date', value_name='Confirmed Cases')" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "b7c7345b", + "metadata": {}, + "outputs": [], + "source": [ + "# Still converting data tpe: Date column values is to be converted into standard Datetime format\n", + "JH_Daily_confirmed['Date'] = pd.to_datetime(JH_Daily_confirmed['Date'])" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "0f5ba3ca", + "metadata": {}, + "outputs": [], + "source": [ + "#delete other columns aside date and country/region using the drop()method\n", + "JH_Daily_Confirmeddf= JH_Daily_confirmed.drop(['Province/State', 'Lat', 'Long'], axis=1, errors ='ignore')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "c1f8e51e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Country/RegionDateConfirmed Cases
0Afghanistan2020-01-220
1Albania2020-01-220
2Algeria2020-01-220
3Andorra2020-01-220
4Angola2020-01-220
............
271315West Bank and Gaza2022-08-30701739
271316Winter Olympics 20222022-08-30535
271317Yemen2022-08-3011926
271318Zambia2022-08-30332822
271319Zimbabwe2022-08-30256708
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271320 rows × 3 columns

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" + ], + "text/plain": [ + " Country/Region Date Confirmed Cases\n", + "0 Afghanistan 2020-01-22 0\n", + "1 Albania 2020-01-22 0\n", + "2 Algeria 2020-01-22 0\n", + "3 Andorra 2020-01-22 0\n", + "4 Angola 2020-01-22 0\n", + "... ... ... ...\n", + "271315 West Bank and Gaza 2022-08-30 701739\n", + "271316 Winter Olympics 2022 2022-08-30 535\n", + "271317 Yemen 2022-08-30 11926\n", + "271318 Zambia 2022-08-30 332822\n", + "271319 Zimbabwe 2022-08-30 256708\n", + "\n", + "[271320 rows x 3 columns]" + ] + }, + "execution_count": 75, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#checking if the formatting of dataframe for global confirmed Cases is as expected\n", + "JH_Daily_Confirmeddf" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "3906e952", + "metadata": {}, + "outputs": [], + "source": [ + "#Applying formatting tools used for global confirmed cases to Dataframe of global recoveries and Deaths\n", + "\n", + "JH_Daily_Recovery = pd.melt(JH_recovered_global, id_vars=['Province/State','Country/Region','Lat', 'Long'], var_name='Date', value_name='Recovered Cases')\n", + "JH_Daily_Recovery['Date'] = pd.to_datetime(JH_Daily_Recovery['Date'])" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "f2abb71a", + "metadata": {}, + "outputs": [], + "source": [ + "JH_Daily_Recoverydf= JH_Daily_Recovery.drop(['Province/State', 'Lat', 'Long'], axis=1, errors ='ignore')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "e230f423", + "metadata": {}, + "outputs": [], + "source": [ + "JH_Daily_Deaths = pd.melt(JH_deaths_global, id_vars=['Province/State','Country/Region','Lat', 'Long'], var_name='Date', value_name='Death Cases')\n", + "JH_Daily_Deaths['Date'] = pd.to_datetime(JH_Daily_Deaths['Date'])" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "057b66ac", + "metadata": {}, + "outputs": [], + "source": [ + "JH_Daily_Deathsdf= JH_Daily_Deaths.drop(['Province/State', 'Lat', 'Long'], axis=1, errors ='ignore')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "b0836c34", + "metadata": {}, + "outputs": [], + "source": [ + "#Getting a Pandas DataFrame for Daily Confirmed Cases in Nigeria. Columns are Date and Cases" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "e88a3fda", + "metadata": {}, + "outputs": [], + "source": [ + "Nigeria = JH_Daily_confirmed[JH_Daily_confirmed['Country/Region'] == 'Nigeria']" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "2addb352", + "metadata": {}, + "outputs": [], + "source": [ + "JH_Daily_Confirmed_Nigeriadf= Nigeria[['Date', 'Confirmed Cases']].reset_index(drop = True)" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "d8573def", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateDeath Cases
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" + ], + "text/plain": [ + " Date Death Cases\n", + "0 2020-01-22 0\n", + "1 2020-01-23 0\n", + "2 2020-01-24 0\n", + "3 2020-01-25 0\n", + "4 2020-01-26 0\n", + ".. ... ...\n", + "947 2022-08-26 3148\n", + "948 2022-08-27 3148\n", + "949 2022-08-28 3148\n", + "950 2022-08-29 3148\n", + "951 2022-08-30 3148\n", + "\n", + "[952 rows x 2 columns]" + ] + }, + "execution_count": 92, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "JH_Daily_DeathsNigeriadf" + ] + }, + { + "cell_type": "markdown", + "id": "d5019c67", + "metadata": {}, + "source": [ + "# Task 4 - Analysis" + ] + }, + { + "cell_type": "markdown", + "id": "34c9c7c3", + "metadata": {}, + "source": [ + "Here you will perform some analyses on the datasets. You are welcome to communicate findings in charts and summary.\n", + "We have included a few TODOs to help with your analysis. However, do not let this limit your approach, feel free to include more, and be sure to support your findings with chart and summary" + ] + }, + { + "cell_type": "markdown", + "id": "6c7bced2", + "metadata": {}, + "source": [ + "TODO A - Generate a plot that shows the Top 10 states in terms of Confirmed Covid cases by Laboratory test" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "id": "7b88cd24", + "metadata": {}, + "outputs": [], + "source": [ + "# To Generate a plot that shows the Top 10 states in terms of Confirmed Covid cases by Laboratory \n", + "#First renaming columns from original dataframe fro link (data cleaning)\n", + "ncdcdata_rn\n", + "ncdcdata_rn.rename(columns = {'states': 'States Affected','No. of Cases (Lab Confirmed)': 'Number of Lab Confirmed Cases', 'No. of Cases (on admission)':'Number of Cases on Admission', 'No. Discharged': 'Number of Cases Discharged', 'No. of Deaths': 'Number of Deaths'}, inplace = True)" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "id": "7dbfc744", + "metadata": {}, + "outputs": [], + "source": [ + "#Sorting top 10 states with highest lab confirmed cases by using df.sort_values()\n", + "\n", + "ncdcdata_rn_lab10confirmed = ncdcdata_rn.sort_values('Number of Lab Confirmed Cases', ascending = False)\n", + "ncdcdata_rn_lab10confirmed = ncdcdata_rn_lab10confirmed.iloc[:10,]" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "83f35642", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Unnamed: 0States AffectedNumber of Lab Confirmed CasesNumber of Cases on AdmissionNumber of Cases DischargedNumber of Deaths
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11FCT2916112028792249
22Rivers1775518017420155
33Kaduna11487201137889
44Oyo10328210124202
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" + ], + "text/plain": [ + " Unnamed: 0 States Affected Number of Lab Confirmed Cases \\\n", + "0 0 Lagos 103145 \n", + "1 1 FCT 29161 \n", + "2 2 Rivers 17755 \n", + "3 3 Kaduna 11487 \n", + "4 4 Oyo 10328 \n", + "5 5 Plateau 10309 \n", + "6 6 Edo 7821 \n", + "7 7 Ogun 5810 \n", + "8 8 Delta 5653 \n", + "9 9 Kano 5186 \n", + "\n", + " Number of Cases on Admission Number of Cases Discharged Number of Deaths \n", + "0 2 102372 771 \n", + "1 120 28792 249 \n", + "2 180 17420 155 \n", + "3 20 11378 89 \n", + "4 2 10124 202 \n", + "5 27 10207 75 \n", + "6 102 7398 321 \n", + "7 11 5717 82 \n", + "8 371 5170 112 \n", + "9 50 5009 127 " + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#checking top 10 states\n", + "ncdcdata_rn_lab10confirmed" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "2d8a31e5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plotting top 10 states with corresponding confirmed cases\n", + "Top_10_ncdc_cases = sns.barplot(x='Number of Lab Confirmed Cases', y='States Affected', data=ncdcdata_rn_lab10confirmed, color = 'blue').set_title('Top 10 covid cases in Nigerian States')\n" + ] + }, + { + "cell_type": "markdown", + "id": "1bb27389", + "metadata": {}, + "source": [ + "Lagos with the highest Confirmed covid case and Delta is with the lowest as at 30th August, 2022." + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "b92dd2a0", + "metadata": {}, + "outputs": [], + "source": [ + "#Generating a plot that shows the Top 10 states in terms of Discharged Covid cases. Hint - Sort the values\n", + "ncdcdata_rn_10Discharged = ncdcdata_rn.sort_values('Number of Cases Discharged', ascending = False)\n", + "ncdcdata_rn_10Discharged = ncdcdata_rn_10Discharged.iloc[:10,]" + ] + }, + { + "cell_type": "markdown", + "id": "30a63c50", + "metadata": {}, + "source": [ + "TODO B - Generate a plot that shows the Top 10 states in terms of Discharged Covid cases. Hint - Sort the values" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "id": "a35d2c2c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ncdc_disch_plot = sns.barplot(x='Number of Cases Discharged', y='States Affected', data=ncdcdata_rn_10Discharged, color = 'blue').set_title('Top 10 covid Discharges')\n" + ] + }, + { + "cell_type": "markdown", + "id": "0ad7bc8a", + "metadata": {}, + "source": [ + "As at 30th August, 2022, Lagos shows the highest number of discharges is because it has a high population figure, highest number of confirmed cases and better health management system." + ] + }, + { + "cell_type": "markdown", + "id": "73ee3cb3", + "metadata": {}, + "source": [ + "TODO D - Plot the top 10 Death cases" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "5d9f17bb", + "metadata": {}, + "outputs": [], + "source": [ + "#Plotting the top 10 Death cases" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "ab31af8a", + "metadata": {}, + "outputs": [], + "source": [ + "#Generating a plot that shows the Top 10 states in terms of death cases. Hint - Sort the values\n", + "ncdcdata_rn_10Deaths = ncdcdata_rn.sort_values('Number of Deaths', ascending = False)\n", + "ncdcdata_rn_10Deaths = ncdcdata_rn_10Deaths.iloc[:10,]" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "05873dbe", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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vH/Pnz8fW1lZl3DEoKCjN+dldhlQ1atTAwsKCixcvvveZ2dSlIK2trYG3E8LCw8P54Ycf6N27N5UqVVLGz9+N/8WLF3h6eioJtnDhwrRo0YLp06fTpUsXEhMTCQgI+Og69PX1xcPDA3g7Vl6/fn2cnZ2VGcz/nWktMibJVGQbU1NTrK2tuX37Nps3b1bZd+DAAU6fPk2FChWUpJtq586d3L17V/k9ODiYdevWYWBgQJMmTbItvjp16ijPFv63Oy4gIIC///4bGxubDLtd1SG1+3TJkiUkJiYq28+dO/fJ6/fC28lULVu25MGDB6xbt05lX0BAAAsXLuSvv/7CwMCA/Pnzs3//fry9vZXWearULtjUx3RSx0/TG3P+WImJicyePZsHDx7QpEkTlS8xDg4OREdHs2TJEpUvA48fP2b27NmsXbtW6Y7X1dUlOTk5zSSdjRs3EhgYqNwrVWoZUsfIs0u+fPkYPXo0AOPHj1e+DKZKSUlh8+bN/PXXXxgaGiqt19RnON9dmSksLExZjSs1fj09PTZv3oynp6fSy5Mq9QtZ6t/qY+rw33//ZfXq1Wm+wKVe09TU9BNq5Osj3bwiW40fPx5HR0fmz5/P8ePHqVSpEkFBQZw5cwYjIyPlwf939evXDzs7OzQ1NTl69CgxMTFMnTo1W2cSampq8ttvv+Hs7Ezv3r1p1aoV8fHx7N+/n4IFC+Ls7Jxt98qMFi1acODAAY4cOcL9+/extrYmNDSU48ePY2BgwIsXL8iX79O+7w4fPhx/f3+WLl3KyZMnqVGjBhERERw9epTk5GRcXFyUFtDQoUP59ddf6dGjB9999x1GRkbcvn2bs2fPUrVqVWWCTOHChdHR0eHy5cssWLAAa2trbG1t3xvHq1evVCZBJSQkEBYWxvnz5wkNDaVatWpMmjRJ5ZyePXvy77//8tdff+Hv74+VlRWxsbEcPnyYmJgYxo0bp4ypt27dmqtXrzJgwADs7OzInz8/V65cISAggCJFihAREaGSeFJnL8+YMYOaNWvSr1+/T6rf9NjY2DBp0iT++OMP+vfvT506dahSpQpv3rzhypUr3L17FwMDA+bPn6+0oGvXrk3JkiU5ePAgUVFRVK5cmefPn3PixAk0NDTQ1tZW4s+fPz8DBw5k/vz5dO3alaZNm1KgQAH8/f3x9/encePGyrOjH1OHAwYM4NKlSwwePJjvvvuO4sWL8/DhQ06cOIGZmVmGi6AIVZJMRbYqVaoUa9euZcWKFZw8eZIrV65QtGhROnXqRJ8+fdKdWNOzZ09ev37N7t27iYuLo1q1avTr10/lcZns0qBBA9zc3PD29mbXrl3o6upiY2OjzGTNaTNmzGDNmjXs27ePrVu3YmJiwsiRIwkNDWXdunWfvPqMkZERK1euZPXq1Rw7dow///wTQ0ND6tWrR58+fVS6z5s0aYKbmxvr1q3j1KlTREVFYWpqSu/evenVq5fSmtPS0uK3337D09OTrVu3Ehsb+8FkGh0drTIJRlNTk0KFClG+fHl69+5N+/bt0zx6o6Ojg7u7O76+vhw8eJBt27ahp6dHtWrV6NGjh8rCCJ07dwbedl3v2rULfX19SpUqxaRJkzAzM2PgwIGcPXtWibNPnz7cv3+fCxcucO3aNX755ZdPqt+MODg4UKNGDbZs2YKfnx+7d+8mPj4eMzMzunfvTrdu3ZQkBm/Ht93c3HB3d+fy5ctcvnwZExMTvvvuO/r168fUqVO5fPky4eHhFC1alC5dulCkSBH+/PNPjhw5QmxsLCVLlmTIkCEqZfmYOqxevTrLly9n1apVXLx4kRcvXlC0aFE6duxIv3795NGYTNKIjIzM3FQ3IbJZdr/6Kq959uwZenp66c4gnjJlCvv27eN///ufyoevEOLzJGOmQuSStWvX8t133ylL0aV6+PAhx44dw8LCQhKpEHmEdPMKkUvatWvHzp07+fXXX2natCklSpRQxkyTkpIYN25cbocohMgkSaZC5JIqVaqwcuVK1q5dy+XLlzl69CiGhoY0bNiQXr16pZn1LIT4fMmYqRBCCJFFMmYqhBBCZJEkUyGEECKLJJkKIYQQWSQTkLLo/PmsL60mMic2NjbTr0gTWSf1nfOkzrPG1DQf5uaaH3VOYGAgFStWzPK9JZlmkaNj9r0iTGSG1HfOkvrOeVLnn8rbW/+jk2l2kW5eIYQQIoskmQohhBBZ9FkmUxsbG86dO5fbYQghhBCZ8lkmUyGEECIvkWQqhBBCZFGenM27e/du1q1bx+PHj9HT08POzo4xY8Yo713csGEDvr6+vH79mrZt23L37l3atm2Lg4MDycnJ+Pr6sm3bNsLCwqhWrRqjR49W1kE9cuQIXl5eBAcHY2JiQu/evWnXrl1uFlcIIcRnLs+1TC9fvsycOXMYNGgQW7du5bfffmPPnj38/fffAOzfvx8vLy9GjhyJj48PISEh+Pn5Kef7+Pjg6+vLqFGjWLt2LWZmZowYMYKYmBgiIiKYOHEiP//8M1u2bKF379788ccf3L9/P5dKK4QQIi/Ic8lUR0cHFxcXmjVrRokSJbCzs6NSpUoEBQUBsGXLFn766SdatGhB+fLlmTx5Mjo6OgCkpKTw559/0r9/fxo3boyFhQUuLi5oaWmxb98+nj9/TmJiIsWKFaNEiRK0a9cONzc3ihQpkptFFkII8ZnLc928VatWRUdHBy8vL+7du8edO3d49OgR1tbWANy5c4fu3bsrxxsYGFCmTBkAIiIiiIqKokaNGsp+LS0tqlatyv379+ncuTP29vaMGjWKUqVK0ahRIxwcHDAwMMjZQgohhMhT8lzL9MyZM/Ts2ZOwsDDq16/PrFmzqFWrlrJfUzPt6hcpKW/fMpfaQn1XcnIySUlJaGhoMG3aNNauXUurVq24dOkSffr04ezZs+opjBBCiC9CnkumO3fupG3btvz+++906NCBsmXLEhwcrCTMcuXKcePGDeX46OhoHj9+DIC+vj7GxsYEBAQo+xMTE7l58yZlypTh/v37LFy4kCpVquDk5MS6deuwtLTk2LFjOVpGIYQQectn281748YNkpKSVLbVrFkTQ0NDrl69SmBgIPny5WPNmjWEhYWRkPB2wfmffvqJmTNnUqVKFSwsLPDy8uL169fKNbp164aPjw/FixendOnSrF27lri4OFq2bElKSgrbt29HT0+Ptm3bEhISwp07d2jRokWOll0IIUTe8tkm06VLl6bZtnr1ahwdHXF1daVfv37o6enRsGFDfvzxR27dugVAy5YtefToEbNnzyY+Pp7vv/8eMzMztLW1Afj555+JiYlh5syZREdHU7NmTZYvX07RokUBmD17NkuXLmXdunUYGBjQqVMn2rdvn3MFF0IIkedoREZGpuR2ENnJz8+PkiVLYmJiArztxm3ZsiVz586lbt262X4/S8sX2X5NIYQQH8/bWx9ra+2POkdewZaBY8eOcfXqVX777TcKFizIpk2b0NPTU5nBK4QQQmSnPDcB6UMGDBhA6dKlGTp0KN26dePBgwcsXrw4w5m8QgghRFZ9cS1TPT09XF1dczsMIYQQX5EvLpnmNG9v/dwO4asRGxtLgQIFcjuMr4bUd86TOs8aU9Pc62yVZJpFHzvYLT5dYOD9bJkoIDJH6jvnSZ3nXV/cmKkQQgiR0ySZCiGEEFkkyVQIIYTIIhkzzaLz5xNyO4SvRmysCZGRX259m5rmw9w87YsahBCfP0mmWeToGJ3bIXxlvtz69vbWl2QqRB4l3bxCCCFEFkkyFUIIIbLoi+rmbd++PSEhIenumzNnDk2bNlXZdu7cOYYOHcq5c+dyIDohhBBfqi8qmQKMGDECe3v7NNsNDAxyIRohhBBfgy8umerp6WFsbJzbYQghhPiKfHHJ9H2io6OZNWsWJ0+exNjYmO+//15l/7Nnz1i0aBHnz59HQ0ODli1bMnz4cHnjjBBCiPf6qpLprFmzuH//Pp6enrx48ULl7TIJCQkMHjwYc3NzPDw8ePnyJX/88QcpKSn8+uuvuRi1EEKIz90Xl0znzZvHwoULVbYVKlSITZs2ceTIEdzd3alSpQoAffv2Zd68eQCcOXOG0NBQVq5ciaGhIQC//vorzs7ODB48GH19eTuMEEKI9H1xybR///7Y2dmpbMuXLx8PHz4kKSlJ5Y0MVatWVX4OCgrC3NxcSaQANWvWJCkpiYcPH1KtWjX1By+EECJP+uKSqZGREebm5mm2v3z5EoCUlBRlm5bW/xc/vXHR5ORklf8VQggh0vPVLNpQunRptLS0uH79urLt1q1bys9ly5bl0aNHStIFuHr1KpqampQqVSpHYxVCCJG3fHEt05iYGMLCwtJsL1CgAK1bt2bBggVMmjSJN2/esHLlSmW/jY0NpUuXZsqUKQwePJioqCjmz59PixYtMDIyysESCCGEyGu+uGS6ePFiFi9enGZ7t27dGDt2LPPmzWP48OEYGBjw008/sWTJEuDtuOrcuXOZO3cuffv2pWDBgtjb2zNkyJCcLoIQQog8RiMyMjLlw4eJjFhavsjtEMQXwttbH2tr7dwOQxEYGKgyYU+on9R5zsuuOv9qxkyFEEIIdZFkKoQQQmTRFzdmmtO8vWUxh5wSGxtLgQIFcjsMtTE1le+2QuRVkkyz6HMa4/rSBQbel/EkIcRnSb4KCyGEEFkkyVQIIYTIIkmmQgghRBbJmGkWnT+fkNshfDViY02IjMz++jY1zYe5uWa2X1cI8fWQZJpFjo7RuR3CVyb769vbW1+SqRAiS6SbVwghhMgiSaZCCCFEFuX5bt727dsTEhKSZnu5cuXYtGkTAGfOnGHdunXcvHkTTU1NatSowcCBA6lcuTLw9o0x73Pu3LnsD1wIIcQXI88nU4ARI0Zgb2+vsi31xd+bN2/G3d0dJycnxo4dS1JSEhs3bmTAgAEsX76cypUrs2/fPuW8efPmkS9fPpydnXO0DEIIIfKuLyKZ6unpYWxsnGZ7cHAwS5YswcXFhTZt2ijbJ06cyJMnT1i2bBmLFy9WOTd//vxoamqmez0hhBAiPV9EMs3IgQMHMDQ0pFWrVmn2jR8/npQUefucEEKIrPuik2lgYCBVqlQhX76086xKly6dCxEJIYT4En0RyXTevHksXLhQZdv27duJjo6mcOHCuRSVEEKIr8UXkUz79++PnZ2dyjZDQ0MMDQ159epVLkUlhBDia/FFPGdqZGSEubm5yj9NTU2qVavGjRs30h0bPXnyJC4uLiQmJuZCxEIIIb4kX0QyzYidnR0xMTEqj74AJCcn4+vry8uXL5VHaIQQQohPlWEmcXBwQENDI9MX2r17d7YElJ1MTEwYMGAAM2fOJDIyEltbW6Kjo5UFHHx8fHI7RCGEEF+ADJOptbW1kkxTUlI4dOgQBQoU4Ntvv6VYsWJERkZy5swZXr16RceOHXMs4I/VvXt3ihUrxubNm/Hx8UFbW5tatWrh4+ND+fLlczs8IYQQX4AMk+nkyZOVn728vKhYsSLu7u7o6ekp29+8ecPIkSN58+aNeqN8j507d37wGHt7+zQrJGVk6tSpWQ1JCCHEVyZTY6Zbt26lZ8+eKokUQEdHh65du3Lo0CG1BCeEEELkBZlKpklJScTFxaW778WLF+kuiiCEEEJ8LTKVBa2trfH09OT27dsq2/39/Vm+fDm2trZqCU4IIYTICzL1XIizszNOTk707NkTU1NTChcuTHh4OKGhoVSqVImRI0eqOczPl7e3fm6H8NWIjY2lQIEC2X5dU1PpWRFCZE2mkmmxYsXYtGkTe/fuxc/Pj5cvX2Jubo6NjQ2tWrX6qp/VtLbWzu0QvhqBgfepWLFibochhBBpZDoL6ujo8MMPP/DDDz+oMx4hhBAiz8l0Mn39+jVbtmzh33//JSwsjJkzZ3L69GmqV6+OlZWVOmMUQgghPmuZSqZhYWEMGDCAZ8+eUblyZR4+fEhCQgKXLl3C09OTJUuWULduXXXH+lk6fz4ht0P4ahQsKC9sF0J8njKVTBcvXkxSUhJbtmyhWLFifPvttwDMmTOH4cOH4+Pj89UmU0fH6NwO4auxZIlmbocghBDpytQ0xjNnzuDk5ESJEiVU1uvV0tKiS5cuBAYGqi1AIYQQ4nOXqWSakJCQZvWjVBoaGvIaMyGEEF+1THXzVqtWjT///JNGjRop21JbqPv27aNq1arqie4jRURE4O3tzT///MPLly8xMTHB3t6eHj16oKurm9vhCSGE+EJlKpkOGjSIQYMG8csvv/Dtt9+ioaHBvn37WLp0KRcuXMDd3V3dcX5QaGgojo6OmJmZ4erqSokSJbhz5w4eHh6cOnUKT09PSahCCCHUIlPdvLVq1WLZsmUYGBiwceNGUlJS2Lx5M1FRUSxatOizeDRm7ty5FC9eHDc3N+rWrYuZmRmNGzfGy8uL58+fs2LFitwOUQghxBcq08+Z1q5dG29vb968eUNUVBT6+vrK0m6JiYm5ugpSREQE//zzD/PmzUsTR6FChejatSvr16/nxo0bmJubM27cOGW/i4sLhQsXZsyYMQQFBbFw4UKuXr1KgQIF6NChA/3795eF/IUQQrxXprJEhw4duHXrFvB2JaRixYopifTKlSu0bt1afRFmws2bN0lOTqZ69erp7re0tOTFixfUrl2bv//+m6SkJADi4uI4efIkLVu2JDIyEicnJ4oVK8bKlSsZN24cf/31F76+vjlZFCGEEHlQhs3JNWvWKK9dCwkJYfPmzZiYmKQ5LiAggOTkZPVFmAlRUVHA21ZoegwMDAD45ptvWLt2LZcuXeKbb77h5MmTGBkZUbNmTf788090dHQYP348WlpaWFhYEBYWxvLly+nRo0eOlUUIIUTek2EyTU5OZuXKlcDbmbt79+5Nc0y+fPnQ19dn4MCB6oswE1KTZXh4eLoJ//nz5wAUKVKERo0acfjwYb755hsOHz5My5Yt0dDQICgoiMqVK6t0E9eqVYvIyEgiIyMxMjLKkbIIIYTIezJMpn369KFPnz4A1KtXDy8vL2rXrp1jgX2MatWqoampyY0bN9JNptevX8fIyIiSJUtib2/PrFmzGDZsGKdOnVK+MOTPnz/Neakt7tRuYSGEECI9mRoz3bFjB9WrV+fRo0fKtsjISC5duqS2wD6GkZERdnZ2+Pj4pFlAIjo6mg0bNtCuXTu0tLRo2LAhCQkJrF27FjMzM+WVXhYWFty6dUvl/KtXr2JgYEDhwoVztDxCCCHylkwl0wIFCjBw4EBGjBihbLt27RoDBw5k2LBhREfn/vq0I0eOJDY2lmHDhuHn58fTp085ffo0AwYMwMTEBEdHR+BtC7Rp06Zs2LCBli1bKufb29uTlJTEzJkzCQoK4sSJE3h5edGpUyeZzSuEEOK9MpUl3NzcePr0KWPHjlW2NWjQADc3N+7fv4+np6faAswsY2NjVqxYQaVKlXB1deXHH39kwYIFNG3alOXLl6ss2NCyZUvevHmjkkwLFizI4sWLefz4MT169GDOnDl06dKFAQMG5EZxhBBC5CGZejj09OnTjBgxggYNGijb8uXLh42NDQMGDMDT05MxY8aoLcjMMjIyYtSoUYwaNeq9x4WFhVG9enXMzc1VtleqVInly5erM0QhhBBfoEwl09jYWOW50ncZGhry8uXLbA1KXYKDg7l+/TorVqygZ8+euR2OEEKIL0SmunkrV67Mjh070t23a9cuKlWqlJ0xqc2TJ0+YNm0alSpVol27drkdjhBCiC9Eplqmffr0YdSoUfzyyy80bdqUIkWKEBkZyfHjx7lz5w4LFixQd5zZwtramhMnTuR2GEIIIb4wmUqm9evXZ8GCBXh5ebFy5UpSUlLQ0NCgUqVKzJ07V2Us9Wvj7a2f2yF8NQoWzP1Z40IIkZ5Mr07foEEDGjRokO5C918za2vt3A7hqxEYGAbIM79CiM/PRz1AGRoaypEjR9i3bx8xMTHcvHkzzSIJQgghxNcm0y1Td3d3NmzYQFJSEhoaGtSrVw83NzdevHjB0qVLZZUgIYQQX61MtUx9fX3x9fXFycmJTZs2kZKSAkDfvn0JDw+XZzOFEEJ81TLVMt26dSu9evWid+/eKou+161bFycnJ1atWqW2AD93588n5HYInyVT03yYm2vmdhhCCJEjMpVMQ0NDM3xjjLm5OZGRkdkZU57i6CgzTNPj7a0vyVQI8dXIVDeviYlJhm+ICQgIwNTUNFuDEkIIIfKSTLVMO3TogIeHB7q6ujRp0gR4+2qzgwcPsm7dOnr37q3OGIUQQojPWqaSaffu3QkJCcHLywsvLy8Ahg4dCkDr1q2zdZ3b9u3bExISovyuoaFBoUKFsLS0ZOzYsZiYmGBjY4O7uzs2NjbZdl8hhBDiU2WYTC9evEi1atUoUKAAGhoa/Prrr/z8889cuHCByMhIChUqRJ06dShfvny2BzVixAjs7e0BSE5OJigoiFmzZjFlyhQ8PDzYt28fhoaG2X5fIYQQ4lNkmEzHjh3LvHnzsLKyYtCgQYwZM4by5cuneW2ZOujp6WFsbKz8Xrx4cQYMGMCkSZOIjo5W2SeEEELktgwnICUlJXHr1i2SkpLw8/Pj1atXJCcnZ/hP3bS13y7bl/oe1XPnzrF161YcHByU514BDh06RKtWrUhKSiI+Pp4FCxbQsmVLmjdvzvjx4wkPDwfevkHGxsaGFStWYGdnx7Rp04iOjub333+nefPmNGvWjF9//ZWwsDC1l00IIUTelmHLtH79+ixatIjFixejoaHBwIEDM7yIhoYGZ86cUUuAAA8fPsTLy4sGDRpQsGBBZbudnR3z5s3j2rVr1KhRA4AjR45gZ2eHpqYmbm5uXL16lQULFlCgQAG8vb1xdnZm9erVyjUuXbrEmjVrSEpKYvny5YSEhODp6Um+fPmYOXMmixYtYvr06WormxBCiLwvw2Q6adIk6taty8uXL/Hx8cHBwSHHHoGZN28eCxcuBN62kLW1tWncuDGjRo1SOc7IyAgbGxuOHj1KjRo1iI2N5fTp07i5uREXF8eWLVtYuXIllStXBmDKlCm0aNGCy5cvY2JiAkCXLl0oVaoUACEhIRQoUAAzMzMKFizIlClTePXqVY6UWQghRN6VYTJ1cXFhyJAhVKxYET8/P37++WcqVKiQI0H1798fOzs7YmNj8fb25unTpwwaNAgjI6M0x7Zo0YKVK1cyfPhwTp48iaGhIbVq1eLevXskJCTg5OSkcnx8fDwPHz5UkqmZmZmyr2fPnowaNQp7e3vq1q1L06ZNadOmjVrLKoQQIu/LMJmmztqFt12hr1+/zqmYMDIyUiY6zZgxg169ejF27FhWrVqFlpZqyE2bNmX27Nncvn2bI0eO0KJFCzQ0NJRlDz09PdHXV33naOHChYmKigIgf/78yvZatWqxc+dOTp48yalTp1i8eDEHDhzAw8NDncUVQgiRx2WYTIsVK4a7uzsNGjQgJSWFHTt2ZDguqqGhkaYFmF20tbWZMGECffv2xdfXl169eqns19fXp0GDBhw9epSzZ88qia9kyZJoamoSGRlJ1apVgbcLTUyePJmBAweip6eX5l4bN26kXLlytGrVilatWnH58mWcnJwIDw+naNGiaimfEEKIvC/DZDpkyBBmz57NqlWr0NDQYO/evRleRJ3JFKBatWp8//33rFq1itatW6fZ37JlS6ZPn07RokWVxKmnp0f79u2ZN28ev/32m/Ll4M6dO5ibmxMREZHmOs+ePWPbtm1MnDiRokWLsn//fkxNTdPtXhZCCCFSZZhMmzdvTvPmzQGoV68e3t7e1KpVK8cCe9fgwYM5evQoS5YsSbOvUaNGwNvx0/8aOXIkbm5uuLi4EB8fT82aNVmyZAm6urrp3mPgwIHExMQwduxYXr9+TfXq1VmwYAGamrJguxBCiIxpREZGpnzoID8/PypXrpxu12hcXBz79++nQ4cO6ojvs2dp+SK3Q/gseXvrY22tna3XDAwMpGLFitl6TZExqe+cJ3We87KrzjO1Nq+VlVWabffu3WPbtm3873//IyYm5qtNpkIIIUSmkmmqxMRE/v77b7Zu3crly5dJSUmhVq1aODg4qCs+IYQQ4rOXqWQaEhLC9u3b2bVrFy9evEBDQ4OOHTvSvXt3SpYsqe4YP2ve3vofPugrZGqaqVflCiHEF+G9yfTUqVNs3bqVM2fOoKWlha2trbLGbevWrb/6RApk+7igEEKIvCfDZNqhQweePn1KlSpVcHZ2xt7eHgMDA2JjY3MyPiGEEOKzl2FfXEhICOXLl8fBwYFGjRphYGCQk3EJIYQQeUaGydTb25tq1aqxdOlSOnbsyMCBA9m7d6+0TIUQQoh3ZNjNW6tWLWrVqsXo0aM5ePAgu3fvZurUqejq6qKhocG9e/eoWbMmGhoaORnvZ+f8+YTcDkHtTE3zYW4uC1cIIURGMrVoQ6oHDx6wc+dO9u/fT3h4OMbGxjRv3pyWLVtSvXp1dcb52foaFm1QxwIMn0IeaM9ZUt85T+o852VXnX/U8wtlypRh+PDh7N69mzlz5lClShW2bNlCv379shyIEEIIkVd91KINqTQ1NWnSpAlNmjQhLCyMffv2ZXdcQgghRJ6R5SfrjY2N6dmzZ3bE8kE2NjacO3dOZdulS5ewtbVl3rx5ORKDEEII8a48vUxNYGAgo0ePpkWLFowePTq3wxFCCPGVyrPJNDg4mBEjRmBjY4OLi8tXP6tYCCFE7smTyTQiIoLhw4dToUIFpk2bpvK+0bCwMH777Tfs7Oz49ttv6d69O35+fgA8efIEGxsbjh49yg8//ECzZs0YPXo0kZGRyvn+/v44OjrSuHFj2rdvz5YtW3K6eEIIIfKYTCfTAwcOcOrUKQDu3r3LL7/8QrNmzZgxYwYJCTn3rGVMTAwjRozg2bNnTJs2DW1t1Uc2Jk+eTGJiIj4+Pqxbtw4TExNmz56tcszq1auZOnUq8+fP59q1a6xbtw6AoKAghgwZQp06dVi3bh2Ojo64ublx+PDhHCufEEKIvCdTyXTz5s1MnjyZa9euATBnzhwiIiJo06YNhw4dwsfHR61B/tecOXMA0NbWZs2aNWn229raMnbsWCwsLChXrhydO3cmKCiIlJT/f5zW0dGRGjVqYGVlhb29PdevXwdgx44dVKhQgcGDB1OmTBkcHBz46aeflGQrhBBCpCdTj8Zs27aNzp074+TkRFhYGFeuXGHMmDF07tyZ0qVLs3HjRgYNGqTuWAEwMDBQWovz5s2jWbNm1KxZU9nfqVMnDh48iL+/Pw8ePODmzZsAJCUlKcf89203enp6JCYmAnD//v00i0/UqlWLv/76S51FEkIIkcdlqmX65MkTmjRpAsDZs2eBty1AgHLlyhEeHq6m8NIaOXIkRkZGdOrUiZo1azJ16lTevHkDQHJyMkOHDmX9+vWYmJjQvXt3Jk+enOYa73YNp8qfP3+abUlJSSqJWAghhHhXppJpoUKFiIqKAt4m09KlS2NiYgLAo0ePMDIyUluA70qdbKShocHvv/9OSEgIy5cvB96OeV66dAk3Nzf69u1Lo0aNPirRW1hYKF3Zqa5evUrp0qWzrwBCCCG+OJlKpjY2Nvj4+LBmzRqOHj1K8+bNATh8+DDe3t40aNBArUFmxMLCgt69e7Nhwwb8/f3R19cnX758HDp0iJCQEI4cOYKXlxcA8fHxH7xep06duHPnDsuWLePBgwfs3buXv/76ix9//FHdRRFCCJGHZSqZjho1CmNjY3x8fGjYsKGy4tHixYspWbIkgwcPVmuQ79O7d2/Kli3LtGnTMDQ0ZNy4cfj6+tKlSxdWr17N6NGj0dLS4tatWx+8lomJCQsXLuTs2bP88ssvrFy5khEjRtChQwf1F0QIIUSe9VFvjXnX06dPMTU1zc548hx5a0zOkTdq5Cyp75wndZ7zsqvOP2qh+9DQUC5cuMDz589p27YtkZGRGBsbo6X1SevlCyGEEF+ETGdBd3d3NmzYQFJSEhoaGtSrVw83NzdevHjB0qVLKVy4sDrjFEIIIT5bmRoz9fX1xdfXFycnJzZt2qQsgNC3b1/Cw8OV2bRCCCHE1yhTLdOtW7fSq1cvevfurfLMZd26dXFycmLVqlVqC/Bz5+2tn9shqJ2paZ5cwlkIIXJMppJpaGgotWvXTnefubm5ykLxX5vPYWKOEEKI3JWpJoeJiQmXLl1Kd19AQMBXP6NXCCHE1y1TLdMOHTrg4eGBrq6usqxgdHQ0Bw8eZN26dfTu3VudMQohhBCftUwl0+7duxMSEoKXl5eyotDQoUMBaN26tbKIw9fo/Pmce/2cOpma5sPcXPPDBwohhEgjU8lUQ0ODX3/9lZ9//pkLFy4QGRlJoUKFqFOnDuXLl1d3jJ81R8fo3A4hW3h760syFUKIT5SpZOrj40O7du0wNzfH3NxcZV9wcDC+vr78+uuvaglQCCGE+NxlmEyDg4OVn318fLCwsFDe+/lff//9N7t375ZkKoQQ4quVYTJdsGABp06dAiAlJQUXF5d0j0tJScmxt8a0b9+ekJAQ4G3Xs66uLhUrVqRfv36ZiuHixYsMGjSI06dPo6Wlxe3bt4mJiaFOnTrqDl0IIcQXLMNkOm7cOM6dOwfAtGnT6NWrV5ouXk1NTfT19bG2tlZvlP8xYsQI7O3tSUlJISoqir179+Ls7MzixYuxsbH5qGuNHTuWPn36SDIVQgiRJRkm0+LFi+Pg4ABASEgI33//vfJC8Nykp6eHsbExAMWKFWP48OGEh4ezcOFCNm7cmMvRCSGE+BplatEGR0dHJZGmpKSQnJxMcnIyiYmJREdH888//6g1yA/p0KEDd+/e5dGjR0RHRzNlyhSaNWtGq1atmDFjBjExMWnOGThwICEhIcyYMQNXV1cA/vnnH3r06EGjRo1o1qwZv//+O9HRX8ZsXSGEEOqTqdm8T548YebMmVy8eJHk5OR0jzl79my2BvYxLCwsAAgKCsLd3Z34+Hi8vLxITExk0aJFTJ06ldmzZ6ucM3v2bLp168bPP/9M+/btCQ4O5rfffmPMmDHUq1ePhw8fMmnSJLZt2/ZVP0crhBDiwzKVTBctWkRAQAA//PAD/v7+6OrqUrNmTc6ePcu9e/eYM2eOuuN8L339t4vN37lzh2PHjnHw4EEMDQ0BmDJlCu3bt+fZs2cq5xgaGqKpqYmenh76+vpERETg7OxMx44dATAzM8PGxoZ79+7lbGGEEELkOZlKpn5+fjg5OfHzzz/z119/cfz4cYYNG8agQYMYOnQox44dw9bWVt2xZii1G7dixYqkpKTw/fffpznmwYMHaGpmvChB6dKlyZ8/PytXruTevXvKv5YtW6otbiGEEF+GTCXT2NhYKlasCLztUk1dUlBLS4tOnTrh7u6uvggz4c6dOwA8evSIAgUKsH79+jTHGBsbc/369Qyvcfv2bRwdHbG1tcXS0pJffvlFJjQJIYTIlExNQDI2NiYsLAx4+8q1qKgo5XdDQ0MiIiLUF2Em7Nq1iypVqtCgQQNiY2NJTk5WWa1p0aJF6U5C+q///e9/1KpVi+nTp9O5c2eqVavGo0ePlBehCyGEEBnJVDL99ttvWb58OX5+fhQvXhxTU1N8fX2Jiopi165dFC9eXN1xKmJiYggLCyMsLIw7d+6wYMECDh06xMiRI7GwsKBBgwZMnjyZgIAAbt++zZQpU4iIiFAep/mvggUL8uDBA16+fImhoSH37t0jICCAhw8fsmjRIq5fv05CwpexkL0QQgj1yVQ3r5OTEzdu3MDLywtPT08GDRrElClTlG7QsWPHqjXI/1q8eDGLFy8GoEiRIlSuXJlly5ZhaWkJgKurK/Pnz2fYsGFoaGhgY2PDmDFj0r3Wjz/+yJIlS3jy5AlTpkzh1q1bDBs2DG1tberUqUP//v3Zv39/ThVNCCFEHqURGRmZ6X7MsLAwpYV3+fJlrl69SvXq1bGyslJbgJ87S8sXuR1CtvD21sfaWju3w3ivwMBAZexeqJ/Ud86TOs952VXnmerm9fHx4dmzZypdpZaWlvTo0QMTE5NcfzRGCCGEyE3y1hghhBAii/LUW2OEEEKIz1Gee2vM58bbWz+3Q8gWpqaZ6vEXQgiRjjz31pjPzec+aUcIIYT6ZerRGEdHR5Xf7927R1BQEOXLl6ds2bLqiEsIIYTIM96bTE+dOsXSpUvp0KEDP/30EwBLlixhw4YNpKSkoKGhQadOnXL0OVMhhBDic5PhQNnVq1cZM2YMKSkpyljpxYsX8fX1pVatWqxZs4ZJkyaxe/du9u7dm2MBCyGEEJ+bDFumvr6+1K5dG3d3d7S03h62fft2NDQ0mDBhAqVLl6ZKlSrcuXOHHTt20LZt2xwL+nNy/nzeXm7Q1DQf5uYZv01HCCHEh2WYTK9cucLIkSOVRApw/vx5LCwsKF26tLLtm2++Yfv27eqN8jPm6Bid2yFkibe3viRTIYTIogy7eaOioihatKjy+4MHD4iMjEyzdKCWlla6izkIIYQQX4sMk6mRkRHh4eHK7+fPn0dDQ4NvvvlG5bigoCCKFCmivgiFEEKIz1yGydTKyoodO3aQlJREYmIiu3btQldXl/r16yvHxMbGsmXLFuWNLeoWERHB7NmzcXBwwNbWls6dO+Pt7U1cXNwnX9PBwYE9e/ZkY5RCCCG+NhmOmfbt25e+ffvSoUMHNDQ0ePbsGU5OThQoUACArVu38tdff/H06VNmzZql9kBDQ0NxdHTEzMwMV1dXSpQowZ07d/Dw8ODUqVN4enqiq6ur9jiEEEKId2WYTC0sLFixYgW+vr68ePFCSaypvL290dHRYc6cOVSoUEHtgc6dO5fixYvj5uamTIoyMzOjTp06dO3alRUrVjBkyBC1xyGEEEK8672LNpQrV46JEyemu2/t2rUYGxuTL5/613SNiIjgn3/+Yd68eSqziwEKFSpE165dWb9+PdbW1kydOpV+/fqxYsUK4uLi+Pbbbxk/frzSat22bRsrV64kJiaGXr16qVwrOTkZX19ftm3bRlhYGNWqVWP06NFUqlRJ7WUUQgiRd31yJixevHiOJFKAmzdvkpycTPXq1dPdb2lpyYsXL3jy5Anh4eEcOnSIhQsXMnHiRI4ePaqMiZ45c4YFCxYwePBgfHx8CAgIIDQ0VLmOj48Pvr6+jBo1irVr12JmZsaIESOIiYnJkXIKIYTIm/LEq0KioqKAt63Q9BgYGAAQGRlJUlISzs7OVKxYkSZNmtCgQQNu3LgBwM6dO2nRogVt2rShfPnyTJgwgfz58wNvXyX3559/0r9/fxo3boyFhQUuLi5oaWmxb9++HCilEEKIvCpPJNPUZPnfR3X+6/nz5wAYGhoCUKpUKWWfnp6e8hxsUFAQFStWVPYZGRlRokQJ4G1XclRUFDVq1FD2a2lpUbVqVe7fv599hRFCCPHFyRPJtFq1amhqaiotzHddv34dIyMjSpYsCZBmXDUlJSXdn/97rI6OTrrXTk5OJikp6ZNjF0II8eXLE8nUyMgIOzs7fHx80qy2FB0dzYYNG2jXrh2amu9fFq98+fIqCTk6Oprg4GAA9PX1MTY2JiAgQNmfmJjIzZs3KVOmTDaWRgghxJcmTyRTgJEjRxIbG8uwYcPw8/Pj6dOnnD59mgEDBmBiYpLmnavp6dy5M0ePHmXbtm3cv3+fGTNmEB8fr+zv1q0bPj4+nDhxQtkfFxdHy5Yt1Vk0IYQQeVymXg7+OTA2NmbFihWsWrUKV1dXIiIiMDExwd7enh49emRqwQYrKysmTZqEp6cnixcvpkOHDpQvX17Z//PPPxMTE8PMmTOJjo6mZs2aLF++XGWNYiGEEOJdGpGRkSkfPkxkxNLyRW6HkCXe3vpYW2vndhiZEhgYqDKBTKiX1HfOkzrPedlV53mmm1cIIYT4XEkyFUIIIbIoz4yZfq68vfVzO4QsMTWV71NCCJFVkkyzKK+MNwohhFAfaZYIIYQQWSTJVAghhMgiSaZCCCFEFsmYaRadP5+Q2yG8l6lpPszN37/MohBCiKyRZJpFjo7RuR3Ce3l760syFUIINZNuXiGEECKLJJkKIYQQWZSnunkjIiLw9vbmn3/+4eXLlx+90L0QQgihDnkmmYaGhuLo6IiZmRmurq6UKFGCO3fu4OHhwalTp/D09JSEKoQQIlfkmW7euXPnUrx4cdzc3Khbty5mZmY0btwYLy8vnj9/zooVK3I7RCGEEF+pPJFMIyIi+Oeff+jVqxdaWqqN6UKFCtG1a1d27dpFUlISy5cvp23btjRq1Ii+ffvi7+8PwMWLF7GxsSExMVE519XVlUmTJgHg5eWFi4sLc+fOpVmzZnz//fesXr06x8oohBAi78oTyfTmzZskJydTvXr1dPdbWlry4sULNmzYwJYtW5g6dSqbN2+mSpUqjB8/nuTk5Ezd5++//0ZTU5PVq1fTsWNHli1bxr1797KzKEIIIb5AeSKZRkVFAW9boekxMDAAICkpCS0tLUxNTSlZsiRDhgxh8uTJmU6mhQoVYsSIEZQpU4Y+ffpgYGDAjRs3sqcQQgghvlh5IpmmJsvw8PB09z9//hwAa2trihQpwg8//ECfPn3YvHkz5cqVS9M1nJESJUqgqfn/Cxzo6empdAsLIYQQ6ckTybRatWpoampm2Eq8fv06RkZGVK5cmbVr17Jo0SKqV6/O9u3b6dmzJ8+fP0dDQyPNeUlJSSq/a2unfZ1aSkpK9hRCCCHEFytPJFMjIyPs7Ozw8fFJ01KMjo5mw4YNtGvXjrNnz7J9+3YaNGjAmDFj2LJlC69fv+by5ctK6zQmJkY5Nzg4OEfLIYQQ4suUJ5IpwMiRI4mNjWXYsGH4+fnx9OlTTp8+zYABAzAxMcHR0ZGUlBSWLFnCkSNHePLkCQcOHODNmzdUqlSJcuXKoaOjg7e3N8HBwfj6+nL79u3cLpYQQogvQJ5ZtMHY2JgVK1awatUqXF1diYiISLMCkq2tLQMHDmTJkiWEhYVRqlQppk+fTpkyZQBwcXFh2bJl7Ny5k6ZNm9KlSxdCQ0NzuWRCCCHyOo3IyEgZFMwCS8sXuR3Ce3l762NtnXYsOC8KDAykYsWKuR3GV0PqO+dJnee87KrzPNPNK4QQQnyuJJkKIYQQWSTJVAghhMiiPDMB6XPl7a2f2yG8l6mpfF8SQgh1k2SaRV/K5B4hhBCfTpotQgghRBZJMhVCCCGySLp5s+j8+YTcDiFDpqb5MDfX/PCBQgghskSSaRY5OkbndggZ8vbWl2QqhBA5QLp5hRBCiCySZCqEEEJkUY4mUxsbG86dO6ey7dKlS9ja2jJv3rxPuqaHhwcDBw7MjvCEEEKIT5KrLdPAwEBGjx5NixYtGD16dG6GIoQQQnyyXEumwcHBjBgxAhsbG1xcXNDQ0MitUIQQQogsyZXZvBEREQwfPpwKFSowbdo0NDX/f8ZpWFgY8+bN4/z588TFxWFhYYGzszNWVlYA3Lt3j5kzZ3Lz5k1q165NqVKllHP37NmDp6cne/bsUbYNHDiQ2rVrM2jQIFxdXdHX1+fFixecOHGCYsWK0adPHxwcHDJ1byGEECI9Od4yjYmJYcSIETx79oxp06ahra26HN/kyZNJTEzEx8eHdevWYWJiwuzZswGIj49n1KhRmJmZsW7dOpo2bcrOnTs/6v5bt26lUqVKrFu3jvr16zN79mxevnz5wXsLIYQQGcnxZDpnzhwAtLW1WbNmTZr9tra2jB07FgsLC8qVK0fnzp0JCgoiJSWFc+fOERkZybhx4yhbtiydO3emSZMmH3X/ChUq0LNnT8qUKcOgQYN48+YNd+/e/eC9hRBCiIzkeDevgYEBbm5uHD58mHnz5tGsWTNq1qyp7O/UqRMHDx7E39+fBw8ecPPmTQCSkpIICgqiZMmSFCxYUDm+atWqnDlzJtP3L1mypPKzvv7bN74kJiZ+8N5aWrK+hRBCiPTleIYYOXIkRkZGdOrUiQMHDjB16lTWr1+Pjo4OycnJDB06lKioKFq0aIGtrS0JCQmMGzcuw+t9KMklJSWp/P5ut3KqT7m3EEIIAbnQzZs62UhDQ4Pff/+dkJAQli9fDkBQUBCXLl3Czc2Nvn370qhRI8LDw5Vzy5cvz6NHj4iKilK23bp1S/lZW1ubmJgYpVs2JSWFJ0+eZCquD91bCCGEyEiuPmdqYWFB79692bBhA/7+/ujr65MvXz4OHTpESEgIR44cwcvLC3g7+cjGxoYSJUowbdo07t27x65duzh69KhyvWrVqhETE8PatWsJDg5myZIlKon3fT50byGEECIjub6cYO/evSlbtizTpk3D0NCQcePG4evrS5cuXVi9ejWjR49GS0uLW7duoaWlxcKFC4mJiaFXr17s2LGDTp06KdcyNzdnxIgRbNy4ke7du5OQkECLFi0yFYeJicl77y2EEEJkRCMyMlKmqmaBpeWL3A4hQ97e+lhbpz9GnBcFBgZSsWLF3A7jqyH1nfOkznNedtV5rrdMhRBCiLxOkqkQQgiRRZJMhRBCiCySlQiyyNtbP7dDyJCpqXxXEkKInCATkIQQQogskqaLEEIIkUWSTIUQQogskmQqhBBCZJEkUyGEECKLJJl+hPj4eGbMmIGdnR2tWrVi7dq1uR1Snvf48WOcnZ2xs7PDwcGBRYsW8ebNGwBCQkIYNmwYjRs35qeffuL06dMq5164cIFffvkFW1tbBg4cyKNHj3KjCHna9OnTGThwoPK71Ll6JCYmsnDhQlq0aEHz5s2ZNWuWsua31Ll6REVFMWnSJJo3b07btm1xd3dX3iKmjjqXZPoRlixZgr+/P+7u7owfP55Vq1Zx8ODB3A4rz0pISGD06NHkz58fHx8fpk6dyvHjx/Hw8CAlJYUxY8ZgaGjI6tWradu2LePGjSM4OBiAZ8+eMWbMGFq1asWaNWsoWrQoY8aMITk5OZdLlXecO3eOXbt2Kb9LnavPkiVLOHbsGPPmzWPBggWcOXOGFStWSJ2r0Zw5cwgNDWX58uW4urqyd+9eNmzYoLY6l2SaSbGxsezcuRNnZ2eqVq1KkyZN6N69O1u2bMnt0PKsa9eu8ejRIyZNmoSFhQVWVlYMGDCA/fv3c+HCBR4+fMj48eMpV64cvXr1olatWsqH/44dO6hYsSI9e/akXLlyTJw4kdDQUC5cuJDLpcobYmNjmTlzJrVr11a2SZ2rx6tXr9i6dSu///47tWvXplatWjg6OnLz5k2pczU6deoUXbt2pXz58nzzzTfY29tz4cIFtdW5JNNMCgwMJD4+XuXDx9LSkuvXr5OYmJiLkeVdZcqUYdGiRRQsWFDZpqGhQUJCAgEBAVSqVAk9PT1lX+3atbl69SoAAQEB1KlTR9mnq6tL5cqVlf3i/Tw8PLCyssLKykrZJnWuHpcvX0ZHRwcbGxtlm4ODA4sXL5Y6VyNDQ0P2799PXFwcz58/58yZM1SpUkVtdS7JNJPCwsIwMDBAR0dH2VakSBESEhKIjIzMvcDysMKFC6t8wCQnJ7NlyxYsLS0JCwujWLFiKscXKVKE0NBQ4O3fw9jYOMP9ImP+/v4cOXKEESNGqGyXOleP4OBgSpQowYEDB+jSpQvff/89ixcvJiEhQepcjcaNG4efnx9Nmzalbdu2FC1aFEdHR7XVuSwnmElxcXHkz59fZVvq7/Ly8OyxaNEibt26xerVq9mwYQPa2qqvj8ufPz8JCQlA+n8PbW1t+Vt8QHx8PH/88QejRo3CwMBAZV9cXJzUuRrExMTw5MkT/vzzT8aPH8/r16+ZPXs2SUlJUudq9OjRIypXrkz//v2JiYlh7ty5LFmyRG11Li3TTMqfP3+aykz9XVdXNzdC+mKkpKQwf/58tmzZwvTp0ylfvjw6OjrKf9yp4uPjlbpO7++RkJAgf4sP8PHxwdzcnObNm6fZJ3WuHlpaWsTExDB16lQsLS1p2LAhw4cPZ/v27Whra0udq8Hjx49ZuHAhEyZMoHbt2jRs2BAXFxe2bNmitjqXlmkmFS9enFevXpGQkKB8qwkPDyd//vxpvuGLzEtOTmb69Ons37+fGTNm0KRJEwCKFStGYGCgyrEREREULVoUePv3CA8PV9kfHh5O+fLlcybwPOrAgQOEh4cr9ZyQkEBycjJNmjShd+/eUudqYGxsjKamJqVKlVK2lSlThjdv3lC0aFHu3r2rcrzUedbduHGDggULYmJiomyrUqUKSUlJGBsbq6XOpWWaSZUqVUJbWxt/f39l25UrV6hSpQpaWvKd5FMtWrSIAwcOMHv2bJo1a6Zsr1GjBrdv3yY2NlbZdvnyZWrUqKHsv3LlirIvLi6O27dvK/tF+jw9Pdm4cSPr169n/fr1dOjQgapVq7J+/XqpczWpWbMmSUlJ3LlzR9kWFBSEnp4eNWvWlDpXg2LFivHq1SuePXumbLt//z7w9ouMOupckmkm6erq0qZNG+bMmcO1a9c4ceIE69evp0uXLrkdWp519epVNm3ahJOTE1WrViUsLEz5Z2VlhampKa6urty9e5c1a9YQEBBAhw4dAGjXrh3Xrl1j5cqV3Lt3j+nTp2NiYoK1tXXuFuozV6JECczNzZV/hQoVQkdHB3Nzc6lzNSldujSNGzdm6tSp3Lhxg0uXLuHu7k779u2xtraWOleDGjVqUKlSJaZOnUpgYCBXr15lxowZtG7dmu+++04tdS6vYPsIcXFxzJo1i7///hs9PT26detGt27dcjusPGvx4sX4+vqmu+/06dOEhIQwffp0rl27RsmSJRk1ahT169dXOWbhwoU8ffqUGjVq4OLiotKVJj7Mw8ODK1eu4OnpCbydtCF1nv1iYmJYsGABR48eRVNTk7Zt2zJs2DC0tLSkztXk+fPnLFiwgAsXLqCtrc13333H0KFD0dXVVUudSzIVQgghski6eYUQQogskmQqhBBCZJEkUyGEECKLJJkKIYQQWSTJVAghhMgiSaZCiC9aSoo8sCDUT5KpEOkYOHAgDRo0yPC1S46OjgwcODBHYnny5Ak2Njbs2LEjR+73MUJDQxk8eDC2trY0b96chw8fpjlmz5492NjYqPxr1KgRHTt2ZPbs2Tx//lxt8d27dw9HR0flNYmfc12KvE3WwRMiA0lJSbi6urJ+/XpZWDwDGzZswM/PjwkTJlC8eHHMzMwyPPaPP/5QXn0VGxtLUFAQ69at4++//2bFihWULFky2+M7fPiwyhKgQqiLtEyFyIC+vj4PHz5k2bJluR3KZysqKoqiRYvi4OCAjY3Ne9eprlKlCpaWllhaWtKgQQN++eUXfHx8SEhIYObMmTkYtRDZT5KpEBkoX7487du3Z/Pmzfj5+b332IEDB+Lo6Kiy7dGjR9jY2LBnzx4ALl68iI2NDefOnVO6Rtu1a8f27duJiIhgwoQJNG3alNatW+Pu7p5mrC88PJwxY8Zga2uLg4MDnp6eSvdlqn/++YfevXtja2uLvb09s2bNIjo6Wtm/Z88eGjRowJ49e2jTpg3Nmzfn2rVr6ZYpOjqaRYsW0bFjRxo1akSXLl1Uukfbt2/Pnj17eP78OTY2Nri6un6wTt9VsmRJOnbsyLlz53j8+LGy/d69ezg7O9OsWTOaNGnCqFGjePDggcq5T548YfLkybRp04YGDRpgb2/P5MmTiYyMBMDV1RUfHx8AGjZsqPwdAF68eMGECRNo1qwZzZo1Y8KECcp58PaF3r/++istW7bE1taWHj16cODAgY8un/h6SDIV4j1GjhyJqakp06ZNU3nLRFZMmDCBevXqMWfOHMzNzZk9ezaDBg2iePHi/PHHHzRs2JC1a9dy6NAhlfN8fHwoWLAgM2fOpE2bNqxevRoPDw9l/6FDhxgzZgympqbMmDEDR0dHDh8+zIgRI1SSblJSEsuXL2fs2LEMHTqUypUrp4kxLi4OR0dH9u7dS9euXZk9eza1atVixowZSoKaOXMmDRs2pHDhwnh5edGnT59Pqo/UNVEvX74MvP0S0r9/f54+fcr48eNxcXHh+fPn9O/fX3kLSFxcHIMGDeLu3buMGjWKRYsW0blzZw4ePIi7uzsAffr0oV27dsDbt+U0bNhQuaeXlxf6+vrMnDmTvn37cuTIEebMmQO8fS3gqFGjePHiBb///jtz5syhVKlSTJw4UYlRiHfJmKkQ76Gnp8eECRMYOnQobm5u/Prrr1m+ZuvWrenVq5dy/f79+1O+fHmGDx8OQIMGDThy5AhXrlyhZcuWynnffPMNU6dOBaBRo0bExcXx559/0qNHDwwNDVmyZAlWVlbMmjVLOadixYo4Ojpy5MgR7O3tle29evVSeeXdu/bs2cPdu3fx9PTEysoKgG+//ZakpCRWr15Np06dqFatGoULF0ZbWxtLS8tPro/U90imvkPS29sbTU1NPDw8MDQ0BN62LH/44QdWrlzJ+PHjefjwIcbGxkyaNIkyZcoAUK9ePW7cuKH0IpQuXVp5n2WtWrXQ0tLiyZMnANja2vLbb78Bb5P5jRs3OHfuHPC21Xr//n2mTp1K06ZNAbC2tqZYsWJoaGh8cjnFl01apkJ8gLW1NZ06dWLr1q3KB25W/DfxGBsbA28/7FPly5cPAwMDXr16pXLefxMrQLNmzXjz5g3+/v48fPiQZ8+e0bRpUxITE5V/1atXx9jYmH///Vfl3AoVKrw3Rj8/P4oXL64k0lRt27YlPj4+w1nOWZGaqM6fP0/dunXR09NTyqGrq4uNjQ1nz54F3r5feMWKFZQuXZrg4GDOnj2Lr68vDx48ID4+/oP3erdcpUqVUuq7SJEiVKhQgRkzZjBt2jQOHTpEdHQ0zs7O1K5dO5tLLb4U0jIVIhOGDRvGmTNnmD59Ohs2bMjStQoWLJhm27uzhdNrAaW24FIVKVIEeDsJKHW8b/78+cyfPz/Nue8+fvLutd4VFRWlXD+9895N9FmRGlvx4sUBiIyM5OjRoyrdsqn+O8Fp06ZNrF69moiICIoUKULVqlXR1dXlzZs3H7xnevWdOkatoaGBu7s7q1ev5tixY+zevRtNTU3q16/Pb7/9prR2hfgvSaZCZEKBAgWYOHEigwYNYtGiRWn2a2hokJSUpLItJiYm3Wt9aldhVFSUyu+p3aJFihRBX18fgCFDhqT7EmM9Pb2PupeBgQH3799Psz018RkZGX3U9d7n/PnzaGhoUKdOHQAKFSpE3bp16dGjR4bn7N+/nwULFjBs2DAcHBwoXLgwAOPHj8+WVnORIkVwdnbG2dmZBw8ecOzYMVasWMGsWbNYuHBhlq8vvjzSzStEJllZWdGlSxd27drFnTt3VPbp6ekRGhqqMgP34sWL2Xr/EydOqPx+4MABdHR0qFGjBmXLlqVIkSIEBwdTrVo15Z+ZmRlubm4fnWCsrKwIDQ1NM4t5//79aGpqUqNGjSyXB+DZs2ds376dRo0aKS0+Kysr7t27R6VKlVTKsnnzZmVG7ZUrVyhYsCA9evRQEmlMTAxXrlwhOTlZub6mpuZHx+Tv70+rVq2UWc5lypShV69e1K1bl5CQkKwWWXyhpGUqxEcYPHgwp0+fTrPSj62tLSdOnGD27Nl899133Lx5ky1btmTrhJWTJ0+yYMECGjZsyNmzZ9mxYwf9+/fHwMAAeNsqnT59OgCNGzcmNjaWtWvX8vjx44+eOOXg4MCWLVsYN24cjo6OlCxZkhMnTrB792769OmjTAz6GDdv3lRa03FxcQQGBrJ582Z0dHQYO3ascpyjoyN9+/Zl2LBhdO7cmQIFCrBr1y6OHj2qPH5TvXp1tm7dyvz587G1teX58+f4+voSHh6u0o2e2mI/ePAgdevWzVSclStXRldXl0mTJtG3b1+KFStGQEAAZ8+epX///h9dbvF1kGQqxEdI/ZB1cnJS2e7g4MCTJ0/YvXs3e/fupUaNGixcuPC9XZUfy9nZmSNHjrBt2zaKFi3KiBEj+OWXX5T97dq1Q09Pj7Vr17Jv3z50dXWpWbMmLi4uWFhYfNS9dHV1Wb58OUuXLmXlypVER0dTunRpfv/9dzp06PBJ8bu4uCg/6+npYWJiQps2bejSpYvKGG758uXx9vbGw8OD6dOnk5ycjIWFBTNmzKB58+bA24lQT548YdeuXezYsYNixYrRsGFDfvrpJ2bMmEFgYCAVK1akZcuW7Nu3jz/++AMnJydatGjxwTh1dHRwd3dn6dKluLm58erVK0qUKMGgQYOy9e8pviwakZGRsgq0EEIIkQUyZiqEEEJkkSRTIYQQIoskmQohhBBZJMlUCCGEyCJJpkIIIUQWSTIVQgghskiSqRBCCJFFkkyFEEKILJJkKoQQQmTR/wGIts3Pf3hA6QAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ncdcdata_rnDeaths_plot = sns.barplot(x='Number of Deaths', y='States Affected', data=ncdcdata_rn_10Deaths, color = 'blue').set_title('Top 10 Highest Death Cases')\n" + ] + }, + { + "cell_type": "markdown", + "id": "204b639c", + "metadata": {}, + "source": [ + "As at 30th August, 2022, Lagos has the highest death cases also due to its high population and number of confirmed cases and death cases. It was the first to record its first in Nigeria. It is began to be the hottest spot before spreading nationwide. Lagos is the busiest point of transit during international travels, hence the reason why most inbound passanges had the largest confirmed cases that might have led to deaths. \n", + "\n", + "\n", + "The incidences thins out as we progress from Lagos, with Borno having the lowest death case. This may be attributed to the distance from the major hot spot, Lagos." + ] + }, + { + "cell_type": "code", + "execution_count": 125, + "id": "8dea2020", + "metadata": {}, + "outputs": [], + "source": [ + "#Generate a line plot for the total daily confirmed, recovered and death cases in Nigeria" + ] + }, + { + "cell_type": "code", + "execution_count": 126, + "id": "de574c85", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Lat 9.0820\n", + "Long 8.6753\n", + "1/22/20 0.0000\n", + "1/23/20 0.0000\n", + "1/24/20 0.0000\n", + " ... \n", + "8/26/22 263322.0000\n", + "8/27/22 263407.0000\n", + "8/28/22 263407.0000\n", + "8/29/22 263407.0000\n", + "8/30/22 263526.0000\n", + "Name: Nigeria, Length: 954, dtype: float64" + ] + }, + "execution_count": 126, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#extracting data for confirmed cases in Nigeria\n", + "confirmed_nig = JH_confirmed_global.groupby('Country/Region').sum().loc['Nigeria']\n", + "confirmed_nig" + ] + }, + { + "cell_type": "code", + "execution_count": 127, + "id": "eb9f4215", + "metadata": {}, + "outputs": [], + "source": [ + "TotalConfirmed=JH_Daily_Confirmed_Nigeriadf.sum(axis=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 128, + "id": "7658da46", + "metadata": {}, + "outputs": [], + "source": [ + "TotalRecoveries=JH_Daily_Recovery_Nigeriadf.sum(axis=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 129, + "id": "1a7e95d0", + "metadata": {}, + "outputs": [], + "source": [ + "TotalDeaths = JH_Daily_DeathsNigeriadf.sum(axis=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 130, + "id": "30b584e7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Confirmed Cases 137490811\n", + "dtype: int64" + ] + }, + "execution_count": 130, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "TotalConfirmed" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "id": "9a3442af", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Recovered Cases 39492087\n", + "dtype: int64" + ] + }, + "execution_count": 131, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "TotalRecoveries" + ] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "43abaae9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Death Cases 1799577\n", + "dtype: int64" + ] + }, + "execution_count": 132, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "TotalDeaths" + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "b03e0e6d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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total
Confirmed Cases137490811
Recovered Cases39492087
Death Cases1799577
\n", + "
" + ], + "text/plain": [ + " total\n", + "Confirmed Cases 137490811\n", + "Recovered Cases 39492087\n", + "Death Cases 1799577" + ] + }, + "execution_count": 133, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Getting a dataframe for total daily cases\n", + "z = np.array([137490811, 39492087, 1799577])\n", + "df2 = pd.DataFrame(z, columns=['total'], index=[\"Confirmed Cases\", \"Recovered Cases\", \"Death Cases\"])\n", + "df2" + ] + }, + { + "cell_type": "markdown", + "id": "2ad89fb5", + "metadata": {}, + "source": [ + "TODO E - Generate a line plot for the total daily confirmed, recovered and death cases in Nigeria" + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "id": "c134d84c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Daily Total Confirmed Cases')" + ] + }, + "execution_count": 134, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting daily data for confirmed cases in Nigeria using seaborn's line plot\n", + "plt.figure(figsize = (10,5))\n", + "sns.lineplot(data = JH_Daily_Confirmed_Nigeriadf , x = 'Date', y = 'Confirmed Cases').set_title('Daily Total Confirmed Cases')" + ] + }, + { + "cell_type": "markdown", + "id": "01e89bf7", + "metadata": {}, + "source": [ + "There is apparent increase in daily confirmed cases are cummulative values, as at 30th August, 2022." + ] + }, + { + "cell_type": "code", + "execution_count": 124, + "id": "fb51b47b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Daily Total Recoveries')" + ] + }, + "execution_count": 124, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting daily data for Recovered cases in Nigeria using seaborn's line plot\n", + "plt.figure(figsize = (10,5))\n", + "sns.lineplot(data = JH_Daily_Recovery_Nigeriadf , x = 'Date', y = 'Recovered Cases').set_title('Daily Total Recoveries')" + ] + }, + { + "cell_type": "markdown", + "id": "d65ffa95", + "metadata": {}, + "source": [ + "Increased daily recovery cases were recorded with brief periods of unchangin records.\n", + "\n", + "These records again were cummulative values. \n", + "\n", + "No record of recovery in Nigeria was recorded from 2021-09 because only death cases were recorded as cummulative confirmed cases increased as time of data retrieval on 30th August, 2022." + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "1d7714f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Daily Total Deaths')" + ] + }, + "execution_count": 136, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting daily data for death cases in Nigeria using a seaborn's line plot\n", + "plt.figure(figsize = (10,5))\n", + "sns.lineplot(data = JH_Daily_DeathsNigeriadf, x = 'Date', y = 'Death Cases').set_title('Daily Total Deaths')" + ] + }, + { + "cell_type": "markdown", + "id": "906c6d18", + "metadata": {}, + "source": [ + "Record for daily total deaths were cummulatively increasing with intervals of unchanging records as at the time of data retrieval on 30th August, 2022." + ] + }, + { + "cell_type": "markdown", + "id": "104f09fa", + "metadata": {}, + "source": [ + "# TODO F -\n", + "\n", + ">Determine the daily infection rate, you can use the Pandas diff method to find the derivate of the total cases.\n", + ">Generate a line plot for the above" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "id": "d57cb913", + "metadata": {}, + "outputs": [], + "source": [ + "#Determine the daily infection rate, using the Pandas diff method to find the derivate of the total cases.\n", + "JH_Daily_Confirmed_Nigeriadf['Infection Rate'] = JH_Daily_Confirmed_Nigeriadf['Confirmed Cases'].diff()" + ] + }, + { + "cell_type": "markdown", + "id": "d8a84cce", + "metadata": {}, + "source": [ + "# TODO J -\n", + "\n", + ">Provide more analyses by extending TODO G & H. Meaning, determine relationships between more features.\n", + ">Provide a detailed summary of your findings." + ] + }, + { + "cell_type": "code", + "execution_count": 138, + "id": "2e78df9a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateConfirmed CasesInfection Rate
02020-01-220NaN
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22020-01-2400.0
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............
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\n", + "
" + ], + "text/plain": [ + " Date Confirmed Cases Infection Rate\n", + "0 2020-01-22 0 NaN\n", + "1 2020-01-23 0 0.0\n", + "2 2020-01-24 0 0.0\n", + "3 2020-01-25 0 0.0\n", + "4 2020-01-26 0 0.0\n", + ".. ... ... ...\n", + "947 2022-08-26 263322 0.0\n", + "948 2022-08-27 263407 85.0\n", + "949 2022-08-28 263407 0.0\n", + "950 2022-08-29 263407 0.0\n", + "951 2022-08-30 263526 119.0\n", + "\n", + "[952 rows x 3 columns]" + ] + }, + "execution_count": 138, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Checking if new data has been created\n", + "JH_Daily_Confirmed_Nigeriadf" + ] + }, + { + "cell_type": "code", + "execution_count": 139, + "id": "edf41ce5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 139, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Generating a line plot for daily infection rate in Nigeria from global data\n", + "plt.figure(figsize = (20,10))\n", + "sns.lineplot(x = 'Date', y = 'Infection Rate', data = JH_Daily_Confirmed_Nigeriadf)" + ] + }, + { + "cell_type": "markdown", + "id": "3aa2ff9d", + "metadata": {}, + "source": [ + "# TODO G -\n", + "\n", + ">Calculate maximum infection rate for a day (Number of new cases)\n", + ">Find the date" + ] + }, + { + "cell_type": "code", + "execution_count": 140, + "id": "a46fdc9c", + "metadata": {}, + "outputs": [], + "source": [ + "#Calculating maximum infection rate for a day (Number of new cases)\n", + "#Find the date\n", + "Highest_infection_rate=JH_Daily_Confirmed_Nigeriadf['Infection Rate'].max()" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "8baf6f59", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6158.0" + ] + }, + "execution_count": 141, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Highest_infection_rate" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "d0baa6e0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
DateConfirmed CasesInfection Rate
7002021-12-222314136158.0
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" + ], + "text/plain": [ + " Date Confirmed Cases Infection Rate\n", + "700 2021-12-22 231413 6158.0" + ] + }, + "execution_count": 142, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Find the date\n", + "JH_Daily_Confirmed_Nigeriadf[JH_Daily_Confirmed_Nigeriadf['Infection Rate'] == 6158.0]" + ] + }, + { + "cell_type": "code", + "execution_count": 143, + "id": "fe6fc629", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-30.0" + ] + }, + "execution_count": 143, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Calculating minimum infection rate for a day (Number of new cases)\n", + "Lowest_infection_rate=JH_Daily_Confirmed_Nigeriadf['Infection Rate'].min()\n", + "Lowest_infection_rate" + ] + }, + { + "cell_type": "code", + "execution_count": 145, + "id": "39a3618a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateConfirmed CasesInfection Rate
8122022-04-13255633-30.0
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" + ], + "text/plain": [ + " Date Confirmed Cases Infection Rate\n", + "812 2022-04-13 255633 -30.0" + ] + }, + "execution_count": 145, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Find the date for minimum infection rate\n", + "JH_Daily_Confirmed_Nigeriadf[JH_Daily_Confirmed_Nigeriadf['Infection Rate'] == -30.0]" + ] + }, + { + "cell_type": "markdown", + "id": "4adb27f6", + "metadata": {}, + "source": [ + "# TODO H - Determine the relationship between the external dataset and the NCDC COVID-19 dataset. Here you will generate a line plot of top 10 confirmed cases and the overall community vulnerability index on the same axis. From the graph, explain your observation.\n", + "Steps\n", + "\n", + ">Combine the two dataset together on a common column(states)\n", + ">Create a new dataframe for plotting. This DataFrame will contain top 10 states in terms of confirmed cases i.e sort by confirmed cases. Hint: Check out Pandas nlargest function. This tutorial can help out\n", + ">Plot both variable on the same axis. Check out this tutorial" + ] + }, + { + "cell_type": "code", + "execution_count": 146, + "id": "c3bba6f9", + "metadata": {}, + "outputs": [], + "source": [ + "# Determining the relationship between the external dataset and the NCDC COVID-19 dataset. \n", + "# Will generate and explain a line plot of top 10 confirmed cases and the overall community vulnerability index on the same axis. " + ] + }, + { + "cell_type": "code", + "execution_count": 149, + "id": "22ecd770", + "metadata": {}, + "outputs": [], + "source": [ + "covid_external.rename(columns = {'states': 'States Affected'}, inplace = True)" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "id": "a9211792", + "metadata": {}, + "outputs": [], + "source": [ + "#Combine the two dataset together on a common column(states)\n", + "NCDC_external = ncdcdata_rn.merge(covid_external, on = 'States Affected', how = 'inner')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 152, + "id": "609028d1", + "metadata": {}, + "outputs": [], + "source": [ + "#Obtain top 10 Lab confirmed cases fro external data using df.nlargest()\n", + "Top10_NCDC_external = NCDC_external.nlargest(10, 'Number of Lab Confirmed Cases')" + ] + }, + { + "cell_type": "code", + "execution_count": 153, + "id": "9582ba5f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Unnamed: 0States AffectedNumber of Lab Confirmed CasesNumber of Cases on AdmissionNumber of Cases DischargedNumber of DeathsregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
00Lagos1031452102372771South West139920000.00.11.00.30.11.00.10.40.93
11FCT2916112028792249North Central48650000.30.00.90.40.60.90.60.20.79
22Rivers1775518017420155South South77630000.40.50.90.60.60.90.10.11.00
33Kaduna11487201137889North West92270000.70.10.90.80.90.40.60.40.86
44Oyo10328210124202South West87370000.20.70.80.20.80.60.20.31.06
55Plateau10309271020775North Central47660000.40.50.40.80.30.30.50.30.93
66Edo78211027398321South South47050000.10.90.80.10.10.50.40.31.09
77Ogun581011571782South West58780000.30.60.70.50.60.60.00.21.07
88Delta56533715170112South South63030000.40.60.70.21.00.60.50.41.08
99Kano5186505009127North West147260000.60.20.10.30.40.80.80.50.87
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" + ], + "text/plain": [ + " Unnamed: 0 States Affected Number of Lab Confirmed Cases \\\n", + "0 0 Lagos 103145 \n", + "1 1 FCT 29161 \n", + "2 2 Rivers 17755 \n", + "3 3 Kaduna 11487 \n", + "4 4 Oyo 10328 \n", + "5 5 Plateau 10309 \n", + "6 6 Edo 7821 \n", + "7 7 Ogun 5810 \n", + "8 8 Delta 5653 \n", + "9 9 Kano 5186 \n", + "\n", + " Number of Cases on Admission Number of Cases Discharged Number of Deaths \\\n", + "0 2 102372 771 \n", + "1 120 28792 249 \n", + "2 180 17420 155 \n", + "3 20 11378 89 \n", + "4 2 10124 202 \n", + "5 27 10207 75 \n", + "6 102 7398 321 \n", + "7 11 5717 82 \n", + "8 371 5170 112 \n", + "9 50 5009 127 \n", + "\n", + " region Population Overall CCVI Index Age Epidemiological \\\n", + "0 South West 13992000 0.0 0.1 1.0 \n", + "1 North Central 4865000 0.3 0.0 0.9 \n", + "2 South South 7763000 0.4 0.5 0.9 \n", + "3 North West 9227000 0.7 0.1 0.9 \n", + "4 South West 8737000 0.2 0.7 0.8 \n", + "5 North Central 4766000 0.4 0.5 0.4 \n", + "6 South South 4705000 0.1 0.9 0.8 \n", + "7 South West 5878000 0.3 0.6 0.7 \n", + "8 South South 6303000 0.4 0.6 0.7 \n", + "9 North West 14726000 0.6 0.2 0.1 \n", + "\n", + " Fragility Health System Population Density Socio-Economic \\\n", + "0 0.3 0.1 1.0 0.1 \n", + "1 0.4 0.6 0.9 0.6 \n", + "2 0.6 0.6 0.9 0.1 \n", + "3 0.8 0.9 0.4 0.6 \n", + "4 0.2 0.8 0.6 0.2 \n", + "5 0.8 0.3 0.3 0.5 \n", + "6 0.1 0.1 0.5 0.4 \n", + "7 0.5 0.6 0.6 0.0 \n", + "8 0.2 1.0 0.6 0.5 \n", + "9 0.3 0.4 0.8 0.8 \n", + "\n", + " Transport Availability Acute IHR \n", + "0 0.4 0.93 \n", + "1 0.2 0.79 \n", + "2 0.1 1.00 \n", + "3 0.4 0.86 \n", + "4 0.3 1.06 \n", + "5 0.3 0.93 \n", + "6 0.3 1.09 \n", + "7 0.2 1.07 \n", + "8 0.4 1.08 \n", + "9 0.5 0.87 " + ] + }, + "execution_count": 153, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Top10_NCDC_external" + ] + }, + { + "cell_type": "code", + "execution_count": 156, + "id": "9a6421b6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 2-axis plotting to establish relationship between overal CCVI index and Lab confirmed cases \n", + "fig = plt.figure(figsize = (10,5))\n", + "ax1 = fig.add_subplot(1,1,1)\n", + "ax1.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Number of Lab Confirmed Cases'])\n", + "ax1.set_ylabel('No. of Cases (Lab Confirmed)')\n", + "\n", + "ax2 = ax1.twinx()\n", + "ax2.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Overall CCVI Index'], 'r-')\n", + "ax2.set_ylabel('Overall CCVI Index', color='r')\n", + "for tl in ax2.get_yticklabels():\n", + " tl.set_color('r')\n", + "\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "bffcdf76", + "metadata": {}, + "source": [ + "General progression of relationsip between number of confirmed cases and OCCVI for the top 10 states shows an inverse correlation. Southern States like Lagos were not severely impacted by COVID-19 crisis. Northern States showed that they were worst hit by the effect of COVID-19.\n", + "\n", + "Lagos with the highest No of confirmed cases still has the lowest vulnerability index. Conversely however, Kaduna, Kano and Plateau with relatively lower confirmed cases showed higher overall CCVI index respectively, with Kano recording the overall lowest confirmed cases and Kaduna with the overall highest OCCVI. States like Rivers, Oyo, Edo, Ogun and Delta showed lower confirmed cases and corresponding OCCVI.\n", + "\n", + "This observation might suggest that Southern States like Lagos were not severely impacted by COVID-19 crisis due to some factors like education, infrastructure and stronger economy of which most northern states are challenged with.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 395, + "id": "6a1cf186", + "metadata": {}, + "outputs": [], + "source": [ + "#Further Analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 157, + "id": "729ce8f8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 2-axis plotting to establish relationship between overal CCVI index and Socio-Economic index\n", + "fig = plt.figure(figsize = (10,5))\n", + "ax1 = fig.add_subplot(1,1,1)\n", + "ax1.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Socio-Economic'])\n", + "ax1.set_ylabel('Socio-Economic')\n", + "\n", + "ax2 = ax1.twinx()\n", + "ax2.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Overall CCVI Index'], 'g-')\n", + "ax2.set_ylabel('Overall CCVI Index', color='g')\n", + "for tl in ax2.get_yticklabels():\n", + " tl.set_color('g')" + ] + }, + { + "cell_type": "markdown", + "id": "749e0d26", + "metadata": {}, + "source": [ + "Low Socio-economic index reflects the social and economic empowerments such as lower poverty rate, access to information, education and employment, higher index indicates high poverty, illiteracy e.t.c\n", + "\n", + "With the exception of Delta, most southern states have lower Socio-economic index than northern states with Lagos and Ogun showing the lowest.\n", + "\n", + "With Kaduna and Kano again with the highest OCCVI, Kaduna's lower Socio-economic index is the same as Lagos while Kano has the highest Socio-economic index. \n", + "\n", + "Lagos shows low Socio-economic index with also a correspondingly low overall OCCVI.\n", + "\n", + "Rivers had high Socio-economic index but high OCCVI index.\n", + "\n", + "Both indices are virtually the same for Oyo state, while Edo showed lower OCCVI with high OCCVI.\n", + "\n", + "Both indices are roughly the same for Delta and Plateau.\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "id": "03328e1e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#2-axis plotting to establish relationship between overal CCVI index and Acute IHR Index.\n", + "fig = plt.figure(figsize = (10,5))\n", + "ax1 = fig.add_subplot(1,1,1)\n", + "ax1.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Acute IHR'])\n", + "ax1.set_ylabel('Acute IHR')\n", + "\n", + "ax2 = ax1.twinx()\n", + "ax2.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Overall CCVI Index'], 'y-')\n", + "ax2.set_ylabel('Overall CCVI Index', color='y')\n", + "for tl in ax2.get_yticklabels():\n", + " tl.set_color('y')" + ] + }, + { + "cell_type": "markdown", + "id": "ceca7d9a", + "metadata": {}, + "source": [ + "Inverse correlation between Overall CCVI index and Acute IHR were observed in all top 10 states. \n", + "\n", + "All Southern states have higher Acute IHR and corresponding low Overall CCVI, while northern states (Kaduna, Plataeu and Kano) showed lower Acute IHR and correspondingly higher Overall CCVI index. \n", + "\n", + "Plateau State apparently appears in between the situation with northern and southern states. Lagos has the lowest Overall CCVI with its corresponding high Acute IHR, while Kaduna has the highest Overall CCVI index with its corresponding Acute IHR index.\n", + "\n", + "Thsese observation suggests that the impact of covid crisis cannot be traced to Acute IHR alone." + ] + }, + { + "cell_type": "code", + "execution_count": 161, + "id": "e2b86b77", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#2-axis plotting to establish relationship between overal CCVI index and Fragility index.\n", + "fig = plt.figure(figsize = (10,5))\n", + "ax1 = fig.add_subplot(1,1,1)\n", + "ax1.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Fragility'])\n", + "ax1.set_ylabel('Fragility')\n", + "\n", + "ax2 = ax1.twinx()\n", + "ax2.plot(Top10_NCDC_external['States Affected'], Top10_NCDC_external['Overall CCVI Index'], 'b-')\n", + "ax2.set_ylabel('Overall CCVI Index', color='b')\n", + "for tl in ax2.get_yticklabels():\n", + " tl.set_color('b')\n" + ] + }, + { + "cell_type": "markdown", + "id": "1a6aaf93", + "metadata": {}, + "source": [ + "Fragility indices tend to correlate inversely with overall CCVI index. Subfactors considered for fragility index include: Population of concern sites, Food insecurity, Civil Unrest, e.t.c. Northern states (Kaduna, FCT, Plateau) tend to have high fragility score but only Kaduna and FCT show that their Overall CCVI index is traceable to their corresponding high fragility index. The same cannot be said about Kano and plateau.\n", + "\n", + "Southern states with comparatively lower fragility index (Edo having the lowest), have slightly higher corresponding Overall CCVI score except for Lagos which shows the overall low fragility score but slightly higher fragility score. \n", + "\n", + "Summarily, the direct correlation in only two northern states (Kaduna and FCT) demonstrates that vulnerability to the covid crisis is indeed tied to fragility scores, while the vulnerability may not be associated to fragility for the others in the top ten states.\n" + ] + }, + { + "cell_type": "markdown", + "id": "8d262114", + "metadata": {}, + "source": [ + "TODO I - Determine the relationship between the external dataset and the NCDC COVID-19 dataset.\n", + "\n", + ">Here you will generate a regression plot between two variables to visualize the linear relationships - Confirmed Cases and Population Density. Hint: Check out Seaborn Regression Plot.\n", + ">Provide a summary of your observation" + ] + }, + { + "cell_type": "markdown", + "id": "1b05f7bd", + "metadata": {}, + "source": [ + "# Determining the relationship between the external dataset and the NCDC COVID-19 dataset.\n", + "\n", + "#Generating a regression plot between two variables to visualize the linear relationships - Confirmed Cases and Population Density. Hint: Check out Seaborn Regression Plot.\n", + "\n", + "#Also will Provide a summary of observation" + ] + }, + { + "cell_type": "code", + "execution_count": 162, + "id": "79236f5a", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Regression plot between Confirmed cases population density of top 10 states.\n", + "# regplot\n", + "plt.figure(figsize = (10,5))\n", + "ax = sns.regplot(x=\"Population Density\", y=\"Number of Lab Confirmed Cases\", data=Top10_NCDC_external).set_title('Confirmed Cases and Population Density for top 10 states')" + ] + }, + { + "cell_type": "markdown", + "id": "eaf3d582", + "metadata": {}, + "source": [ + "For the top ten (10) highest confirmed cases, it is generally observed that only a few states there tend to have higher incidences of confirmed cases as population density tend to increase. However, many outliers (exception to this case) exists: There are three occurences which are above the common distribution value across states and there are five occurences which are below the common distribution value in states of various population densities. \n", + "\n", + "This shows that number of cases confirmed for those three ocuurences above the trendline are associated with higher number of confirmed cases and lower population densities. The five occurences demonstrates that lower records of confirmed cases are associated with higher popullation densities.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 163, + "id": "6faecbce", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Regression Plot for Lab confirmed cases vs population density for all states\n", + "plt.figure(figsize = (10,5))\n", + "ax = sns.regplot(x=\"Population Density\", y=\"Number of Lab Confirmed Cases\", data=NCDC_external).set_title('Confirmed Cases and Population Density for all States')" + ] + }, + { + "cell_type": "markdown", + "id": "2e596b41", + "metadata": {}, + "source": [ + "The general trend for all states indicates that lower record of Lab confirmed cases is associated with higher population densities across all states. The many outliers below the trend line indicates this." + ] + }, + { + "cell_type": "code", + "execution_count": 164, + "id": "96eb987a", + "metadata": {}, + "outputs": [], + "source": [ + "# Further analysis on other indicators: Recovery rate\n", + "JH_Daily_Recovery_Nigeriadf['Recovery Rate'] = JH_Daily_Recovery_Nigeriadf['Recovered Cases'].diff()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 165, + "id": "a243f893", + "metadata": {}, + "outputs": [], + "source": [ + "# Further analysis on other indicators: Death rate\n", + "JH_Daily_DeathsNigeriadf['Death Rate'] = JH_Daily_DeathsNigeriadf['Death Cases'].diff()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 166, + "id": "cb091148", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Daily Recovery Rate in Nigeria')" + ] + }, + "execution_count": 166, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Further analysis on other indicators: lineplot of Recovery rate \n", + "plt.figure(figsize = (20,10))\n", + "sns.lineplot(x = 'Date', y = 'Recovery Rate', data = JH_Daily_Recovery_Nigeriadf).set_title('Daily Recovery Rate in Nigeria')" + ] + }, + { + "cell_type": "markdown", + "id": "544b3271", + "metadata": {}, + "source": [ + "The highest recorded rate of recovery of 11188.0 was made on 2020-08-04 while the lowest was -165208.0 on 2021-08-05." + ] + }, + { + "cell_type": "code", + "execution_count": 167, + "id": "9f6df269", + "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", + " \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", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
DateRecovered CasesRecovery Rate
02020-01-220NaN
12020-01-2300.0
22020-01-2400.0
32020-01-2500.0
42020-01-2600.0
............
9472022-08-2600.0
9482022-08-2700.0
9492022-08-2800.0
9502022-08-2900.0
9512022-08-3000.0
\n", + "

952 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " Date Recovered Cases Recovery Rate\n", + "0 2020-01-22 0 NaN\n", + "1 2020-01-23 0 0.0\n", + "2 2020-01-24 0 0.0\n", + "3 2020-01-25 0 0.0\n", + "4 2020-01-26 0 0.0\n", + ".. ... ... ...\n", + "947 2022-08-26 0 0.0\n", + "948 2022-08-27 0 0.0\n", + "949 2022-08-28 0 0.0\n", + "950 2022-08-29 0 0.0\n", + "951 2022-08-30 0 0.0\n", + "\n", + "[952 rows x 3 columns]" + ] + }, + "execution_count": 167, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "JH_Daily_Recovery_Nigeriadf" + ] + }, + { + "cell_type": "code", + "execution_count": 168, + "id": "d727aa53", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "11188.0" + ] + }, + "execution_count": 168, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Highest recovery rate\n", + "Highest_recovery_rate=JH_Daily_Recovery_Nigeriadf['Recovery Rate'].max()\n", + "Highest_recovery_rate" + ] + }, + { + "cell_type": "code", + "execution_count": 169, + "id": "dc8e69c8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
DateRecovered CasesRecovery Rate
1952020-08-043185111188.0
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" + ], + "text/plain": [ + " Date Recovered Cases Recovery Rate\n", + "195 2020-08-04 31851 11188.0" + ] + }, + "execution_count": 169, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Find the date\n", + "JH_Daily_Recovery_Nigeriadf[JH_Daily_Recovery_Nigeriadf['Recovery Rate'] == 11188.0]" + ] + }, + { + "cell_type": "code", + "execution_count": 170, + "id": "e315403a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-165208.0" + ] + }, + "execution_count": 170, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Lowest_recovery_rate=JH_Daily_Recovery_Nigeriadf['Recovery Rate'].min()\n", + "Lowest_recovery_rate" + ] + }, + { + "cell_type": "code", + "execution_count": 171, + "id": "f911ea90", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Further analysis on other indicators: Seaborn's lineplot Death rate\n", + "plt.figure(figsize = (15,5))\n", + "sns.lineplot(x = 'Date', y = 'Death Rate', data = JH_Daily_DeathsNigeriadf).set_title('Daily Death Rate in Nigeria')" + ] + }, + { + "cell_type": "markdown", + "id": "73b25263", + "metadata": {}, + "source": [ + "There was a spike in the death rate in Nigeria on 2021-08-29 with a record high of 93.0. The reason may be because of relaxed perventive measures with apparent ease of local restrictions. The lowest death rate of -4.0 was recorded on 2022-06-10 perhaps due to the success at global control the corona virus, especially in year 2022." + ] + }, + { + "cell_type": "code", + "execution_count": 173, + "id": "c4596cbc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "93.0" + ] + }, + "execution_count": 173, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Highest_death_rate = JH_Daily_DeathsNigeriadf['Death Rate'].max()\n", + "Highest_death_rate" + ] + }, + { + "cell_type": "code", + "execution_count": 174, + "id": "34e9077c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateDeath CasesDeath Rate
5852021-08-29245493.0
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" + ], + "text/plain": [ + " Date Death Cases Death Rate\n", + "585 2021-08-29 2454 93.0" + ] + }, + "execution_count": 174, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Find the date\n", + "JH_Daily_DeathsNigeriadf[JH_Daily_DeathsNigeriadf['Death Rate'] == 93.0]" + ] + }, + { + "cell_type": "code", + "execution_count": 175, + "id": "421c5844", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-4.0" + ] + }, + "execution_count": 175, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Lowest_death_rate=JH_Daily_DeathsNigeriadf['Death Rate'].min()\n", + "Lowest_death_rate" + ] + }, + { + "cell_type": "code", + "execution_count": 176, + "id": "e79bfc0f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateDeath CasesDeath Rate
8702022-06-103144-4.0
\n", + "
" + ], + "text/plain": [ + " Date Death Cases Death Rate\n", + "870 2022-06-10 3144 -4.0" + ] + }, + "execution_count": 176, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Find the date\n", + "JH_Daily_DeathsNigeriadf[JH_Daily_DeathsNigeriadf['Death Rate'] ==-4.0]" + ] + }, + { + "cell_type": "code", + "execution_count": 178, + "id": "0d3d5777", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Regression\n", + "plt.figure(figsize = (10,5))\n", + "ax = sns.regplot(x=NCDC_external[\"Age\"], y=NCDC_external[\"Number of Lab Confirmed Cases\"], data=NCDC_external).set_title('Age and infection Pattern in Nigeria')" + ] + }, + { + "cell_type": "markdown", + "id": "143c42d6", + "metadata": {}, + "source": [ + "The above plot displays the association between number of confirmed cases and age of populations. It can be infered from the plot that the occurences along or close to the trendline are higher confirmed cases with higher Age index scores. There are however lesser confirmed cases associated with lower age index.\n", + "\n", + "This shows that aged populace are more susceptible to Coronarvirus than the younger population." + ] + }, + { + "cell_type": "code", + "execution_count": 180, + "id": "75ed56aa", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (10,5))\n", + "ax = sns.regplot(x=\"Age\", y=\"Number of Deaths\", data=NCDC_external).set_title('Age and Mortality in States in Nigeria')" + ] + }, + { + "cell_type": "markdown", + "id": "5baf5607", + "metadata": {}, + "source": [ + "Apparently, the number of deaths tends to be more in the elderly population (more occurences tend to cluster close to the trendline at higher indices), even though many age categories are captured in lower covid related deaths.\n", + "indices that can be traced to lower death are however associated with younger population." + ] + }, + { + "cell_type": "code", + "execution_count": 181, + "id": "6110820e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Bar plot for Mortality and Health Systems\n", + "plt.figure(figsize = (10,5))\n", + "ax = sns.barplot(x=\"Health System\", y=\"Number of Deaths\", data=NCDC_external).set_title('Mortality and Health System')" + ] + }, + { + "cell_type": "markdown", + "id": "bc686c82", + "metadata": {}, + "source": [ + "Health systems of a country may influence the overall health impact of coroner virus. According to Africa COVID-19 Community guiding principles, higher system indices show that health crisis mangagemnt are less effective and therefore there are chances that there will be lower number of discharged cases. Higher health system index score indicate weak health system. \n", + "\n", + "From the bar plots above, lower deaths are associated with various health system index score. Health System index of 0.1 (very low) was associatated with the highest number of deaths. With this relationship and high standard of deviation, it is therefore not clear whether health systems in states in Nigeria had any significant influence on the number of deaths recorded during the covid crisis" + ] + }, + { + "cell_type": "code", + "execution_count": 182, + "id": "a0805c69", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Bar plot for Discharged cases and Health Systems\n", + "plt.figure(figsize = (10,5))\n", + "ax = sns.barplot(x=\"Health System\", y=\"Number of Cases Discharged\", data=NCDC_external).set_title('Discharged Cases and Health System')" + ] + }, + { + "cell_type": "markdown", + "id": "70262c2a", + "metadata": {}, + "source": [ + "Health systems of a country may influence the overall health impact of coroner virus. According to Africa COVID-19 Community guiding principles, higher system indices show that health crisis mangagemnt are less effective and therefore there are chances that there will be lower number of discharged cases.\n", + "\n", + "So far from the barplot, it is inconclusive to say that the health system of Nigeria influenced the number of covid discharged cases in Nigeria. This is further highlighted by the large error bars which indicates higher measure of dispersion from any possible trend." + ] + }, + { + "cell_type": "code", + "execution_count": 183, + "id": "76e60106", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Health System Index in States')" + ] + }, + "execution_count": 183, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Plotting Health System in States\n", + "plt.figure(figsize = (8,12))\n", + "sns.barplot(x = NCDC_external['Health System'], y = NCDC_external['States Affected'], data = NCDC_external, color = 'green').set_title('Health System Index in States')" + ] + }, + { + "cell_type": "markdown", + "id": "fbfb3577", + "metadata": {}, + "source": [ + "The barplot above shows that health System index is diverse for states in Nigeria." + ] + }, + { + "cell_type": "markdown", + "id": "849a37e6", + "metadata": {}, + "source": [ + "TODO L -\n", + "Determine the effect of the Pandemic on the economy. To do this, you will compare the Real GDP value Pre-COVID-19 with Real GDP in 2020 (COVID-19 Period, especially Q2 2020)\n", + "Steps\n", + "\n", + ">From the Real GDP Data, generate a barplot using the GDP values for each year & quarters. For example: On x-axis you will have year 2017 and the bars will be values of each quarters(Q1-Q4). You expected to have subplots of each quarters on one graph.\n", + ">Hint: Use Pandas.melt to create your plot DataFrame\n", + ">Set your quarter legend to lower left.\n", + ">Using axhline, draw a horizontal line through the graph at the value of Q2 2020.\n", + ">Write out your observation\n" + ] + }, + { + "cell_type": "code", + "execution_count": 184, + "id": "81e7c755", + "metadata": {}, + "outputs": [], + "source": [ + "#Determine the effect of the Pandemic on the economy. To do this, you will compare the Real GDP value Pre-COVID-19 with Real GDP in 2020 (COVID-19 Period, especially Q2 2020)\n", + "#From the Real GDP Data, generate a barplot using the GDP values for each year & quarters. For example: On x-axis you will have year 2017 and the bars will be values of each quarters(Q1-Q4). You expected to have subplots of each quarters on one graph.\n", + "#Hint: Use Pandas.melt to create your plot DataFrame\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 185, + "id": "71e84fea", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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YearQ1Q2Q3Q4
0201415438679.5016084622.3117479127.5818150356.45
1201516050601.3816463341.9117976234.5918533752.07
2201615943714.5416218542.4117555441.6918213537.29
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4201816096654.1916580508.0718081342.1019041437.59
5201916434552.6516931434.8918494114.1719530000.00
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" + ], + "text/plain": [ + " Year Q1 Q2 Q3 Q4\n", + "0 2014 15438679.50 16084622.31 17479127.58 18150356.45\n", + "1 2015 16050601.38 16463341.91 17976234.59 18533752.07\n", + "2 2016 15943714.54 16218542.41 17555441.69 18213537.29\n", + "3 2017 15797965.83 16334719.27 17760228.17 18598067.07\n", + "4 2018 16096654.19 16580508.07 18081342.10 19041437.59\n", + "5 2019 16434552.65 16931434.89 18494114.17 19530000.00\n", + "6 2020 16740000.00 15890000.00 17820000.00 0.00" + ] + }, + "execution_count": 185, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Declaring the dtat set to be used\n", + "RealGDP" + ] + }, + { + "cell_type": "code", + "execution_count": 186, + "id": "dd8ef945", + "metadata": {}, + "outputs": [], + "source": [ + "#Restructuring the RealGDP dataframe for easy readability and accessibility\n", + "Q_RealGDP= pd.melt(RealGDP, id_vars=['Year'], var_name='Quarter', value_name='Amount in Billion(N)')" + ] + }, + { + "cell_type": "code", + "execution_count": 187, + "id": "994c4a99", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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YearQuarterAmount in Billion(N)
02014Q115438679.50
12015Q116050601.38
22016Q115943714.54
32017Q115797965.83
42018Q116096654.19
52019Q116434552.65
62020Q116740000.00
72014Q216084622.31
82015Q216463341.91
92016Q216218542.41
102017Q216334719.27
112018Q216580508.07
122019Q216931434.89
132020Q215890000.00
142014Q317479127.58
152015Q317976234.59
162016Q317555441.69
172017Q317760228.17
182018Q318081342.10
192019Q318494114.17
202020Q317820000.00
212014Q418150356.45
222015Q418533752.07
232016Q418213537.29
242017Q418598067.07
252018Q419041437.59
262019Q419530000.00
272020Q40.00
\n", + "
" + ], + "text/plain": [ + " Year Quarter Amount in Billion(N)\n", + "0 2014 Q1 15438679.50\n", + "1 2015 Q1 16050601.38\n", + "2 2016 Q1 15943714.54\n", + "3 2017 Q1 15797965.83\n", + "4 2018 Q1 16096654.19\n", + "5 2019 Q1 16434552.65\n", + "6 2020 Q1 16740000.00\n", + "7 2014 Q2 16084622.31\n", + "8 2015 Q2 16463341.91\n", + "9 2016 Q2 16218542.41\n", + "10 2017 Q2 16334719.27\n", + "11 2018 Q2 16580508.07\n", + "12 2019 Q2 16931434.89\n", + "13 2020 Q2 15890000.00\n", + "14 2014 Q3 17479127.58\n", + "15 2015 Q3 17976234.59\n", + "16 2016 Q3 17555441.69\n", + "17 2017 Q3 17760228.17\n", + "18 2018 Q3 18081342.10\n", + "19 2019 Q3 18494114.17\n", + "20 2020 Q3 17820000.00\n", + "21 2014 Q4 18150356.45\n", + "22 2015 Q4 18533752.07\n", + "23 2016 Q4 18213537.29\n", + "24 2017 Q4 18598067.07\n", + "25 2018 Q4 19041437.59\n", + "26 2019 Q4 19530000.00\n", + "27 2020 Q4 0.00" + ] + }, + "execution_count": 187, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_RealGDP" + ] + }, + { + "cell_type": "code", + "execution_count": 188, + "id": "8c2fcdb6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 188, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# generating a seaborn's barplot using the GDP values for each year & quarters\n", + "plt.figure(figsize = (10,5))\n", + "sns.barplot(x = 'Year', y = 'Amount in Billion(N)',hue = 'Quarter', data =Q_RealGDP).set_title('Annual-Quaterly GDP')\n", + "plt.legend(loc = 'lower left')\n", + "plt.axhline(y =15890000.00, label ='Hline', color ='black')" + ] + }, + { + "cell_type": "markdown", + "id": "6fe3ce42", + "metadata": {}, + "source": [ + "The second quarter of 2020 (onset of impact of pandemic in Nigeria) was used to apply an axhline threashold and bench mark for comparison of dataset parameters. \n", + "\n", + "\n", + "There is no record for the fourth quarter's GDP in 2020 \n", + "\n", + "\n", + "Economic activities during the fourth quarter was virtually grounded hence there is no record of GDP for fourth quater of 2020. This also means that 2020 has the lowest combined GDP in the years under review. \n", + "\n", + "\n", + "The impact of covid 19 was huge on Nigeria's economy around the second quarter, in 2020, because that was when the highest cases of daily infection were recorded. \n", + "\n", + "\n", + "The negative effects of covid on the population and the control measures enforced by the government affected productivity, all compared to other years included in the review. " + ] + }, + { + "cell_type": "code", + "execution_count": 189, + "id": "6c46a25d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesInitial_budget (Bn)Revised_budget (Bn)
0Abia136.60102.70
1Adamawa183.30139.31
2Akwa-Ibom597.73366.00
3Anambra137.10112.80
4Bauchi167.20128.00
5Bayelsa242.18183.15
6Benue189.00119.00
7Borno146.80108.80
8Cross River1100.00147.10
9Delta395.50282.30
10Ebonyi178.40131.80
11Edo179.20128.80
12Ekiti124.5091.10
13Enugu169.56146.40
14Gombe130.83107.40
15Imo197.60108.30
16Jigawa152.92124.00
17Kaduna259.25223.60
18Kano200.00138.00
19Katsina244.00213.00
20Kebbi138.0099.60
21Kogi176.00102.00
22Kwara160.00120.00
23Lagos1680.00920.50
24Nasarawa108.4062.96
25Niger155.0098.00
26Ogun449.90280.00
27Ondo187.80151.40
28Osun119.6082.20
29Oyo213.00174.00
30Plateau177.30122.00
31Rivers530.80300.40
32Sokoto202.40153.00
33Taraba215.00150.50
34Yobe108.0086.00
35Zamfara188.50127.30
36FCT278.78199.00
\n", + "
" + ], + "text/plain": [ + " states Initial_budget (Bn) Revised_budget (Bn)\n", + "0 Abia 136.60 102.70\n", + "1 Adamawa 183.30 139.31\n", + "2 Akwa-Ibom 597.73 366.00\n", + "3 Anambra 137.10 112.80\n", + "4 Bauchi 167.20 128.00\n", + "5 Bayelsa 242.18 183.15\n", + "6 Benue 189.00 119.00\n", + "7 Borno 146.80 108.80\n", + "8 Cross River 1100.00 147.10\n", + "9 Delta 395.50 282.30\n", + "10 Ebonyi 178.40 131.80\n", + "11 Edo 179.20 128.80\n", + "12 Ekiti 124.50 91.10\n", + "13 Enugu 169.56 146.40\n", + "14 Gombe 130.83 107.40\n", + "15 Imo 197.60 108.30\n", + "16 Jigawa 152.92 124.00\n", + "17 Kaduna 259.25 223.60\n", + "18 Kano 200.00 138.00\n", + "19 Katsina 244.00 213.00\n", + "20 Kebbi 138.00 99.60\n", + "21 Kogi 176.00 102.00\n", + "22 Kwara 160.00 120.00\n", + "23 Lagos 1680.00 920.50\n", + "24 Nasarawa 108.40 62.96\n", + "25 Niger 155.00 98.00\n", + "26 Ogun 449.90 280.00\n", + "27 Ondo 187.80 151.40\n", + "28 Osun 119.60 82.20\n", + "29 Oyo 213.00 174.00\n", + "30 Plateau 177.30 122.00\n", + "31 Rivers 530.80 300.40\n", + "32 Sokoto 202.40 153.00\n", + "33 Taraba 215.00 150.50\n", + "34 Yobe 108.00 86.00\n", + "35 Zamfara 188.50 127.30\n", + "36 FCT 278.78 199.00" + ] + }, + "execution_count": 189, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Budget_data" + ] + }, + { + "cell_type": "code", + "execution_count": 190, + "id": "eab1e7dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Initial budget for states before COVID')" + ] + }, + "execution_count": 190, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (8,12))\n", + "sns.barplot(y='states', x='Initial_budget (Bn)',data=Budget_data).set_title('Initial budget for states before COVID')" + ] + }, + { + "cell_type": "code", + "execution_count": 191, + "id": "873075eb", + "metadata": {}, + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "invalid syntax (1618874194.py, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[1;36m Input \u001b[1;32mIn [191]\u001b[1;36m\u001b[0m\n\u001b[1;33m Lagos had the highest initial bugdet before COVID\u001b[0m\n\u001b[1;37m ^\u001b[0m\n\u001b[1;31mSyntaxError\u001b[0m\u001b[1;31m:\u001b[0m invalid syntax\n" + ] + } + ], + "source": [ + "Lagos had the highest initial bugdet before COVID" + ] + }, + { + "cell_type": "code", + "execution_count": 192, + "id": "c989ad0c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Revised budget for states during COVID')" + ] + }, + "execution_count": 192, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (8,12))\n", + "sns.barplot(y='states', x='Revised_budget (Bn)',data=Budget_data).set_title('Revised budget for states during COVID')" + ] + }, + { + "cell_type": "code", + "execution_count": 193, + "id": "f3de0a0c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 193, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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statesInitial_budget (Bn)Revised_budget (Bn)Budget difference (%)
0Abia136.60102.70-24.816984
1Adamawa183.30139.31-23.998909
2Akwa-Ibom597.73366.00-38.768340
3Anambra137.10112.80-17.724289
4Bauchi167.20128.00-23.444976
5Bayelsa242.18183.15-24.374432
6Benue189.00119.00-37.037037
7Borno146.80108.80-25.885559
8Cross River1100.00147.10-86.627273
9Delta395.50282.30-28.621997
10Ebonyi178.40131.80-26.121076
11Edo179.20128.80-28.125000
12Ekiti124.5091.10-26.827309
13Enugu169.56146.40-13.658882
14Gombe130.83107.40-17.908737
15Imo197.60108.30-45.192308
16Jigawa152.92124.00-18.911849
17Kaduna259.25223.60-13.751205
18Kano200.00138.00-31.000000
19Katsina244.00213.00-12.704918
20Kebbi138.0099.60-27.826087
21Kogi176.00102.00-42.045455
22Kwara160.00120.00-25.000000
23Lagos1680.00920.50-45.208333
24Nasarawa108.4062.96-41.918819
25Niger155.0098.00-36.774194
26Ogun449.90280.00-37.763948
27Ondo187.80151.40-19.382322
28Osun119.6082.20-31.270903
29Oyo213.00174.00-18.309859
30Plateau177.30122.00-31.190073
31Rivers530.80300.40-43.406179
32Sokoto202.40153.00-24.407115
33Taraba215.00150.50-30.000000
34Yobe108.0086.00-20.370370
35Zamfara188.50127.30-32.466844
36FCT278.78199.00-28.617548
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" + ], + "text/plain": [ + " states Initial_budget (Bn) Revised_budget (Bn) \\\n", + "0 Abia 136.60 102.70 \n", + "1 Adamawa 183.30 139.31 \n", + "2 Akwa-Ibom 597.73 366.00 \n", + "3 Anambra 137.10 112.80 \n", + "4 Bauchi 167.20 128.00 \n", + "5 Bayelsa 242.18 183.15 \n", + "6 Benue 189.00 119.00 \n", + "7 Borno 146.80 108.80 \n", + "8 Cross River 1100.00 147.10 \n", + "9 Delta 395.50 282.30 \n", + "10 Ebonyi 178.40 131.80 \n", + "11 Edo 179.20 128.80 \n", + "12 Ekiti 124.50 91.10 \n", + "13 Enugu 169.56 146.40 \n", + "14 Gombe 130.83 107.40 \n", + "15 Imo 197.60 108.30 \n", + "16 Jigawa 152.92 124.00 \n", + "17 Kaduna 259.25 223.60 \n", + "18 Kano 200.00 138.00 \n", + "19 Katsina 244.00 213.00 \n", + "20 Kebbi 138.00 99.60 \n", + "21 Kogi 176.00 102.00 \n", + "22 Kwara 160.00 120.00 \n", + "23 Lagos 1680.00 920.50 \n", + "24 Nasarawa 108.40 62.96 \n", + "25 Niger 155.00 98.00 \n", + "26 Ogun 449.90 280.00 \n", + "27 Ondo 187.80 151.40 \n", + "28 Osun 119.60 82.20 \n", + "29 Oyo 213.00 174.00 \n", + "30 Plateau 177.30 122.00 \n", + "31 Rivers 530.80 300.40 \n", + "32 Sokoto 202.40 153.00 \n", + "33 Taraba 215.00 150.50 \n", + "34 Yobe 108.00 86.00 \n", + "35 Zamfara 188.50 127.30 \n", + "36 FCT 278.78 199.00 \n", + "\n", + " Budget difference (%) \n", + "0 -24.816984 \n", + "1 -23.998909 \n", + "2 -38.768340 \n", + "3 -17.724289 \n", + "4 -23.444976 \n", + "5 -24.374432 \n", + "6 -37.037037 \n", + "7 -25.885559 \n", + "8 -86.627273 \n", + "9 -28.621997 \n", + "10 -26.121076 \n", + "11 -28.125000 \n", + "12 -26.827309 \n", + "13 -13.658882 \n", + "14 -17.908737 \n", + "15 -45.192308 \n", + "16 -18.911849 \n", + "17 -13.751205 \n", + "18 -31.000000 \n", + "19 -12.704918 \n", + "20 -27.826087 \n", + "21 -42.045455 \n", + "22 -25.000000 \n", + "23 -45.208333 \n", + "24 -41.918819 \n", + "25 -36.774194 \n", + "26 -37.763948 \n", + "27 -19.382322 \n", + "28 -31.270903 \n", + "29 -18.309859 \n", + "30 -31.190073 \n", + "31 -43.406179 \n", + "32 -24.407115 \n", + "33 -30.000000 \n", + "34 -20.370370 \n", + "35 -32.466844 \n", + "36 -28.617548 " + ] + }, + "execution_count": 195, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Budget_data" + ] + }, + { + "cell_type": "code", + "execution_count": 196, + "id": "55e733b9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-12.704918032786882" + ] + }, + "execution_count": 196, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Determining the minimum Budget difference\n", + "Budget_data['Budget difference (%)'].max()" + ] + }, + { + "cell_type": "code", + "execution_count": 197, + "id": "74ef7f20", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-86.62727272727273" + ] + }, + "execution_count": 197, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Determining the Maximum Budget difference\n", + "Budget_data['Budget difference (%)'].min()" + ] + }, + { + "cell_type": "code", + "execution_count": 198, + "id": "0b00d552", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesInitial_budget (Bn)Revised_budget (Bn)Budget difference (%)
19Katsina244.0213.0-12.704918
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statesInitial_budget (Bn)Revised_budget (Bn)Budget difference (%)
8Cross River1100.0147.1-86.627273
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" + ], + "text/plain": [ + " states Initial_budget (Bn) Revised_budget (Bn) \\\n", + "8 Cross River 1100.0 147.1 \n", + "\n", + " Budget difference (%) \n", + "8 -86.627273 " + ] + }, + "execution_count": 199, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "#Extracting the state with the maximum budget revision\n", + "Budget_data.loc[Budget_data['Budget difference (%)']==Budget_data['Budget difference (%)'].min()]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "224df164", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/README.md b/README.md index 643a0e99..3e873585 100644 --- a/README.md +++ b/README.md @@ -1,2 +1,31 @@ # Nigeria-COVID-19-Data-Analysis-Using-Python Data Scientist Microdegree Capstone Project + +This project is necessitated by the gap existing in establishing correlation between impact of COVID-19 pandemic and pre-existing socio-economic systems in Nigeria. Data analytic tools were used to process COVD-19 related data to generate insights into the measure of impact of the covid crisis on Nigeria's socio-economic quality- state-wise. +# Project Overview +The emergence of a new strain of virus in 2019 led to one of the world's deadliest pandemic in history. The coronavirus infection leads to acute health complications which challenge existing health systems and eventually, normal way of life of people. Nigeria, a West-African country, has also been affected by the COVID-19 pandemic after recording its first case on 27th February 2020. +Nigeria is a country with 37 states - Federal Capital Territory included- and a fast-growing economic environment with about 200 million citizens. COVID-19 has affected several country activities as the country steadily progressed from its first case to shutting down major airports, state-wide lockdown, curfews, and reviving its economy. +NCDC data included count cases that were confirmed, on admission and deaths, while John Hopkins COVID data were also counts for daily confirmed, daily recovered and daily deaths cases. Online data obtained contains cumulative records up to August 2022. Data analytics skills were employed to collect data, explore, analyze, visualize data relationships and generate insights. + +# Steps/Approaches +- Online data extraction from NCDC was by python scraping technique using beautifulsoup library to parse the website’s HTML tree. Steps taken here include locating and inspecting the page of the URL to be scrapped, finding the data to be extracted by parsing, writing the code. + +- Before carrying out analyses, dataframes were viewed to obtain basic information about the data and become acquainted with its contents using the head() and info() method. Dataframes were also cleaned, treated and prepared by: + Converting column values to appropriate data types, + Renaming the columns of the scraped data, + Removing comma(,) in numerical data, + Sorting data for orderliness e.g states in alphabetical order and numerical ranges, + Merging NCDC related dataframes, + Extracting daily data for Nigeria from the Global daily cases data. + +- Some analyses were performed on the prepared datasets and results were described to generate corresponding insights. Some of the analyses carried out include: + Generating and describing line plot outcomes that shows the top 10 states and all states in Nigeria in terms of Confirmed Covid cases by Laboratory, Discharged Covid cases, death cases using sort() and nlargest() method, + comparative analyses between vulnerability index and other indices was also done using appropriate Seaborns’s visualization methods such as sns.line plot(), sns.barplot(), sns.regplot(), 2-axis plot to illustrate this, + Determination of the daily infection, recovery and death rates, using the Pandas diff method and to find the derivative of the total cases, + Determination of highest and lowest values using python’s max() and min() functions for respective variables, + Determination of the effect of the Pandemic on the economy by comparing the Real GDP value Pre-COVID-19 with Real GDP in 2020 (COVID-19 Period, especially Q2 2020). + +# Suggestions on future work/Improvement plans +-The current approach of this project analysis is descriptive as it analyses past vulnerability data to explain past events. However a predictive and prescriptive approach to data analytics might help reduce the burden of managing unexpected crises such as the coronavirus pandemic. This may require utilization of data intelligence methods (AI) to predict trends such as emergence of the new hotspots of infection and its peaks as well as suggesting solutions. + + diff --git a/Updated Executive Summary on COVID-19 Data Analysis Project.doc (2).docx b/Updated Executive Summary on COVID-19 Data Analysis Project.doc (2).docx new file mode 100644 index 00000000..c83710f7 Binary files /dev/null and b/Updated Executive Summary on COVID-19 Data Analysis Project.doc (2).docx differ diff --git a/ncdcdata.csv b/ncdcdata.csv new file mode 100644 index 00000000..a030ad9a --- /dev/null +++ b/ncdcdata.csv @@ -0,0 +1,38 @@ +,States Affected,No. of Cases (Lab Confirmed),No. of Cases (on admission),No. Discharged,No. of Deaths +0,Lagos,103145,2,102372,771 +1,FCT,29161,120,28792,249 +2,Rivers,17755,180,17420,155 +3,Kaduna,11487,20,11378,89 +4,Oyo,10328,2,10124,202 +5,Plateau,10309,27,10207,75 +6,Edo,7821,102,7398,321 +7,Ogun,5810,11,5717,82 +8,Delta,5653,371,5170,112 +9,Kano,5186,50,5009,127 +10,Ondo,5173,315,4749,109 +11,Akwa Ibom,4973,22,4907,44 +12,Kwara,4680,441,4175,64 +13,Osun,3311,29,3190,92 +14,Gombe,3310,6,3238,66 +15,Enugu,2952,13,2910,29 +16,Anambra,2825,46,2760,19 +17,Nasarawa,2777,393,2345,39 +18,Imo,2655,7,2590,58 +19,Ekiti,2456,37,2391,28 +20,Katsina,2418,0,2381,37 +21,Abia,2239,13,2192,34 +22,Benue,2129,340,1764,25 +23,Ebonyi,2064,28,2004,32 +24,Bauchi,1990,18,1948,24 +25,Borno,1629,5,1580,44 +26,Taraba,1473,62,1377,34 +27,Bayelsa,1363,10,1325,28 +28,Adamawa,1203,68,1103,32 +29,Niger,1181,163,998,20 +30,Cross River,877,4,848,25 +31,Sokoto,822,0,794,28 +32,Jigawa,669,2,649,18 +33,Yobe,638,4,625,9 +34,Kebbi,480,10,454,16 +35,Zamfara,375,0,366,9 +36,Kogi,5,0,3,2